tag:blogger.com,1999:blog-3645245413135772822024-03-05T01:22:41.410-04:00INFORMATICA BRION RICHARDAqui conseguiras lo que necesitas saber de Informaticarichardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.comBlogger44125tag:blogger.com,1999:blog-364524541313577282.post-91619050118064778562022-07-22T20:23:00.001-04:002022-07-22T20:23:24.822-04:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQhKJ3tHcVBthEgaBqZs7fe0Gm6EEJMi8RiLWhRe-I15Wq2eFtjYxufh7GXogzIt714E_IAMdDZyXAZEVOHFMrqfAxpakChlpRheB939y0ok_LcaE-sD-QQhhkpXV-avwQD467rL8KZaGUOkGkgM9A1Sl3dR6KN0U6xXmVJOHjIinSWiC8i_WhjpeifQ/s1080/IMG-20220314-WA0006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="873" data-original-width="1080" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQhKJ3tHcVBthEgaBqZs7fe0Gm6EEJMi8RiLWhRe-I15Wq2eFtjYxufh7GXogzIt714E_IAMdDZyXAZEVOHFMrqfAxpakChlpRheB939y0ok_LcaE-sD-QQhhkpXV-avwQD467rL8KZaGUOkGkgM9A1Sl3dR6KN0U6xXmVJOHjIinSWiC8i_WhjpeifQ/s320/IMG-20220314-WA0006.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtkaARIVFf8F8q3ISnkj17n0IENTNyckWLHBOnKTUItfFG_l5dzzbPmdDuQ9h5nlh-T3CXnh7HmvRa31Exv7rwLsHG0092is5rGz7zwZA449RbUtLfHWDpFufHdE7q9IeQtLiekDrS3ZZdtKw_yn7Bd30_6YG7OIFzzFyYXF51SUR8AOg6MSmz51RLPQ/s1080/IMG-20220314-WA0006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="873" data-original-width="1080" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtkaARIVFf8F8q3ISnkj17n0IENTNyckWLHBOnKTUItfFG_l5dzzbPmdDuQ9h5nlh-T3CXnh7HmvRa31Exv7rwLsHG0092is5rGz7zwZA449RbUtLfHWDpFufHdE7q9IeQtLiekDrS3ZZdtKw_yn7Bd30_6YG7OIFzzFyYXF51SUR8AOg6MSmz51RLPQ/s320/IMG-20220314-WA0006.jpg" width="320" /></a></div><br /><p></p>richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-33044719258568442892020-04-03T01:17:00.001-04:002020-04-03T01:18:37.716-04:00satélite «Simón Bolívar»<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://actualy.es/asesinado-el-satelite-simon-bolivar/"><span style="color: white;">EN MANOS DEL ÁGUILA IMPERIAL</span></a></div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-8986481578624480402020-04-03T01:08:00.001-04:002020-04-03T01:08:31.842-04:00CANTV SATELITAL FUE TRANSFERIDA A Intelsat 14<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.bancaynegocios.com/satelite-de-eeuu-mantiene-al-aire-a-medios-estatales-por-fin-prematuro-del-simon-bolivar/">Satélite de EEUU mantiene al aire a medios estatales por fin «prematuro» del «Simón Bolívar»</a></div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-60748292407971911872019-02-22T07:50:00.001-04:002019-02-22T07:50:18.463-04:00Como instalar Navegador opera en canaima<div dir="ltr" style="text-align: left;" trbidi="on">
PASO 1<br />Vamos al sitio oficial de opera <b>http://www.opera.com/es-419</b> y descargamos el paquete (en nuestro caso) .deb <br /><br /> PASO 2<br />Ahora nos ubicamos en la carpeta donde se descargo, en mi caso seria Descargas, y hacemos clic derecho en la parte blanca, y luego en Abrir en un Terminal. De esta forma se abre la terminal ya ubicada en la carpeta Descargas.<br /><br />Escribimos el siguiente comando y damos Enter para instalar dos dependencias que son necesarias para instalar Opera.<br /><br /><b>sudo apt-get install apt-transport-https libcurl3</b><br /><br />Después de pulsar Enter les pedirá ingresar la clave de superusuario<br /><br />Se muestra un mensaje en la terminal a la cual seleccionamos la opción SI y pulsamos Enter, esto es para que Opera se mantenga actualizado conforme lleguen la actualizaciones.<br /><br /> PASO 3<br />Finalizado lo anterior, escribimos este comando para instalar Opera<br /><br /><b>sudo dpkg -i opera-stable_43.0.2442.1144_i386.deb</b><br /><br />Después de escribir dpkg -i opera, pulsen la tecla Tab para autocompletar el nombre<br /><br />¡Listo! ya tenemos el navegador Opera instalado en nuestro equipo, lo pueden conseguir en Aplicaciones > Internet.</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com1tag:blogger.com,1999:blog-364524541313577282.post-46975263987891462012018-05-24T19:19:00.000-04:002018-05-24T19:19:45.615-04:00Como obtener información de la Memoria RAM en Linux<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 style="background-color: white; border: 0px; color: #444444; font-family: Titillium, Arial, sans-serif; font-size: 28px; font-stretch: inherit; font-weight: 400; letter-spacing: -0.5px; line-height: 1.3em; margin: 0px 0px 14px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
Cuanta memoria RAM dispones y cuanta se esta Usando</h3>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Para esto utilizamos el comando free, tenemos varias opciones si colocamos la opción -m nos dará a cantidad de memoria en MB y si usamos la opción -g nos dará la cantidad de memoria en GB</div>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
<code lang="bash" style="background: rgb(238, 238, 238); border: 0px; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px 3px; vertical-align: baseline;">$ free -m</code></div>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
<code lang="bash" style="background: rgb(238, 238, 238); border: 0px; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px 3px; vertical-align: baseline;"> total used free shared buffers cached</code></div>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
<code lang="bash" style="background: rgb(238, 238, 238); border: 0px; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px 3px; vertical-align: baseline;">Mem: 7768 4018 3750 0 277 1043 -/+</code></div>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
<code lang="bash" style="background: rgb(238, 238, 238); border: 0px; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px 3px; vertical-align: baseline;">buffers/cache: 2698 5070</code></div>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
<code lang="bash" style="background: rgb(238, 238, 238); border: 0px; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px 3px; vertical-align: baseline;">Swap: 8100 0 8100</code></div>
<h3 style="background-color: white; border: 0px; color: #444444; font-family: Titillium, Arial, sans-serif; font-size: 28px; font-stretch: inherit; font-weight: 400; letter-spacing: -0.5px; line-height: 1.3em; margin: 0px 0px 14px; padding: 0px; vertical-align: baseline; word-wrap: break-word;">
Que tipo de Memoria RAM utiliza nuestra PC</h3>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
Para descubrir que tipo de memoria RAM utiliza nuestro PC y cual es la máxima memoria que soporta ejecutamos (se debe ejecutar como sudo o como root) :</div>
<div style="background-color: white; border: 0px; color: #666666; font-family: Titillium, Arial, sans-serif; font-size: 18px; font-stretch: inherit; line-height: 28.8px; margin-bottom: 1em; padding: 0px; vertical-align: baseline;">
<code lang="bash" style="background: rgb(238, 238, 238); border: 0px; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px 3px; vertical-align: baseline;"></code></div>
<pre style="background: url("/wp-content/themes/hueman/img/pre.png") 50% 0% repeat rgb(255, 255, 255); border: 1px solid rgb(221, 221, 221); color: #666666; font-family: Monaco, 'Courier New', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; font-size: 11px; font-stretch: inherit; line-height: 19px; margin-bottom: 30px; margin-top: 30px; overflow-x: auto; overflow-y: hidden; padding: 18px 20px; vertical-align: baseline; white-space: pre-wrap; word-wrap: break-word;">$ sudo dmidecode --type memory
# dmidecode 2.9
SMBIOS 2.7 present.
Handle 0x003D, DMI type 16, 23 bytes
Physical Memory Array
Location: System Board Or Motherboard
Use: System Memory
Error Correction Type: None
Maximum Capacity: 8 GB
Error Information Handle: 0x003E
Number Of Devices: 2
Handle 0x003F, DMI type 17, 34 bytes
Memory Device
Array Handle: 0x003D
Error Information Handle: 0x0041
Total Width: 64 bits
Data Width: 64 bits
Size: 4096 MB
Form Factor: SODIMM
Set: None
Locator: ChannelA-DIMM0
Bank Locator: BANK 0
Type: <out of="" spec="">
Type Detail: Synchronous
<strong>Speed: 1333 MHz (0.8 ns)</strong>
Manufacturer: 06C1
Serial Number: 000000FF
Asset Tag: 9876543210
Part Number: SSA302G08-GDJEC</out></pre>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-89677868847678310962018-05-24T18:54:00.001-04:002018-05-24T18:54:29.842-04:00Configurando WIFI en Debian y Canaima 4 – Ralink corp. RT5390 Wireless<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
1.- Abrir Consola y entrar como root</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
$su</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
2.- Observar que tipo de targeta de red tienes</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
#lspci</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
<br /></div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
(Aparecerá una lista de dispositivos)</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . . 01:00.1 Audio device: NVIDIA Corporation GF119 HDMI Audio Controller (rev a1)</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . . 03:00.0 Netwo01:00.1 Audio device: NVIDIA Corporation GF119 HDMI Audio Controller (rev a1)</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . . 03:00.0 Network controller: Ralink corp. RT5390 Wireless 802.11n 1T/1R PCIe</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . . 04:00.0 Ethernet controller: Realtek Semiconductor Co., Ltd. RTL8111/8168B PCI Express Gigabit Ethernet controller (rev 06)</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . . rk controller: Ralink corp. <b>RT5390 Wireless</b> 802.11n 1T/1R PCIe</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . . 04:00.0 Ethernet controller: Realtek Semiconductor Co., Ltd. RTL8111/8168B PCI Express Gigabit Ethernet controller (rev 06)</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
(Si vez en la lista <b>RT5390 Wireless </b>continué:)</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
<br /></div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
3.- Instalar el repositorio de Debian 7</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
# nano /etc/apt/<span class="skimlinks-unlinked">sources.list</span></div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
Al final anexamos:</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
.</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .# Debian 7 “Wheezy”</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .deb <a href="http://http.debian.net/debian/" rel="nofollow" style="color: #b85b5a; text-decoration: none;">http://http.debian.net/debian/</a> wheezy main contrib non-free</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
.</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .Guardamos el documento ctr+o y salimos con ctr+x</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .#apt-get update</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
4.-Instalando el paquete necesario para la red inalámbrica.</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .#aptitude install firmware-ralink</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
..</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
Ya con esto instalamos el paquete necesario para la red inalambrica…</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
5.- Volvemos a desinstalar el repositorio de debian comentándolo con un #</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .# nano /etc/apt/<span class="skimlinks-unlinked">sources.list</span></div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
.Al final comentamos con #</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .# Debian 7 “Wheezy”</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .#deb <a href="http://http.debian.net/debian/" rel="nofollow" style="color: #b85b5a; text-decoration: none;">http://http.debian.net/debian/</a> wheezy main contrib non-free</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .Guardamos el documento ctr+o y salimos con ctr+x</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
. . .#apt-get update</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
6.- Configuremos Red Inalámbrica.</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
.</div>
<div style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
.</div>
<br />
<div id="atatags-370373-5b073e83f2cd8" style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 16.8px;">
</div>
<div class="wpcnt" style="background-color: white; color: #333333; font-family: Verdana; font-size: 12px; line-height: 0; text-align: center;">
<div class="wpa wpmrec" style="display: inline-block !important; max-width: 100%; min-width: 300px; position: relative; text-align: left; transform: translate3d(0px, 0px, 0px);">
</div>
</div>
<br />
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 16.8px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
T.S.U. Pablo Zambrano.</div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-7280201393999830872015-11-10T13:33:00.001-04:302015-11-10T13:33:47.040-04:30Hijos de San Antonio de Sotillo<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/pF7N0xplYJU" width="459"></iframe>richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-13749324725275569102015-01-12T20:52:00.003-04:302019-02-22T08:36:47.458-04:00PAQUETES ADMINISTRATIVOS<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: -18.0pt;">
</div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><br />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">Un sistema administrativo contiene datos acerca
de todas las operaciones efectuadas por una organización y ayuda a los
administradores a tomar decisiones y desarrollar sus funciones. Estos sistemas
se diseñan para las actividades de seguimiento, control, toma de decisiones y
las actividades administrativas de la gerencia. Proporcionan reportes
periódicos en vez de información instantánea sobre las operaciones.</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><br /></span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><b><span style="background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Características<o:p></o:p></span></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Los sistemas administrativos guardan una
estrecha relación con la Ofimática por cuanto son aplicaciones que complementan
el equipo diseñado para procesar información dentro de una organización. Ambos
conforman la tecnología de punta que facilita el trabajo de los
administrativos.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><b><span style="background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Ventajas<o:p></o:p></span></b></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Se modernizan y se automatizan todos los sistemas
de la compañía o empresa.<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">El sistema automatizado es más confiable que llevar
la contabilidad manual.<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> Obtener
informes y reportes de forma inmediata del año actual o años anteriores.<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Se reducen los errores.<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> Reportes
para el pago de impuestos más exactos.<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Inventario al día. <o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Respaldo seguro de la data, que puede ser a diario,
semanal, mensual o anual con varias modalidades y seguridad de respaldo.<o:p></o:p></span></span></span><!--[endif]--></div>
<span style="color: white;"><span style="background-color: black;"><br /></span></span>
<br />
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span></span></span><!--[endif]--><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="color: white;"><span style="background-color: black;"> Ahorro a
largo plazo, como de papel, carpetas, etc.</span></span><o:p></o:p></span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-49802803946297917472015-01-12T20:50:00.002-04:302015-01-12T20:50:20.051-04:30PAQUETES ADMINISTRATIVOS PARA LA GESTIÓN PÚBLICA:<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="line-height: 24px;">
<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">PAQUETES ADMINISTRATIVOS PARA LA GESTIÓN PÚBLICA:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt;">Son software libre que puede ser usado, modificado y distribuido sin restricciones, lo que promueve la participación y difusión del conocimiento entre sus usuarios, evita que se realicen copias ilegales (ya que en nuestro caso se puede hacer libremente) y a la hora de trabajar con o para la Administración en temas relacionados con la informática no favorece a ninguna empresa o individuo, ya que en principio toda persona que tenga acceso a un PC puede utilizar y conocer el software libre en las mismas condiciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">Característica<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt;"> La gran mayoría del software libre es gratuito, lo que reduce los costes generados por el pago de licencias. Además, las modificaciones o adaptaciones de programas pueden ser realizadas por personal propio o contratado a empresas de la industria local del software, de modo que el dinero invertido en el trabajo no acabe en otros países.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<b><span style="font-family: Arial, sans-serif; font-size: 12pt;">Ventaja<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt;">En una organización pública puede ser interesante disponer de distintos tipos de distribuciones según el público al que vayan dirigidas: Administradores de sistemas, Personal interno de la organización, Ciudadanos. Y la función que vayan a cumplir: Sistemas servidores de propósito general, Sistemas servidores especializados, Sistemas de usuario final o de escritorio.</span><br />
<span style="font-family: Arial, sans-serif; font-size: 12pt;"><br /></span>
<div style="line-height: 150%;">
<b><span style="font-family: "Arial","sans-serif";">SAID</span></b><span style="font-family: "Arial","sans-serif";">
está derivado del paquete "Gestión Pública", escrito por la Unidad de
Informática para FUNDACITE Mérida. Con 3 años en desarrollo tras él, SAID es el
sistema administrativo integrado para entes descentralizados sin fines
empresariales de la APN en </span><a href="http://es.wikipedia.org/wiki/Software_libre" target="_self" title="Software libre"><span style="font-family: "Arial","sans-serif";">software
libre</span></a><span style="font-family: "Arial","sans-serif";"> más avanzado y
actualizado hoy en día, ofreciendo la integración de todos los procesos
administrativos, presupuestarios y financieros, con generación de reportes
adecuados a las normativas de ONAPRE (Oficina Nacional de Presupuesto).<o:p></o:p></span></div>
<div style="line-height: 150%;">
<span style="font-family: "Arial","sans-serif";">(</span>SAID<span style="font-family: "Arial","sans-serif";"> también llamado Sistema
Administrativo Integrado Descentralizado) es un </span><a href="http://es.wikipedia.org/wiki/Sistemas_de_informaci%C3%B3n_gerencial" target="_self" title="Sistemas de información gerencial"><span style="font-family: "Arial","sans-serif";">sistema administrativo integral</span></a><span style="font-family: "Arial","sans-serif";"> que permite la automatización de los
procesos inherentes a la </span><a href="http://es.wikipedia.org/wiki/Administraci%C3%B3n_p%C3%BAblica" target="_self" title="Administración pública"><span style="font-family: "Arial","sans-serif";">administración
pública</span></a><span style="font-family: "Arial","sans-serif";">.<o:p></o:p></span></div>
<div style="line-height: 150%;">
<span style="font-family: "Arial","sans-serif";">Se
registra y controla el presupuesto de gastos de un organismo público
descentralizados sin fines empresariales, así los usuarios planifican la
formulación del presupuesto de gastos (basado en los instructivos de la </span><a href="http://es.wikipedia.org/w/index.php?title=ONAPRE&action=edit&redlink=1" target="_self" title="ONAPRE (aún no redactado)"><span style="font-family: "Arial","sans-serif";">ONAPRE</span></a><span style="font-family: "Arial","sans-serif";">) y luego pasan a la asignación de
créditos que les permite ejecutar el presupuesto mediante procesos de compras o
compromisos de distinto origen. La ejecución del presupuesto pasa por todas las
etapas del gasto: compromiso, causado y pagado, conectándose con los procesos
financieros y contables que tengan lugar.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Características<o:p></o:p></span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Es </span><a href="http://es.wikipedia.org/wiki/Software_libre" target="_self" title="Software libre"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">software libre</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Independencia del creador del sistema, garantizando que cada organización
realice las adaptaciones que necesite.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Reduce costos en cuanto al licenciamiento, asesoría técnica,
implementación, capacitación, adaptaciones, entre otros servicios
informáticos, debido a que la organización tiene la posibilidad de
capacitar a su personal </span><a href="http://es.wikipedia.org/wiki/TIC" target="_self" title="TIC"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">TIC</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> para que realizase las
implementaciones, adaptaciones, asesoría técnica y demás necesidades para
que cada organización sea "libre".<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Es un sistema de información Web, es decir el usuario accede desde </span><a href="http://es.wikipedia.org/wiki/Internet" target="_self" title="Internet"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Internet</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> o </span><a href="http://es.wikipedia.org/wiki/Intranet" target="_self" title="Intranet"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Intranet</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">
basado en un modelo </span><a href="http://es.wikipedia.org/wiki/Cliente-servidor" target="_self" title="Cliente-servidor"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Cliente-servidor</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><a href="http://es.wikipedia.org/wiki/Plataforma_%28inform%C3%A1tica%29" target="_self" title="Plataforma (informática)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Multi Plataforma</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> (</span><a href="http://es.wikipedia.org/wiki/Linux" target="_self" title="Linux"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Linux</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">, </span><a href="http://es.wikipedia.org/wiki/Windows" target="_self" title="Windows"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Windows</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">, </span><a href="http://es.wikipedia.org/wiki/Mac_OS" target="_self" title="Mac OS"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Mac</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">),
ya que sólo necesita un </span><a href="http://es.wikipedia.org/wiki/Navegador_Web" target="_self" title="Navegador Web"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">navegador Web</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> basado en </span><a href="http://es.wikipedia.org/wiki/Mozilla_Application_Suite" target="_self" title="Mozilla Application Suite"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">Mozilla</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> para acceder al mismo.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Está basado en instructivos y formatos de la ONAPRE.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Posee amplia documentación de usuario y técnica.<o:p></o:p></span></li>
</ul>
<h2 style="line-height: 150%;">
<span class="mw-headline"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Módulos del SAID</span></span><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></h2>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">El SAID
actualmente automatiza siguientes procesos:<o:p></o:p></span></b></div>
<br />
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Registro de beneficiarios, proveedores y personal.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Definición (por código programático, proyectos y acción
centralizada, unidades administrativas), formulación (en base al
instructivo 12 de ONAPRE) y ejecución (en base al instructivo 4 de ONAPRE)
presupuestaria.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Compras (requisición, cotizaciones, actas, nota de pedido, órdenes,
reintegros y definiciones).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Almacén (ingresar, consultar, entregar y anular solicitudes;
ingresar, consultar, modificar el inventario; genera reportes de mínimo
inventariado, gastos por programa, por partida presupuestaria y de
dependencia).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Bienes (ingreso desde compras, manuales; modificación de bienes;
ingresar y consultar del clasificador de bienes, genera reportes por
clasificación, por dependencia y general).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Cuentas por pagar (definiciones de impuestos y deducciones,
recepción de documentos, solicitud de pago).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Bancos (definiciones de </span><a href="http://es.wikipedia.org/wiki/Banco" target="_self" title="Banco"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">bancos</span></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">,
agencias, tipo de cuenta, cuentas, tipo de colocación y colocación;
movimientos bancarios; emisión de cheques; pago directo; reportes y
conciliación bancaria).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Contabilidad (asiento contable, reportes de convertidor de cuentas,
estado de resultado, balance general, libro diario, mayor analítico, libro
auxiliar, balance de comprobación).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Catálogos cuentas (clasificador presupuestario, cuentas
patrimoniales y convertidor).<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Cierre (compromisos pendientes y asientos de cierre).<o:p></o:p></span></li>
</ul>
</div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-82222645817194438902015-01-12T20:47:00.000-04:302015-01-12T20:48:10.488-04:30PAQUETE ESTADÍSTICO<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="line-height: 24px;">
<b><span lang="ES" style="font-family: Arial, sans-serif; font-size: 12pt;">PAQUETE ESTADÍSTICO<o:p></o:p></span></b></div>
<div style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Un <b>paquete estadístico</b> es un </span><a href="http://es.wikipedia.org/wiki/Programa_inform%C3%A1tico" target="_self" title="Programa informático"><span style="font-family: Arial, sans-serif;">programa informático</span></a><span style="font-family: Arial, sans-serif;"> que está especialmente diseñado para resolver problemas en el área de la </span><a href="http://es.wikipedia.org/wiki/Estad%C3%ADstica" target="_self" title="Estadística"><span style="font-family: Arial, sans-serif;">estadística</span></a><span style="font-family: Arial, sans-serif;">, o bien está programado para resolver problemas de esta área. Existen muchos programas que no son especialmente estadísticos pero que pueden hacer algunos cálculos aplicables en </span><a href="http://es.wikipedia.org/wiki/Estad%C3%ADstica_aplicada" target="_self" title="Estadística aplicada"><span style="font-family: Arial, sans-serif;">estadística aplicada</span></a><span style="font-family: Arial, sans-serif;">. Estos programas han impulsado y siguen impulsando enormemente la labor de los investigadores que desean utilizar la estadística como apoyo en su trabajo.<o:p></o:p></span></div>
<div style="line-height: 24px; text-align: justify;">
<b><span style="font-family: Arial, sans-serif;">Característica<o:p></o:p></span></b></div>
<div style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif;">Los paquetes más sencillos tienen </span><a href="http://es.wikipedia.org/wiki/Interfaz_gr%C3%A1fica_de_usuario" target="_self" title="Interfaz gráfica de usuario"><span style="font-family: Arial, sans-serif;">interfaz por ventanas</span></a><span style="font-family: Arial, sans-serif;">, lo que implica facilidad de uso y aprendizaje pero un mayor encorsetamiento a la hora de hacer cálculos que el programa no tenga predefinidos. Los programas más complejos suelen tener la necesidad de conocer su </span><a href="http://es.wikipedia.org/wiki/Lenguaje_de_programaci%C3%B3n" target="_self" title="Lenguaje de programación"><span style="font-family: Arial, sans-serif;">lenguaje de programación</span></a><span style="font-family: Arial, sans-serif;">, pero suelen ser mucho más flexibles al poderse incluir en ellos funciones, tests o contrastes que no traen instalados por definición.<o:p></o:p></span></div>
<h2 style="line-height: 36px;">
<span class="mw-headline"><span style="color: windowtext; font-family: Arial, sans-serif; font-size: 12pt; line-height: 24px;">Ventajas</span></span><span style="color: windowtext; font-family: Arial, sans-serif; font-size: 12pt; line-height: 24px;"><o:p></o:p></span></h2>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt;">La potencia de cálculo de un ordenador puede ayudar a un investigador a realizar cientos o miles de </span><a href="http://es.wikipedia.org/wiki/Contraste_de_hip%C3%B3tesis" target="_self" title="Contraste de hipótesis"><span style="font-family: Arial, sans-serif; font-size: 12pt;">contrastes de hipótesis</span></a><span style="font-family: Arial, sans-serif; font-size: 12pt;"> en un tiempo muy reducido. Asimismo puede calcular decenas de modelos de regresión en un tiempo muy corto y después quedarse con el más apropiado de ellos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 24px; text-align: justify;">
<span style="font-family: Arial, sans-serif; font-size: 12pt;">En problemas de </span><a href="http://es.wikipedia.org/wiki/Investigaci%C3%B3n_de_operaciones" target="_self" title="Investigación de operaciones"><span style="font-family: Arial, sans-serif; font-size: 12pt;">investigación de operaciones</span></a><span style="font-family: Arial, sans-serif; font-size: 12pt;"> un programa estadístico es capaz de realizar miles de iteraciones por segundo de un algoritmo en el que una persona tardaría varios minutos en cada una de ellas. Asimismo, es capaz de elegir entre miles de resultados posibles cuál de todos ellos es el óptimo. Básicamente, lo que permiten es resolver problemas de </span><a href="http://es.wikipedia.org/wiki/Estad%C3%ADstica_aplicada" target="_self" title="Estadística aplicada"><span style="font-family: Arial, sans-serif; font-size: 12pt;">estadística aplicada</span></a><span style="font-family: Arial, sans-serif; font-size: 12pt;"> por fuerza bruta o por probar miles de combinaciones para quedarse finalmente con la que se crea que es la mejor para el uso<span style="background: white;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 24px;">
<br /></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-4538668435971833412015-01-12T20:38:00.001-04:302019-02-22T08:38:42.343-04:00PAQUETES INFORMÁTICOS<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Los paquetes informáticos son programas
diseñados para<span class="apple-converted-space"> </span>que los
usuarios puedan realizar diversos trabajos, se diferencian principalmente de
los sistemas operativos por las utilidades y por los lenguajes de programación
que utilizan.</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Para que sirven</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Sirven en la automatización de tareas complicadas como la contabilidad,
diseño gráfico, finanzas, etc.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Sus características</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Tienen un Interfaz con el que nos
sentimos más cómodos trabajando;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Se crean de manera que las
aplicaciones pueden intercambiar ficheros sin dificultad y sin pérdida de información;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Se pueden generar archivos en una
aplicación que será insertado dentro de otra y que puede ser modificado con la
aplicación que lo creó;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpLast" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Algunas de las herramientas son
compartidas por todas las aplicaciones<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><br /></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Aplicaciones que incluye un paquete informático</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Un procesador de textos;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Un generador de hojas de cálculo;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> Un gestor de bases de datos;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Un programa para realizar
presentaciones;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> Un programa de dibujo;<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpLast" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> Un programa de corre</span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpLast" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<span style="color: white;"><span style="background-color: black;"><span style="line-height: 150%; text-indent: -18pt;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;"> <b> Como está compuesto un paquete
informático</b></span></span></span></span></div>
<div class="MsoListParagraphCxSpFirst" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Open Office<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Thinkfree
Office<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpLast" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Microsoft
Office<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<span style="color: white;"><span style="background-color: black;"><br /></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Paquete informático open office.</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Fue el primer paquete informático en
ofrecer al mercado un software abierto con varias aplicaciones y herramientas
sin ningún costo económico, se denomina Open o Abierto en español porque su
código fuente es abierto, pudiendo ser visto y modificado por sus usuarios, ha
sido traducido a más de treinta idiomas diferentes y está disponible para
distintas plataformas, tales como Windows, Mac OS, GNU (Linux) y Solaris. Se
trata de un software sencillo de usar, sus aplicaciones se denominan:<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">·</span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><span lang="EN-US" style="font-family: "symbol"; font-size: 12pt; line-height: 150%; text-indent: -18pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%; text-indent: -18pt;">Writer</span></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Impress<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Calc<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Base<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpMiddle" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Math<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoListParagraphCxSpLast" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin: 0cm 0cm 0cm 18pt; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: white;"><span style="background-color: black;"><span lang="EN-US" style="font-family: "symbol"; font-size: 12.0pt; line-height: 150%;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Draw<o:p></o:p></span></span></span><!--[endif]--></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-indent: -18pt;">
<span style="color: white;"><span style="background-color: black;"><br /></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">PAQUETES OFIMÁTICOS</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Una suite o un paquete ofimático
están integrados por programas informáticos diseñados para el trabajo de
oficina. Estos programas se pueden distribuir en conjunto, que forma el paquete
o bien, individualmente.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><b style="line-height: 150%;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Características:</span></b></span></span></div>
<span style="color: white;"><span style="background-color: black;"><br /></span></span>
<br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="color: #333333; font-family: "arial" , sans-serif;"><span style="color: white;"><span style="font-size: 12pt; line-height: 150%;">Los programas de una misma suite
ofimática permiten la interacción mutua con un sistema operativo y normalmente
presentan una </span><span style="line-height: 24px;">interface</span><span style="font-size: 12pt; line-height: 150%;"> similar, la mayoría de ellos incorporan un procesador
de textos y una hoja de cálculo. También un sistema gestor de base de datos, un
programa de presentaciones y editores de gráficos; </span><span style="line-height: 24px;">excepcional-mente</span></span><span style="font-size: 12pt; line-height: 150%;"><span style="color: white;"> pueden
incluir una agenda, un navegador web, un editor web o un cliente de correo
electrónico.</span><o:p></o:p></span></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; margin-bottom: 0.0001pt; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Los programas más
utilizados son</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">:</span></span></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-collapse: collapse; margin-left: 46.95pt; width: 398px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; height: 15pt; padding: 0cm 3.5pt; width: 108pt;" valign="bottom" width="144"><span style="color: white;"><br /></span></td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border: 1pt solid; height: 15pt; padding: 0cm 3.5pt; width: 113.85pt;" valign="bottom" width="152"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Microsoft Office</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border: 1pt solid; height: 15pt; padding: 0cm 3.5pt; width: 77pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">OpenOffice.org</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border: 1pt solid; height: 15pt; padding: 0cm 3.5pt; width: 108pt;" valign="bottom" width="144"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Hoja de cálculo</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 113.85pt;" valign="bottom" width="152"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Excel </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 77pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Calc</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border: 1pt solid; height: 15pt; padding: 0cm 3.5pt; width: 108pt;" valign="bottom" width="144"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Presentacions </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 113.85pt;" valign="bottom" width="152"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Powerpoint </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 77pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Impress</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border: 1pt solid; height: 15pt; padding: 0cm 3.5pt; width: 108pt;" valign="bottom" width="144"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Base de dades</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 113.85pt;" valign="bottom" width="152"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Access </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 77pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Base</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border: 1pt solid; height: 15pt; padding: 0cm 3.5pt; width: 108pt;" valign="bottom" width="144"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Processador de textos</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 113.85pt;" valign="bottom" width="152"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Word </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
<td nowrap="" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 15pt; padding: 0cm 3.5pt; width: 77pt;" valign="bottom" width="103"><div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;">Write</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
</td>
</tr>
</tbody></table>
<span style="color: white;"><span style="background-color: black;"><br /></span></span>
<br />
<div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">OpenOffice.org</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">, la suite ofimática de código
abierto más importante. El programario de código abierto o libre permite que,
una vez obtenido, pueda ser utilizado, copiado, estudiado, modificado y
redistribuido libremente.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Además, acostumbra a estar disponible
en internet o "a bajo precio" si lo adquirimos a través de otros
medios (CD-Rom, DVD, disquets,...). Sin embargo no siempre lo vamos a encontrar
de esa forma y aunque conserve su filosofía "libre" puede ser vendido
comercialmente.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Teniendo en cuenta que pueden existir una gran cantidad de tipos de programa en
una suite ofimática, la mayoría de ellos incorporan un procesador de textos y
una hoja de cálculo. También un sistema gestor de base de datos, un programa de
presentaciones y editores de gráficos; excepcionalmente pueden incluir una
agenda, un navegador web, un editor web o un cliente de correo electrónico.<o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><br /></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><b><span style="background-attachment: scroll; background-image: none; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Ventajas<o:p></o:p></span></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;">Nos
dan la posibilidad de crear, transmitir y almacenar todo tipo de información
que se necesita.</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"> Permiten idear y almacenar información
necesaria en una oficina. Actualmente es fundamental que estas estén conectadas
a una red local y/o a internet.</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white;"><span style="background-color: black;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></span></span></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="color: white;"><span style="background-color: black;"><b><span style="font-family: "arial" , sans-serif; font-size: 12pt; line-height: 150%;"> </span></b></span></span></div>
</div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-45165840022087123672014-12-01T22:27:00.002-04:302019-02-22T08:34:22.429-04:00LA INFLUENCIA DE LAS (TICs) EN EL PROCESO DE ENSEÑANZA Y DE APRENDIZAJE<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%; text-align: justify;">La revolución de la información y de la comunicación es ya una
realidad y</span><span style="line-height: 150%; text-align: justify; word-spacing: 6px;"> la sociedad no puede
comprenderse sin la imparable influencia de las nuevas tecnologías. También el
futuro va a ser distinto, no sólo por la dinámica de los cambios sino por las
impredecibles consecuencias de las próxi<span style="letter-spacing: -.75pt;">mas
innovaciones</span></span></b></span></span><br />
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Las tecnologías de la comunicación <span style="letter-spacing: .75pt;">y de la </span>información (TICs) están presentes
en todos los ámbitos de la vida diaria: en el trabajo y en el ocio, en las
relaciones sociales, en la búsqueda de la información, en la estructura <span style="letter-spacing: .75pt;">de los conocimientos y en los intereses y
motivaciones de las personas.</span> El correo electrónico, por citar un
ejemplo próximo y popular, está sustituyendo al correo postal tradicional. Pero
no solo está aumentando la conexión entre las personas, sino que está
modificando también las formas y los estilos de escribir y de comunicarse.
