tag:blogger.com,1999:blog-29997421791168883862024-03-05T03:14:05.885-08:00MikoSaaMiko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.comBlogger17125tag:blogger.com,1999:blog-2999742179116888386.post-67239859039366325652017-08-25T11:01:00.002-07:002017-08-25T11:01:13.898-07:00PULSERAS EN MACRAME<div style="text-align: justify;">
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">No hay nada más grato que pasar una de estas hermosas tardes de verano haciendo cientos de pulseras con la técnica del macrame en la compañía de los niños?? </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Te propongo 3 opciones.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Para saber el largo de los hilos, medimos alrededor del brazo y esa medida la aumentamos 3 veces más y le damos 20 cm más para los flecos</span></div>
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<b><span style="font-size: x-large;"> 1. Pulsera en V. </span></b></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Utilizaremos 8 hebras de hilo y les haremos un nudo dejando 10 cm al borde de los hilos.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Comenzamos a tejer haciendo el nudo baqueta 2 veces en cada hebra</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">lo hacemos en las 3 primeras hebras y después en las otras 3 en sentido contrario para crear la V</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">en las hebras centrales hacemos 2 nudos simples</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"> y repetimos estos pasos con los otros hilos hasta darle el largo deseado a la pulsera</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"> hacemos un nudo en el borde con todas las hebras y dejamos 10 cm para los flecos</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"> y así queda!!!</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: x-large;"><b>2. Pulsera en Zig Zag</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Utilizaremos 8 hebras de hilo</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">esta se hace con el mismo nudo baqueta pero con todos los hilos en la misma dirección </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">cuando terminan con las 8 hebras en una dirección se cambia hacia la otra dirección y así sucesivamente para hacer el zig zag </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6jO8Ox1CKYTymZNE30q7DR0DlfGOlpsMNqX-NxCGNbeTEOL107ERIkHo3deAUcKOLhXporIbKXrrzPaELsW-okoFPDl36GBbptXpe6Rq_aJVEo2yFy4POE-hglXbjcOvjXlPXS7bKczk/s1600/21.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6jO8Ox1CKYTymZNE30q7DR0DlfGOlpsMNqX-NxCGNbeTEOL107ERIkHo3deAUcKOLhXporIbKXrrzPaELsW-okoFPDl36GBbptXpe6Rq_aJVEo2yFy4POE-hglXbjcOvjXlPXS7bKczk/s400/21.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">y así queda esta otra opción </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: x-large;"><b>3. Pulsera Diagonal.</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Esta es mas fácil de hacer, solo se usan 4 hebras de hilo</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzrkdErCJoCgIRTtt1fjFiyIH0pTH38zyaNDVbfZYbsv1-PcB2grUwecmCUgFNov8PtcRAucutOWaMek4GtRRRczjClUuNusajvvK8lVUkAt2pum0BshBzBsIbagb_Hp1PP1OlDImmvN0/s1600/26.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzrkdErCJoCgIRTtt1fjFiyIH0pTH38zyaNDVbfZYbsv1-PcB2grUwecmCUgFNov8PtcRAucutOWaMek4GtRRRczjClUuNusajvvK8lVUkAt2pum0BshBzBsIbagb_Hp1PP1OlDImmvN0/s400/26.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">y se hace el nudo baqueta en una sola dirección con todas las hebras hasta darle el largo deseado a la pulsersa</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">y así queda la última opción</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBPAweCVzGcFjoMWxRRE91f5tihDj6UjVkGf4hsn8R3_Sd-JDliug_dphg94dZqbdZpKRx-VpAHocZaoBIVp7p-_wJwMYIy0N-uCYq8NJCvbTui8WpmxYtaXNVSN3ZX1sX8um8wgYrU-Y/s1600/30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBPAweCVzGcFjoMWxRRE91f5tihDj6UjVkGf4hsn8R3_Sd-JDliug_dphg94dZqbdZpKRx-VpAHocZaoBIVp7p-_wJwMYIy0N-uCYq8NJCvbTui8WpmxYtaXNVSN3ZX1sX8um8wgYrU-Y/s400/30.