Compárese un mensaje electrónico o telefónico, acéptese que todavía se pueden
separar ambos, con una carta escrita con voluntad de echarla al buzón,
expectativa de que el destinatario la lea tres o cuatro días después y
esperanza de recibir respuesta al cabo de varias semanas. No hay joven en la
actualidad que aguante semejantes periodos en sus relaciones sociales</span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><br /></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span class="a"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; letter-spacing: -0.75pt; line-height: 150%;">La extensión de las TICs está modificando
los entornos educativos y los pro</span></span><span class="a"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">pios procesos de enseñanza y aprendizaje. La búsqueda de
información por</span><span style="word-spacing: 14px;"> Internet se está
incrementando de forma imparable y está sustituyendo a</span><span style="word-spacing: 15px;"> las tradicionales consultas a manuales o
enciclopedias. La familia que se</span><span style="word-spacing: 12px;"> congregaba
en las últimas décadas en torno al televisor empieza a dispu</span>tarse el uso
del ordenador. Los alumnos eligen entre sus actividades preferidas los
videojuegos y es ya bastante usual encontrarlos jugando los sábados y domingos
en salas públicas de ordenadores. Poco a poco, las nue<span style="letter-spacing: 1.5pt;">vas generaciones sustituyen las páginas escritas por la información</span><span style="word-spacing: 5px;"> </span>multimedia, la selección de la información
entre escasas alternativas por la</span><span style="word-spacing: 11px;"> selección
entre innumerables posibilidades. La realidad que se está imponiendo es que el
ordenador está transformando las experiencias de las nue<span style="letter-spacing: -.75pt;">vas generaciones y está abriéndose camino en las escuelas. Lo que falta
por</span><span style="word-spacing: 8px;"> </span>averiguar todavía es su
impacto en el desarrollo y en el aprendizaje de los</span> alumnos</b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Las ventajas</span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;"> que se han atribuido a las TICs como
instrumentos de mejora de los aprendizajes de los alumnos son numerosas.</span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 39.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">Ø<span style="font-family: "times new roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">La primera es su capacidad para crear contextos de aprendizaje que abren
nuevas posibilidades de información y de comunicación y que conectan con alguna
de las competencias que son necesarias para desenvolverse en el siglo XXI.</span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 39.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">Ø<span style="font-family: "times new roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">La segunda es su interactividad. Los estudiantes pueden adentrarse con
más facilidad en experiencias de aprendizaje en las que reciben nueva
información, están en contacto con otros aprendices, comprueban sus avances y
dificul<span style="letter-spacing: .75pt;">tades y pueden ensayar estrategias
diferentes para construir sus conoci</span><span style="letter-spacing: -.75pt;">mientos.</span></span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 39.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">Ø<span style="font-family: "times new roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; letter-spacing: -0.75pt; line-height: 150%;">En tercer lugar, los programas informáticos pueden
transformar no</span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">ciones abstractas en modelos figurativos, lo que
facilita su comprensión y su aprendizaje. </span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 39.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">Ø<span style="font-family: "times new roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">En cuarto lugar, la utilización de los ordenadores en la es<span style="letter-spacing: -.75pt;">cuela aproxima el entorno escolar a otros
entornos del alumno [familia, ami</span>gos], lo que facilita la transferencia
de los aprendizajes de unos contextos <span style="letter-spacing: -.75pt;">a
otros. </span></span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 39.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="background-color: black;"><span style="color: white;"><b><span style="font-family: "wingdings"; font-size: 12.0pt; line-height: 150%;"><span style="mso-list: Ignore;">Ø<span style="font-family: "times new roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span></span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; letter-spacing: -0.75pt; line-height: 150%;">Y finalmente, el ordenador puede ampliar las
relaciones de los alum</span><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">nos y de los profesores con otros
maestros o aprendices. Es posible establecer relaciones con otras clases, otras
escuelas, otros centros de trabajo, <span style="letter-spacing: .75pt;">otros
grupos innovadores, de tal forma que profesores y alumnos se en</span>cuentran
con profesores y alumnos que comparten sus mismos objetivos o con profesionales
que van por delante pero que están dispuestos a ser los maestros.</span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="color: orange;"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Hoy las tecnologías de la información y la
comunicación (TICs) podrían constituir un gran potencial para mejorar el acceso
y la <a href="http://www.monografias.com/trabajos11/conge/conge.shtml"><span style="text-decoration: none;">calidad</span></a>
de la información. Brindan posibilidades de vencer las distancias geográficas,
de fortalecer <a href="http://www.monografias.com/trabajos5/teap/teap.shtml"><span style="text-decoration: none;">el
aprendizaje</span></a> autónomo, de formar y capacitar a los educadores, de
acceder a una información planetaria en todos los ámbitos. Las TICs son cada
vez más necesaria en el contexto de <a href="http://www.monografias.com/trabajos16/evolucion-sociedades/evolucion-sociedades.shtml"><span style="text-decoration: none;">sociedades</span></a>
rápidamente cambiantes en las cuales el incremento de los conocimientos y la
formación de alto nivel y en continua actualización, se convierte en una
exigencia permanente. Sin embargo, las TICs también incrementan la brecha entre
quienes ya tienen acceso a la educación y quienes no. En los países pobres y en
las actuales condiciones, estas tecnologías pueden no estar disponibles; pero,
por muy extraño que parezca, la nueva realidad que se presenta ante estos
países es que no pueden abstenerse de su utilización.</span></span></b></span></span></div>
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</b></span></span><br />
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<span style="background-color: black;"><span style="color: white;"><b><br /></b></span></span></div>
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</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="color: orange;"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">El uso de las TICs ha significado un adelanto
incuestionable para la transmisión de información, pero también a traído una
disminución de tiempo de comunicación entre las personas y, en especial, entre
los sujetos o factores que intervienen en los procesos de aprendizaje. Para
algunos, las TICs podrían ofrecer a cada escuela la oportunidad de formar
verdaderas comunidades de aprendizaje, orientada a la cooperación y a la
interdependencia, en lugar de la <a href="http://www.monografias.com/trabajos7/compro/compro.shtml"><span style="text-decoration: none;">competencia</span></a>
y el individualismo. Para otros, las TICs fortalecen ese individualismo y limitan
la <a href="http://www.monografias.com/trabajos12/social/social.shtml"><span style="text-decoration: none;">socialización</span></a>.</span></span></b></span></span></div>
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</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="color: orange;"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">En los nuevos modelos educativos que pretendemos,
donde el rol tradicional del maestro ha evolucionado, el uso de las nuevas
tecnologías lleva en si un <a href="http://www.monografias.com/trabajos4/confyneg/confyneg.shtml"><span style="text-decoration: none;">conflicto</span></a>,
el del poder por <a href="http://www.monografias.com/trabajos14/control/control.shtml"><span style="text-decoration: none;">control</span></a>
del proceso, que el ámbito escolar no significa que el <a href="http://www.monografias.com/trabajos27/profesor-novel/profesor-novel.shtml"><span style="text-decoration: none;">profesor</span></a>
pierda su <a href="http://www.monografias.com/trabajos33/responsabilidad/responsabilidad.shtml"><span style="text-decoration: none;">responsabilidad</span></a>,
<a href="http://www.monografias.com/trabajos15/direccion/direccion.shtml"><span style="text-decoration: none;">dirección</span></a>
y control del proceso de enseñanza, pero se cambian determinados roles que en
el acceso y la transmisión de los conocimientos, estaban en su poder absoluto.</span></span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="color: orange;"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">Evidentemente, el rol tradicional del docente hoy
es mayoritariamente cuestionado. Ya no estamos en presencia de ese profesor
orador, en posesión del poder absoluto en el ámbito escolar, el cual poseía la
información en cantidades memorísticas y la transmitía bajo criterios mecánicos
sin hacer pensar o reflexionar a los alumnos sobre el por qué y para qué de la
información, sin poder discernir el cómo aplicar dicho conocimiento para que
resulte significativo y trascendente en su vida social.</span></span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="color: orange;"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">En este proceso donde el buen maestro del aula es
insustituible, a partir de un <a href="http://www.monografias.com/trabajos15/diagn-estrategico/diagn-estrategico.shtml"><span style="text-decoration: none;">diagnóstico</span></a>
integral de cada miembro de su colectivo de aprendizaje, en el cual, como parte
de ese <a href="http://www.monografias.com/trabajos14/dinamica-grupos/dinamica-grupos.shtml"><span style="text-decoration: none;">grupo</span></a>
humano, es uno de sus más importantes eslabones, para lograr así, que la
información recibida a través de las TICs, se transforme en conocimiento y se
le conciba como aprendizaje, y que en, todo este proceso exista un <a href="http://www.monografias.com/trabajos15/medio-ambiente-venezuela/medio-ambiente-venezuela.shtml"><span style="text-decoration: none;">ambiente</span></a>
de aprender, de armonía, de curiosidad por lo nuevo, un <a href="http://www.monografias.com/trabajos14/genesispensamto/genesispensamto.shtml"><span style="text-decoration: none;">pensamiento</span></a>
inquisitivo, crítico y de alegría por la convivencia socializadora.</span></span></b></span></span></div>
<span style="background-color: black;"><span style="color: white;"><b>
</b></span></span><br />
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b><span style="color: orange;"><span style="font-family: "arial" , "sans-serif"; font-size: 12pt; line-height: 150%;">El docente del aula y el que concibe el material
audiovisual o <a href="http://www.monografias.com/Computacion/Programacion/"><span style="text-decoration: none;">programación</span></a>
televisiva deben brindar, cada uno desde su posición, los elementos
indispensables para que el proceso sea a partir del aprendizaje del propio
alumno, su <a href="http://www.monografias.com/trabajos35/materiales-construccion/materiales-construccion.shtml"><span style="text-decoration: none;">construcción</span></a>
individual y grupal del conocimiento hacerlo capaz de estar en permanente
actualización, formación y alcanzar esa capacidad de poder crear y arribar a
los niveles superiores del conocimiento y de realización como ser humano.</span></span></b></span></span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-81086880967843175942014-11-19T21:30:00.002-04:302014-11-19T21:36:29.229-04:30Fundamentos del Proceso de Pruebas<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="" height="129" 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" 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31HR8fAwEBPT49Go8E2TsyTA9Y4/z9SqTQlJSUlJUUkEj20wjbqQiIIQiaTsdns8vJyCoVSXl7O4XDMZvO6dLUYjTM7O7ukpKS3t/exFNGA0NJAIPAkFN95XKCfm0KhQJa6UChMmMQaU+bmt99+A42zsLCQyWRuR72bnQb6+vn5+TU1NUKhENdFWg2w9pGAg3u1w8yWgP5cUVFRUVERg8FYzdSXDCMjI8SDHDt2TC6Xr20RDAaDTqdTLBZLJJJHEMRZXV2NPmFBQUFzc3NCPRt6b5JXdnd302i0np4eSH3DdnrMEwLWOKPRaDQSiZAtB/fs2eNyuWZnZ9eoBIRaXG7cuMHj8WpqaigUCgTLK5XK9TpKYiQXxN0zGAyr1YpuEkNDQ3BKTk9Pd7lcm33tOPx+/9DQUGZmJjkaR44cqa6u9vl8WyITyV7zpOogkUimp6ej971yZK5MknejUqmk8S81NZVKpUql0rX/CoqhDg0NcTicmpqazMzMc+fOVVdXx/+u3++vqamB+6empg4ODm7VxqDVaslB+Pzzz3NzcykUSnNzs0qlSmjwQCvFfPDBB/X19bm5udnZ2cXFxWDqMxgMMS+VkZGRnp4e88BarRZeRyqVxr/LI5td5Nabnp6ezOxC8/O+/PJLKpUKdZHodDrU3CYIIiMjg8ViJT95Yh6MRqOR9qeMjAyNRkPeBwaWSqVSqdQ1br61cztJYAmQ40mlUi0WSzQaVavV5JO8//771dXVw8PDD63Is+EPhM7n//znP1Qqtby8fGBgYDPxHqFQ6MsvvyQe5MKFCzabbQ0tdmVlZWpqamxsTKfTPVQIb0yAAFqtNqaVfEpKSnFxMZPJjNGzrVYrun5hDkMlEx6P53K5DAaDVqvlcDg0Gg3E0blz55KZLfCZotFozJUymSw1NTU9Pd3tdpP/u/atNrME4iXqBoQP+iQbm4SY/wmwxhmNRqPhcPitt96C+f23v/2Nz+cbDIbV/EFoZiJBEB0dHU1NTVQqNTc3t7Kyks/nk7nGyT8AGntOEERWVhaFQqHRaEajEU7AZK92kkOHDq2hE6NO/9bWVijSscYDgHaVmprKZrOh4I7H4zlz5gzcYe/evVardZPNFUlxxuPxlpaW5ufnzWYz2k3n5s2bwWBweXn5oVU/4VHT09Mhd3V5eXlhYaGjo2Pv3r0EQZw9e9br9Sa8Q2pqKsj0mJ1MKBQuLS2hOV5onCWJUqncEqMvugOdOnUqJyensLCwq6srocGDjP0CampqKisrc3JycnJyIFTujTfeuHHjBql7kTQ1NaFvhP7owYMHob4M/NYOn13oeezChQvFxcVFRUW7d++O/0CnT59OZv7Ef4uUlJTKykootp+WlgZTIhQKoT/d1NSEDhrKFs7tJOFwODCZ1Wp1MBhcWlrSaDSnT5+GL4LW0jpz5swahxlgkx8InVqXL1+GvPLVcuCSJBwOm0ymV199NeYTX716dY3SGdBvyeFwQIWQ1YZ6wwIkRstcjdHRUZg8McsqeaC/wxpZp+SYh0Kh5eVl+DrwX6S4yMzMDIfDy8vLi4uLq03d6OaWAEzCzQgfkkewB2EeO1jjjEaj0ZWVFQ6H8/e///255567fPlybW3t4ODgagd0NGLp448/7ujoKCoqysnJoVKpNBptbGxsA3E56Fp99913s7Ky8vLy2traDAbD4uKiVCpNKJU0Gs1qkhcVAWKxGCrYrbZQQbvKzMwMhUJLS0tzc3Mej8fpdKI1t7/55huHw7Hhzu/klszhcCYnJ6Hlkl6vNxgM2dnZ8F8//fSTy+WCOvmrmUaGhoZAnlZWVi4sLExPT7vdbrvdbjabDQaDUCiEW7311luTk5MJvwJUX2cwGOhIWq1Wm802NTUFu1S8SgpcvHhxSwJb0X3o2rVrOTk5UOsn4ZRDNzkqlcpgMAoLC+/du0elUtva2lQqld/vh7KdMVry4OAg+UYxVhaCIMbHx2Gcd/7sIi3uBEHcuXPnl19+SfjAwLfffjs1NbWwsPBQPZhsS9vd3T0/Pw+FxGEi3b17d8+ePX6/Hy0wxOfzE0Y2b9XcThK32w2/yOPxYAk4nU6bzWYymcxm8xdffEEQxJtvvkk+9r1797q6usxm82rfaPMfCJ3Pd+/e3WRdJCASiSwtLcWsU+DGjRurlQeGMPSFhYXFxcWEBs5NCpA1Jh4KfOjl5WUYUp1Oh/7vtWvXKBRKbW3t0NCQ0Wh0Op0+n6+3txe9pqury2q1ut3uhImbaFiX3+93uVzoGkQPqHNzcxMTE0ajcXx8fHp6OmbQNr8EQJxuWPiQT/II9iDMTgBrnNFoNBoMBu12O4fDKS0tzcvLKy0thbCn+BjKmAjOvLw80uAEicNQ0mhd6yHmnp9++impcRqNxuHhYYIg+vv7p6enY0rksNnshMmn09PT5DUvvfTS4OCgRqNZLU0VFOjq6uqlpSW/3z8xMaHT6eRyuUQiiQmlGhgY0Gg0GygFjwojvV4vFAoHBgYGBweHh4eFQqFIJHrvvfcIgqBQKENDQyMjIxMTEwkDzkjdq7S0dGpqymKxqFQqqVQKjyoUCgcHBy9evAjXXLhwARp+oI8aDocXFxc9Hk9fXx/5SJ9//jmTyezv79fr9bOzs6BOlZaW6nQ6lUpF3hCw2+2bjLuKn0K5ubmr1fpBhXVFRYVQKKytrc3Ly8vLy6uqqhoYGBgfH/f7/aDooNvzX//6Vy6Xq9PpZmdnocBqDAMDA2azWSAQ7PDZhcawvv322+fPnycI4ocffujv74dOM7W1tX/729/QW1VVVZnNZtjS1taDCYIAd7PRaJTJZMPDwzAnhULh+++/f/v2bXQ8ORyOUqmMedOtmttJQgYYDA8P+3w+q9WqVCpHRkbEYrFIJBKJRMXFxehQvPzyyxUVFWs4uLf2A7355psFBQWk/Nxk2GgoFPJ6vbW1tfGzNzMz0+fzraZ0rmYG27wACYVCfr9fp9MJBALU0k8QBCT/QbchsVhsNptnZ2dB2qCv8PTTT2dnZ+fm5paXl3d0dHC5XKFQqFarLRYLetD96aefWCyWRCKZmppa+xSq1+tHRkZAdoH0QKNQbDYbn89nMBi9vb0ajQaNNNj8EoDK9lNTUxsTPuSB5BHsQZgdAtY4o9FodGVlxe12CwSChoaGsrKyhoYGgUCQMPA8RspUV1fn5+dnZ2dDHJ5CoZiZmVlvNgMqIAiCOHHiRFZWVn5+Pp1OB6EASet6vb60tBS9ksvlJkwtQht2Hzx4sLm5WSwWJ4ziAhlHoVACgYDD4VAqlUNDQzweTygUKhQKdLU/99xz1dXV3d3dWq12vfmnqCTlcDgdHR19fX2jo6N6vV6v1ysUihs3bhAEcenSpYaGhp6enoSpMORN/vvf/xqNRrFYPDAwwOPxRkZGxsbGjEajwWAYHR2trKxEfyumEXwoFJqZmbFYLAUFBeRlx44dKy0tbW9vHxsbO3XqVEpKikqlslqtYrG4q6urpKSEvPKDDz54aO7CQ0HryHzyySdgHY/vyOf3+8l9JSUlZXh4WKlUtre3FxUV5eXlQREWnU43PT09PT1tsViUSmVOTg555//7v/8Di/vg4GC8xP/www+bm5thMxgeHt7JswvVgz/88EOCIK5fvy6RSDQazcjISG9vb1dXV3l5+Z///GfyssOHD/f29hoMhpivT0Lq8UNDQ3a7XSqVcrncvr4+oVCoUqn0er1Go7lz584//vEP8p4QeyeTyWI0zi2Z20mCPvbExIRcLufz+TweTywWj42NGQwGjUbT0dGBfsSvv/66vr4eHjt+zW7JB0J17u+++y4/Pz/JsNGHEolEFhcXx8fH0TVIcuvWrdWUzoRslQDx+XxqtZrH42VlZZFXfvLJJ5DQ1tnZ2dvbKxQKQeOcn593Op0nTpwgr/zss8+guxh0pOvt7R0cHJTJZAqFAlVMP/roo7KyMrKrFvqOMWFd/f39nZ2dEB4Qo02mpaWNjY21t7eXlpZWV1eDQQRW9JYsAVKcbkD4QMnScDj8aPYgzA4Ba5zRaDQaDofn5uZMJpNAIOjt7RUIBCaTKaFzHPUf7d+/v7y8PCcn5969e8XFxWw222azbcAAFuN0uHr1alZWFqQh7969u7e3d3p62mg0SiQS1N6WkpKyWmWcH3/8kbzswoULq9nP4GSZkpICDeIEAgGLxWKz2SKRyGQyTU1Ntbe3k/c5duxYYWFhTU3NGrU/VgN9u7t37zIYDKVSOTU1FQgEAoGAx+MBj1JWVlZlZWVvb2981Rtyt3j99dchRB3UcZlMBt6i+fl59FbAqVOnYvIMyEM56hf++eefCwsLGQxGRkbG3r17jUaj2WweHh7u6elhMpmoSnHw4EEoMbgZxygalfHyyy+np6dfvXq1ra2NbFKi0WjI2KmUlJTOzs7JyUmVSsVkMsvLyyEtg8FgqFQqn88HIWher3diYgLtvX7x4kUGgyESifbu3Xvy5EmRSNTS0kL+79GjR+vr63ft2sVgMMC8sWNnV0yI2MWLF1tbW/l8vkAgAFOiRCIZHR1FjTFPP/10dXX1wMBAQoM0udxKSkosFotAIOjq6gJ7ks1mm56eDgQCfr8/Jpnv/PnzbW1tGo0mpsTj5ud2kpCPXVxcDOPZ3d3d29s7OjoKzXUDgcDMzAx6niEI4sqVK1A4Pd7BvVUfKKbOF5VKfWjYaPJAJyGj0YiuGpKWlpYklc4tFCCLi4tTU1M2mw2N7jh58mRFRUVPT49KpTKbzQ6Hw+/3Q3jl7Ows+synT5/Oy8urqanh8XgajcZisYyPj09MTFitVnA4kOTn57e0tIyNjQUCAXQkY2JDIQlpcHAQ/S6glZaWlhoMBiaTWVZWVlxcDAVNl5aWtmoJwGhsTPhAmC/UwHoEexBmh4A1zmj0fr+KQCAwOTk5MTExOTkZCATiXXIxRWp+/vlnKpWanZ2dk5OzRmmbh4KG3TzzzDPZ2dnZ2dllZWVcLhf8IDabTaVSqdXqV155BZWGCUsSkl3RgYKCgoRbDmmZGBgY0Gq1XC6XRqMxmUyJRGK32wOBQDAYJOPn/vnPf9bU1BQUFJSVlfX19Tkcjg1rnO+8805fXx+oAtBWOBgMQn8UOPfHiM7ogypaXl5eR0dHQ0MDg8EYHR11uVxkxB7canR0lLz49ddfh6M/ebdIJBIKhYLBIHnNn/70p7y8vPLy8osXL+7Zs0ev19tsNolEwufzJRLJ2NjYBx98QF586dKl+MdbL+hofPXVV//+978//vjjF198Ef33a9euNTU1SSSSyclJo9EoEok6OzurqqpKS0tra2vZbLZarfZ6vRCbHw6HV1ZWFhcX0TtQKJT+/v7vv//+rbfekkgkEomEy+WS/3v37t3W1tbh4WGXy2W1Wnfs7IqJQDh69GhhYWFTU1NPT49YLNZqtRMTE16v1+/3xzgKqFRqa2sr+BzQ3Zq8LC0tzWQy8Xi89vb2rq4uiUTidDphLsF4tra2oje8d+9ed3d3fIlH9JoNzO0kIfXIAwcO6PX6/v7+9vb27u7u0dFRt9sNMYvQZBzdoZ966iko8hrvyt/C5Y+OQGFhIVkXaUuK/oBknpmZ0Wg0eXl5RBzJKJ1bKECi0ShMj+XlZfQx7ty5A23rfT7f4uJiMBiEe0YikRi/MMS50ul0nU43MzMD6UEQhw1dOkkoFEpdXR1UPCC3lZgTBUEQpaWlFRUVXC7X6XSSzwnz3G63T01NyWQyGo1WWVkJGqdIJNrCJbAx4dPW1jY2NkZ22nsEexBmh4A1zmj0/sYGiycYDK6srCSMBIpZ7RCOA3nlra2tkDO0XiGLFhYBKZCVlZWTkwMV4N1uNzRDMxqNaBMRgiByc3OHhobi7W1o3MzevXsT1hUnVecDBw5oNBo2m93Q0ECj0aCnJcSqo6FCzc3NLS0tVCq1srJyA82sz549iz75hQsXUHct+M4Igujt7e3o6IhxXKLj8+6777a0tFRUVIAn1+VyQcN68ocikUhMkD64pTDtoM4AACAASURBVGKyVjUaDXnBgQMH8vPzwfUpFovtdrtCoQA3pcvl0uv16N2Kioo2WZYf9Yg9++yzYCAvKSnp7OwUi8UajcZkMlksFgjeV6lUw8PDbDa7paWlpqamtraWTqdDtkF8EgAaYr937976+nqwH4DDTiKRqFQqSGQ5d+5cXV0dl8u1WCwul8toNO7Y2YXqka+88kpOTk5BQUFLS8vw8LDFYiGTM8LhsNFojHn+ysrKGA3P7XaTpzs+n9/f39/a2kqn0+HB0LkUDodRT+6bb74Zf7fNz+0NzJne3l4Oh9PU1NTe3j4yMuJyudCiuZFIpLy8nLz4s88+S3gS3qYPtFV1kWIApdPn86lUKtR1S9LT0+P3+1eL2d0OARKNRsfGxshrdu3aVVhY2NnZmbBtPerC2rNnT35+PlgTyIh/knA4jCbJ/frrr/GzDko4oU9IoVCg3ip6PszMzMzMzITsK4fDMTQ0BAGmMpmM/ImtWgLR9Quf/v5+cuY8mj0Is0PAGmc0er+WHpgl1ihdFuP+Li4uBntkcXExi8XaWIRWzD2vXbtGqrBqtXp6ehpSET0eD5oTsGvXrsbGRrlcHmPCiT6Y2Hvq1KmEWw65kul0ek9PT21tLRSHGx8fh6VOCrV9+/b19PQMDQ1VV1eDeWkDzawHBgaIB2lvb0cTHldWViYnJ0UiUV9fn06nQ71IqAvp9u3bxcXFVVVVXC7XZrMlzOI0GAzoDzU3N6vV6hgHHxqMm5GRcevWrb/85S/FxcU2m21sbEwmk+n1eq/Xu7S0hFaZ2bVr1ybbqMT8dHp6+r179yD5rKOjo6enB0Kp+vr6QLFgMpkdHR00Gg0MWkNDQxqNBnJF4xOxUb/Vt99+W1tb+8orr0DdSplMZjQavV4vxGsODg4ODg7qdDqfzzc9Pb2TZxe6uZ4+fRqS+nt7eyHoBR0EtNkgQRC5ubmkeY/chknX6vnz53k8HnTfHhwctNvtMXMpEolcvXqVvNvRo0dXG5DNzO0kIZfAnTt3OBxObW1tQ0MDn88fHx+PUZii0ei+ffvIJzl//jxMgJiT8DZ9oEuXLm1JXaR4IAPd4/EolcrffvstZsBfeOEFvV4PAfRr59FvlQCJRqOo/e+rr74iDW/xIROoC+v48eOQpT4yMuLz+eLPHjG9tcrKytA+IDQaLTU1NRQKxUx1shMEXAZHFKvVGr0feDo6Ospms8Vi8fHjx7d8CUTXL3z0ev3PP/+8VZMQ8z8E1jij0WgUugAvLi7Oz8+vkWmOioMPP/wwPz8/Kyvr3r17lZWVG44sQWVHampqdnY2RIWyWCyr1bq4uAiBektLS1ArDvjmm28S9pWOqXRz8+bNlpaWmJgq1GTC4/Hq6uoqKiqYTKZOp5ubmzObzaSMvnHjBuRr0+n00tLSqqqq3t5eeKp1mXKDweCePXuIBxkZGSH9bpABqtVqR0dHwQMI/44mJTz//PNQiLG9vV2tVq+WocVkMtFfgXbSMeIJ3YRu3br16quvHj58WKVSaTSa0dFRnU5HOqwPHToUM+YP7bO3NmhU4vnz53NyckpLSxkMhlgslsvlIyMjAoEA0kGAoaEhsVgMwWFut3tubg4tvEcSiUTQR71169bhw4cvX74MEh+USzKqzO12u93u2dlZ0p23Y2cXquDm5eVB2R21Wg3JW6ulU3z22We5ubkxLUBRa1xHR0dzc3NVVRWTydTr9fH6RDgcRt/02rVrHR0dRqMxvo37hud2kqBLgMlk1tXVVVZWrvbYqPGeIIh79+6RqScJB2rzHwhVp+7cuVNYWLha2OgmiUQiy8vLHo9HLpefOnUqZsBPnDhhMpnitfltEiDRaPTw4cPkNZcvX16tKXFMINYvv/wCRc20Wm3CIUK3mJMnTxYXF3d3d4MqCY64wcHBhYUF9J75+fkFBQUdHR1k0/nMzEwqlQo3hAMPhAmhx90tXAIbED6oTfTR7EGYHQLWOP+/S314eNjtdk9MTMzOzq7m9kLF6/79+8GlDqVtVjv8rU2Mm/78+fPgqYcmfhA/BN4Wk8mEXpmVlZUwzA5t8rtr166ioqL4bEdSqJ0/f76pqamkpKShoWFkZEQmk5F5munp6WKxGOqAcDic6upqkE0ajWYDyfgrKyvx4Ucvv/yy0WgE1zA4H6emphwOB3p/VDX84Ycf8vPzq6qqoFTqajs3mmr67rvvxu8EaGjgnj17Pv/88z/96U90Ol0mk42Ojmq1Wqi9HIlEIALvoWOePDFRibm5ubm5uXV1deBI8vl8Ho/H5XI5HI6JiYmJiQmHw+F2u71eL5RZWS3YIxqNoo/6zDPP3L1798UXX5TJZFKpVK1WkxWzYS6trKyQt9rJswv1hx44cACMwat1WEAv/vbbb/Py8iCZj6xxRi7eU6dOdXZ2VlRUNDY2QpZ9vENWIpGQd3v66afXsGBteG6vd8JcvXq1ubm5rKysublZKpUmfGy0kcTevXsrKir4fH6M/3GbPhBZFyk+ymKrAKUTAhO/+eabmDGn0+nxiWLbIUCiDxYIIwhijYZhMVUq8/PzS0pK2Gz2+Ph4wiFClcLTp08XFhZ2dHSYTKalpSVwlIOtF71ncXExlIKGdiFQYtPv90fvJ0paLBahUCiRSF5//fXtWAIbED7kRH1kexBmh4A1zv8vFKanp/V6vVar9Xq9q5kq0XWekZGRk5MDhTNbWlpWO7OuDSoQd+/enZOTA4UzOjo6wAFH3hB14uzatSthX+kYE1RaWlp8XXF0D7t9+/bdu3cvX758+fLlTz/9lLjfT2xiYgISujUaTW9vb2NjY319PZvNHhsb21ghtHA4PDMzEx+DdeTIEegtAcJoaWkJgu7h/jERrjdv3gQLilarXSMNFj1tHzhwoKamRiwWowOF6gd//OMfCYK4cuVKX1+fSCRSKpVoMBMa2kiO+WZqvqBmtrfffhvqIoFNCDLVQqEQRBKTwD8+tM0G+qj79+/fs2dPRUWFSCSSy+XwNdc+C+3M2YXuvhcvXoTmliqVKmFUA7q137p1C6rqknsk+tELCwurqqoqKirYbLbZbI632USjUYhCAz7//PPa2tqYWUSysbmdJOgIVFdXl5aWVlZW9vX1Jez0GFM05+uvv25oaCBr0Gz3Bzp58iTURdrkGonG9WyM+a+lpSW32y2VStGUPoIgjh8/LpVK0W+0TQIk+mCBsM8//xwqXSRMloqpdEGhUKBP2NTUVMIhQqfxiRMnCgoK2tradDodvIvP54OaKuh7Qf0K2IMWFhbS09M5HE70fvyr1+tVKpVCobChoWGblsB6hc9j2YMwO4QnXeMEr0deXp7D4RgdHVWr1QnDawB0nZ85c+bevXsQc9ne3g7H0HX9dEx27Y0bNyDtnTyFo6dJVA5+/fXXCcOzUlJSDhw4QF4GJQBjQl5i7DH79u2D+nAcDsftdkP3CJ/PZ7FYJBIJtPptb2/n8Xh6vT4+WyVJYJ+w2+1ff/018SBlZWVkABYJ/BW6n73yyit5eXmkirOaBSUmk/rixYvxTrGYuPv3338fsr/FYrHVakUdc2hSyDfffJNwzNcFWm3kxIkTUDKatAltRoaiabwffPDB/v37IZvbbDavVpMSZWfOLtSkeufOHagrDjWk4l+B/KwvvfRSRUUFGETJWBfyaPfyyy83NTUVFxfX19ePjIwk3EFjTNHnz59vbW2Nr4sEbGxuJwlpl33nnXeqqqoKCwubm5tXqwgbU0bq1q1bHR0dMaERW/uB0APz5usioemba5TuhwF3Op1dXV3ou6SmprJYLDPS03ybBEj0QW3s3LlzkAnkdDrj7X/o3c6dO5efn792LDiqcX7++ecwpGq1Oi0tjcViwYvHbBxVVVVUKrWpqUmtVnd0dGRkZMCtwuFwIBAwm81isVihUPznP//ZpiWwXuHzWPYgzA7hSdc44QwKNW9FIhG0SVhNXKLr5NSpU9nZ2VlZWQUFBdCRbL2OpJjSnnl5eWDgpNPpMafwGDl4+/bt7u7umPAsGo2Wm5sLPe4AqCses+Wg+tbNmzfz8/PBneFwOKamppxOp8lkksvlPB6PxWJ1d3f39/fL5XK73T43N7eZltDhcHh2dlar1aKZDQRBvPDCC3K5PGE6BeoiTEtLy8/Pb25uXjtxB82kfuqpp/Ly8pqammK2QOJBbt68WV1dzWKx4LBBvmOM4+z27dvxIXHrBY1KvHnzZm5u7lbZhNBHfeaZZ8rLy/v6+pK0B+zM2YXuee+88w6FQgH/5mpjRSpn58+fLy0tpVAoZAqLw+Egb3XixAmoTdjZ2RkfqArk5+ejA5KTk5OwLhLJBuZ2MqCKxblz5woLC0tLS1cr+huziz/99NOoiZe8bJs+EHG/LlJXV1d8xfLk3/fIkSOLi4t+v39taQPOYpvNduHCBfQZGhsbUZvuNgmQ6IMy5Pbt26tlAsWohnfv3iVLR60Whoj+yRdffEGlUhsbGysrK0+ePBkMBqenp7VaLdmKE6ipqaFSqQ0NDVBu3el0Ru/r5S6XK75zz9YugQ0In8e1B2F2Ak+0xgnqZnl5ucPhgC5nCd1VMdcDoHFCojoaLpYk6Fn2hRdeyM3NhbTl2tpaaHeE3i3G6QlVKtDwLIvFkpKSgtb1+Oyzz0pLS+MrTqN2o6tXr+bn5zc2Ng4ODioUCshcgX4PAwMDAoFApVJBeWS0AsvGiEQiwWDQ6/Wi7SWB7Oxsh8MRv0uh15w8ebKoqIiUeqt9IFSlS09Pp1KpEO1OftMYRxtEB0I1Zrvdjn561HH29NNPJwyJWxdoDsGzzz6bm5tLoVA2bzeNRqNqtRp9qRMnTjQ3NwuFwomJiWTi63fm7EJVKPDYrlGADP2sjY2NhYWFhYWF0MZpfn6exWKR/3vt2rWCgoKqqir4mvFrNsY3vXfv3jWKwgAbmNvJgFaxgMGsra1NmJ7i9/tTUlLQ/tdpaWkJ3cHb9IHS09Pz8/PjoyzWBY1Gu379utfrNZvNENyyxqCFQqHZ2dmenh50tOEBYOrGaEJbJUCiD6ZnpaSkwMxMaP+LqYtEoVDW7jgafXD67d+/H3L/d+3aJZfL5+bmbDbbyMhITHxLXV0dlUqtra394Ycf2trawKa+srIyPT2t0+kkEolOp0M16a1dAhsQPo9rD8LsBJ5cjRPUx5SUFOhaxufzR0dHY4r9xoBKkNOnT9+7dy87OxscowlDqlfD7/ejSUg3b96kUCg5OTllZWVsNttkMqHVVaIP5kV+/fXX8VUqjhw5IpPJUNXh3LlzCWPeUelw5coVOENDczOxWAztW6AThsvlggLFCWuObAAI/He73TE966B1ZHydwphHfajOFyOIMzMzybp35KdBHW3PPPPMvXv3IOhepVLFRKNDhU7g4MGD8SFx6yVmh87JyYGaJpu0m0YfLE3y1FNPgR0FGsElYzrdmbMLNYRkZmai6sIaF9+4caOpqamgoAC2dnB0ovm/d+7cARfkarYudDskCOKrr75aoygMyXrndjKgXvLr16+TOne8ZpORkXH27FnU1Qtu0PiLt/ADoaN66dIlsFRtpmxNRkbGtWvXxsfH5XK51WpNaHsjAS1/cnKSfIY//OEPxcXF0M8dTGsxL7slAiT6oB3066+/RvPnYm6ICvljx44lM0Sotvef//ynoKDg5MmTt2/fdrvdLpdLoVAIhcKY+k2NjY1UKvXXX3/9/vvvwQMQDofn5+dtNhvEibnd7mvXrm3TEtiA8NnCSYj5n+NJ1Djdbjfp0VYqlTqdbnBwcGhoyGw2x6h6MaAuj08//RQSfUDMrSuFGRXWP/74Y0lJCdRUo9FoCoVienoalYkxTk8Iz0KrVFCp1JycHLfbffLkSfKyrKysZLacsrIyFoulVCotFsvExITL5SIzo6EKTyQSgbpu64UgCMiZQH89HA4vLi7a7faYVFMOhxNT8CJmw/j555+hPfQawhoVlMeOHcvLy2toaAC/asLk96+++grqhPN4PLIa82q/Hh8St17Qjw51kVCTzMbuCY+KGreOHj1aVVU1NDS0RjYuyo6dXeR9du/eTaFQ4i2vJKR794033hgcHIR4x5aWFqVSCXskuvFfv36dzP+Nt8FQqdSzZ8+SKb3EKkVhNjm3kwS9ydWrVwsLC0mfNXoZjUZLSUkxGo0ff/wxef1qCvp2fCCCIKAyf8KKWut637S0NPAaG43GhyZihsNhtEnPv//9b7Qe1jYJkGiciW61ivfxDeqSGSJU43zzzTezsrJ27949NDRksVhgZORyOapnEwQBddFfe+217u7uycnJYDAIyVVqtVqpVNrt9vn5edR2uyVLANiY8NnCSYj5n+OJ0zhlMhm5A7W1ten1ej6f39fXp1QqIYxv7T8nl+5zzz2Xm5sLkZfriuNE/enffvttTU1NXl5efn5+fX29UCiMX6uoTzC+SsXg4ODhw4e9Xi/q9ExJSSkpKUm45aChZkePHgU/ndvtXlhYWF5ejs+MplKp6enp6xvi+3ITuktDCz7yvyCenc1mo3Knqakp5gwdDofT0tLIC3755ZeWlhaNRrPaPoTe8F//+ldubm5xcTGTyTSZTKSgjIk8u3XrFhg4x8bGYs76yVcGSR70p6Eu0iZtQkB8Caf4OOA12JmzC/WSHz16FPxuq1lZSM8Dh8Pp6uqChG4ul0vmY6Hj8+uvv0KDlvgwmJqampSUFDTi7amnnoqPhtz83E4S9Ca//PILhDHETEI4Aw8PD6POzXfffXc1N+hWfSD07P3GG29QqVSoi7Th2mGkpiWTyfr7+7VabcIklRjQ5oonTpxAW+9shwCJPihD/vjHPyZsRAnE10VKZohiPNoffPDBzZs3uVyuXC4XiUQikchisczPz6PXtLW1ffHFF9evX+/v74duPbBg5XK52WwGW+PWLgGSjQmfR7MHYXYmT5bGibrqbt++rdFo+vv7WSyWSCRKMtwKTTe+du1adnY2hUKh0Wh6vT4ZMwYqqQ8dOtTa2lpQUAB5tVDYNr6WBOreTUtLQ6tUQJ8VvV5vMplQX88333wDW87IyAiENMGDRSKRX3/9NUaaxB/iAb/ff+7cudTUVLfbDRad5F0bIDchLtbtdqMDS8YYkY/x1ltvQVox2lMxHA6jXXCuXr1KFpyL/zmIY4Mr//KXv2RmZoIDiyw1B5ehfu0vv/wS2qn39/fHGDijD+aiHjx4EMZ8dHS0tbV1AxnH0Qe/+7/+9S+yLtIm7abRB0uT7N27N2GhgzXYmbMLXWVgHFrNykLu0NXV1RKJpLGxsby8nE6nq9Vq8hRBIFy+fDmhUQrUVqvVigYPfPbZZ2Q0JJmysPm5nSToY1+6dKm8vDxhh8mKioqpqSm0iuSpU6dIBT0UCk1PT2/5B0LjiyDKtqampqqq6qeffoJSrw+t5xUDqZ/V1NQwmUzIx3+ojo42oc3MzESdBtshQKLRKGTnAIcOHSLLucfrx2jQf1paGqS+9fb2crlcso17/BDFWEb3799fVlbW2dk5MDDA5/PJUiroNfn5+d988w0okVar1ePxGI1GspNFvLl380uAZAPC55HtQZidyZOicaKedIIgjh07JpPJWCxWR0cHn8+3WCxJppRGIhHyiPbVV1/l5OTk5uaS/pq1o7VQaXLlyhUmkwlJtaWlpWsUtkWFBRqe5XQ6U1JSBgcHrVarXC5HVYdr1641NDRADNDy8jL0e4BtYHh4GL3hO++8Q5aaR38UygjDUodqgnNzc9ClJpkFDwaD4uJiqVQan/4PeZTotyDLi6AaJ9q5+KeffqLT6WazOaEhmYx4e/HFF+/duwdJDKQGnzCT+sKFC1CphNyYVxvzK1euQGZAWlqaSCQifT0PHQQU1KV+4sQJ6KWe0MywXnJzc8k7nzlzpq2tDdJrknzCnTm7UMcl9KFezcoCi7q0tNRkMrHZ7Orq6ubmZjCZkHmy6N3ee++9ePsfTAyhUOh2uy9evEhefO7cudbW1paWllOnTkF51FAoBFbhzcztJLl+/Tp5n3fffbeiogJ9bFA38/LyfD6fXq//7rvvyIt/++03UNAtFovBYEC9k1v1gdBAhWvXrkE9yI8++kgikUCPtIWFhXWlFZML5MiRIy0tLZA9ufaIRSIRssZkWlpaXl4eWZ0AjGRbLkCiDyZx//TTT2v0N0bH+fLly/n5+TCRsrOzV1ZWoNdXwlRu8q+ef/75goKCwsLCuro6BoMB6ThwwkFv/v3330OhAAaDMTY2ZjAYZDKZUql0uVzkcWhrlwD5zBsQPls4CTH/izwRGifMXXKK7969m81mt7e3Nzc39/T06PV6cD0kOY/Rg921a9cg44fL5a7dwg59BiqV2tvbW1VVVVBQUFZWxmAwlEplwloSMWF2169fh1guuVwOCoHNZpPL5XK5/LXXXiMvKygoqKur++STT4xGo9/vn5qampmZgV1naWkJCu2SpKamdnV1kQZaaDEPsgYOwYFAwO12Q5DNuny1r776KpfLhf4oMSodWcT4z3/+c35+frz9JhKJLCwskBUxDx06BBtGvImCtIcdOnSopKSksLCwpKSks7NzbGwsRpVE3/r27dvQ/CM+dzWmQzc0mvv222/b29t9Pt/k5OTs7Oy6dtMYb/6lS5eg6uoahaCTJGbvycvLW1fHl505u9CDGRiHVqs+DWakiooKt9stEolaWloaGxsHBgagZTb5gVD7H0EQBw4cYDKZ0E2ew+GkpqampKQoFIqpqamYUgbZ2dlMJnP37t1gMfV6vXNzc1AGcjNzO0li2i0eOHCgq6vL5XLZ7XbQD86ePTs9PW00GtEgEIIgQEGn0Wh1dXVerxc6msKM3fIPBPOhqKjozJkzzc3NgUBgZmYGemWtHRMfA3rDmzdvMplMCOVc4w6hUOjNN98kCOK5557Ly8sDlYs0hG+HAEGf89lnn4Vy7gn7G8c4x6lUalFR0Z07d7799tuFhYX5+fnJyUmn05mwXCX5V7/99ht4wMrLy8EkEW+2/+KLL9hsdnFxcUFBQXNzMzTFlclkNpsNHb0tXAKBQIAsMYtemaTw2apJuPZ0wuxYfv8aZ0xRNIIg6uvrm5qaamtrmUymWq2GTJ3kFYhIJFJRUQG3euedd/Ly8sC3olKpVjNzkv7cAwcO9Pf3c7ncurq6kpKSqqqq7u5ulUrl8XgSaqtmszlmZWZmZsJGy+PxrFarTCaD5D70spycnE8//bSzs3NqaspqtRqNxqmpKbh/MBgcGBggHgaFQllZWYFKvFarVa1Wq9VqCEJPZrWTlfC+++67gYGB+ArnYFT45z//WVpaWlhYCLWIYwraLS8v2+32zz77DG51+/ZtnU4XY3IgvXv5+fnd3d0VFRWlpaU0Gk0mk3k8HlSDRyXp22+/DbVmEuoxaGgjQRC//PLL/v37i4uLQeRZrdb1ThjUwEkQxJkzZ8Auvsnk9+iDpUn27du3Rl+QhOzM2RWJRJqbm+HKjz76iEqlxlefcbvd4G4Ti8U+n0+lUnV3d7e2tvb29hoMhpiN3Gg0rvEwhw8fNpvNLpdLo9HExN6Vl5efOnWqu7vb4/GQb0r6BDczt5MhYcd29Nm8Xq/BYBgZGUE1zr1791ZXV589ezYnJ8fhcOj1eqPRSBaa3ZIPFCNRT506dfTo0QsXLthsNq/Xa7VaNRrN+Ph48oVIY1TYZ555hkqlCgQCp9O5Wk2ccDgMH+Jvf/tbVlYWlUqtq6sTCoWQOgPXbK0AiT4oQ6AgVFNTk0KhiM/4Rofo9ddfp1Aot2/ffvvtt8GR5XQ6dTqdyWRKuF/AX507d66rq6ugoABOXAKBAA3xh2tSUlLkcnlfXx/4yioqKhgMhkAgMBgMZOsBuOfWLgEYlg0Ln0ezB2F2Jr9zjTPmrEkQxPXr16urqysrKzs6OuRyebxYSQY0SOhf//rXnTt3wAtjNBrBnEDG6LhcLlA49u7d29zcDD276uvroadtX1+fTqfz+XyrGUe9Xi+c41E+/vjjwcFBjUYjFouFQqFOp0NLxBH3Q9rBw6JSqQwGA6kkQVxXXV3daus8LS0NAuFBwVKr1RKJRC6XWyyWmZmZJDUt1Am7d+/elpYWUgJqtVrQadLS0gYGBlpaWioqKrq6ugwGQ0xQfygU8vl8Eolk//79pAyyWCzwDDKZDDyq2dnZYrF4YGCgvr6+urq6o6NDKpXGBNhFH6yL9N133xUUFNBoNJ1OF59J0N3djQ7Is88+W1JSotVqYZzXJfK0Wm2MukkQxB/+8Icff/yxqKgIqpNsxsZJamYEQXz77bc0Gi3JlAtgZ84usE5xuVxocfTMM89cv35dLBaDCUSr1YKWUF1dPTU15fP5tFotl8tlMBgDAwN6vT5+loZCof7+/oTPk5+f73K5TCbT6OioRCKJ8fcRBFFWVmYymYxGIxS18Hq9aBTahud2MqysrKjV6r///e8xj7R79246nW6z2VQqFfTLjimXQxBEVlaWRqNRqVQKhcJisZAq+JZ8oBilhCCIn3/+uaenR6PRGAwGpVKp1WrJbtrJvGl8Y/pnnnnmxo0bUqnU6XTOz8+TEjVyvzd3aWkpQRD//ve/we9cVVXV29trsVjQOPitFSDRB2XIrVu3oLllwozvGKV8165d77zzDiTbjY+Pq9VqlUplt9sTtp8lCGLfvn1KpbKrq6uoqKikpITJZBoMBlSDh9uOjIy43W4ejwdNtkpLSxkMhkKhiN/UtnAJkKeXDQufR7MHYXYmv3ONE3WmEwTx0UcflZeXl5aWtra2SiSSdYlFFEgREAqFH330EUEQf/rTn7777rucnBwul6vX671er8ViEQqFEIl1+vRpLpdrsVhGRka6u7sbGxsbGho6OztFIpHVal3bRRsKheRyOZl0+f7779+4cYPFYoGhFDQDj8ezuLgI2/Bzzz2XlpaWnZ3d2trK5/NHRkbUajUa0BOJRBYXF61WfmYW2gAAIABJREFUK51O//rrr//xj3/And94442LFy9CII5arR4dHRUKhYODgwKBQC6X22y2dS11giDa2trYbDaFQrly5cqpU6dIS0NKSkpeXp5AIHA4HMPDwy0tLTQaTSKRxMfxwKPabDYul3v79u2DBw+SX3Pfvn3Xr1/ncrk2m81sNg8NDdFotKamJjabrVQqJycn43cLNJLp2rVrkDea0Adkt9uPHTtGEMSrr7569OhRCoXCYDCGh4ch99Pv9z90HGLc6GugVCrJDTWZgY0ZH7Q0ya1bt6AJZPK9r3bm7IpEIvPz80ajkclk3r59+4cffiB9cPv27btx4waPx5uampqbm3O5XGNjY3w+v6enZ3h4GDJz478OpJD39PSQdYtefvnls2fP0ul0gUAA5aYFAsHY2JjD4SgoKCAI4o9//OOBAwcoFEp3d7dYLJZKpSqVChKBYW6zWKzNzO1kgFZGQqHwv//979NPP00+NnT8g28kEolMJpPX64UPRD42g8GA1C69Xu/z+Uj9Y6uWPxwpX3zxxaNHj0K11La2Nh6PJxaLVSqVw+FIqEutBpVK3bdvn0Ag4HA49+7dO378+Msvv0wQxFtvvVVUVASWy5mZmfn5eYvFwuFw/u///u+1117LyclpbW0tLy+HnmFarTbGCb61AiSKhHu+/vrrVCp17Yr3ZP7N22+/nZGRAU3MpVKpTCYbHR01m80Jo/aj0ShBEF1dXTabDWyuTU1NEokkJnGHIAiZTBYKhTwez/DwcHV1NVjTYe7FP/wWLgFQr8Ph8IaFz6PZgzA7k9+zxhl/dL5582ZhYWFDQ8Pw8PCGe4EA4KLy+XwtLS3nzp2L8X+dPn06Ozu7ra1NqVTq9Xoo+dHZ2Umj0bq6ugYHB8EMsLCwsHb8aDgcnpmZkcvlzc3NVCo1Ly+vuLi4rq6uo6ODx+NptVqPx7O0tLSysuL3++VyOVQDplKpNTU1LBZLJpPF2+RCodDMzIxWq2WxWNCTl0KhFBUVVVVVNTc302g0Op3OYDDYbPbg4KBarXY6nWTsTpIjs7S0ZDKZurq6qqqqampqOjo6BAKBXq93OByTk5Nut9tqtY6OjnI4nO7ubigUkDDTHzqL6PX6vr6+5ubm1tZWeGso22a32zUajUAgYLFYLBZraGjIYDCAwTh+twODx8jISGNjY3FxMZmIGi/0g8Ggw+Ho6+srLy+nUCjFxcUtLS18Ph827ySPKFCd0ePxjI+PazQaPp/f0tJSUlKSn59PoVCoVGplZSWLxYJi116vdwNTEeaGQqGAO0N1rXUFhu7M2RWJRJaXlycnJ0dHR7u7u1taWhgMhkgkMhgMMH8mJycdDgdkSMB+KZfLJyYmVpulcEOHw8Hn82tra+GRwDDW3Nzc2dnJ4/HGxsZAi7Xb7b29vfDpi4qKmpqaent7R0dH4U1DodDi4uKWzO2HQj724OAg9JUhR7KpqQn8pyaTaWZmZnFxEWZsRUUFzNjm5ub+/n44MMTM2C1Z/isrK06ns7+/H6xr0POmu7tbKpXa7fb1NvZMT08HLzOLxWpqamptbW1raystLf31118PHDiAWg2++uqry5cvQ9J3a2trbW1tc3Mzl8vV6XQJY122UICgx8hff/21oKBg7bpXoA6KRCL4dsXFxaDRikQio9G4dn/wYDBot9vhmUEtXk08Tk9PS6XS5ubm+vp6sGsk9MBs4RKAm29S+Gz3HoTZsfyeNc4Yh+aHH34Isd79/f2QW7AlnRv9fr/RaKyqqiII4s6dO01NTc3NzXQ6vaenh8fj8Xg8Lpfb29vL4XC4XK5YLNbpdC6Xa25uLpmUZ/I42N/f39jYWF1d3dDQACY3CAMCsQVNJgwGA5vNrq+vr6+v7+zsFIvFIP1jpAA89vT0tF6vHxgYgAyD6urq6urquro6EEBcLlcmk1kslg20FwuHwwsLC2azeWBggM1m9/X1cblcHo83PDwslUoVCoVCoYBWZkNDQ0qlEkxHCX8CbMkzMzNms1koFLLZbA6HA9Y1uVwuk8mEQqFAIBgZGYFRDQQCqx2CQTqrVKqenh7wwJpMpoQ+oJWVFa/XK5VK29vb6+rqWlpa+vr6NBqN1+tN3iIOW53FYlEqlWKxuL+/n8lk0ul0Go1Go9Ha29s7Ozt7e3uHh4eVSqXNZttAODwIfa1W29fX19XV1d/fDyGMyd9nx84uSELyeDwGgwE8nnw+XyQSQRKuUqmEbngSiUSlUoHKvri4uMaLg43HZDKBsxueB14W1TOCwaDH45FIJO3t7TU1NQ0NDUwmUyKRkOrmFs7tZIDHNpvNPB6vtbW1pqampqamqakJzE6khwROUzKZrKOjg5yxY2NjcGCImbFb8oFgNcnlcjqdXlNTA8nUIyMj5ECt9zXn5+dNJpNAIBAKhWNjYzqdTqFQDA0N9fT0dHV1dXV1MZlMFovFZrOZTGZnZ2d7ezudTudwOCMjIzabbTVP0RYKENJR/sILL5SWlkJJWovFstpxAgrU6/V6WDV1dXV0On1wcBCiUNYO5QoGgy6XSyQS9ff3J0xgIn9idnYWIrUGBgYMBsMaUTpbtQTIu21G+Gz3HoTZsfyeNc4YA2dGRkZxcTGDwdDpdAmTBDcASDSBQPDGG2+wWCyhUEin02Eld3d3g6tCLBbL5XKtVmuz2TweTyAQIIuVJPMTpO4ilUphY9Pr9S6XC7yxpLMMOjtrtVqxWDwyMqLVaqGmbsLXhMeem5ubmJjQaDQSiUQgEPD5fIFAIJFIIPDf5/M91AS72pgsLS25XC4o5Wi328fHx41GIwSWKZVKlUqlVqv1en0yDXMhOnB+ft7tdkPgIGRPq9VqrVZrMBhsNhuU415bg4enAqOjxWJxOBywS8VfCVqFw+FQKBTw7axWK6l+JTkIYOP0er0Oh2N8fNxqtZrNZhOC2Wy2WCw2m83hcPh8vg3YOMFu4fP5yDfagNdpx84uuMn8/LzH47HZbAaDQaPRQAAcaCRGo3FiYgLu89C3hlk0Nzc3Pj6uUCiGh4eHhobgRSBlGO4An35iYgLaCUokEr1eD74ImFpbO7cfCjx2IBCw2+1KpVIoFA4PD8tkMkjgAA0AohsXFxedTqdKpRKLxQqFYu0Zu/kPRI6DUqkcHh4GjQ0dqPW+Jjy/yWSCz7GwsDA7OwthfEqlUiQS8fn8gfvA8QM9bKw9kbZEgJC11X7++efi4uLa2lqw6q0WLwGD7PP5ILtLLBYrlcrx8fFkKl2EQiG/328ymQwGwxqZBuS46XQ6q9W69vLfqiVA3m2Twmdb9yDMjuUJ0jhv377d0NAwMjICYVXkJIYuRCkpKWq1GswY6/oVqVR65MgRq9XqcrnAD9je3s7lctVq9fj4uNPpnJycnJ6eDgQC4KBMqGvKZDIqlRqNRmH/QP8LJMXCwsL09LTH45menp6fn48XjqAWQAELn8/3UAEajUbD4fDy8nIgEJienp6amnK73VNTU/Coy8vLG17n5APPzs5CG4nl5eX5+fmZmRmv1+vxeOAt5ubmkm+YGw6Hg8EgehOv1+v3++Emq41q/IOtrKygJSRX+xPQF/1+v9frBa/lBkYDUhyWH0YwGNxYHGf0/lAHg0G4z8aOBzt5dsEYLi0tQdkdn8/n8Xh8Pp/f74cFta5XDoVCS0tLMzMzHo8Hso7ij3/gN/f7/fBDMaOxHXM7mUEgH9vj8fj9flCy0fEnr0l+xm7yA8EvQnmsJKfEapCnCxg3+Bzw6RcXF2dmZqamppxO58TExMTEhMPhcDqdHo9ndnYW1v6jESCwiXzwwQcNDQ2lpaUdHR06nW7t+AF4r0Ag4PP54LskOStAn5ubm5ubm1vbr4LOxmTuvPklgD7kJoVPdNv2IMyO5fescaLNZAmCgGq9ZrM5pkAGGSf05ZdfwgJLfqLLZLKMjIzFxcXJyUmNRsPj8Xp7e6EXGcgX0CdCD7btigGq00fv768J9Q9Y3kC8VkpeEw6H4Zokbajon8BPJ/+3D70tmV4KwA9t+FdibrKu19zYK2z3T+wcdvjsIqfT5j99zBRKeBN0NOIv2I65nfxjk99ojWuS//VNfqC1B2pdoKMa/+/wbMH7PHoBQrrUq6ura2pqamtroXv4Q9s3bGDVoH/40D9J8rKEj7ThJbC1bNMehNmZ/J41zry8PFTjrKqqGh4ejveDoIqpVCq1Wq1JRr7LZLKqqqr5+XmHwzE6OgrZo6Ojo2skMcTjdrtTU1NdLlcoFJqfnwf7DW6rgMFgMDsESAnIyMjo7u6uqanp7Ox8aPdwDAYTz+9Z44wpU1dQUDA6OhqTWhiJRKCJCEEQ7733HrRtgBZ5a99cKpUScRw8eDAnJ4fNZttstmTOakNDQ6mpqVKpFFyWdrvdaDRCbRGscWIwGMwjg+yEzOFw0H+Hos5vvfWWXC6n0WgtLS3Dw8PJ7BEYDCaG37PGGQwGUTPnsWPH4vtDRJA+yFevXoVyuwn75KLEtJVbjStXrtDpdLlcbjAYSAU0HA5bLJbBwcEjR46kpKSoVCpIMbFYLCqVSqfTkR1ctn+EMBgMBhONRqOgbgIgrkEIZ2Rk7Nu3Ty6X8/n8tra23t5ek8mEO99gMBvg96xxhkIhn893/PhxUo7U1NTEt+EaHx8nCOLHH38sLi4uKSlhsVhrV7JNUt18KFevXrXZbFDAT61WQ4nd9RZPxmAwGMzmISUzhUJxuVwzMzPBYDAzMzMlJQVKJXA4HBaLpVKppqenQ1tR6gSDedL4PWuckUhkcXHRYrH88ssvpDS5d++e1WoFZ7fb7Waz2YcPH6bRaH19fdXV1fX19QljPUksFotCoYC0dCaTmZWVdf369ePHjx86dCgmUWkNTp8+3dbWRrZVgJIQCoViYmICH50xGAzm0UN2CeLz+YODg+3t7WlpadevX3c4HFardXh4uLe3VyaTud1u7IPCYDbG71njjN4vbKZWq5uams6fPw+dmoHDhw/n5eWJRKLZ2VmTydTX1/dQj4nf74cb6nQ6Pp/PZDLb29tbW1ubmprq6uqqqqpKSkquXbt2+vTptLS09957b9euXeTP/fOf/zx06NAvv/xSWVnZ1tbW3t4ORYyZTCaPx4MGYhsonozBYDCYzRMMBhsaGl566SWCIP7yl7+cP39eIpH4/f7x8XGpVMrn82UyGXSQwkYBDGZj/M41zsj94tXQbKa9vZ3FYo2MjECCDtR4MxqNUqmUy+Xy+XydTgeNs1e7IXT8M5vNY2NjGo1Gp9NptVqlUimRSKBDRmdnZ0tLS319fVVVVWlpaWFhYf59qFRqYWFhcXFxRUVFfX09jUbjcDhisdhkMkENcCzIMBgM5rGwsrLicrl4PF59fX1zc7NAIDAajSaTCfpIgVEAhzxhMJvhd65xRpGGWiaTaWRkBO2YB80npFKpRCKBRh0PbZxAVlqemZkJBAILCwsLCwtzc3NQwHZiYsJsNms0Guj43NfXB3bQlpYW6H7Z1tbW0dHBZrOHhoYUCoXFYoHeIettFYPBYDCYLSQcDvv9/rGxsd7eXhaLJRAI5HI59Lgym80ejwdbNzGYTfL71zijSKMzaHJoNBp1Op1Go4EuZxaLZWJiwuv1Jtm2Ae6GVoEmC+oGg8GlpaX5+XloxeFwOGw2m9Fo1Gq1arV6bGxMr9ebzWa73T45OQmtQTbcbwaDwWAwW0XkfudGi8UCuwPIarI1MTYKYDCb5InQOIHI/SaH0BbM7/dDlzPoVrdVDbVQHRQ6gIEOGggEAoHA4uIi2tgQizAMBoPZIcAeARsEeLFIowCW1RjM5nmCNE4A1QjJCu3b3cULfpHsibd9v4XBYDCYzUC2jsSKJgaztTxxGicGg8FgMBgM5hGDNU4MBoPBYDAYzPaCNU4MBoPBYDAYzPaCNU4MBoPBYDAYzPaCNU4MBoPBYDAYzPaCNU4MBoPBYDAYzPaCNU4MBvP/2Dt3RFlZZg07QefhIByCI3AC5p0bd2raoaGZM/AE/F8dNkpZFKDoep9o74VCUTfKSyMAAACQF1ScAAAAAAAgL6g4AQAAAABAXlBxAgAAAACAvKDiBAAAAAAAeUHFCQAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFScAAAAAAMgLKk4AAAAAAJAXVJwAAAAAACAvqDgBAAAAAEBeUHECAAAAAIC8oOIEAAAAAAB5QcUJAAAAAADygooTAAAAAADkBRUnAAAAAADICypOAAAAAACQF1ScAAAAAAAgL6g4AQAAAABAXlBxAgAAAACAvKDiBAAAAAAAeUHFCQAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFScAAAAAAMgLKk4AAAAAAJAXVJwAAAAAACAvqDgBAAAAAEBeUHECAAAAAIC8oOIEAAAAAAB5QcUJAAAAAADygooTAAAAAADkBRUnAAAAAADICypOAAAAAACQF1ScAAAAAAAgL6g4AQAAAABAXlBxAgAAAACAvKDiBAAAAAAAeUHFCQAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxfk8xnGsqmocx7sFAQlY13UYhqp6UiTyMr/eP18/wa1gtyxWsNII8tJxHNu2raqqqqqmaYZhWNc1tJNCeKLMkaQNiqwh9ua4XZbl8/l0XVf9R13XXdeN4zjP87Zt0zQ9MXPRdO4WBEQxz3Pf98+ypkTmC2a0LIsZYhiGfKP4eJbJQinWLYsVrEyEivr9fk3TmAVxXVdbw2Z9fJy2g2S+N5PEkzYoLgixJ3mSnGVZTKHZNM33+12WhZp+v59dg1ZVZYLtQfzBa7hX0nVd0zTPyult257KfIF/fj6fqqrats03BMO7A1Bi4lt4YrzciMRLf7+fqSztP9rr4xNdPUjmezNJPGmj9YIQe2Hc0pUZc9Xy+/3qun5oxZmQdV2Ru2/E6P9ZKyjdFbhR5qZp6rq2ryRBQkow8SFPjJeSMYvgPo5M0fn5fG6R6kpekEnSRmvuEHtb3JrrG77cNJCdnnUBl5bv94vcfS9PXEHvldlErnNjBqSlWLcsVrDHYZL/X9bkazJJ2qBAxSnFPCOQ3yR/4iODtJhb6HdL8ad54gp6r8yfz+ehL109iGLdsljBHgc9Pb9bkNt4TSZBxXkP9KD89/sJT2mapuu6rFIVC71+cLcgf5onrqD3ytz3/S3j/imKdctiBXsctFzeLchtvCaToOK8AXqe3jRN0Fl/s+JclgUZpwSeuII+UWYQRLEmLlawxwFNvgZUnDdA9VPQ+85/86cz8zyTuv7g9IviiVZ4oswgiGJNXKxgjwOafA2oOK/G3jlM/kj9FLMVKu0XYLbGZX7bvt86dRxHc3pd1/wrI86Ry7LM83xo9dP9t/l+7A23HPa3e6dp6vueytOu677fb/K5p+VZMp+GtzOdtm0/n4/Zn/kCzA5tZvS6rs1Lz7zMjH9GKjxIFYdjmW2uzVjOiZ/PRyiJZIdkW29VVfV9z+Slx5n4UGwm0BJSWryY7LrH/nkAPX/bN/nElmct8++6rp1fwPi89FBan1YLcfWgISQyX7myp0UXrUGhKol9NS+pOI03GFLtdmR26qKVaV1X8xfj8c7B+61Tl2Wxt7aiADscq23btm1J8u/3e/jI+3SDVmE/Bt6x1nW1e7On3zSNvZ1E5NwT8kSZeSsYx+66zjgh3Zy+ZkcPoz1aEuZ5Nur1ycz4Z7zC5aoQjlXXtdPVqSTCHZK7rrMrAPpR8OHK9CwTG+SBlpwC48XZON33Wpfxiv3yFJO1bEuRToReyh9QjqvLhxDKfOXKnhZFtCpC9VSBMbyk4rQ3rU3SoYmN/QN6cnfHw5yNWI1T0mWEvaTtry3MFbBznUe/u2dGUfdj4DVW1/U+dVLs1XWdZO5peaLMjBXo1oj9R7qdn/u1dxMC+/sxjAcy/hmp8CBVHI5FK5a9F+8wDNM02euZLcl+7pL9ls0C4BQW5ITO7B5nYoM80JJTbLzQGuT7YUDf94d3N+XKbJrGNk3f98ZvqYQyhwl3BT914xJcPWgIicxXruxp0UWrIlRPPSeGl1SclUV8b8b5fHmTMovjtfbWqYePp31Nvi2KzEDOH5ntXoP62VjHMqfsNyqzR7ddXz33hDxR5o21wuH9aRI767puLlQO79bw375j/DNG4aGqsMXYL2Y0Vl3X+5sTdJF2KAm/37JJ5fu7L77fNT7RxKGBlpYy42Wz3MY3UBJl2kHE1NCSXcFPD7jd1UOHOJX54pU9Ibpo1YXqqWPEgIrzABMbvni2X9xxbigyMjBb+Zs/7q+QfJ99z90PTXB/in2Ws1Tr5p6KJ8p8KgNv6KyCmauXw6v2U80oZnTarUIVMcbVtVIe379kZieNyHmlQmdiXaAlJK2TpIXZnm+apsOnwApl0t/51x9PZy1Ry42urhjidF4Xr+wJUUSrOlSzTgcVpwtdMTCX6XQf27kY4mXwtVJvjj/5fkefux/7pVie+Lmn4okyn47i+0JBbsEoBHwvV6n1pj5RoYoY4+pa6QWpw7MOp/A4E+sCLSFpnSQt5AD74rJt233llCNryQ+T9OM75gJXVwzBd3j9yp4KXbSqQzXrdF5ScSbc64durTN+ScEgv2fGtNq/ZLRfOPORux96E5k/XdibpDWeJ8qsGOX7/Z7+qiMeSlW+A9R6S6jwU1XEjKVr1TmhQ+EmTjLHGAqMF8J3t2ld18PnoTmylvwwST83urp6CF+H16/sqdBFa3IFJuElFaf9y6HI36pLPlzke3NC7ZfO5QhfL+buR+dw98bkE2WWj7Isi7Gs2e4qt2B0oe87QK23eIXLVREzlq41xi5PMfE1QcFQYLzY0DJvP2gax/Fwl2idYMKzTg+T9HOjq6uH8J14y8qeBF20JldgEl5ScdKlSRX90jr1w1Suoa+qSFrnebbr5qqq2rZVbF4Q349EA6FS5Y7JJ8osGYU2XrFXrMuUqTuAaY1ReKgqYsbStdLfg3Z/fJaJ6e+pNqELpcB4saGSxb5JdroNTcKsJT9M0s+Nrq4bQtLhxSt7PDpT6rxLMlwML6k47UulyJfWqR9mswPyS+dXb/F+6dSLtGXglf1INLCnkJh8kMyno5iNe/Z7+F2mTF+uV+tNfaJCFTHG1bXS309faCEeZ2L6+wWbvQcJtt2nTAe6l2aqTLNp4uGROmUKp3N6mKSfG11dMYSww1tW9hh00aoO1azTeUnFuUU8WJ+myd7XgB6LMF/LJL90fvWWyi+dLQMv7sf+EoOvZ7OvrFyq3DH5RJn5UcjH9gk3t2Cnj5/UetOdqFNFjHF1rZQ6+G1ryAmfaGJdoCWkwHhxoFebTModhsG35OfIWvLDJP3c6OqhQ8g7vHFl16GLVnWoZp3OeypO+364PN8ty+J88MD37rANbb3mxI/OL6ujaxfakPbw+Kz92C+D+nKl+WCgpDdJazxPlJkfhXnvO7dgdPHm+3qbWm+6E3WqiDGurtV2Qt+vSodhoMXsiSbWBVpCCowXB+c+GbMPaI6sJT9M0s+Nrh46xGmH16/sqdBFqzpUs07nPRXn9u/bnJJPnZpy03nv0/69oe9eqRlon0p0frn379Pjs/ZDUVf5vz9W17XjxPfG5BNl5kdhRs8tmH2VcvgcR603dYAoOowxrq719KLXvPxDQfpEE+sCLSFpnSQTdHup6zrmFl2OrCU/TNLPja4eOsRph9ev7KnQRas6VLNO51UV5/bvs/W+75mXjs33qQ4LU6pcfV8R8G3HqvPLynPf2xdsufvZdp/rHceRNDlNU9M0pcXkQ2VmRqG/OymV/x5MKug5zt5t7PQX+ss2dYAoVBFjXHWrnX+apqGnYOu67p3woSZWBFpC0jpJJuyN6phfRm8Zspb8MEk/97p60BASmS9e2ROii1ZdqGadztsqzm23Q9AwDHbMG2c1rszcByVT7X/5brLJ4bk6vzwcSPHiS2g/zkYe3++X4tDc/a38hL4sdUFMPlFmZhT707fminxZlq7rnPeV13WV3M4Pxb4+tnP9OI7OMrC/yGH0plO4ThUxxlW3njqhnYseamJFoCUkrZNkQv5pzeRZS3iY/Vtb5mcPTCcXuHrQEMKJX7myJ0QXrbpQzTqdF1ac27b9fj/78/Z7JM99KEjoXum6rsYpD189tq9rfd582Ep/p4HMzxsPB0rVj9NVtbvxviyLT4d7N1XPPS2Pk5kZxV4SnGPsOfoel8Rj334gzBU2/bfrOme5YmakVrhCFTHGjXQMnxPWde044UNNzMyxylxulhwvDr5vgu9JmLWEh5nfi9gWP3wYWIKry4eQ6+eylT0tumgNDdXc03lnxWn4/X7DMDibBPV9L3/HaJ7nvu/tG9qfz4d/kcJG3rqu6zzPwzCQc/R9v0/0qfohxnGkT80ezsv+LETTNGbP3oRzz8FTZD4dhS4YjIFoFmafkaqqhmEI3awuCLNXsxmraRpKx76hmRlFKjxIFTFjRcpJmFfyzQFM3niciW0kgZaQtE6SG1MfyBUSn7WEhx22Cg87lPwCVxcOIZf5mpU9OepoFYbqBdN5c8UJAAAAAABKABUnAAAAAADICypOAAAAAACQF1ScAAAAAAAgL6g4AQAAAABAXlBxAgAAAACAvKDiBAAAAAAAeUHFCQAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAABMG6k+AAAgAElEQVQAAPKCihMAAAAAAOQFFScAAAAAAMgLKk4AAAAAAJAXVJwgGeM4VlU1juPdgpTLuq7DMFQV4g4A8DyQ5BnGcWzbtqqqqqqaphmGYV3XLZvSnmgLrHwgGdV/3C1Iiczz3Pc9VAQAeC7IYIf8fr+maeZ53rZtXVc71U/TlElpT7TFk2QFhfPES67LaNu2aZon5ggAADAgye/5/X6msrT/2HUdZXvc4ySw8j2AdV1RowRRpsaWZUHFCQAAqSgh1dd1XVXVsizO303R+fl8bpFqK0M5DmVJAw75fr+l+U3hFKsxVJwAAJCK21O9EaDMlH67cvaUJQ04xDyNvVuKJ1GsxlBxAgBAKm5P9fT0/EYZfNyunD1lSQP20HvHdwvyGErWGCpOAABIQgmp3jxSLzCll6CcPWVJAxyWZSnWocukcI2h4gQAgHgKSfVlpvRClLOnLGmAzTzP5DSl+U2ZlK+xkmUDAIBHUE6qL0EGh3KUsyeLNGbrQZpz3/e/34853myLTXvHmK1TzdZWzPG2Kmnn1bquadtV4vP5mM5N66kkdV3bEzFStW3rbH8QOYv9RMy/67qepsne0Muh6zqnH3M8Kbxt28/n4yjBN+iWWnu8izuidl33/X7lcjKSBGlMYaxQ7Cio69rsYSHJAnIVSXBUEdS6hVtBhy7umPDxHayw+DRN9kYnp+aQS1VI2AaJoSBfyAfxiEDYwlfPLdECGpPkL9ZtCaneJ8DhHJmVMbktgpSzXbIU2qSvOLuus9Mr/ZLLp7vP52NaTY5b19X8xQSbc/B+G+1lWextDg11XZvenGLf0LbtXox5no3xqGeS3CbJLA4nQt8qcFzW58SEEbvrOmfKdV07+zVk1d7p9ubrurZt27YtbZNLKmqaxhZVKOehJBKNhRpLgemQVu55ns3cU6koCH4LYrOp27410gpCdHEnDx+D2uKmW9rfxNhxL55CqhLCNkgMBZeFvJCSA8EQunpueRZQRZK/RbfMiArl6OBlYJSWzxYSwQwX6MeVKm13JsM6BTKpZn9pa/LdfsMqijRH3c422sZCFJ+/349S7TAM0zTZ0Wsn4v2mqU7P0zQdJsrDc0NnsW1b0zT2cH3fGznJA+hI3m8oku0/UvA7TnOZ9g5Freu6aRrnj+QbdH/LJyc5jy3J4c0SXgyFsUIxQ+y1lFBFofDjHrZGWkGILu7k4bNFWNxkMyeI1nWliTuJTi5VIWEbJIaCy0JeTrGBsIWvnluiBVQ4l9Mkf71u+REvSPWnMjBKy2qLU8G2q/TjSpWwLxMb+6sxymtO9jET862j9CTL0Yi9jfY+J1K6rOt6ry/zbYDKf3uZet4fYC9+9iMn3Syc4ZjkzvvN4dvB1PNeqnza47c3N3rYP1i0z7JXRN4WJOehJIwYamPJMVraL7Tb2W2AUBUFwXuRrzXGCnJ0cScMH7XFaXb7B0zMbQChVIWEbagYQVwZ8nKKDYTQ1XPT+nbMXPgkf71umREvSPWnMhgYpeWzxalgl+nHlSpVRzT//Usn8zwfTt7kO19ets9yXipiVGmb8LDbmNbDaw71LOzhmLemdAIzZ12vPVICf5azWKrlZJpijCXEXHoeXpEzYutUJEdt1hhvSSWe71pfYiy1xemBOHPWYb6WSOWbbyZDhA4Xb9aLQ16OTlG5ZVOsnlt5C+j1umWaLkj1pzJIjslki9PWy/TjSpWqI7ruP2zdfwCU6nfmtg3dN3YK7Xxm4FtpjnTNETOL0+Ekx/i+rKpz8Uyt9ot6PEkk8TVFGksCDeF7By6tiuQkV6akNZV4+7gTjn5LkpHopJCwVYgh5OKQl5PJrJGyha6eW5ELaDknXpDqhcKfHpPJFnzrlfpxpUrVEXNL4BC6bcvMmeJQfimctXV/uRkzi9Ph5MfYfL9f/hcq12sv1DciJfE1RRpLAi20vgPSqkhOcmVKWlOJ57vNczr6LUlGp5MbwzZIDCEXh/wFQ2SVTaGuAhfQck68INULhT89JpMt+NYr9eNKlawjgd5t6EkZs/WD7723W4x0eEDMLCTDCY/Ztm1ZFlPuDMOQ422bmNZQ34iUxNcUaSwJdF3oOyCtiuQkV6akNZV4vgNOz4qxOBUBhxuFmKbQd8v2lBC2QWII0fVwgbOph8gqm+L0AhfQck68INULhT89JpMt+NYr9eNKlayj/xA+9afjmZ2fdPc28rXuD4iZhWQ4yTHrupq3zu2738xZ12tPoqWEksSIwRgrXuZI2WJIrkxJayrxfAfIz1JYnH6xsX+oRDXZ4cafQp0UErahYgjR+fMFzqYeIqtsdLr8nbkY387kS+WcGKOcUCSdZPKreL1doB936GQd/Qe/Tfr+eGZHCd8b+rcYyT6A5ImZhWS402PMZih1XTuuU5SLS7SUUJIYMfgfhchl9q0caVWkECy0NcYfUom37eIu6Cy1xWkfZsea5nageo/ArZiwVYghROfPFzhbmYFApwtXzy3Ot3P4UlEnxignFInpM/lVvN4u0I87dKqO6CEUsyfIsiyUpul45r1UmrPT5y1Gsg+gp2kxs5AMxx9DPe/zVFEubn/P4PDE7b/NopNI4muKNJaE06cVaVUkJ7kyJa2pxNt2cSc8K9LiJl9VVUVbhG7/3ftkDHEqVSFhqxNDyMUhL6fMQAhdPbciF9ByTrwg1QuFPz0mky341iv140qVqiP7x4m+H+oOw0DSS95LpZ3knJx4i5E262kaXRnEzOJ0uNNjmPfNi3Jx2zd8F1Xmk31JJPE1RRpLAr2R7ftGSFoVyUmuTElrKvH2cSccPd7iv9+vaRrzJRhzWNd1vG+cSlVI2OrEEHJxyMtRD5FVttDVcytyAS3nxAtSvVD402My2YJvvVI/rlSpOrKf+h9OwywbJL2915TvZQKjl9CH0fla6V1aesoWM4vT4U6PSd6UqZV8t/J/Pa+u66B6QjHBSGNJsL/QePhgPa2K5Bzu9X0qFd902iqH72cfd8LRIy0+jqNC4adS6bQdY4jDVvVYEi4OeTllBkLo6rkVuYBer1tf0wWpXij86TGZbMG3XqkfV6qEfdENnqqqmqahB4vruk7T1DSNI71vmz3Ct5n2BUY6TJFmgs6NaPUsToU5PYaanKsQ/ldmt7i484HpcRypejj0jZixmKYYYwmhtLtfOex6dO9gChXJodh0XGVdVztsmY8UHHbLt8ph1LJ54k44utrixliKH3KdSkUH3Bu2OjHkXBnycooNhNDVcytvAb1et0zTBan+VAbJMZlscdp6mX5cqRL2tSwLLbeH7F9uo6zk++bv4dPJC4zk+5Tc4QWobhanwjidG9t/v19yEfsLxWZpXJal6zo7vOd5XtdV/qH2TK2nvhH6ygHTymhsizCWEPvujr1yjOPoLCrOK24KFcmhYreua1ukpmns3XCaprn+QeemjTvh6DqL87YwmhyGIXT53IoJW50Ycq4MeTnFBoJi9dwKW0Cv1+29qX7791OTzNUpM4VMttjOlLNdop8DmdN2Z75Gv4+Wuq596yUlvr7vTfpe19VM+PC1Vtq1hNGUrnWzTFjXdd/3dMfl9OcCobOQCLM/rPr3EZXt7k5XthXsU/Jp73Q6Pt+ojtaeVJJURw/1FMYKwr5LRBjnof92XbfPUEEqCsW551RVlVkJtn8LPluqSIvLsY0ljLug0RUW36vrEMe7JFIVErYKMUK5LOSDKDYQFKvndu0CuomrnGt0e2+qNz99o9Hbtj18k4qZQtYF91Q5W/6lcE/iitNgXgknM3w+H36bsXme+763H0f6TqmOSNLqHLNt2zAMFP+nPxcImoVQGGIcR/oKqtPhPM/27xzJpcy+J1VV2bdh8mlPPh37oyZN05gdp4OUIxmL0RjpTW4sBWZLbdN/0zQUvY5FDpGoSIctkp2kDqVKZXEJdg+SuFOMrrA4pWMeui8rl6qQsA0SQ801IR9EsYGwha+e21ULqHOMT5iLdXtXqj+ULWgKMXOXaEainHz68ZGl4nwujPEAAJkoM+6GYWCuM5dl+f1+pji4UioAbqTMUAVPAX7zDwgnAK6nwLgbx1G4EV1RYgOQFROnyX/CDP4IyJX/UODKB8DrKS3uzDuOwkdL6k1SAXgcJk59P3AGgKeUFF8Ipa18APwFSos783ttyZHjOKbdIRmAkjFxmulnJeD1lJLiC6G0lQ+Av0BpcWeEOd0cZJqmtJ+AA6BwTGik+i0j+GuUkuILobSVD4C/QGlxR18dNPsMOPtYmU25zdaVd0kIwAWYfcLJz823anCVBdSUkuJLIOGWbwAAIWXGnbOb3Z5yRAUgE/amOWanRry1DGJAxfk/DheVu4UC4OWUHHfrupoPddC6W9d113Xf7zfffnUAlAPt/2WKzuTfPAR/jVKSOwAAAAAAeCuoOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFScAAAAAAMgLKk4AAAAAAJAXVJwAAAAAACAvqDgBAAAAAEBeUHECAAAAAIC8XFdxrus6DEM5H00GPLBXJG9SYNq5qHsbx7GqqnEcLxsRPIsnGlrt1eXzRHPseccsCuEKJc7z3Pd99R8XjAhigL0ieZMC084lsjfFiW+yBWB4rqGfKPMpzzWHzTtmURRXKLFt26ZpYLanAHtF8iYFpp1LZG+Ku0FvsgVg6LruoYZ+5T3Od8TdO2ZRFBcpcVkWmO1BwF6RrOv6GgWmdYbrNQNn3mOscLcUiXlT0L2Ad8TdO2ZRDtcpEWZ7FrBXJG9SYNq5XK+ZN9kiCd/v95XagKGL4h3meMcsCgFJHxwDe0XyJgWi4nwZ5lnh3VKkB4YuineY4x2zKAQkfXAM7BXJmxSIivNNTNP0Vm3A0EXxDnO8YxaFgKQPjoG9InmTAlFxvoZlWeq6fqs2YOiieIc53jGLQkDSB8fAXpG8SYGoON/BPM9Ubr5SGy+e2hN5hzneMYtCyKJEs4uVSW11XZt9H07NNk0TnVVVVdd13+83h0hVVfV9//v9mOMdYdq2/Xw+67r6jh/H0bwaVdf1MAzLsszzzEzWbCpLOy80TTMMwzzPjEihQ8jR2WvLZjKjnLqubfHIENM0MWeRwObfdV2b46t/cc7lW3XzdXqbpqltWzoxrfsl5AJnUGtGshVzkuTDK3wvxjiOZgomNp0TP5+PHbmM8HtJGDUeisEMZO8s6NB1XYwkoQSlspigi+9wC187Qk+ReHXoehHqGza65KOLO8U6uJ/L7UthUeugc3qQbvk1NAnpK87P51NVFfnoPM9t29KKcmi2dV3NMUYd67qaToyalmWJFKnrOltr5neaVVX5As8ouus6mgK54KEwtvCmf/65lZkdrUz2fPu+PzwldAg5Cntt2Uw2z7NRPg1NxrJxDLffp9eWv7IqG2ZSZle8hC5q93a42Kdyv4Rc4wwKzQi3YtbJL1f4XoxlWewd+wx1XTtd2bRtG6lGoRi+gU7VmDUhy1NZZNAlmVfo2hF0SpBXC9eLSN/QJR9d3CnWwa2wpbCodXA/F7luhWtoPIkrTqOm/Wa2/DaqdV03TeP8keZPNb4OozintKfO99ciVHnYf6RiZW8tc7xzCfj7/XyTNSr6fD7O38ml9rkgdAg5Ontt2Uzm7Lhr7n7tg9mRuWka+6y+7026p6ijI/lJpXVR6q3rur7vTfZZ19UO7L3mQ90vIZc5g0Izkq2YdfIHKdwRw6zlVFv8fj9a/IZhmKbJrjzs6vNwu2+5Gg/FoFRmD3R4r4VXY5AkoQSlspigOxw9tMPQtSP0FLlXy9eLGN/QJR9d3CnWwa28pbCoddCZS5Bu5WtoJCkrTmP4vQE29vZS13VGp87f7Z1X1d9jMLbf64tCay/t4QUT7S289yHfPiNmXs4fjcl9jmhO2ftK0BBydPbaMpvM3sZ5/7DPDjY779hnMWUZMymmVTdfatpndvv61cmeoe6XiiudQacZfitmtfyhCrfF2HsajVXX9T6t09K4d+xQNfJhQmIcPi5ntKGQJAh5KosMOt8Q8g4Va4fiFN6rdeuF2jcUyUcXd7p5bYUthQWug1uEboVraCQpK07jDYdXfr6vQZjXL3y+Qqf4HgHwkOH379DQuPuhdX/fz9p4qvNHE9I+c9pS2W4UNIQchb22zCZzOjls9V2j+yJQ3nNaF+XHogtKJ/JD3S8VVzqDTjP8iTr5mT4Vp5yO5Ts3uRp1U1ZLIsecfprKkgddaIeKtUO33DAyb9r1gu+T8Y3Qv2/auIucVwlLYbHroFq3m2wNjSTZAkaXAr53Fw7VZ9/S4FGIRNcBh62+r9n6/u6ThBZIx/D778iRipjrnsPlVj6EHJ29tswm44c2kFmdKz/JuPwxh63q+fJj0QMOZxah7peEi51BpxnmRLX8m0rhvPyK1hxq1MmfO7qFqSx50IV2qFg7dMsNI7N6vWD65FtDY0EXdzHzKmcpLHMdjNHt6YhJSNY1GcA70tFk6O3UVGLk6Pz7/TKvD9u/OLFf6tpDN7QZbyA3sq+N5EPI0dlry2wyfmiD74aBJFr4Y9K6qG4We3j3S8LFzqDWjO/vavkPOVW4wov41hxq1MmfO7qFqSx50IV2qBAguczq9YLpU9Jqw8eCLu5i5lXOUljmOhij29MRk5CsayqcvSMdTSbrDCM7X5bF+KLZf4Hpzbnc8UUC3QZndsrwvTUiHEKOzl7M3xNyOoTal/hj0rqobhaE3P3iudgZ1Jrx/V0tv41c4Qov4ltzqFEnf1Y3M0hSmVqMVI6qECC5zDHrRYyLbuJY0MVdzLy2YpZCtbnlnA6xPyBSt1dMKllH4dqx/3i6BVeMSKEvJdDPZu3bzvwE53mmywtD27bOXXrJZJkbPJIh5OjsJZxFJJG+pO45rYuqNaxwv0gudob44VJ1aAhVuMKL+NYcatTJr5MklNNUphbj1EOEHdLx8rVDcUq8zLoHPkxrUCzwo/gOiJkXtd6+FIZ61DWCRer2dMR40lecvnjjzZZws/d950HXQGZPk7quHZtJjOFEAm3L5/TATJa8wfdbM34IOTp7CWcRiTDSHBVJDMQfk9ZFhbNwfiAZ435qLnYGnWYkYoTKv6kUrvAivjWHGnXy6yTRwaQytRipHJWOl68dilPiZfatFzrfCI0F+nvyRf90HdzuXgrVLqoQjD/AVlGkbk9HjCdZ16e3cw8nY2+I7+vZbLKqEInetGB+6r8si905GSPmQY+zLd9env0bu3sB+O0JfEPI0dlry2wyfmjngGt+OaSer3AWtqGTuJ+Ci51BoRn+RLX8OoUrvIhvzaFGnfwXRLfDYSpLHnShHSrWDsUpvMwx64XCNxSxoIu7hOvgdt9SWOY6GKnb0xHjSdY1XW34rH44GfudDF9Vbr4gpxDJ7tx3y30YBlvvzOvAPmNUR9dG9hcC6I/MG7sE7dhnh718CDk6e22ZTcYPbaD3iny7I6l7Tuui/FiH+V3hfkm42BkUmuFPVMuvU7jCi/jWHGrUyZ87uitZKksedKEdKtYOxSm8zOr1gumTaVXEgi7uIudVyFJY5joYo9vTEZOQrGvb6od3pw8nQ5Ov/N/Rqutad+Pafl/h0ADGZk5tFxp1h5Y7PN7e2cv3moXxmP0jEuEQcnT22jKbjB/aQC8+y7egswVjjknrorw8xtDO9bHC/ZJwsTMoNMOfqJZfp3BefkVrDjXq5M8d3ZUslSUPutAOFWuH4hReZvV6wfTJtCocRhd3kfMqZCkscx2M0e3piElI2TUt5/t4s43q2Mb5fOc4jqTBaZqapon5zor9nkfTNHTbfF3Xw87pYMet+Z93MaujowrfXpLE4Va0QUPI0dlry2yyzbKC70vHlXYvMfIHx77rutqu4uQd3Xx5eYzynec4CvdLxZXOoNDM6Yk6+XUK5+XXtSZXo1r+rNFdiVNZ8qAL7TB07dCdwsusWy/4Pn2t9MegWNDFXcy8ylkKy1wH1brdHldx2lW/HW/jODqhaDvNsixk70Ni9j447dxZ2OwvoppLhGVZuq6z5Z/neV1XugNP3mb3wzwZJDf1bT6/v7cfOoQQnb22zCbbLL/3fUXwMLPQWUzPlD7qurbn2zSNvQlI0zT2ELr5Mq3micz+7wr3+/1+JoNE7hJypTMoNOOcmEp+hcJ5MdStMWoMFYNSkFl1vt+vvThljW7TgySVRQbdvim0w9C1Q3cKL/OmWi9O+zxs1cWCOm/EzKuQpbDMdXDT6nZ7XMW5/Xs9RBi90H+7rnPu9y7LYn9FPqHNmM7ruua/iEoYs9md2HfRbbcwlzjzPBuT+97epdimU9Z1Na5weIpiCCE6ezFaTWIyW89935OqjYoOw8zeGZj/lK1zYVpVlSk3t3/1HO+i4zhSPqJZmM1H7HrXGWXfv9D9DDEPcS5zBoVmNoGJFfIrFM6LEdMapMZUYlRHzwTzRTf1I0llCr9iZq3oMGjt0J0iSVyh64XONxSxYFDnjdB5beUthaWtg4RCt/I1NIb0xazZPNasKE3T0PSqqhqGgdm/wP68QdM0Zu/ZVFKZd3jJjT6fj08S8uDKWg63/3aO2M+iqqp1Xed5HoaBnG9fsuxHMeurRCTdEELU9tqymYz8fts2e8pd1/E3NmyY/u352qGVw0WnaXIMzReFoe73/X5pLm3bMj+clHClMwRpRmhihfxBCufFiGkNUmP8QFT004KkkySUKjyVCcUQqlcxL/naEXqKXGb5ehHjG6HJh1DnjaB1cCt1KSxkHXQIrTGErhhJxtunAOjI6vHvBkoDAIAX8Mp18FWTAe/glZF2AeYa/W4pAAAAxPLKdfBVkwHv4JWRdgFd1+m+ugEAAKAoXrkOvmoy4B28MtJyMwzDBV8mBAAAcAGvXAdfNRnwDl4ZafmYpun0B0kAAAAexCvXwVdNBryDV0ZaJtq2tXceBgAA8AJeuQ6+ajLgBVyzKxgAAABQJm9dB1FxgoK4bFcwAAAAoEBevA6+ZBoAAAAAAKBYUHECAAAAAIC8oOIEAAAAAAB5QcUJAAAAAADygooTAAAAAADkBRUnAAAAAADICypOAAAAAACQF1ScAAAAAAAgL6g4AQAAAABAXlBxAgAAAACAvCSuONd1HYbhNV9kehkx1jGfec36gddxHNu2NV/0appmGIZ1XfMNfcGMCgEzBUQhKboQMSQg/wAfhbhxWjGyTipZp/M8933/sm+AvoZ462S17O/3a5pmnudt29Z1tUWdpinT0H/HVzFTsBWTogsRQw7yD9hTiBunFeOCSSXrtOu6pmluNwA4JN46+a7If7+fqSztP3ZdR9LiHkMkmCnYtq1t2xJSdCFiyEH+AXsKKXjSRtMFk0rZ6bqutxsA+CjWOnVdV1W1LIvzd1N0fj6fW6Ta/tPYXaMDkJxlWUpIAoWIAZ5FaQm5kCU1bTTlnhSeFPwhCrTO9/stTSTCyHa3FACkpJAkUIgY4EEUmJALceO0YqDiBGko0Dr09PxuQQ4wzxfulgKAlBSSBAoRAzyIAhNyIW6MirMstwCGAq1jHqkXJZKBfrF0tyAApKSQJFCIGOAplJmQC3FjVJxluQUwFGidAkXatm1ZlmJLYQBiKCTiChEDPIJiE3IhboyKsyy3AIYCrVOgSPM8U3YrSjAA4inEsQsRA5RPyQm5EKlQcXLdmv1F6Uf4Zq9vsxejmmma7P10uq77fr/CE/u+J4dmTtxvizqOo5lFXdfDMGQayPy7rmtn/6B9n23bfj4fs2v6ITGexOwKq9BMxZJ1aL5bezcyh67r7CNDlb+XbVmWeZ515pC7k2+mMR1u/+3cRsf3ff/7/ZxjeLPyrUEDBc00NP9cFviHncc4ia26uq7NRjySJBAqcw4xkpjJfFHCaNKJzc/nE5MomEHju3WOSbtW8gSFm0LCUI3JE7Jw3VTkbYZTN0473KaNpqCIlqQINVdXnJ/Pp6oqiv91Xc1fjHPrBjVphbbRmeeZPl1j45y1rmvbtm3b0sbjJEnTNPZmPfttUZdlsbetImc6FC9mIGcidrcmorquM5qkC8G6rvc7DRl0nsTsChupmVORMg0t2eeWb1Uo3/aBbdu+36/uOZHcnYQzDerQ0HWdncppw4H9gsFv4G+2JGRkkw8k3Ls4KP9cFvhEKiehmdLyZrKinU9SyZxDjBxmquvaidZTI96Yf0KVkAR5uCkkjIwmRl3ydVORt3l4IyYfThFNiog+9cwYLq04jQH2OyySZzOliQ+jbse/13WlnOK73qrrumka54/kuHVd20PYgWHihC4R7Px1eN0gH6hpGnugvu9N8FNg05G0VNt90uruy0c6T2L2mI3UzKlImYaW7JrLtCqUb05xLm3N1veh5pC70yabaVCH238R54QVHb/XtlrPQQNJZhqafy4LfENCJzEz3e8untwZcoiRxExUNv1+PzLTMAzTNNlFlW3EvZw35p8cayVPaFxfHE2MuoTrpm7R5GGkSj6cLpoUEc17ZiTXVZzGEX05i56JB+34Tfbbl5X85aAZbv+c2t5M1TatvS2qczPfFmPfFDMQ45SHdz7oXJ+S1Z7E7DGr1oxQpExDn+6ay7QqlO/b18O4x6EAh4S603Y209AOTara3/Og9LrPbjo9KwbiZ6rLP5cF/pbOSUyRutfPdnbLWSFzcjF0ZrIl3KdNGq6u632hRjV9aKLIl39yrJU8oeF2cTRtZ2lEsm7qFk0eRqq0w+miSRfRvKojua7iNAbweYN5V8kgf8uB7iczHe5NS038FJzcxEzNt01/5ECKNzJ5X4nxJOZchWaCRLplaMWgp6fsr91NsjgUYI/OnRjBQjukPLV/tcuOX+HoTKtuIH4sdf5R+FhM4Ec6yfZf5Xp4o4gJCrV3pRXjSjNJzuVbMw2aY61kUITb9WbilbkJ1k1fD6c9MygE1g2niKbk60USLqo4qQxnLpHp5rD80o1Xja/V3J2WEDlWjurM6B4AACAASURBVIEMvm/y6hQigTk3ZlCJSLcMzbQqlE++7aSMoO+26dyJESy0Q3pucCheQp/UDcSMFZN/FPLrLJXESWimoS9zq70roRgXmym+NUe3mdZKhtBwu8VMp+53eoAuQfEw5yYcThdNydeLJFxUcdJtdsZHye/ll9E692XujKYdK8dAPr7f7+n7+DGexJwbM6hEpFuGDtLVqfLtn8jYL5kFoXOnLV0gFB44zFgx+ecy+ZM4CS0zvgNSOUMOMS42U3xrjm4zrZUMoaa/xUz8iZID9kgWTZ6gc9XD6aIpeRZNwkUVJ73TwGy1wL9jdAjp9PDnQaZp/1KITqGKUMkxkMOyLMYdzUYqCiHjpYoZVCLSLUNLBAtSvnPFqSgp1ObznRjaoU4AhZ6TzzQm/1wpf7yT0L0l3wGpnCGHGBebKb41R7eZ1kqG0K5uMdOpkPJZBOVtHsm58cPpokk9r4SuddB54u48stLfmZ26+De0DqG7AvuHC2TafcqWCLNHESo5BiLWdTWve9tzVwgZL1XMoBKRbhmab1Uof9u2eZ7tXWOrqmrbVr5Nhs6dGMFCO6Tjg94eU+hZNxAzlmSmvvwTI79i68RUThJ6QIzMqcS42EzxrTm6jVGCDupKGG63mEnnUQ66vM3An5tqON3cJWbSDRfD1RUns+8o81sfBto81okWc1Vx+NBBIgxzlrw1x0AGs8dHXdeOMymEjJcqZlCJSLcMzbTqlE84JcXedX3o3IkRLLRDOj7oxptCz7qBmLEkM/Xlnxj51RunxzuJ+vcTMZu9R4pxsZniW3N0G6MEHTSiMNxuMRN/ouSAyLwdOmjC4eiU5NEk7y0VF1Wc9PibedOZfDRoq6plWUzn9s7J5t6n7x0X+wMJvm7Nvqn2XxShkmOgzVIUc/tWLqQQ5tyYQSUi3TK0r1WtfAdnm0DJKTp3YgQL7ZCimIlQE4+S0ZlW3UDMWDH5RyG/2lIOCic5feKZyhlyiHGxmeJbc3Sbb630ERput5iJP/H0gFR5W3hu2uF00ZR8vUjCRRWn5E1n2hct9MbG7/drmsZ8L8H00HUd04n9spSv/DdfSLP/ogiVHANt7BvBCiGFMOfGDCoR6Zahfa065VdHl6e0VbLQIjp3YgQL7dA+3vecdxiG+DVGNxAzVkz+iZQ/KPDjnYTujPoq1FTOkEOMi80U35qj26xr5SGh4XaLmfgTTw9QL5o8vnPTDqeLpuTrRRIuqjjtLaN8bxUYPw59TDCOY+hNYwqGyv+9qbqunW4VoZJjIP4AhZBCMg0qEemWoX2tOmEqz9oQZBGdOzGjhHZov5t1uNiYl6edmfLfaTyUTTcQM9OY/KPwE3XgxzuJXaEePoNL5Qw5xLjYTPGtObrNt1b6CA23W8zEn5i1ZwbfuWmH00VT8vUiCRdVnJt1YeT7/Ayzx6kPYwnFq+7Od1fHcSRDTtPUNE2qUEk+kH2Asz6d/oAxR2iddhsv0i1D+1p1yq88jzbM8fItThTuxMxF0aH9cmHTNPSUZ11XnwB0iqOxdV3t3pxMqhiIn6k6/+j8RBf4SZyESvz9KfbStV+BdN6VVoyLzRTZmqnbHGslT2i4XW8m/kR5z6GLJo/v3OTD6aIp+XoRz3UV52bNf7+Pl3nzUviuEkFm8FHX9TAM+8uCZVn4c1O9Ipl8oO3fj6KaantZlq7r7Kwxz/O6ro4+T3tmYM7VaWb791tbzGVDjqFPW8lXTdL8fr8mt+qUb/7uuD3zro8PhTvxMw3t8PT4/ZtGlBDruqbWcRybprEdoGkaO5kqBuJnumnzD9+nr1Ud+PFOYt/bsKuHcRydwsIpcHXelVyMK80U2ZpvUJ0SzAtmVfi+Wopwu9hMvoQs7Fm9aPL4Bk0+nC6akq8X8aTs1N7B2Lc3LFmi73tTCK7rak5UfD7BKeF9HN5SXpaFXq09NQM/Nb414UDU4b4rc7A9kDNrSc8+mHPVmjHvLFNr27aHzwtyDC3Rhn2ArUyd8unv5PbzPJvph7p9kDs5oyfp0Hd8Xdc+AfZxaspNRzPOVUfoQDnyz2WBvyV1EvtWCmEKevpv13X7yzyFd+UQ40ozqVuz5h+FEjZLq4agm6CKuL7LTFX46qbL2zzMoDmG00VTaETH1AkSklWch1M6PHKe577v7bvEn89H/X1Ycnoe36/w7M8ANE1j9mgNmppw4vED2dBSZKZGXZkdGaqqcu7synvew5yr1sxhU3wPwvnyrcQ4jvT5YFuZoco3I67rOs/zMAwU//saS47EnfbzTdXh9t8r5+Z4SQgPw2CU0zSNncgO1aUYSGjTLST/JPEiuWLTOonZd5p0ThXAqcKDZM4nxjVmUrfmG1SnBMP3+yVVt23L/EjZR2hcXxlNvoQs1KcibzOcDpp2OIM6moQRLfdMNVlunF7JMAzMxfeyLL/fz+j6SqkAKIdMuQMAUDIIeVAaz/bIcRyFG5Ih9sCfxZSbqX7ZCgAoH3M/7G4pAPiHB9dh5lUJ4X1p+S89AXgZpuL0/aoUAPA+uq5Tv6sGQCYeXHGan2hJjhzHMclOuQA8EVNxKn6ZBwB4IsMwJNw7CYBUPLjiNOvo6YODaZqSfAoMgIdiIkX94w8AwFOYpqltW5SboEweXHHSR5zMj7acX3SarWvNDlh3SQjA9ZjNmcntzQdCcNEFwOtp29be5RuA0nhwxbnt9ujak2NDKQBKxt6pxGyPh5eYAQAA3M6zK85t29Z1NZ8foIW2ruuu677fLy71wB+EtgMzRSeerwEAACiBx1ecAAAAAACgcFBxAgAAAACAvKDiBAAAAAAAeUHFCQAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQmSMY5jVVXjON4tCHgY67oOw1BVSEfgMRSV7v5mBGUygbrbK63wUIs/TFxQMtV/3C0IeAzzPPd9X7LnmMzeti0J2XXd5/P5/X7bts3zXKbYIDeFOG35EZSPTLNWdHulFR5t8YeJC0qmqIt+8Ajatm2aptjs+fl8qqpqmmaaJvOXdV2nabJlLlBscAGFpLvCIygr5dzjvNIKj7b4w8T9m6zr+jjHuhdo7EEsy1Jm9jQPrdq2PWw1xWiBYoO/RrERFM+DMvmVVniuxR8m7t/k+/0+zrHuBRp7FgVmT/O4vKoq8/T8EFOSFiU2+JsUGEFJeFYmv9IKD7X4w8T9m5hb6HdL8SSgsWdRYPakN6X4w+q6Lkps8DcpMIKS8KxMjorzlIeJ+weZpumJjnUj0NjjKDB7CkUyz9avEQkAHwVGUDyPy+SoOE95mLh/jWVZzE2UxznWXUBjT6TA7Eki8T8gwG/VQQkUGEGRPDGTo+I85WHi/inmeaaQe5xj3QI09lAKNJn9a1D6ofohRYkN/iYFRlAMD83kqDhPySKu2S+KPKbve+bt++2/He8oxTdNMwzDPM/88baux3E0G+bVdT0Mw7qu9vGfz8d0blpPJanr2p6IkaptW37hCZ3FfiLm33VdT9Nkb7jl0HWd0485nhTetu3n83GU4Bt0S609PgYcUbuu+36/cjkZSYI0pjCWHPkcD+e1LMvhnbMY5wySinFLvk/e8WyxzSl1XZs7iJLsmdVke8wOKQTv+QxJkpswABmciAhqjZRK4SQShFFzKAMfkkL/P013oXlAiDqCcsgTmQGqo/JAnskPTUC/+XOwH1Y40e08x5AsZDor6GIhyViplqFI0lecXdfZwWl+a1b5U7Z5EYoKnXVdaduRvu+dg/d7ny7L4uyNZ1RmenMulcjMezHmeaZfnpqeSXKbJLM4nIi9xbRt5lPHMmJ3XedMua7rZVku097pnrTrurZt27atWW5tFTVNY4sqlNO3bc2pxkKNJUc+R8I+ftu27/e7f5YU6Zwxmve55RbieIQZl5LsPM9GsBtNxuA4f9M0/JXznhzJzef2p9BbcYd6ttfghFIpnESCJGoMQSEp9P/TdKfIA0J0EZRJHoVxg8oDZlK8CdZ1tVubpmGEsS//hJur66ygiwXFWJmWoSQk7s4owrmCJxPuS2xjg8/n4/ydHNFJZM7epyb3kfv+fj9S0zAM0zTZzm3XT/t3s5yep2k6NNjhuaGz2LataRp7uL7vjZy0RNGRvBPTOmH/kZYWZ1W7THuHotZ1vY988g26deeTk5zHluTwoo0XQ2EsOfI5Goz5nGvc3+/nyB/jnEFSyd0yyPEMRvN7CU89J6vJGOw3yYiu64Q3VpMkN7nbS+D1fNgaI5XCSSQIo8YQFJJC/z9Nd6F5QIg6gnLIozBuaHnATEqy4nRdRzF7eEDf944yJd3qrKCLBd1YmZahJKTszkxpf7FCuna0YDKvz93JXZyUbe99urcTmbCu6/06REo8dEGz2azvAHtdt22jm4UzHJN8ee8/vBChnvdS5dMevyet0cP+sax9lh1XvC1IzkNJGDHUxpIQOsfNv/eH6cr+i845FVIJ3TLU8YzzHN5s4O+9ZTXZKeu60hA2p0+3dWLHuL0ERs9Mq1qqUCcRIo8aRUgK/Z9Jd4pBJagjKJM8ocYNLQ+2M3c93QWdFiyfpx2eyHertoIiFnRjZV2G4knWHc1n/+DJfq/C/ruxgS+q7bOcRZSxq50vDruNaT28mlfPwh6OeZNDJzBz1vXaIyXwZzk1rlpOpinGWDwxc9xf3JuE4uvkcIhD54zUvMItfX83Se3w5hxvzXwmk2Pu91f/Utc1c6/xluR2Cn8606qTKvTvQsy5p1Gjc/5N5v+bZxbqQU/RRVA+eYKMqygPmCHkB1DY7sedpsl33ch0q85jijkqxrpgGYokWXd0l+Wwdf+hUirSmasrunXs3Ang/SxfK82RruZjZnE6nOQY3xdgFa6fr9V+B5EniSS+pkhj8ejmSMM50X74bTdeIXvnVEvFD2QIcjzSvO91pVtMFop9I5k4XLTuSm6nqDvXnajIThKEUaNzfrl4h4epB+VRR1AmebZA44aWB/yk5AfQuPs4bdvW91q2r1u1FbbwOerGumAZiiRZd/Qqq/B4eq7EJGVyF/ndr6yt+6uxmFmcDic/xub7/fKvFV+vvVDfiJTE1xRpLB7dHO2fa9jv1B4S6pxqqUJdzsA43unXIG8xmQLnFwmG/WJ2V3I7JXlMhUp1mp0kCKNG5/xbXMWpHpRHHUGZ5DmEMW6mRHR6gO9e4Lquvp8TMd2qrXAIHwu6sS5YhiJJ5ohBut7Y292E72UFfqx8rfsDYmYhGU54zLZty7IYHzX7GjBnXa+9UN+IlMTXFGmsGGkZnKtSJuBPh9gfcMFcJI5H19ChI2Y1mZp5np0fazs/hrgruZ2i7jxSKnl2EiKJGvUowhMV5lOjjqALQkNiXJ0Yp2dJuqUizL6BN44j80jE163aCjbCWNCNpTa3fBmKJH3FKXybio5nfvjpe8ODV2u+1v0BMbOQDCc5hu672CHEnHW99iRaSihJjBiMsYTSKnaInOfZ+XlK27b7hymngu0PyKF5Qu54Csnl8qtNFomdo533NWPE5ucSOVN15+oTQ7OTnNOokVjhEKF4vPnS7hR7KpLvgEzyGBQZIOhla/WsbejSzn6YwO8JdapMnTxBsaAbK8bcwmUokvQVp7A0puOZt+8pKTu/5OKNka+VDiB5YmYhGe70GPObBmdTMf6s67Un0VJCSWLEYIwllFa9c40T8LQr6n4IXgZb8hyaNwQ5Hv3Rt97cYjIefvoG30OxGLHVbi9B3bnuREV2CoWJGp3zy8VTm15B1gjSocsAQXfOTg0htBQ9czD1k9nSUjGu2gpbeCzoxoo39+kyFEmyipOSL7+jBFmajmdublNS9t1CODwrXysdQD/OiJmFZDj+GOo56InS9dqzP7hyeOL236a1SSTxNUUai0c3xz3Orqh2U6hzqqU6HSjU8U6fMt9iMh5GWoK2X3Ekvyu5nZI8pphWXXbScRg16pAUind4WKo84KCOoEzyhBo3tDxgugo6wECPI4xvDMPAF2S+btVWUMSCbqwLlqFIksW8/YzJdyd2GAZyOMn7/pTQHTvxfpavld66IH+NmcXpcKfHMK8JM2ddrz3bN3yhbr60mUQSX1OksXjUc9xfQdrfE3IODnLOGKl4twx1PLpoDt2OJKvJeBhpncOqXX6/K7kJpU0YU0yrLjtJqGRRo3N+uXiHh6kH5VFHUCZ5Qo0bWh4wXQUdYHCeJ5w+DPF1q7aCIhZ0Y12wDEWSrC/7taRD9zUrIqVX+0dkvncOTOIOfRidr5XeCCHzxMzidLjTY5I3ZWq1bwX5vui1391QLYmvKdJYPOo5HtZJh1MIdc4YqXi3DFW+nbwOn9HcYjIeYZ9GNmdVuCu5ncJ/uS7UrHyrurdTKlnU6JxfLt7hYepBedQRlEmeUOOGlgenowgPIOjmX9d1pw9DfN2qrRCqLvVYFyxDkaTsy378b3+DeF3XaZqapnHS6+EOgja+HVB5RSRpPTSVmaDzpEw9i1NhTo+hJsdd+F/vXqC9fZPzeeJxHCmKDn0jZiymKcZYp+jmePj4w/Tgu/Uod061VLxbKhyPap39emPn1v3UspqMwQzK3+Y8rPINtyS3UyhFO4ZzPq3EfKtCLpXCSYTIo0bh/L7pyA/TDXqKOoJyyKMwbmh5sIUkolOB7Q2ATt+WYbrVWUGhLvVYuZehSFJWnIefIbbZW5q0s9+4zrjIYcbn/SxJq+8LkIfa183iVBinc7M4fb9fWsPsL6WaWynLsnRdZ8f2PM/ruso/1J6p9dQ3Ql85YFoZjW0RxjpFPUdHEt9LP9RPkHMm1/ymcjz74tteb8ZxdJaife7Tmcy35bIQEsnnD6TY0/0gL0tup9BCVde1bQLz013bCvGvuOiyk4RDrR5GjcL5Tyd7ephu0FPUEZRDHoVxY8qDw0y+hYRD0LdVmW51VtDFgm6s3MtQJCkrzm3blmVxdqojRfvkJmP0fW+K8XVdTUY+fO/evljxpXJd62a5Wl3Xfd/T1YM5kSn2Q2chEWZ/WPXvrXJ7kXC6sq1gn5JPe6fT8flGdeTTqSSpjh4uKIwlJGiO279FpJHE/I7yUBJ7RkHOmVDz1OG+K97xtn8v6AkjNv2367rDx9AKk1GfPrXw2ELWdT2OI83F3JUxvzzl0/GVyU2IcwukqiraKYb+0ve9bQWdVDonkWDLeRo1oSGpSMv7w0IHFaKOoOTy6IwbWh7wmTw0HHwfdmcGPexWYQV1LOgsnnUZiiRxxWkwr6aSdj6fD/8D+3me+7637yH7TjlUYpJW55ht24ZhsF/+OI1M+SyEwhDjONJnmp0OyTNMK/krfQl6GIb9diHJtSefjv2hhaZpzC64QcqRjMVojPQmN1YokjnSXNZ1nefZdjZnvbcPpsmGOqdQKrkdgxyPMLsfmwOapqF05jveGTHIZPH3OGkvlXEc+763k3jXdcKer0luQdgmsGdxaIUYqXROckoVEjUGYUgKlSw8TJ4H5MREUFp51MYNKg98mVxoAhtTvfFTFnarsIJaXWqLZ1qGIslScT4Xoe8CcD1wTgAAAM8Fq9c/YFEHxQLnBAAA8Fywev0DFnVQLHBOAAAAzwWr1z9gUQfFAucEAADwXLB6/QMWdVAscE4AAADPBavXP2BRB8UC5wQAAPBcsHr9P0m2uwMgB3BOAAAAjwYV5/+ojrhbKAC2Dc4JAADg+WDdAgAAAAAAeUHFCQAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFSe4jnVdh2HwfRN8HMeqqsZxvFgq8BR4/wH38uL4heOBQni6Kz5VbvAs5nnu+776j8Nj+Fbwl5H4DxCyLItR4zAMCbt9pXXgeKAQ3uGKT5UbPIuu65qm4aPlxfdIQCQS/wFCPp9PVVVt26bt9pXx27YtHA+UwDty4FPlBo9jXdenRwu4EfhPKpqmqet6WZYrBzXmu3LEVNAt4YfK/3d4ro8JeUEOfKrc4Ik8PVrAvcB/4jH10zRNF4/7/X6fazg43iN4tI8JeborPlVu8ESeHi3gXuA/8Xw+n7SvbwoxDwSvHzcJcLxH8GgfE/J0V3yq3OCJPD1awL3Af+Lp+/76QadperTh4Hjl83QfE/J0V3yq3OCJPD1awL3Af57Isix1XT/acHC8wnmBjwl5uis+VW7wRJ4eLeBe4D+PY55nKgWea7iny/9u3uFjQp4+zVxyz/M8DAP9mL9t22mazB8dZVX/4srHthLTNPV9T27Xdd33+80ysX8Zx9HMsa7rYRiWZZnn2SfnXUI6e8aaf9d1vf/1QKiEzvFt234+n3VdfcfzdvTtbVvJqOs6Rrz96I5xGT2kxey7RmL3ff/7/fhTjPAUbk3TDMMwzzN/fAmTDXK5K7OtURE5lb0ZnslmzFmSWNu0VgsVST2cQZ7i9k5lbx/o0HVdKgnTYkdfXddms6dTx7srt4eOHhn4BaYmoY+pF8GgVYOP9yRIcmDuSI8hS+42+731fW/stK6r+YtPWfQGxuH0zDZvvtZ1Xdu2bdvWKNQeq2marDuA2ONu2/b9fn039u8Scr9nbNu2h4ZQSGiiq+s6Y2W60GQ2XvHZkd/b1h7Fwd64xMl9cvH2oy/LYu98RqnncFJp6brOTljm15cVu1m3sdQwDPtw27+0V85kFS7H5IGE0IUxjUVWsHEsIo81Q6jVFCKphyOEKe50b2qJ4XQSpsWMSBXGPM9GA4z8Ny5AQaPHB37hqclno6DAjFk1+HhPxWn/WSM9gfxpu9v+s9neC/nCkdcj01rXddM0zh/JFfb3vVJhpuOUQb/f71DOu4RsmsaO2L7vTb4gp1RLSNa0/0hXDj7P9tmR32Z5r2d7guaUz+ejFs8Z3aQ5uklgP7LJfd/C5CznYpSscDi6CTdn+pu1HjgJupzJKoKCzxKpcFQ0TdPhil79u9u5PNa2aKsJRVIPZ5CnuNNt0k8Np5MwLUaGvQL5qd2V20NHjwz88lOTz0bywAxaNYLiPSF8KOWO9HgSd2cmto+B7WzzUl6Pvtau66qjveXsW1+ZvoHh24jBiFSIkNu/avcVggoJDy+AaCxfnmWsrNhm2X6k6DSFimdraf+8j5LO4aPAVJjpMJdq+7Ay4ebTtjHrPgGVMFldUIR6iBpeRXaFZ6dpSaxteazmE0k93BaS4raz+OUNp5YwIWZ9PVy5mEdw9+b20NHVgf+I1MT4mDAwY1aNy27DM9O8JtIjSdydsZnv7og6JR22mpcMTk/JdHFsOt/P1ERFIUI6oxzeKdRJ6LOXwo7CVgfKPocP8RXiMU0XfOmBFon9e1FkoP3oJtx8yc4+0TH9vZNVB0VuweRj+W63+BS+Pzet1RiRIoc7TXES8SSSKyRMiFl0D1cuX0Tcm9vT5u3NP82npCbexyQu5OtBMmg+z5QLc1mkx5CyO7pz63tHNd5d7D/aLzbxxE9tD91Rd+zkfGjrXiEN/BA6CX3fUObHimm1WdeVf8KiEC+VbDroHtVh6+F0qOZmbqL43jq4d7LqoMgtmHwsspdzu+VUwnxWOxQpZjhhipOIxzTFSJgKkiHoBfR7c7tudF6kw9anpCb1ifxcYgbNgW/EKyM9hpTd0VNO72BJ3YVe1I0UW4f9WmrTNL7fpt0rpIHXbSoJv98v/4r9qSTy6KWB5M8yTsVLJZsOhRXoKQmTYmi1kN/qOG2NR+1yuQWTj+W7u3MqYT6rHYoUM5wwxUnEY5piJEwFVW++Aw7lvze360ZXBP5TUpP6RIbIVSMHvhGvjPQYUmqKKmXvYEnd5XpjOzhXmYemul3IUxkiJVyWhX4rdvouZhJJKDwkb+XLxcuqpVMU/dNdXmaDEt8raI+bbOSJCk7HUih2y2m1wwNihttkKU4iHtMUKWESdCvXld4oFCnyrFTTvCU1qU/ck2rVyIFvxCsjPYaUmjrVflp3oT9evGGbzTzPdG1haNvWfjRTgpBC3YZKuK6ruatt36KPCXtJ9No3cniBQ8WLly0G6l/+PpBED7pbcZdNNtTlcgsWNJZCsVtOqx0eEDMctfIpTiKepEktYTyRtr4lt+tG52fKT7Pw1KQ+0SbtqpED34jxcSSP9Cj5U/Z1pv207kJ/vHKv3UMcU9V1TcFZgpBC3QZJOE1TXdd1XTv+HRP2kuilKzn+F6AK8eJli4H6l19ZSgxHKca5H1zIZEODIrdgQWMpFLvltNqhSDHDOcf4UpxEPElTpIQxkAy+oupQfrUbJ0E3Ou9C/DQLT03qE4nkq0YOfCOmiiNJpMeQpeK85pdD9pb6PpHMBrkhk9Dz+/2oHqKNJEoQktetQkJy3NC3CCKTArMdko1OvEjZIpG8mbosiz1xOoX5OQWpwun23smqgyK3YEFjmdbQXw7ls9qhSDHD7TlMcRLxmKa0Euo4fSJ5KP+9uV03uiLwn5Ka1Cc68iRcNXLgG/HKSI8hpaaoNL5mdyT7zQPfiOM45tsdaV/72x8CKUFIEpXRrUJC5l3ymLDnW0m3p1ddOvFiZIvHtoLvQcYwDHamkPycgnbxddJoOZMNCorcgsnHore7fLsj+brNZ7VDkSKHk6Q4iXhMU4yEqaCVy7e4Hsp/b27Xja4I/KekJvWJhhyrRg58I14Z6TGk7Mv+vtbxYP4J8J9UOjyR1Ff5v6xY13WmRx57sx2Keq+QhyI5KCTMFPZM67Is5CG+VYdO1IkXI3k89hs2hynD1BP23O3d6XxPFUxI7p+h3DtZdVDkFkw+Fr2DH7Rl5pbTaociRQ4nSXES8ZimGAlTYS+uh1ezh/Lfm9t1o/MudNj6lNSkPjGm59Nuk+Mb8cpIjyFlX/ac9xeL/FurdJXpzHxdV/utAicdOF8yDk8SEAAAIABJREFUHceRDpimqWmafEmq8hTW+8i8UUhbJMZvQiWkIx1jnf6kVN16+mTHeFeMeDGSJ8H286Zp6AHfuq4+P/HtCkn49rW+fbK6oLhAsP1Yh2u5Mdb+AZZEwnirBYkUM5wwxTni+U7xqUUtYULognY/L7sedTR/b25XjK4L/EekJvWJzgEJV40cMCNeFukxJNaUvbFT3/cUn9M02d9h259oPzMlhx7HsWkae3uCpmns+du3vg7Jt7OU6d/5/crhuyA3CmmLykRFqIT2d3vN5dSyLF3X2Ylpnud1XZ0LD14SX+vpvfPtP8eLEU8nW0JOrXD4khmtOvufUhmdHD4oLH+yl11z+6Cx9hc5ZhE6TMRCCSOtFiRS5HCSFOeIxwhgVrvv9+ssijoJE2LfMrSLqnEcnXrLzkL35nbF6Lx/+lofkZp4H+O73fKsGjngR7wm0mNIr6nDbyGYK2+hsghTbm7/plrnjvGyLPQOtUPejUwtkcyV5TzPZgr72wx3Cbn9ew3A/L47SEL7GsDp3O7EedbDS+JrtVcC31tE5jeG1X9+pRBPJ1tyfFao65rxE8qV5IrruhqZD98iL3yylScoLhPMYCvfvng2YhzWdkEShlpNJ1KS4SQpTu5UlecpsELCtNh3swijVfpv13WFLECK0WMCv/zUxPiYJDCTrxo5kIyYO9IjyVKb/34/+zEohShNzHfiMAymdGiaxlZoVVXDMDC/F7G/DdA0jdm4NeGM9lRVta7rPM/DMJBH7gvi24Xcwxwvl5A8strdzDYWdOzFS8K08tfWvg6DxFPLlgnzvr8ZqG3bz+dzuj/FPM9939tPBn1nlTZZoctdL5g9ih3jXdfx91/lEsqtphMpfjhhipPMfRxH+u6zb9BQCZNjtv6mNYiW26q8BSh0dN5GQu8tPDUd+phwalvSVSMHQRPJFOkJZpG8R26wSwwDAACRFJisChQJAADkoOIEAACXApNVgSIBAIAcVJwAAOBSYLIqUCQAAJCDihMAAFwKTFYFigQAAHJQcQIAgEuByapAkQAAQA4qTgAAcCkwWRUoEgAAyLkueV2/eRUAACgoMFkVKBIAAARxUcVZHXHN0AAAIKfAZFWgSAAAEArSFgAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFScAAAAAAMgLKk4AAAAAAJAXVJwAAAAAACAvf6jiHMexqqpxHA9b13UdhkHxtWL1ibcwjmPbtua7zE3TDMOwrquuK37iz1LLIbdMgffS0niBlV/Gs/ynEHg3Vqv0yuhAJCpQKy2mlvjj7vSHHLT6D+fv8zz3fe9rZVCfeAu/369pmnmet21b19WWfJqmoK74iT9LLYfcOIWn6O0FVn4lQRZZlsUcPAxDbsHKROLGhS8NiEQFkUqLWfv+uDv9IQf1XVu0bds0jULFXdfpTrye3+9X7SrLrut0wvMTf5BafKhdIp6n3KN6gZVfSZD/fD6fqqrats0tVbFI3FgRklcmkBuT1XOJVJrPJeBOp8BBt23b1nXVqVh94sXUdV1V1bIszt9N0fn5fEI75Cf+FLUw0O2f504hNy+wcnKMTu6WQkrTNHVd79PCnyKTG1+ZQJCsFGSyO9yJBw76P9QqLj/Uv99vDgn5iZevllNeMIXcQEUOJtbulkKEWVdC36h5JZnc+MroQCQqeJbd3+FOcND/8eKKk56ep+0WFSeAihzMA6m7pRDx+Xz+7OubDigR/ibPsvs73AkO+j9eXHGaR+qoOEN5wRRyAxXZTNP0IG30fX+3CKWAEuFv8iy7v8Od4KD/48UV5y0BUL5aTnnBFHIDFRHLsmS6tAO5QYnwN3mW3d/hTnDQ/4GKM2235avllBdMITdQkWGeZyo3oY3HgRLhb/Isu7/DnRL3aDYOreva/Nfe26ltW/4tdXMu/TLf7E9u9o9kGMfRnFLX9TAMy7LM83yoKX5TU0fF0zTRTuld1/1+P58AEttM09T3Pa1JXdd9v9/4GfFULKdCtm37+XyY/eH5iUvUktvicoyjmrnXdW22rjidQpBZhTBeum+i/fyNKhxjfT4fW1GngyrCNq3z55tgvBjMQPb2dQ5d1/FinEbZ9q9zVlXV9z2TjiRbN4fGXahCchCkhLSpTKLSJAlE4gzqsYTocrIPJxyCWgl5wo+0u3zRD6olgs41vMad9iTrcZ5no0cSlH4ibeNLT2ZnOFpU1nU1f6mqinnfqG3btm0pHr7f7+GDrdB9WQ+XEJ/kp+5lC2nPq2ma/b4kwhkFIfEeY7uu64z+6Z4Ns3mKXJ+HZLV4EGZcCs55ns0ozBRCzSqB8dJ907Is9q5phrquHfPZHG67GBm2qZw/3wRziOEbiNfGpoqyruvquqain6yzt4hw6+aguItUSCrkStiSprIglQYlEJ2c6rGE6HIyD73cfCib2ZySkVye8CPtLlz0Y/Z4/2vudEiyHp2NQ83lwj7FV0d7nxpl7XeFpMxymNGMszolvNnq3NGUZFNTau26ru97YyTn2zyHu7by3dZ13TSN80fqk+4qhc4oiFPvobC3/0iZwpdrdFFnyG1xOUaSvWV5hwkyqxDGS50ms+rTAvz7/SgLD8MwTZO9PNvF2ennD4LCdkvn/PkmGC8G3Qq1Bzq8P8prQxFlJvU7d5hIckcGSZYLjbtIhSQhSAlpU5lcpaEJRCenbiwhupwsgZftVEuShB9pd/miH1RLOH//U+7kI2WP9t6n+8dJ9upl+5BxaN8iTTv77CPBtxGJOcX54+mmptS6T532TaD9PWqmWyPJ/qGkLYxt76AZyTn1nsOrRrKmzzS6qNuusrgEk7z25cjGXpqHmlUO46V20z6DkLR1Xe8XBsrR+6jctGFrSOj8mSYYKgavDRLjUJN8RIRGmVn29ndZaHXZ+y2f5XRxF6OQeEKVkDyV8SrVJRCdnOqxJKhzsgReNqZVnvAj7R606MtriX3TH3EnhsQ98oIeXhCbP/rKcPPGxqHhfb5i9BUqG99KVf8+5HwnkuT8cPbyGTojIafe4zsgRmOn4XGBxU8xZj28PeP7dITCrEEwemOaTj90EdPK3MfynajTUvIJXiyGTsmHf6eVaf8ymR0gQTJExp3OLjEolBCk5PhWRQJRy6keS4LaNySo1Wv+Lkn4OeyuWPQjW1/jTgyXVpx0v4QuiKmaZu4J+QxPf3e05vvQXIyX0JOF/aW870T7IolHPSMhp97j+9JrjMZ8rVdanIckCXq7S2HWIJjTc5hD0roP29MTdVpKPoWLxeBPDIoy0nlQV4wMMXEXY5cYFEq4JZUp3nQPlTNmrFNifEOCWvnyhJ/D7opFP6b1Ne7Ec2nFub8wpdv1jK9T3nFuRdgvHdtvfelkC5X89ER6/ZaXyiZ0RkIU3vP9fk9fH9a1XmlxHipHfAccTkFh1iAYreYwh6T1GufPMYWLxeBP3MNEmdrNfDLExF2MXWJIEmv5UpkugejkTDuWQ4xvSFArPybhx9tdkfdiWl/jTjyXVpz7A+iBHb/VxaniJE4Z4yXMATqn9BE0IyFySZZlMQKYTShiNOZrvdLiPHQB7TvgUAadWeUw/ecwh6SVOSD07zzJp3CxGMLhJFGmdjPfiTFxF+k8amJ6viCV6RKITs4kY/mIzMmnxCg/NOEntDtzANxJzc0VJ/2X2fGLf29pnme6RDO0bXt4r/hi55NM7RD5jIRIvId+oGc/NInRWIxaUlmcR2dxtVnjpcphDkkrc0CMlS+YwsVinKpRHmX0x9DX5mIsEvpypKQ1Bp0Srk9lp/LHyxk5Fk+MbwT1r2jdxAk/ud2ZA+BOau6pOOnHU3Q8s7kG+Tqz6YzjlLRvn1w2oeT733adGlW3b4hkRkJOp2a2m6nr2sk4MRqLUUsqi/PQub4TD6cQaVa5VEFNWVu3XdienqjTUvIpXCwGf2JQlNEfQ2/hx1jEF3eRzqNGoYRbUllQAtHJGTPWKTG+EdS/otUWgEn4OexOB8gX/ZjW17gTzz0VJ72KS68aMO8jk6+fbkLr7NsXJJtQ8r0MvhPtzzb4+jR7U6tnJISfGql3n9ZzxNWVFuc5fZZ0OIUkZmVgtJrDHJLWbRe2pyfqtJR8CheLwTSFRhmFCRMCy7Ls3cwnQ0zcRTqPmlAlXJzKdAlEJ6d6LAlpc3KobEGSHyb8THanA+SLfkzra9yJ59KKk14soGspyfvItNmeo9DqqEK3v5gSJBvfqjCq/QKK79rRfMRPPSMh/OnM6/kxGvO1XmlxHrpiDvqgjsKsQTBzyWEOSes+bE9P1Gkp+RQuFoNpCo0yW3LfGyPDMMjXwsi4U9slhlAlXJzKdAlEJ6d6LAkxviFBrfxKlvAz2f3iC5jXuBPPpRUnvX1MbmTv/OR7icTEw+ETvUPv98kQ4yVGhsM7Jb4TKUQr/5em6rq2F8LQGQlRTzxGY77WKy3OY2euw4cLh90qzBrExeaQtO7D9vREnZaST+FiMRI22a/NHdYB5jJAvhZGxp3aLjGEKkGnf3WrLoHo5FSPJSHGNyTwHyLmtSFJ+Jnsrlj0Y1pf4048uSrOw+RuKmvn1j2z25/Bt1Up7w3y502SVhMzh7egmRPt7QmqqhrHkaw7TVPTNPv3pYJmJEQ4cSe2T3+cqG69zOKnUCrcn2vHpOPMoWYNgtFbJnNsqrA97VahpRwTvFIMSZM8yuy31pqmoeSzrivjZowMMXGntkskQUpQKFkyBaZVl0B0curGEqL2DQlkRGe+67ra9j28oJUk/Ex21y36Ma2vcSeGXBWn7zt1h2UBrQr7/cDMjlyH934PT4m/E74/0Tzc8T1NYLpdloXsesjh0yv5jCTYWyQcXr/aH5g2ByzL0nWdnQvmeV7X1bGCUJ+HrddY/BT7Hpi9no3j6Cx1duILNWsQjN5iFC5sDQpbvluFlnJM8EoxyKvNwvz9fmn9VkTZqeSKtTAm7kIV8vv9TJkSs4VZkBKuT2W6BKKTUzeWHJ1vSKAKpq5rW+ymaezlqWmaw/dbThN+vN0TLvoxrW9yJx+5Ks66rvu+pwLZuCxzF4q01ve9udZZ19Wc5XudmcaiU+Z5NmGzP8XeS/Zwn9txHCm1keRmxwE7TkK7XZaFfr7gwCx1khlJML+KoG7btt1fR9ox78zFltx5KMlP/FQtW36LC7EvBG1F2cN1XecU60FmlcPoLUbhp+awrSwP27TOn2+Ct4hR/RsyuijzSV7X9aGb5Yg7tUIcmdXvmciVcEsqUyQQnZy6sYJQ5GQhzqOGqqpMubn9m9V9P7XmE75anzkWfbgTT8b3OIdhoAl3XXe6Es/zbCxNM/98PsyWN1VVres6z7M90N5rt13uIwn3TNPkyMAkSnm39gcAmqYxu7PGzEjCoXiHclIYV1bgbf/tuVBV1TAMtiH4DuVqyWfxIMyuuUaMpmkol+0n7iA0qxBGbzEKl5jD/rswbOVWlmgp9wQvEMNAaxitkURolNl90olMjAj1sIXEXYxCvt8vxVTbtpF3SoRKuCWVKRKI2hnUyUpIaE6WY4ttF1uM5JU44av1uSVd9OFOp2SsOAEAjwBhC3ID7wIAoOIE4K+DsAVZMbdS7pYCAHAzqDgB+OsgbEFWuq7L8YQOAPAsUHEC8NdB2IJ8DMOQ6ZOwAIBngYoTgL8OwhbkYJom/ncYAIA/BSpOAP46CFuQnLZt7f32AQAg5Roj2Q0OAFAUCFsAAAAXkKziFO41BQAoB4QtAACAa8DqAgAAAAAA8oKKEwAAAAAA5AUVJwAAAAAAyAsqTgAAAAAAkBdUnAAAAAAAIC+oOAEAAAAAQF5QcQIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFScAAAAAAMjLdRXnuq7DMOCrzQAAEMMrc+krJ/UXeLThHi18JrLq5ApFz/Pc9331HxeMCAAA7+OVufSVk/oLPNpwjxY+Exfo5ApFt23bNA1MCwAAMbwyl75yUn+BRxvu0cJnouu63Dq5SNHLssC0AAAQyStz6Ssn9RdY1/W5hoPX7clt0OsUDdMCAEA8r8ylr5zUX+DRhnu08JlAxQkAAOB/vDKXvnJSf4FHG+7RwmcCFScAAID/8cpc+spJ/QUebbhHC58JVJwAAAD+xytz6Ssn9Rd4tOEeLXwmUHECAAD4H6/Mpa+c1F/g0YZ7tPCZeF7FaXZ1quu6qqq6rsdx3ATTmKaJzqqqquu67/ebQ7xUVP8S1Lod7bM6jqPZm6Cu62EY8kqfCDOLuq7Nf+0Nvdq2naaJOYvmbv5d1/Xh8eZg2rWhaZphGOZ5PpVtmqau68gEpx4ll8rx1bZtP5/Puq6SbrdtG8exbVsytHPi5/MRukGQGIUQGTUFovBPuafpcukWkk5jEpHOA3WTyqHncRyrqjICPIIC861juGmaTHIzXvf7/ZjpxCdS+YqpDiX1AlQOQcVV1vSbvtPP51NVFfnNPM9t25ILHk5jXVdzjLHiuq6mE2PdZVmSC5mKaZqYeZl0tm/d77O6LIu9DxaF30XTUDHPs4l/msX3+612OIlgP3fbN/ZqNJ5AZZntG33fM+KZbj+fD43rDGQPFySVmXXXdeThlMUcXxUauq5rpyuJG8jFKA1d1JRJqH8GeZoil24h6TQyEek8UDepTHp+kKcVm2/truyxfCIRyRMps2LqvE6nkKJQFFdZgyJxp8aH9peM/LaidV03TeP8kTyMrufKhDfPYauz96wJHrrmsMuOku/yOrMwl7Z7t3b8oWka+6y+7811NgW2PYRxJ6oaCUq1vhRjUomTEdZ1JcU6V6hyqagesk+nEsoZ8dDQdF/h9/uRPMMwTNNk33Ww3WAfUEFiFIgiagpE4Z9yT9Pl0i0kncYkIp0H6iaVT88PusdZbL6lzruu6/veFDHruto1YmQGi1wx1aGkXoDKQVFc8TqJJGWnv9+vqqr99Db2roZ57rm/vW/vzlpyRuDN42u191ntus5pJXXtm4qCn4WdBO0HJfZZTG1kotp3vUGPy/fpgLS3f/DBXJ4KpaLUdnjuXlrbjffdkqh1Xe+TlwmoQ92GilEauqgpCrV/SjxNl0u38HSqTkQKD9RNKquen0WZ+ZY631d79k1Z51l5qP+oHVUdSmqFlIOuuGJ0Ek/KTs0Vw+FFhm8j+3membnRKSVfSfDmYVqZpgd9yIGX03fp6UtD+3N9KZI8Z98JPSthzuKv7RipfPPNZOjQ4d7hNo+Yhdo/N4GnKXLppk2nOv9UeKBuUln1/Dj40Lgl3/Ii0X1EpzJT+I/OUXVet8U5XgmoiyveoJEk65QuF3xv8BxOw74G4kklZ3J4CXXxc9paDrycdNntXHqezo7cibm9HZrLTlslOvc9hstkaF+rQoyieLrzx/jndjZBXS7dtOn0Gg/UTSqrnp8IP6MC8y09gHZEuiaRqkMp0vFKQF1cZY2aZJ3S9LwjHU2DuR31FBRhEHliUfBy2heC8rM265kFE/CUXuX3bPhWnc6/3y//BnqMoeUinYpRFE93/hj/3M4mqMulmzadXuOBukll1fMT4WdUYL71ibQnRyJVh1Kk45WAurjKGjXJOqV63zuSKhLKRxEGkScWxamcOrvT4yFmcw3fWzgUaYcbWJimwxdkg3S+LItJZ8Mw2K/FhHYb6QZyMYri6c4f45+b+EGkr2ddt6G9CfsUeqBuUln1/EROZ3R4wOlZMXrWiURkTaTqUIp0vBJQy5Z1Usk6jYyEZ+1uZaMIg8gTiyLS7qdnMY7hu3qmX0HuH3ZQRjvciE6oc/oZpt1/JkMzraFiFMXTnT/GP7fo6Z92G5ROr/FA3aSy6vmJRKrx9CyFntXuekEiVcsW6XglIJkCf2IWqZJ19B++t2h5hyh5GyAeRRhEnlgUwpB2fqkjTwSMYzA/A6JtgR1vNBfTvocgEp2bPYzqunbCOJOhfa0KMYri6c4f6Z/C6QflUqFU8t741lAP1E0qq56fyOmMDlUhPEunZ2Hnzq/Fr0mkOq/boh2vBCRT4E/MIlWqjk7vQh9Ow97H39ez2cI0lZzJUYRB5IlFIUw3oW+y05Nx5qVsCvj9zwmXZTE90JZ123/3PhlfOpWKRtzfIs1k6MNWnRhF8XTnj/RPfoK6XLpp0+k1HqibVFY9P5HTGZnWK/OtUCT7rMsSqTqUIh2vBNTFVdaoSdYpvWnr+8DA4TTsn1P5KnHzScBUciZHEQaRJxYFLyc9xfbt1uHrVvJSNm1XefiI/Pf7NU3TdZ39aS/fV+CEUjHvYmcy9GGrToyieLrzR/onP0FdLt206fQaD9RNKquenwg/o1vyLd/5YXF5WSJVh1L8AnQ76uIqa9Qk69T+4tbhHezDaZDNKv+30eq6LvmZ++FOtkTa+CkQXk56tzpoC7ft353SfK+hmKRw+ERjHEeFz5xKpbNmjKEPW9VjlYM6agoh0j/5Cepy6aZNp9d4oG5SWfX8RPgZ3ZJv+c7NWc5tNoX/nA502KoOpUjHKwF1cZU1alJ2SqvIvmq2De/M3PnM6ziO5BnTNDVNU6xFDXQV5VzorOtKTYfuroifAvGZ1WA0oNsnz7e3HOHb2tc4m+K3aKdS0QGOrfkfLcYY+rBVJ0ZRqKOmHNT+uQk8TZdLN1U6vcwDdZPKqufHwZh+uynf8p0bozsPtXX+o3DULSKUYhyvEHTFVdaoSdmpXVM3TUNONo6jvYqYL73SWcuykE8cUuYta4K8tq5re8pN09h7PTRNk2rbyKIgOX2fcOQ/xct3TgHj+yzv4bMS3p2MpYZhCL0G2P79HK2paJdl6brOdu95ntd1tQWLMfRhq06MolBHTVHo/HMTeJoul26qdHqZB6onlVXPpm5omqbwhcZAMyon3zKuZR7s7v9+ZSJVe51aIeWgK66E3qIjcaf2NQphYoD+23Wdc/9pWRZ6y1WikdJwriSM+5prJvpL3/f2rGkHH8abfa1FQXLWdd33PV0pMj/TCZod5aa+702NuK6r6cH3TvfeHIc4DxokUtnFkHOw7cB2zzGG9rUqxCgQRdQUiMI/hf6vy6VbYDq92APVk8qkZ0eSku9XGWzdFpJvx3GksoZEMjsf2deTNhcnUrXX6RRSFKHFVe7aI30ZazZ0NS7YNA1ZpaqqwxtLhP3JgaZpzH6wycXLhD1l206Hsz40v7C1NGwJh2Eg5/b9TEcxu3meTfKiTPH5fPjnrZQmeOg+gVyqeZ7JS+2Mbzb7qP41N99tTGuQGMUSFDXFEuSfck/bInLpJkunt3igelI59Pz9fu2bQMyvegvBnks5+XbbtmmanLP48v2yRGqICSWdQopCWFwpvCWUcksZ8Agy+WUkwzAwd8eXZfn9fiYCr5QKAFAy5SeEMvMtAELguCCKAjPgOI7CDdKKEhsAcCPzPBf+Wt5WZL4FQA4cF0RRWgY0bwgJH3mU/KsUAMCVdF1X/qPS0vItAEHAcUEUpWVA8/NDyZHjOD7id2kAgNwMw1D+z4a28vItAEHAcUEUpWVAI8zp0zHznvs1IgEAisX8LuQR5eZWXr4FIAg4LoiitAxIn/YyP0h0NrxY13WaJrPx210SAgAKoes6e1vs8ikt3wIQBBwX6Clz31BbqkPKERUAAISUmW8BkIOKEyg5LObuFup/rOv6/X67rqNN1Oq67rru+/0+6H4GAAAYSs63AAiBywIAAAAAgLyg4gQAAAAAAHlBxQkAAAAAAPKCihMAAAAAAOQFFScAAAAAAMgLKk4AAAAAAJAXVJwAAAAAACAvqDgBAAAAAEBeUHECAAAAAIC8oOIEAAAAAAB5QcUJojCf+sVHfn2s6zoMQ5Lv0SXsKhWwPgAAACEFrV7gieALvz7mee77Pol+EnaVlgJFAgAAUCZYKkAUuMvlo23bpmmS1GRd16XqKi2wPgAAACEFrV5gz7quRVUYJVOgrpZlSVUmmtmVVnECAAAAQrB6Fc33+0WFIaRMXSUsE1FxAgAAeC5YvYrGPEu9W4pnUKauUHECAAAAGyrOkpmmCRWGkGJ1hYoTAAAA2FBxFsuyLHVdo8KQULKuUHECAAAAGyrOMpnnmUooVBg8hesKFScAAACwZao4zfaBVAf0ff/7/ZjjzdbWtP9L0zTDMMzzzB9vL73jOLZtW1VVXdfDMKzrah//+XxM56aV77aua3sWRqS2badpyjcF8++6rqdpsndedOi6zu7EHEx6btv28/k4c79GaXwZ5MjZdd33+5ULyYgh19UWbqNQbLev69rsGXRaJsqVE1Nx3mJ9x3bLsszzvD84k2x25/mMDgAAQEj6irPrOlM5mf+aXxBXVeVbGz6fj2k168q6ruYvplR1Dt5vhb0si71VoaGua9ObcwOMKrN9t2bNo25JbJtMUzCL676e4CsMI3DXdc5M67peluUapZ1uS76ua9u2bduaNd7WTNM0tpxCIfdiSHS1BdpIgemNKv55ns3EGcHkyhHO8ZC7rG9Pbdu27/e7f/Mhk2xEbqMDAACQk7jiNEuscwuBFpX9zRtTNn0+H+fvVPA5y4mzq7ZZn6i6/f1+tCANwzBNk1372suVs2e10+00TYd1wP5ExRSaprHH6vveSEirIx3JLOdm522niX4946ym1yhtL+S2bXVdN03j/JH8gW4n+4Qkh7HFOLwFyIsRaqNQTP973+D1I1eOgZ+jj1usb/zTuTf5+/2cgzPJZshtdAAAAEGkrDjNYrm/EUjlkbO+mtS/X1kNXdeZs5w1w95Ve3+jgqquuq73KwqteYePXKnbfatddNrrqG4K9ljMvRa+WNk3Ubd7eTIpjd/h3Ex//zaCfZZdK/AmICH3TRurK52N/q+9ezdUHAfDAEqD9EERUwIV0AD5zYlvOi04JKMDNtCurta2hB/6PROck+21YfVg0Icsy8ul9plmx7LM04IO4sTRAAAGu0lEQVStbZz3jqvqx/d+baeqVOsDyhbd6QCs1S1x5pFjumQzLd6ajkwpNtUiV/mq0WRJY+j9+GiWxtH2C2fn2PZXobbscltRt9UuotFy3dtvOIoRmwvZOLS5jxZK6Wp25rVW5u6N89HBvZ/+OG2TlCAPKFt0pwOwVrfEmWcBZ49On7+cZy8aD2XOV9xGUxGbB8j20fYLcwXzhEpcFT6eU3ue9ebadW+0cl1sW2gx9vTREvn9p8suGwWLaJy2zQ3bPlo7lJt0FDpnn0TavWzRnQ7ABt0SZ75JYuH5+cJWY1TIIW/VZE/34TOZztTGVWH5Odn393f7PpWDG23t5yGoGHv6aImcHWsnzBYsonH2vLZ7s+eFNKfTqVyaeUzZojsdgA26Jc61w2G+SN3YOKm2DO7g4bN2QlwVlp/zfD5T6Em7z2yuXfdGW/t5CCrGnj5aIk+V1U7Y3PsL36rLa7s3+3syj9vInd3LFt3pAGzQP3EuXBeVz2/sjVdbAHr88Dl7QlwVlpzzer3SrVrlZcHNteveaEsa5y8pRq2P9he4dkJE4+x5bfdmT4ZhyNONya9fv9bu+rThaHSnA7BB/8TZvoI2Pb+23/W7GBVG95z+keEzn5ALE1eFj+eknWLO5/NoTN1cu+6NtqRx/pJi1PpoVYFrP7RmCxbROHte273ZS6PcmTfXjCtbdKcDsEH/dZyN7X6ez2deNZXPb6zcz6PC6D3/1PCZjuY7h+Kq0D4nv+c03G+uXfdGK5/yMvue7/+2QA8txp4+WuLjBdzZgkU0TtvBvT812lwztGzRnQ7ABt0SZ7lsq3bf7v1+z9/vS1bu5/32RtHqjwyfeZVknjiJq0L7nMZ9J5tr173Rys9DbaopPcwwtBh7+miJPHtXex7VbMEiGqft4N4/zU36ls/xCi1bdKcDsEG3xFmui5r9ok+JLX+/lzvt1ZZbpZFj7cNXug+fSb7VIA+lcVVon7OtCgc3Wh7RT3MP3kzO5/Mob3Uvxp4+WqJMUbMX1mcLFtE4bQf3/qmS5GbP71626E4HYIOeq+bL1VqXyyVfZ3y9Xr9//75cLqPv9+kOlyO1vbWjh8/ZBJBqN7pOF1SF9jn576NBvX37bXSjTQ+Nnhf/eDxyJpv9PAQVY3MfLZQvFk9/aJV5dPSh6t44bQf3/qmyYGC2oSLKFt3pAKzVM3E+n888+s6arnXL4+5057y0pd/sxcro4bP2tL3ZuduIKozeOY2L39/fafgsH72dpnCez+f1ei0T/zAMr9dr4VPa9xxtHPr4eVi1DrV9tNZWo6Or+mihcsKy/KH1eDxGv8HKENa9cdoO7v3Z1q6tPw4q27ZOrz1bAYCdeibO9/v9fD7zXRGl8/lcWy+V89PtdkvTPK/XK33vzy78LzeXro0l246Wpb3dbnlSKr2qsSasbxVmTzsVl1/LfTdH71M2fnm5NqjRPlak9nk4zSWqXoU8zV2qXttHq5Szy1n6wOT/vF6voyu8HRun7fjez3/PrT0MQ4qAo9aO++f83tTp+Q1njwKwWcgXa7rpIY+7X19f7U06h2G43W7l1cnaS2aH5y5H3/8fbO73e04D1+v14+0Fvaow8ng88hOiy3fL43c6lNNV2jXpdDrd7/d8flCjLa9I+Tyky+WSNqtf1SxL/l+1tiobbWEfbZC24k9vfrlccqAZ9cXU/sZp29OwjaMfX/h6vYZhKP8d3W632mZefctWWtvp5jgBgvgp/6MxbgEAsJl09UPiBACIIF39kDgBACJIVz8kTgCACNLVD4kTACCCdPVD4gQAiCBd/WvPfocAADRInO/3vv0OAQBok6sAAIglcQIAEEviBAAglsQJAEAsiRMAgFgSJwAAsSROAABiSZwAAMSSOAEAiCVxAgAQS+IEACCWxAkAQCyJEwCAWBInAACxJE4AAGJJnAAAxJI4AQCIJXECABBL4gQAIJbECQBALIkTAIBYEicAALEkTgAAYkmcAADEkjgBAIglcQIAEEviBAAglsQJAEAsiRMAgFgSJwAAsSROAABiSZwAAMSSOAEAiCVxAgAQS+IEACCWxAkAQCyJEwCAWBInAACxJE4AAGJJnAAAxJI4AQCIJXECABBL4gQAIJbECQBALIkTAIBYEicAALEkTgAAYkmcAADEkjgBAIglcQIAEEviBAAglsQJAEAsiRMAgFgSJwAAsSROAABiSZwAAMSSOAEAiCVxAgAQS+IEACCWxAkAQCyJEwCAWBInAACxJE4AAGJJnAAAxJI4AQCIJXECABBL4gQAIJbECQBALIkTAIBY/wB2ZHDi6N1SRAAAAABJRU5ErkJggg==" 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" 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" width="640" /> <br />