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Son muy fáciles de hacer y quedan hermosas!!!</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Como ya es costumbre aquí esta el vídeo con el paso a paso.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Los quiero invitar a mi canal de <a href="https://www.youtube.com/user/mikosaa000?sub_confirmation=1" target="_blank">youtube</a> donde pueden encontrar mas vídeos de manualidades, belleza y moda.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Con esta entrada estoy participando en el <span style="background-color: transparent; text-align: justify;"><i style="color: #2288bb;"><span style="color: #3d85c6;"><a href="http://www.littlekimono.com/2017/06/patchwork-embutido-totoros.html?m=1" style="color: #2288bb; text-decoration-line: none;" target="_blank">Viernes Handmade</a> </span></i></span><span style="letter-spacing: 0.16px; text-align: justify;">que nos propone </span><span style="letter-spacing: 0.16px; text-align: justify;">Little Kimono en su blog.</span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><a href="http://www.littlekimono.com/" target="_blank"><img border="0" data-original-height="111" data-original-width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjycm8kl2ieBZaPWfpHNvNlqGecgI4GMa16Ug2axQjGpKj_epFhUrVyfDcEc7P-XkPOYO773INmb_WrA4kW19gjO_ASkuOJDDmqBa2unrtq3fQ33ceIF5OBNM_sCNdUBDm60VY4wF0Q31o/s1600/viernes-handmade.gif" style="background: transparent; border: 1px solid transparent; box-shadow: rgba(0, 0, 0, 0.1) 1px 1px 5px; padding: 5px; position: relative;" /></a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Y el "Finde Frugal" de <a href="https://marcelacavaglieri.com/blog/" style="color: #2288bb; text-decoration-line: none;" target="_blank"><i>Marcela Cavaglieri</i></a> .</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Nos vemos en una próxima entrada</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Te quiero !!!</span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com6tag:blogger.com,1999:blog-2999742179116888386.post-62779135206967480232017-08-11T23:07:00.002-07:002017-08-11T23:11:36.050-07:00ÚTILES ESCOLARES DECORADOS<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijKPBRb36RBO_VIWpc0rlCPL-dEEC2NiZ9w5o_PoX_n5rkEQK0QtCGAE3cIOwGKbBNzxMKby96ZYu5YWZMVuFgJj3ouxZNkhyphenhyphenHJFTQHoab-33AdZpj4wDyoZbEaTJeSeldbHXP8xw9vlw/s1600/rac.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="768" data-original-width="1366" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijKPBRb36RBO_VIWpc0rlCPL-dEEC2NiZ9w5o_PoX_n5rkEQK0QtCGAE3cIOwGKbBNzxMKby96ZYu5YWZMVuFgJj3ouxZNkhyphenhyphenHJFTQHoab-33AdZpj4wDyoZbEaTJeSeldbHXP8xw9vlw/s320/rac.jpg" width="320" /></a><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQTkV04-BqUR7Xo7bA2V9GZsXgUWaf9nJ9jV5gjB5jJbcCar393VSwLusJRg3xTXBCNnXAwwc3gsaWpZJJXRh9gReKdMkz8V8lpCoKe-S7WbE_sh4Ht537Px0e2aeirhzL4l-6lQldAkg/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: right;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQTkV04-BqUR7Xo7bA2V9GZsXgUWaf9nJ9jV5gjB5jJbcCar393VSwLusJRg3xTXBCNnXAwwc3gsaWpZJJXRh9gReKdMkz8V8lpCoKe-S7WbE_sh4Ht537Px0e2aeirhzL4l-6lQldAkg/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQTkV04-BqUR7Xo7bA2V9GZsXgUWaf9nJ9jV5gjB5jJbcCar393VSwLusJRg3xTXBCNnXAwwc3gsaWpZJJXRh9gReKdMkz8V8lpCoKe-S7WbE_sh4Ht537Px0e2aeirhzL4l-6lQldAkg/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></a><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Ya que estamos en estos tiempos de regreso a clases les traigo otras propuestas de decoración de útiles escolares ideales para este regreso a clases.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-UWd7PRFwqGjStX68V515Yy8UHCc6Gem0zQz5HPUAVLZ9AMsdzRu3y9-cZlp5FML6gv-wCvZeGNAuuVuI_zGzot3DfaAxgAud79scJ-7B8KqC15ikvPGSvV1mPri3ocDRjHShvDIBbfc/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-UWd7PRFwqGjStX68V515Yy8UHCc6Gem0zQz5HPUAVLZ9AMsdzRu3y9-cZlp5FML6gv-wCvZeGNAuuVuI_zGzot3DfaAxgAud79scJ-7B8KqC15ikvPGSvV1mPri3ocDRjHShvDIBbfc/s320/1.jpg" width="320" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><i style="font-size: x-large;">1. LÁPICES DECORADOS.