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" 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" 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" width="640" /><br />
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" 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richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-38811638863686836552014-11-16T22:04:00.002-04:302014-11-16T22:05:53.228-04:30Comunicaciones por satélite<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="line-height: normal;">
<strong><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-style: italic;">LA TV DIGITAL</span></strong></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La Televisión Digital
Abierta</span></b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> es un proyecto tecnológico, social y
cultural que brinda una nueva forma de hacer y ver televisión en el país. Es
una política promovida por el Gobierno Bolivariano para que el pueblo
venezolano pueda disfrutar de forma gratuita de una señal de televisión de
calidad que hasta ahora sólo ofrecían servicios de tv por suscripción.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">El
alcance va más allá de una mejor calidad en audio y video: además de ello, la
TDA es instrumento para la participación del pueblo en la generación de
contenidos educativos y culturales.<strong><span style="font-family: "Arial","sans-serif"; mso-bidi-font-style: italic;"></span></strong></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<strong><span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Es una </span></strong><span lang="ES" style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>transmisión, por medio de ondas de radio, de
una señal de televisión y datos, digitalizada, haciendo uso de repetidores
terrestres, para el caso de la (<b style="mso-bidi-font-weight: normal;">TDT)</b>
Televisión digital terrestre es la transmisión de imágenes en movimiento y su
sonido asociado mediante una señal digital y a través de una red de repetidores
terrestres. </span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"> En
Venezuela se manifiesta la intención de adoptar la TDA, a través del estándard
ISDB-TB(Integrated Services Digital Broadcasting Terrestrial Brasil o
Transmisión Digital de Servicios Integrados Terrestres Brasilero), a partir del
año 2009. </span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Una de
las novedades que trae consigo esta tecnología es la</span><strong><span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">
Interactividad. </span></strong><span lang="ES" style="font-family: "Arial","sans-serif";"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En el
caso del estándard ISDB-TB, la interactividad es posible por el componente
tecnológico denominado: Middleware, ó software intermediario, mejor conocido
como </span><strong><span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">GINGA</span></strong><span lang="ES" style="font-family: "Arial","sans-serif";">. Ginga permite el desarrollo y
ejecución de aplicaciones interactivas principalmente desarrolladas en dos lenguajes
de programación: NCL, del tipo declarativo y LUA, procedimental.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"> </span><strong><span lang="ES" style="font-family: "Arial","sans-serif"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">La
Interactividad</span></strong><span lang="ES" style="font-family: "Arial","sans-serif";">
es, en detalle, un programa de software asociado a un contenido audiovisual,
que permite el despliegue de distintos tipos de interactividad: sin canal de
retorno y con canal de retorno.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Ginga,
nace en Brasil, como fruto del desarrollo de proyectos de investigación
coordinados por los laboratorios Telemídia de la PUC-Rio (Universidad
Pontificia Católica de Río de Janeiro) y LAViD de la UFPB (Universidad Federal
de Paraíba) Brasil. Inicialmente, una implementación de Ginga es licenciada de
forma libre por los brasileros, por la PUC de Río, para plataformas de PC,
luego este trabajo es tomado por los argentinos y publicado, igualmente de
forma libre, por LIFIA, para plataformas de decodificadores (SetTopBoxs).</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">El
nombre Ginga fue escogido en reconocimiento a la cultura, el arte y la continua
lucha por la igualdad del pueblo brasileño. Ginga significa, entre otras cosas,
la lucha por la liberación. Según Luis Gomez Soares, mejor conocido como el
padre de Ginga,: “Ginga es la base de la capoeira, la lucha marcial de los
esclavos; y no podría ser diferente ya que esa misma lucha estuvo presente en
el proceso de desarrollo de Ginga, comenzando por los 18 años de arduo trabajo
de las universidades: PUC-Rio y la UFPB, hasta reciéntemente, cuando se
rompieron varias barreras para que se convirtiera en la única innovación
brasilera en formar parte del SBTDT”... y en conservar su licenciamiento libre.</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<strong><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">El
mundo a través de la Televisión Digital</span></strong></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Venezuela
adoptó el estándar japonés de transmisión ISDB-T, que significa Integrated
Services Digital Broadcasting - Terrestrial (por sus siglas en inglés) con
las modificaciones brasileras , y ya ha sido implementado en otras naciones de
la región suramericana y del Caribe .</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Inglaterra
y Estados Unidos fueron los primeros países en hacer transmisiones de
televisión digital, en el año 98. Luego se le han ido sumando otros como
Canadá, España, Alemania, Japón, México y Argentina.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">IRD </span></b></div>
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<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Es
un Receptor Decodificador Integrado (conocido también como <b>IRD</b>, por sus
siglas en inglés - <b><i>I</i></b><i>ntegrated <b>R</b>eceiver <b>D</b>ecoder</i>)
es un sistema electrónico para recoger una radiofrecuencia de señales y
convertir la información digital transmitida en el mismo.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Usos</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Difusión directa por satélite (</span><span lang="ES"><a href="http://es.wikipedia.org/wiki/DBS" title="DBS"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">DBS</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">) para
usos como </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/DirecTV" title="DirecTV"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">DirecTV</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> o </span><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=DishTV&action=edit&redlink=1" title="DishTV (aún no redactado)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">DishTV</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Servicio fijo por satélite (FSS).</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Audio digital de radio por satélite como </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Sirius_Satellite_Radio" title="Sirius Satellite Radio"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Sirius Satellite Radio</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES"><a href="http://es.wikipedia.org/wiki/Digital_Audio_Broadcasting" title="Digital Audio Broadcasting"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Digital Audio Broadcasting</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> como </span><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=In-band-on-channel&action=edit&redlink=1" title="In-band-on-channel (aún no redactado)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">IBOC</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span lang="ES"><a href="http://es.wikipedia.org/wiki/Digital_Video_Broadcasting" title="Digital Video Broadcasting"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Digital Video Broadcasting</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> para
aplicaciones como </span><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=DBV-T&action=edit&redlink=1" title="DBV-T (aún no redactado)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">DBV-T y</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/ATSC" title="ATSC"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">ATSC</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></li>
</ul>
<h1 style="line-height: 150%;">
<span lang="ES" style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">ACCESO CONDICIONAL</span></h1>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Un
sistema de <b>Acceso Condicional</b> (en inglés <i>Conditional Access</i>) es
un sistema que permite controlar el acceso a contenidos.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">El caso más común de uso permite a los operadores de </span><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=Televisi%C3%B3n_por_pago&action=edit&redlink=1" title="Televisión por pago (aún no redactado)"><span style="font-family: "Arial","sans-serif";">televisión
por pago</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">
controlar el acceso de los suscriptores solo a los canales que tengan
contratados. También es usado dentro de esa industria por los proveedores de
contenido (empresas como </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/HBO" title="HBO"><span style="font-family: "Arial","sans-serif";">HBO</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> o </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/FOX" title="FOX"><span style="font-family: "Arial","sans-serif";">FOX</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">) para controlar el acceso de las empresas de cable a sus
señales en los </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Sat%C3%A9lite_de_comunicaciones" title="Satélite de comunicaciones"><span style="font-family: "Arial","sans-serif";">satélites</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">. De esta forma, no cualquier
compañía de televisión de pago puede acceder a ellos.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">La utilidad de estos sistemas radica en que permiten
utilizar canales abiertos para la transmisión de información, manteniendo el
control sobre el uso. Así, es posible enviar canales de televisión en un
sistema de satélite los cuales podrán ser vistos solamente por los usuarios que
lo tengan contratado.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Hay algunos de estos sistemas que se basan en tarjetas
con </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Chip" title="Chip"><span style="font-family: "Arial","sans-serif";">chips</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> y otros en códigos de </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Software" title="Software"><span style="font-family: "Arial","sans-serif";">software</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">. Estos últimos requieren que
haya una forma de que la información vuelva desde el suscriptor al equipo
central (llamado comúnmente "retorno") para asegurarse de que no han
sido hackeados y por lo tanto son más frecuentes en sistemas de </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/IPTV" title="IPTV"><span style="font-family: "Arial","sans-serif";">IPTV</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En el estándar </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/DVB" title="DVB"><span style="font-family: "Arial","sans-serif";">DVB</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> de televisión es posible la existencia de más de un Sistema
de Acceso Condicional en forma simultánea en una red. Esto se llama </span><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=Simulcrypt&action=edit&redlink=1" title="Simulcrypt (aún no redactado)"><span style="font-family: "Arial","sans-serif";">Simulcrypt</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Dentro de los servicios que permiten estos sistemas está
el </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Pago_por_visi%C3%B3n" title="Pago por visión"><span style="font-family: "Arial","sans-serif";">Pago por visión</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> (<i>Pay Per View</i>) y el </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/V%C3%ADdeo_bajo_demanda" title="Vídeo bajo demanda"><span style="font-family: "Arial","sans-serif";">vídeo
bajo demanda</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">
(<i>VoD</i>).</span></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">ACCESO
A INTERNET VIA SATELITE</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Es
un método de conexión a Internet utilizando como medio de enlace un </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Sat%C3%A9lite_artificial" title="Satélite artificial"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">satélite</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">. Es
un sistema recomendable de acceso en aquellos lugares donde no llega el </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Internet_por_cable" title="Internet por cable"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">cable</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> o
la </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Telefon%C3%ADa" title="Telefonía"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">telefonía</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">,
como zonas rurales o alejadas. En una </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Ciudad" title="Ciudad"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">ciudad</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">
constituye un sistema alternativo a los usuales, para evitar cuellos de botella
debido a la saturación de las líneas convencionales y un </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Ancho_de_banda" title="Ancho de banda"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">ancho
de banda</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> limitado.</span></div>
<h2>
<span class="mw-headline"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Enlaces</span></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"></span></h2>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Las señales llegan al satélite desde la estación en
tierra por el "haz ascendente" y se envían a la tierra desde el
satélite por el "haz descendente". Para evitar interferencias entre
los dos haces, las </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Frecuencia" title="Frecuencia"><span style="font-family: "Arial","sans-serif";">frecuencias</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> de ambos son distintas. Las
frecuencias del haz ascendente son mayores que las del haz descendente, debido
a que cuanto mayor sea la frecuencia se produce mayor </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Atenuaci%C3%B3n" title="Atenuación"><span style="font-family: "Arial","sans-serif";">atenuación</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> en el recorrido de la señal,
y por tanto es preferible transmitir con más potencia desde la tierra, donde la
disponibilidad </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Energ%C3%ADa" title="Energía"><span style="font-family: "Arial","sans-serif";">energética</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> es mayor.</span></div>
<div style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Para evitar que los canales próximos del haz descendente
interfieran entre sí, se utilizan </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Polarizaci%C3%B3n_electromagn%C3%A9tica" title="Polarización electromagnética"><span style="font-family: "Arial","sans-serif";">polarizaciones</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif";"> distintas. En el interior del
satélite existen unos bloques denominados </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Transpondedor" title="Transpondedor"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">transpondedores</span></b></a></span><span lang="ES" style="font-family: "Arial","sans-serif";">, que tienen como misión
recibir, cambiar y transmitir las frecuencias del satélite, a fin de que la
información que se envía desde la base llegue a las antenas receptoras.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Para conectarse a Internet vía satélite son necesarios
los siguientes elementos:</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES"><a href="http://es.wikipedia.org/wiki/M%C3%B3dem" title="Módem"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Módem</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">
(externo o en tarjeta </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Peripheral_Component_Interconnect" title="Peripheral Component Interconnect"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">PCI</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">) para
satélite (</span><span lang="ES"><a href="http://es.wikipedia.org/wiki/DVB" title="DVB"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">DVB</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-S).</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES"><a href="http://es.wikipedia.org/wiki/Antena_parab%C3%B3lica" title="Antena parabólica"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Antena parabólica</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> y soporte.</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=ILNB&action=edit&redlink=1" title="ILNB (aún no redactado)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">iLNB</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> o </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Low_Noise_Block" title="Low Noise Block"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">LNB</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">
interactivo, como </span><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=Norsat&action=edit&redlink=1" title="Norsat (aún no redactado)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Norsat</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">
1200HC. </span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES"><a href="http://es.wikipedia.org/w/index.php?title=Alimentador&action=edit&redlink=1" title="Alimentador (aún no redactado)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">Alimentador</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> de
corriente.</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Módem
telefónico o conexión con Internet capaz de realizar envío de datos, si el
acceso es unidireccional, aunque lo más habitual es que sea </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Bidireccional" title="Bidireccional"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">bidireccional</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> y que esto no sea necesario.</span></li>
</ul>
<h2>
<span class="mw-headline"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">BACKBONES</span></span></h2>
<h2 style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">El backbone es el enlace principal de una red, es el
cableado que comunica todos los Cuartos de telecomunicaciones con el cuarto de
equipos. Existen varios tipos de topología, y esto dependerá de cómo este el
diseño Puedes tener tu cable backbone en topología de Bus, de estrella o
anillo. Pero recuerda que todo depende de tu diseño.</span></h2>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 12.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">¿Qué medios físicos se pueden usar como BackBone?</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El backbone se puede realizar con cualquier medio,
Cobre, Fibra e Inalámbrico, sin embargo, los más comunes son los de Cobre y de
Fibra ya que el Inalámbrico puede presentar fallas dependiendo del clima.
Posteriormente, tendrás que saber que aplicaciones o servicios tendrás en el
backbone, y la distancia a cubrir. Eso ya te permitirá seleccionar alguna de
las dos últimas opciones. Ventaja de la fibra, es que no es susceptible a los
campos magnéticos, lo que permite que la puedas llevar por elevadores, centros
de maquinas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Los backbones son hoy en día la columna vertebral de
nuestras comunicaciones, ya que gracias a ellos las grandes empresas, entidades
científicas y nosotros mismos como usuarios podemos comunicarnos, enviar datos
de un lugar del planeta a otro en cuestión de segundos. Esta velocidad depende
directamente de las tecnologías ocupadas en los backbones, una solución
presente es el uso de la interconexión entre satélites para suplir los
problemas terrestres que puedan llegar a ocurrir.</span></div>
<h2>
<span class="mw-headline"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">ATM</span></span></h2>
<h2 style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">El Modo de Transferencia Asíncrona o Asynchronous
Transfer Mode (ATM) es una tecnología de </span><span lang="ES"><a href="http://es.wikipedia.org/wiki/Telecomunicaci%C3%B3n" title="Telecomunicación"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;">telecomunicación</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; font-weight: normal; line-height: 150%; mso-bidi-font-weight: bold;"> desarrollada para hacer frente a
la gran demanda de capacidad de transmisión para servicios y aplicaciones.</span></h2>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX;">Es una tecnología basada en la transmisión de toda la información en
paquetes pequeños de tamaño fijo llamados <b>células</b> o <b>celdas</b></span><b><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">
</span></b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Emplea el concepto de Conmutación de Celdas
(Cell Switching), combina</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX;">:</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">
</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX;"><span style="mso-spacerun: yes;"> </span></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Conmutación de Paquetes
utilizada en redes de datos </span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-MX;"><span style="mso-spacerun: yes;"> </span></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">Conmutación de Circuitos
utilizada en redes de voz</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">ATM
</span></b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">se basa en el concepto de Conmutación Rápida de Paquetes
(Fast Packet Switching) en el que se supone una fiabilidad muy alta a la
tecnología de transmisión digital, típicamente sobre fibra óptica, y por lo
tanto la no necesidad de recuperación de errores en cada nodo. Ya que no hay
recuperación de errores, no son necesarios los contadores de número de
secuencia de las redes de datos tradicionales, tampoco se utilizan direcciones
de red ya que ATM es una tecnología orientada a conexión, en su lugar se
utiliza el concepto de Identificador de Circuito o Conexión Virtual (VCI).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">ATM </span></b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">ha
sido definido para soportar de forma flexible, la conmutación y transmisión de
tráfico multimedia comprendiendo datos, voz, imágenes y vídeo. ATM soporta
servicios en modo circuito, similar a la conmutación de circuitos, y servicios
en modo paquete, para datos</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX;">.</span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">
</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">BACKBONES ATM SOBRE
ENLACES DE SATÉLITES</span></b><b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">ATM es una de las tecnologías
más apropiadas para transportar los nuevos servicios de banda ancha. Las
cualidades que favorecen su empleo en redes de satélites son, su carácter
asincrónico y su capacidad para soportar tasa de transmisión variable. Sin embargo,
las altas tasas de error de los canales de comunicación vía satélite suponen un
verdadero problema. Por ejemplo las recomendaciones para los enlaces por
satélites establecen un VER de 10 a la menos siete el 95 por ciento del tiempo,
mientras que para la fibra óptica es de 10 a la menos nueve el 99,9 por ciento
del tiempo.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">Otro problema son los <b style="mso-bidi-font-weight: normal;">errores de ráfaga</b>, especialmente en la
banda KA, puesto que las cabeceras ATM sólo dispone de información de
comprobación de errores capaz de corregir errores de un único bit, no es
posible luchar contra las ráfagas de errores. Este hecho aumenta la cantidad de
celda descartada y afecta a las prestaciones de las capas de adaptación.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">Se han propuestos cuatro
especificaciones (SATATM, Satellite ATM) que facilitan el acceso y la
interconexión tanto en redes de satélites fijas como móviles. Estos estándares
son los siguientes:</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">SATATM 1:</span></b><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;"> Describe las redes de acceso fijas a través de
satélite, estas redes se caracterizan por un número pequeño de terminales de
bajo coste y un número reducido de pasarelas terrenas. Proporcionan una
interfaz de 64 kbps.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">SATATM 2:</b> Se emplean en interconexiones
fijas de alta velocidad a través de interfaces PNNI, B-ICI y P-UNI entre las
estaciones terrenas y las redes ATM fijas.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">SATATM 3:</span></b><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;"> Describe el acceso ATM desde terminales móviles.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">SATATM 4:</span></b><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;"> Específica cómo debe realizarse la interconexión a
alta velocidad entre redes fijas y móviles o entre dos redes móviles.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-VE; mso-fareast-language: ES-VE; mso-no-proof: yes;">
</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">TRATAMIENTO DE LOS
ERRORES DE RÁFAGA</span></b><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">En un canal de comunicación
vía satélite, existen dos índices de medida de prestaciones:</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">THROUGHPUT:</span></b><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;"> Para obtener un throughput elevado es necesario
minimizar el número de retransmisiones. Esto es especialmente importante si se
emplea un control de flujo basado en un GO-Bask-N.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">COSTE:</span></b><span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;"> El coste de una estación terrena es proporcional
al nivel de potencia requerido en la transmisión de datos. Por esta razón
habría que minimizar este nivel de potencia a la vez que se mantiene la
relación señal a ruido en el receptor.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">Las ráfagas de errores afectan negativamente a las
prestaciones de las capas ATM y AAL, para resolver este problema existen dos
soluciones:</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">1.- Empleo del código Reed-Solomon externo sobre
una codificación convolucional y decodificación de Viterbi de tal forma que los
códigos externos corrijan los errores producidos en los códigos internos. El
principal problema es que los códigos externos consumen ancho de banda (del
orden 9 por 100 a 2 Mbps).</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify;">
<span lang="ES" style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; mso-themecolor: text1;">2.- Empleo de técnicas de entrelazado, los códigos
CRC de las capas ATM y AAL son capaces de corregir errores de un bit. Por tanto
si los bits de N cabeceras se entrelazan antes de la codificación, la posible
ráfaga de errores se habrá extendido sobre N cabeceras de tal manera que es muy
probable que a cada cabecera le afecte solamente un bit. El precio a pagar es
un mayor retardo.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-background-themecolor: background1; text-align: justify; text-indent: 35.4pt;">
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mejor resultados ofrece es la codificación RS, de hecho pruebas realizadas en
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durante el 99,96 por 100 del año incluso en zonas de alto nivel de
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richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-78688354055114533452014-11-16T21:47:00.002-04:302014-11-16T21:47:24.136-04:30VENTAJAS E INCONVENIENTES DEL USO DE INTERNET EN EL PROCESO DE ENSEÑANZA<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<b style="mso-bidi-font-weight: normal;">Ventajas<br />
</b><br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Hace al alumno parte más activa aún de la
clase y de su proceso de aprendizaje, por medio de la interacción con el
computador.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Trabaja con recursos reales y en situaciones
reales.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> El acceso a la información disponible es
ilimitado.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Se amplía el entorno del aprendizaje más
allá del aula.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Es un elemento motivador.</span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> El alumno ya no es solamente receptor de la
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<br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Permite el uso y la distribución del
material educativo en varias plataformas: </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Texto, video, audio e imagen.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">
<br />
<b style="mso-bidi-font-weight: normal;">Desventajas<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</b></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La necesidad de contar con aulas
tecnológicamente equipadas.<br />
<br />
</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> Hay que saber evaluar la información. Todo
es posible en la red, la verdad y la mentira, los errores intencionados y las
erratas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
Se precisan unos conocimientos básicos mínimos de informática e Internet.<br />
<br />
Estudiantes cuyo perfil dificulte el uso de esta herramienta en aula.</span><br />
<br />
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Es importante
insistir en que Internet sea considerado un complemento y no un sustituto de la
clase preparada por el profesor. </span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">Entender Internet como recurso ha de ser
nuestro punto de partida. Los centros educativos han de convencerse de que es
una necesidad tan urgente como los manuales, los diccionarios, las pizarras,
los reproductores de devedés; por otro lado, los profesores tienen que perder
ese miedo a verse sustituidos por la Red. De la misma forma que no hemos sido
sustituidos por los libros ni por el cedé, tampoco vamos a desaparecer a causa
de Internet.</span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-45525525805725456892014-11-16T21:45:00.003-04:302014-11-16T21:45:44.773-04:30EL INTERNET Y SU USO COMO TECNOLOGÍA EN EL AULA<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">La aplicación y adaptación de la red a la
educación han aportado numerosas novedades que han repercutido en los alumnos,
en los estudiantes y en los centros. <br />
<br />
Las </span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">nuevas tecnologías</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> y los </span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">avances tecnológicos</span><span style="font-size: 12.0pt; mso-ascii-font-family: Arial; mso-bidi-font-family: Arial; mso-hansi-font-family: Calibri;"></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"> ya no nos han de sonar a futuro, son un presente
incuestionable. Internet es parte de nuestra cultura, y es tal vez, el símbolo
más representativo del tiempo que nos ha tocado vivir.<br />
<br />
Concretamente, la enseñanza apoyada con el uso de Internet nos ofrece una serie
de recursos positivos como ser:</span></div>
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1. El hipertexto.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
2. La multimedia (texto, imagen, vídeo, audio).</span></div>
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comunicación en directo).</span></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">4. Materiales de información (páginas web, descargas).</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
Además de ser una fuente prácticamente inagotable de información para
cualquiera que sea la asignatura que estemos enseñando.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;"><br />
Estamos ante una oportunidad única que es, al mismo tiempo, un gran reto que
hemos de afrontar, ya que, probablemente, nos exigirá y nos invitará a algunos
cambios en nuestro proceso educativo.</span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-23297977619378823312014-11-16T21:43:00.001-04:302014-11-16T21:58:51.768-04:30LAS NUEVAS TECNOLOGÍAS Y MEDIOS EDUCATIVOS<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Las
nuevas tecnologías hacen referencia a los últimos desarrollos tecnológicos y
sus aplicaciones (programas, procesos y aplicaciones). Las nuevas tecnologías
se centran en los procesos de comunicación y las agrupamos en tres áreas: la
informática, el vídeo y la telecomunicación, con interrelaciones y desarrollos a
más de un área. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Existe
una confusión en identificar las nuevas tecnologías con la informática por la
presencia de microprocesadores en casi todos los nuevos aparatos y por la
función que tiene ésta en la sociedad actual. Hacen referencia también al
desarrollo tecnológico en el diseño de procesos, programas y aplicaciones. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt;">NUEVAS
TECNOLOGÍAS: </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">- Programas informáticos (CD u
on-line) educativos:</span></b></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">+<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Videojuegos,
</span></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">*<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">lenguajes
de autor,</span></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">+<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"></span>actividades de aprendizaje,</span></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">*<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"></span>presentaciones multimedia,</span></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">+<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"></span>enciclopedias, animaciones y simulaciones
interactivas...</span></div>
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<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">-
Servicios telemáticos: </b></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"> + <span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif";">páginas web,</span></div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"> *</span></span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>weblogs,</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";"> + tours virtuales,</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"> * </span></span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"></span>webquest, </span></div>
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<span style="font-family: "Arial","sans-serif";"> + correo electrónico, </span></div>
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<span style="font-family: "Arial","sans-serif";"> * chats, </span></div>
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+ <span style="font-family: "Arial","sans-serif";">foros,</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";"> <complete id="goog_1214807053">+ </complete>unidades didácticas y cursos on-line..</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">- TV y vídeo interactivos.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Medios
educativo, son todos los medios y recursos que facilitan el proceso de
enseñanza y la construcción de los aprendizajes por que estimulan la función de
los sentidos y activan las experiencias y aprendizajes previos, para acceder
más fácilmente a la información al desarrollo de habilidades destrezas y a la
formación de actitudes y valores; teniendo en cuenta que cualquier material
puede utilizarse, en determinadas circunstancias, como recurso para facilitar
procesos de enseñanza y aprendizaje.</span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-36845930020450510592014-11-16T21:38:00.001-04:302014-11-16T21:51:03.184-04:30La Telemática una nueva alfombra para el conocimiento<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">La
Telemática una nueva alfombra para el conocimiento </span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 7.1pt; text-align: justify; text-indent: 36.0pt;">
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La telemática ha permitido el desarrollo<span style="background-color: yellow;"> <span style="background-color: red;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;">vertiginoso</span></span> </span>de aplicaciones al campo educativo.