</i> </b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">En la primera idea voy a decorar lapices de colores con glitter para darle un toque de glamour. Si tus lapices no tienen color se pueden pintar antes del glitter.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-b8B_pHaGBHWISp6d0eFieYZKMc7-SETk4Ts65AHCT4jYc8Oj98Zx6bbYK18AUfQEkXebeKvNTcLUznAS9uRoUlNbf3t6oP7vfHQd2yBC1jjqkZ1J-eZfr65li3aJhvmrGYBbqyKKhJk/s1600/4.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-b8B_pHaGBHWISp6d0eFieYZKMc7-SETk4Ts65AHCT4jYc8Oj98Zx6bbYK18AUfQEkXebeKvNTcLUznAS9uRoUlNbf3t6oP7vfHQd2yBC1jjqkZ1J-eZfr65li3aJhvmrGYBbqyKKhJk/s320/4.jpg" width="320" /></span></a><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><i></i></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><i><i><b>Necesitaremos:</b></i></i></span><br />
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">- Lápices a decorar.</span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Pegamento blanco.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Glitter de colores.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Pincel.</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Hacemos una mezcla de pegamento blanco y glitter</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0LgEiA7uNDXsXX_FN96qjp3l1l102i3pDlrQkecQp6UCQoqOD4ivOx5My6HDAu5hP2dB02LlPIXkzgJDPRw1xjoxnNPyVRkcKpZQ8dQ_AO2C94pDWRbE3yKnO98fYFxMWPUInKJDSpMw/s1600/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0LgEiA7uNDXsXX_FN96qjp3l1l102i3pDlrQkecQp6UCQoqOD4ivOx5My6HDAu5hP2dB02LlPIXkzgJDPRw1xjoxnNPyVRkcKpZQ8dQ_AO2C94pDWRbE3yKnO98fYFxMWPUInKJDSpMw/s320/5.jpg" width="320" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Con un pincel la ponemos la mezcla por encima al lápiz intentado que no quede ningún área sin cubrir</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifARia4Hk5NP8MW6RhM4sp7wk0IzY0E0QOH9zHGu_q2t_2IIj5HxJ8B2PiVSqBIvk3WfKitejqy0nu6A6pUoXKZnQlWLV0ZLWaIR6SvdQUf9XY8J8NT3Zzc7CmErCb6WnktJY1a-DRNak/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifARia4Hk5NP8MW6RhM4sp7wk0IzY0E0QOH9zHGu_q2t_2IIj5HxJ8B2PiVSqBIvk3WfKitejqy0nu6A6pUoXKZnQlWLV0ZLWaIR6SvdQUf9XY8J8NT3Zzc7CmErCb6WnktJY1a-DRNak/s320/6.jpg" width="320" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se deja secar muy bien antes de usar</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiihNW-309NcaxpdAqV3gu87WQMnsXfMgV4D40sKajl66WcnDb_ZT59608wss8oqQxVHjkckWFG-bh5rozSC-S1F7T-bl6ozw0gJQBKrPajvAwU9H9N1EIFIUKGuUxqn4ZHHTuPg8g9-0o/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiihNW-309NcaxpdAqV3gu87WQMnsXfMgV4D40sKajl66WcnDb_ZT59608wss8oqQxVHjkckWFG-bh5rozSC-S1F7T-bl6ozw0gJQBKrPajvAwU9H9N1EIFIUKGuUxqn4ZHHTuPg8g9-0o/s320/7.jpg" width="320" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Y listo!!! Así quedan </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2jh1GmEQp13rSMeeVMARHqMObwh7moD02em1DOzcz8JFxBkiuMezDa9MMCiAUVVNQYq_mBiqMr1QZP87WgSSY46c8eyRfis0w2kEv7Rf03S_Hx5DeD2x3d-dz_Yv1dXoQhjBxJbXpThE/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2jh1GmEQp13rSMeeVMARHqMObwh7moD02em1DOzcz8JFxBkiuMezDa9MMCiAUVVNQYq_mBiqMr1QZP87WgSSY46c8eyRfis0w2kEv7Rf03S_Hx5DeD2x3d-dz_Yv1dXoQhjBxJbXpThE/s320/8.jpg" width="320" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><b><i>2. CLIP DECORADOS CON CARITAS</i></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGuSF6o_qEs5HOh5GqHoLXXuR6BzPidVBNejAI5TqpvCbUlGhXOV1maXN-ISntYy5DU8m4iPY0OhjD1b93jmIRx4MaeaMXwn8eM3VmJQMsGWh0EHcFxlNHk7D70Oy7xBCXI2FwzEyt2xY/s1600/28.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGuSF6o_qEs5HOh5GqHoLXXuR6BzPidVBNejAI5TqpvCbUlGhXOV1maXN-ISntYy5DU8m4iPY0OhjD1b93jmIRx4MaeaMXwn8eM3VmJQMsGWh0EHcFxlNHk7D70Oy7xBCXI2FwzEyt2xY/s320/28.jpg" width="320" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Para la segunda idea voy a decorar clips de papeles, les voy a crear una carita para que se vean bien bonitos y diferentes.</span></div>