Hoy por hoy, es el recurso más versátil y económico de comunicación disponible
en los medios académicos. ¿Cuáles son las alternativas disponibles? Además del
correo -llamado ahora de «caracol»- el teléfono es quizás el medio ideal, pero
su costo lo puede hacer prohibitivo. Entre los otros medios el teletipo, es
ahora de uso muy restringido y ha sido desplazado por el telefax o fax, que
permite el envío directo de documentos. Pero estas alternativas tienen como
desventaja, además de su alto costo, otras de tipo práctico. Un mensaje de fax
cuando pasa de las diez páginas ya es una molestia, tanto para enviarlo como
para recibirlo y, la limitación general de todos estos medios es que sólo
permiten enviar un mensaje a la vez.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 7.1pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Pero la telemática, a través de
sus diferentes modalidades, permite, en forma eficaz y sorprendentemente
económica el tráfico de información. Permite enviar o recibir información
actualizada, sin que haya limitaciones sobre la longitud de los documentos y,
para los mas avezados, sin ninguna restricción de formato. El único requisito
es que estén contenidos en archivos electrónicos. Se pueden hacer consultas,
sin muchos preámbulos, de una nueva manera. Basta preguntar a un colega lo que
se desea saber, aún sin conocerlo. Se puede lanzar una pregunta sobre el
problema que se tenga a una Lista electrónica y obtener respuestas con la
solución de un día para otro. Se puede tener acceso a los catálogos de las
mejores universidades del mundo. Existen revistas electrónicas. Es ahora
posible leer un artículo la misma semana -incluso el mismo día- en que fue
publicado. Las redes telemáticas académicas y científicas-o Redes TAC-ofrecen
éstas y muchas otras ventajas a sus usuarios.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 7.1pt; text-align: justify; text-indent: 36.0pt;">
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: ES-TRAD; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">La telemática es el producto, por una parte, de las presiones por
manejar eficazmente información y, por otra, de la combinación de dos
tecnologías de punta: las telecomunicaciones y la computación. Los avances en
telecomunicaciones han sido impresionantes: el uso de satélites y la fibra óptica
han permitido el crecimiento exponencial de las comunicaciones. Dentro de la
computación los avances son igualmente impresionantes. <i style="mso-bidi-font-style: normal;">Destaca el</i> concepto de red de comunicación que, desde hace mucho,
vienen utilizando los bancos y las líneas aéreas así como las organizaciones
militares, especialmente en Estados Unidos. Luego las universidades han
aprovechado este concepto y desarrollado redes de cobertura global en esta
aldea global en que ha sido convertido nuestro planeta gracias a la telemática.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="style1" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 7.1pt; text-align: justify; text-indent: 36.0pt;">
<span lang="ES-TRAD" style="font-family: "Arial","sans-serif"; mso-ansi-language: ES-TRAD;">La telemática es la más reciente de las tecnologías.
Como suele suceder, luego de la aparición de una nueva tecnología, se le
buscan aplicaciones a la educación. En los años sesenta, Estados Unidos para
reponerse del impacto que representó quedarse atrás en la nueva tecnología
espacial, sus gobernantes decidieron impulsar el desarrollo de su sistema
educativo, intentado poner a su servicio -entre otras cosas- las tecnologías
disponibles y surgió así el concepto de tecnología educativa.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="style1" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 7.1pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Arial","sans-serif";">No
es posible discutir aquí en detalle el impacto de este enfoque tecnológico al
campo educativo. A simple vista los resultados no han sido muy halagadores (<b style="mso-bidi-font-weight: normal;">Stevenson, 1992</b>). Ni en su país de
origen, Estados Unidos, ni en otros países desarrollados, mucho menos en los
países latinoamericanos. En Venezuela, podría fácilmente hablarse más de una
tecnología de la confusión que de una tecnología de la educación (<b style="mso-bidi-font-weight: normal;">Orantes, 1985</b>). Una alta proporción de
los egresados de esta disciplina deambulan trabajando como docentes en las más
variadas asignaturas, sin que quede claro la naturaleza de su rol, ni existan
facilidades ni demandas para ejercerlo.</span></div>
<div class="style1" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 7.1pt; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Arial","sans-serif";">El
problema de fondo parece ser que dentro del campo de la educación no se ha
tomado conciencia de la responsabilidad que le toca a los docentes frente a las
tecnologías. Es a los docentes a quienes les corresponde proponer los
requerimientos que sus necesidades le plantean a las tecnologías disponibles a
fin de satisfacer necesidades muy particulares. Pero también solicitar el
desarrollo de nuevas soluciones tecnológicas.</span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-22269214699881089252014-06-24T17:58:00.003-04:302014-06-24T18:00:25.567-04:30Como Abrir .txt, .pdf o .ppt con un boton en java (netbeans)<div dir="ltr" style="text-align: left;" trbidi="on">
Primero creamos el JButton luego de creado le das doble click sobre el boton creado y cuando abra el panel de codigos pegamos este codigo y listo:<br />
<br />
<b>private void btnManualActionPerformed(java.awt.event.ActionEvent evt) { <br /> // TODO add your handling code here:<br /> try {<br /> Runtime.getRuntime().exec("rundll32 url.dll,FileProtocolHandler " + "src\\MANUAL\\MANUAL_XXX.pdf");<br /> } catch (Exception e){<br /> JOptionPane.showMessageDialog(rootPane, "Error al Abrir el Archivo", "ERROR", JOptionPane.ERROR_MESSAGE); <br /> }<br /> } </b><br />
<br />
despues del sigono + es donde vas a escribir la ruta donde se encuentra tu archivo que deseas abrir <b> </b></div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-72858030763991484912014-06-17T18:57:00.001-04:302014-11-16T21:57:04.673-04:30Diseño de software<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif";">Diseño de software </span></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">-El
diseño es el primer paso de la fase de desarrollo de cualquier producto o
sistema de ingeniería. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
-El diseño de software es la actividad de ciclo
de vida de ingeniería de software en la que los requerimientos de software son
analizados para causar una descripción de la estructura interna del software
que servirá como base para su construcción. Más precisamente, un diseño de
software (el resultado) debe describir la arquitectura de software - es decir
cómo el software está en estado de descomposición y organizado en los
componentes - y las interfaces entre esos componentes. También debe describir
los componentes en un nivel del detalle que permiten su construcción. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>Conceptos Básicos del Diseño </b></span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">-Proceso de aplicar distintas
técnicas y principios con el propósito de definir un dispositivo, proceso o
sistema con los suficientes detalles como para permitir su realización física</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">-El diseño de software, al igual
que los métodos de diseño de todas las ingenierías, cambian continuamente al
aparecer nuevos métodos, mejores análisis y ampliar los conocimientos. El
problema es que el diseño de software se encuentra en una etapa relativamente
temprana en su evolución. La idea de realizar diseño de software en lugar de
“programar”, surgió a principios de los años 60, por lo que a las metodologías
de diseño les falta la profundidad y la flexibilidad que tiene el diseño en
otras ingenierías. Pero, ya existen técnicas de diseño de software para poder
evaluar la calidad del software. </span><br />
</div>
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</div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0cm; text-align: justify;">
</div>
<div class="MsoListParagraphCxSpFirst" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="background-color: red;"><span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>El
diseño del software se encuentra en el núcleo técnico de la ingeniería del
software y se aplica independientemente del modelo de diseño de software que se
utilice. Una vez que se analizan y especifican los requisitos del software, el diseño
del software es la primera de las tres actividades técnicas - diseño,
generación de código y pruebas- que se requieren para construir y verificar el
software.</span><br />
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</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Es una descripción de la
estructura del software que se va a implementar, los datos que son parte del
sistema, las interfaces entre los componentes del sistema, y algunas veces, los
algoritmos utilizados.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Los diseñadores no obtienen
inmediatamente un diseño detallado, sino que lo desarrollan de manera iterativa
a través de diversas versiones.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">El proceso de diseño incluye
agregar formalidad y detalles durante el desarrollo del diseño, y regresar a
los diseños anteriores y corregirlos</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Diseño de datos</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">: transforma el modelo de dominio de la información, creado durante el
análisis, en las estructuras de datos necesarias para implementar el software.</span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 18pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Diseño arquitectónico:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> define la relación entre los principales elementos
estructurales del programa.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Diseño de interfaz:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> describe cómo se comunica el software consigo mismo, con los sistemas
que operan con él y con los operadores que lo emplean.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES-VE;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Diseño procedimental</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">: transforma elementos estructurales de la arquitectura del programa en
una descripción procedimental de los componentes de software.</span></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">A
continuación, se listan una serie de criterios para determinar la calidad del
software. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">1) Un
diseño debe tener una organización jerárquica. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">2) Un
diseño debe ser modular, es decir, el software debe estar dividido en elementos
que realicen funciones específicas. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">3) Un
diseño debe tener representaciones distintas y separadas de los datos y de los
procedimientos. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">4) Un
diseño debe llevar a módulos que exhiban características funcionales
independientes. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">5) Un
diseño debe conducir a interfaces que reduzcan la complejidad de las conexiones
entre los módulos y el exterior. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">6) Un
diseño debe obtenerse mediante un método que sea reproducible y que esté
dirigido por la información obtenida durante el análisis de requerimientos. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;"><b>Importancia
del diseño del Software</b></span></div>
<div style="text-align: justify;">
El diseño de software tiene un papel importante
en el desarrollo de software, ya que permite que ingenieros de software
produzcan modelos distintos que moldean una clase de plano de la solución a ser
implementado. Podemos analizar y valorar a estos modelos para determinar cual
de estos permitirá o no, cumplir con una gama de requerimientos </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">El diseño
arquitectónico puede representarse al usar uno o más de muchos modelos
diferentes. Los modelos estructurales representan la arquitectura como una
colección organizada de componentes del </span><span style="color: black;"><a href="http://www.monografias.com/Computacion/Programacion/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">programa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">. Los modelos del marco de </span><a href="http://www.monografias.com/trabajos34/el-trabajo/el-trabajo.shtml"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE; text-decoration: none; text-underline: none;">trabajo</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"> repetible incrementan el grado de abstracción del
diseño al intentar identificar marcos de trabajo repetibles del diseño
arquitectónico que se encuentran en tipos de aplicaciones similares.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">El diseño
es técnicamente la parte central de la ingeniería del software. Durante el
diseño se desarrollan, revisan y se documentan los refinamientos progresivos de
las estructuras de datos, dela estructura del programa y de los detalles
procedimentales. El diseño da como resultado representaciones cuya calidad
puede ser evaluada. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">El diseño
es la única forma mediante la que podemos traducir con precisión los requisitos
del cliente en un producto o sistema acabado. El diseño de software es la base
de todas las partes posteriores del desarrollo y de la fase de prueba</span></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif";">Trazabilidad de los requisitos en
el diseño</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">La trazabilidad es la
medida en la cual se puede establecer una relación entre dos productos o más
del proceso de desarrollo.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Permite ver donde se originó un requerimiento. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">En otras
palabras, todos los documentos de requerimientos, documentos de diseño, código
y guiones de prueba deberán apuntar a su fuente de origen.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">La trazabilidad
software es una antigua práctica, recomendada para medianos o grandes
desarrollos de software, que trata sobre cómo enlazar o relacionar los
requisitos con otros elementos del ciclo de vida, principalmente, casos de
prueba y código.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;">Por otro
lado, estando en etapa de implementación y en caso de que haya un cambio en los
requerimientos, la trazabilidad permitirá hacer una evaluación en el diseño y
en la implementación. Si el cambio se da cuando el sistema está implementado,
la trazabilidad permitirá hacer una evaluación de cómo serán afectados los
involucrados. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif";">Atributos de calidad</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Son las cualidades o propiedades de calidad que la
aplicación debe satisfacer. La calidad de una aplicación se mide en función de
sus atributos de calidad.<span style="mso-spacerun: yes;"> </span>Para facilitar
su medición durante la verificación, deben expresarse cuantitativa o cualitativamente.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Entre los atributos de
calidad más relevantes están los siguientes:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Seguridad</b>:
Se refiere a los permisos de acceder a ciertos procesos de la aplicación y para
eso requiere autenticación, autorización y algún nivel de encriptación.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Performance</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">:
Generalmente este atributo se puede medir en unidades de rendimiento de
procesos (Throughput), tiempo de respuesta y retardos.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Modificable</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">:
Se refiere a que tan fácil es modificar la aplicación y con ello cambiar el
comportamiento del software. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">Disponibilidad:</b>
Está relacionada con la confiabilidad por ejemplo cuando una aplicación no está
disponible cuando se necesita no cumple con las expectativas ni los
requerimientos funcionales de la misma.</span> </div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Integración</b>: Está relacionado a como se puede comunicar y trabajar
en conjunto la aplicación nueva a las aplicaciones que ya se tienen oa nuevas
aplicaciones. </div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>Escalabilidad:</b> Como se
comporta la aplicación al momento de aumentar el ambiente de trabajo, por
ejemplo más usuarios más proceso, más carga, etc</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Estándares
de Calidad</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
Son normas y protocolos
internacionales que deben cumplir productos de cualquier indole para su
distribución y consumo por el cliente final. </div>
<div class="MsoNormal" style="text-align: justify;">
Los estándares no son más que los
niveles mínimo y máximo deseados, o aceptables de calidad que debe tener el
resultado de una acción, una actividad, un programa, o un servicio. En otras
palabras, el estándar es la norma técnica que se utilizará como parámetro de
evaluación de la calidad.</div>
<div class="MsoNormal" style="text-align: justify;">
Una vez programadas las
actividades de solución al problema de gestión, los círculos de calidad deberán
definir los estándares de calidad del resultado, o los resultados esperados.</div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-40962791231949739202014-04-02T13:28:00.004-04:302014-04-02T13:28:55.672-04:30SOBERANIA TECNOLOGICA CON SENTIDO SOCIAL<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><b>SOBERANIA TECNOLOGICA
CON SENTIDO SOCIAL:</b></span></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">La
soberanía tecnológica se puede definir como el derecho y el deber de una nación
de dominar sus medios tecnológicos a tal punto que no puedan ser controlados de
manera injerencista por otros intereses ajenos al bienestar de su desarrollo y
con el mismo adelanto de la ciencia y la innovación, los procesos de avance de
una sociedad que una vez dependieron en gran parte del capital humano y el
trabajo manual, hoy en día se asocian cada vez más a una cultura tecnológica
capaz de abarcar cualquiera de sus esferas. Es un fenómeno que cruza fronteras
y por el carácter tan variado que posee, engloba a personas de distintas
profesiones.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">En
Venezuela, Hoy día, el desarrollo tecnológico es una realidad en el país,
vinculado a un elemento importante que se beneficia, participa y apropia de los
conocimientos: el pueblo. La política de Estado en materia tecnológica está
estrechamente ligada al Poder Popular, y a la necesidad de dar acceso a
oportunidades que en otras épocas estaban disponibles para un grupo reducido.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">Tenemos
una política dirigida a que la tecnología le llegue al pueblo y está en la
voluntad de este Gobierno, impulsado por nuestra Constitución, que todo lo que
se haga esté encaminado y potenciado por nuestras comunidades, la participación
de venezolanos y venezolanas en todo el proceso, conduce a la consecución de la
independencia y soberanía tecnológica, tema de vital importancia que aún se
está concretando y para el cual se han abonado logros significativos en
distintas áreas.</span></span></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">La
soberanía va muy ligada a la independencia tecnológica también. El MCTI en
conjunto con sus entes adscritos ejecuta una ardua labor dedicada a lograr la
plena soberanía tecnológica.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">De
allí que la puesta en órbita del satélite Simón Bolívar no se limita a la
compra del artefacto a la República Popular China, sino que implicó
transferencia tecnológica y de conocimiento que precisa las herramientas para
la futura construcción de otros satélites en suelo venezolano, el Simón Bolívar
resta elementos a la dependencia, ya que hasta hace poco las comunicaciones satelitales
estaban en manos de empresas extranjeras, así como la Compañía Anónima Nacional
Teléfonos de Venezuela (Cantv), que pasó nuevamente al Estado y sus dividendos
se pueden aprovechar de forma directa, los venezolanos tengamos acceso a las
telecomunicaciones y a las Tecnologías de Información, y el satélite permite
complementar el acceso en zonas donde, por razones naturales y de tiempo, no se
ha podido llegar.</span></span></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;"><span> </span>Otro de los resultados de este adelanto
científico-tecnológico ha sido el enlace con lo industrial. De la mano con los
procesos de investigación surgen respuestas en el área de las industrias,
creando relaciones fundamentales y exitosas en cuanto a avances y logros.
Ejemplo de ello, es la construcción de antenas para la recepción satelital con
sello venezolano, considerando que no basta con tener un satélite, es necesario
todo el acompañamiento tecnológico que se requiere para formar parte de una red
de telecomunicaciones, MCTI venimos impulsando, no solamente la investigación y
desarrollo en esa materia, sino también la parte industrial, allí es donde
radica verdaderamente el concepto de independencia, cuando uno es capaz de
hacerlo.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">Venezuela
dejó de ser un simple depósito de tecnologías foráneas, hoy somos capaces de
investigar, desarrollar y producir, gracias también a la ayuda de países
aliados que nos han ofrecido más que la venta de un artefacto, nos han
transferido conocimiento que, unido al talento local, ha dado frutos y se prevé
que genere aún más, en pro de la definitiva independencia tecnológica.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">La
formulación de Políticas Públicas que promuevan la democratización y
apropiación social de las tecnologías de información y de esta manera ayudar al
pueblo a cubrir muchas de sus necesidades tales como educación, salud,
información, entre otros.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">En
Venezuela la creación y apoyo a proyectos sociales con software libre ha ido en
aumento también. Hay planes de informatización de comunidades con el uso de las
redes inalámbricas para donde es casi inaccesible la red telefónica. Se
persigue también crear una red nacional de servicios públicos donde se puedan
consultar y brindar información a quien la requiera. </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">La industria petrolera y
sus sucursales han sido las principales promotoras de esta idea. El desarrollo
del SCADA Nacional así como la migración progresiva de sus entidades son
líderes en el desarrollo informático, y d</span><span style="font-family: "Arial","sans-serif"; line-height: 150%;">icen
que el tema espacial es complejo, más para quienes nunca han incursionado en la
materia. Venezuela no se intimidó por este supuesto, y de la mano con la
República China, puso en marcha el primero de muchos proyectos que irán
llenando su currículo espacial: la creación del Satélite Simón Bolívar.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;">La
iniciativa responde a la necesidad de alcanzar una verdadera independencia y
soberanía tecnológica que garantice a Venezuela la posibilidad de contar con un
dispositivo satelital eficiente y totalmente propio.</span></span></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;"><br />
En función del grado de complejidad de los proyectos a ejecutar vía satélite,
variarán los niveles de interacción que ofrece esta herramienta tecnológica. La
plataforma estará en unos meses disponible, y los sistemas más sofisticados en
materia de telecomunicaciones estarán al alcance de todos los venezolanos, sin
distingo social ni impedimento geográfico.</span></span></div>
<span style="font-size: large;">
</span><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: large;"><span style="font-family: "Arial","sans-serif"; line-height: 150%;"><br />
Conectividad que acortará distancias en territorio nacional, soberanía que dará
mejor presencia al Estado en cada rincón del país. Un total de 241 millones de
dólares invertidos y la determinante cooperación china harán posible este
escenario.</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-VE;"></span></div>
</div>
richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-91528705605624760892013-09-09T10:56:00.001-04:302013-09-09T10:56:15.618-04:30PHP y MySQL desde cero PARTE 1<iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/u2B6qa0pKG0" width="459"></iframe>richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-63621135092508822622013-09-09T10:26:00.001-04:302013-09-09T10:26:16.762-04:30EL VIDEO QUE NO QUIEREN QUE MIREMOS !!!<iframe allowfullscreen="" frameborder="0" height="270" src="//www.youtube.com/embed/KYfc5_YFFb0" width="480"></iframe>richardrojas2510.blogspot.comhttp://www.blogger.com/profile/03236147159798815447noreply@blogger.com0tag:blogger.com,1999:blog-364524541313577282.post-4355297851469394822013-07-30T11:32:00.001-04:302013-07-30T11:32:26.910-04:30PROYECTO TECNOLOGICO<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-size: large;"><b>El Proyecto Tecnológico como contenido de aprendizaje específico y
como plataforma metodológica para el desarrollo curricular de la
Tecnología permite instalar en el ámbito de la escuela una herramienta
de anticipación muy valiosa.</b></span>
</div>
<div class="fs3" style="text-align: justify;">
<span style="font-size: large;"><b>
Concepto</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Para delimitar las diferentes interpretaciones a que da lugar esta
idea, es necesario clarificar que cuando hacemos referencia a un
proyecto estamos hablando de:</b></span></div>
<span style="font-size: large;"><b>
</b></span><ul style="text-align: justify;">
<li><span style="font-size: large;"><b>
Designio o pensamiento de ejecutar algo.</b></span></li>
<li><span style="font-size: large;"><b>
Plan y disposición que se forma para un tratado o para la ejecución de una cosa de importancia.</b></span></li>
<li><span style="font-size: large;"><b>
Conjunto de diseños, planos y cálculos, plantas, alzados,
perspectivas, y la de documentación técnica de distinta índole que
determinan todo lo necesario para la construcción de una obra
arquitectónica.</b></span></li>
</ul>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Cuando hablamos de Proyecto Tecnológico, estamos considerando todo lo
anterior, pero aludiendo a un campo de contenidos mucho más amplio,
inserto en el campo social–productivo.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Si a su vez lo planteamos en términos educativos, estamos agregando a
ese campo los componentes del aprendizaje sistematizado que supone la
actividad escolar.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Según los CBC para la EGB, el Proyecto Tecnológico constituye uno de
los “Procedimientos Generales de la Tecnología” lo que puede llevar a
suponer que, en términos educativos, sólo se aborda como contenido
procedimental.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
El Proyecto Tecnológico, sin embargo, no sólo es la base del
planteamiento curricular que permite articular el conjunto de los
conocimientos del área; posee, además, una fuerte carga conceptual que
involucra aspectos técnicos, sociales, económicos, etc.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
La primera diferenciación clara respecto de otros contenidos que se
trabajan en el marco escolar en el nivel de la EGB, es que involucra
aspectos muy definidos de interacción social en términos económicos, de
medición de resultados, cumplimiento de plazos, evaluación de
consecuencias, etc., que están en la esencia misma de un proyecto
tecnológico tal como se presenta en términos reales.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
La palabra tecnología (creada por Johann Beckmann en 1777) designa a la
técnica industrial, que ya no es empírica: se apoya en el conocimiento
científico y se elabora según métodos análogos a los de la ciencia.
También se denomina Know How (saber cómo en inglés): es un conocimiento
pragmático obtenido por métodos racionales y experimentales.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Puede decirse que la concepción actual de la tecnología nació con
Edison, quien en su laboratorio de Menlo Park, se propuso por primera
vez producir sistemáticamente conocimiento técnico para la industria.
También creó el mercado de patentes y marcas.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Los grandes avances del siglo XX no se debieron ya a inventores
empíricos sino a laboratorios de investigación y desarrollo sostenidos
por el estado y la empresa privada, que funcionan como verdaderas
fábricas de tecnología. En todos los casos, hay una estrecha
colaboración entre ciencia y técnica.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
De tal modo, los primeros aviones (diseñados por empíricos como los
hermanos Wright) dieron lugar a estudios teóricos de aerodinámica, que
inmediatamente se aplicaron a mejorarlos.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Frank Whittle desarrolló el primer motor jet apoyándose en
conocimientos de termodinámica, aerodinámica y metalurgia física:
recibió apoyo del gobierno británico en vísperas de la segunda guerra
mundial y logró hacer volar el primer prototipo en 1941.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Los orígenes de la computación también pueden encontrarse en otro
proyecto militar inglés (destinado a descifrar los códigos del espionaje
enemigo), que fue puesto bajo la dirección del matemático Alan Turing.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
La energía nuclear, cuyo estudio teórico se remonta a Mendeleyev (1869)
y a Einstein, fue desarrollada por Enrico Fermi, un físico italiano
exiliado del fascismo, en el marco del Proyecto Manhattan del gobierno
norteamericano que culminaría con la bomba atómica en 1945.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
El desarrollo de todas las tecnologías vinculadas con la astronáutica,
desde las computadoras y los combustibles hasta el disco compacto, fue
parte de los proyectos de Investigación y desarrollo de la NASA en el
marco de la carrera espacial entre USA y URSS y del envío de sondas
interestelares en la década del 70”.</b></span></div>
<span style="font-size: large;"><b>
</b></span><div style="text-align: justify;">
<span style="font-size: large;"><b>
Si bien el punto de vista expuesto puede ser ampliado con muchas
consideraciones, muestra claramente que la finalidad del conocimiento
vinculado a la tecnología está orientada al logro de metas específicas,
en las cuales, el valor del resultado no es un dato más. El Pensamiento
Tecnológico tiene finalidades prácticas orientadas en un contexto
necesidad–demanda y los proyectos vinculados deben cumplir esa premisa.</b></span></div>
<br />
Por Luis Doval<br />
Profesor en Disciplinas Industriales</div>
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