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<i style="font-size: x-large; text-align: start;"><span style="font-family: "trebuchet ms" , sans-serif;"><b>Necesitaremos:</b></span></i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwJoT4zdBQD3duF5lg05udqsAYbTniQIOKi94MK6P_-AF_qQIXqlyNsQRvwn00cMCI6WG-RpLbVmq1Bb9UGCJpYCHjwQmfwy3CSL19mDNoZcySq7sKCbIxF8VgQIVtOxxpoH5_ZPykhj8/s1600/17.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwJoT4zdBQD3duF5lg05udqsAYbTniQIOKi94MK6P_-AF_qQIXqlyNsQRvwn00cMCI6WG-RpLbVmq1Bb9UGCJpYCHjwQmfwy3CSL19mDNoZcySq7sKCbIxF8VgQIVtOxxpoH5_ZPykhj8/s320/17.jpg" width="320" /></span></a><span style="font-family: "trebuchet ms" , sans-serif;"><span style="text-align: start;"></span></span></div>
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">- Tiritas de pastillas.</span></span></div>
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<span style="text-align: start;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Plástico negro.</span></span></div>
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<span style="background-color: white; color: #333333; font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">- Pegamento en barra.</span></span></div>
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<span style="background-color: white; color: #333333; font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">- Papel Blanco.</span></span></div>
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<span style="color: #333333; font-family: "trebuchet ms" , sans-serif; font-size: large;"><span style="background-color: white;">- Clips a decorar.</span></span></div>
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<span style="font-size: large; text-align: start;"><span style="font-family: "trebuchet ms" , sans-serif;">- Hilos de lana</span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Listones delgaditos</span></div>
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<span style="background-color: white; color: #333333; font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">- Silicón Caliente.</span></span></div>
<div style="background-color: white; color: #333333; text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Tijera.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Comenzamos quitándole la parte de atrás a las tiritas de pastillas para hacer los ojitos</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span></div>
<div style="background-color: white; color: #333333; text-align: center;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se cortan pedacitos de plástico para la pupila y se coloca uno en cada huequito</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgakFN9c8tmh0rKnL7OpXnEAjxDfl-bRC-exsNz6yOXa_qKdMLGE5RHf9LmAvIZ_-WkTfFvHaveUcdLasem1nAWUH3F7ADuB7S2pvPyMktc1oezouTw2GMuEV2F4FbMulu4bGzSlcjYayQ/s1600/13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgakFN9c8tmh0rKnL7OpXnEAjxDfl-bRC-exsNz6yOXa_qKdMLGE5RHf9LmAvIZ_-WkTfFvHaveUcdLasem1nAWUH3F7ADuB7S2pvPyMktc1oezouTw2GMuEV2F4FbMulu4bGzSlcjYayQ/s400/13.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span></div>
<div style="background-color: white; color: #333333; text-align: center;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se le pone pegamento en barra alrededor de cada huequito y se le pega una hoja de papel blanco por atrás</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZs1GhDiZgzX8HqloPbrjaMQ_uaNPTIQtwEgPMNIFS2z6Cc8mz3wtROmTpQqxQgUh66BxWhPhKXw-YeIDDfmReWrbffnq6RgahTxsXUcyddQN7u_XsNrq2eclz_9XGdMjdGVbauXpg0yA/s1600/14.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZs1GhDiZgzX8HqloPbrjaMQ_uaNPTIQtwEgPMNIFS2z6Cc8mz3wtROmTpQqxQgUh66BxWhPhKXw-YeIDDfmReWrbffnq6RgahTxsXUcyddQN7u_XsNrq2eclz_9XGdMjdGVbauXpg0yA/s400/14.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpNCMCxH_CWkQhVKxJ_hL7LTYqkHLHKKiAkpnvnhQ3qnFCGYrVa7-o5U6T8HDQWtdajkrY8QxtWblUr4VTGhyG0iU8aJQz1KgJjwfVgauq3kqwRJE0vLBLK1yti54aJ30XJ9fzjisiFvk/s1600/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpNCMCxH_CWkQhVKxJ_hL7LTYqkHLHKKiAkpnvnhQ3qnFCGYrVa7-o5U6T8HDQWtdajkrY8QxtWblUr4VTGhyG0iU8aJQz1KgJjwfVgauq3kqwRJE0vLBLK1yti54aJ30XJ9fzjisiFvk/s400/15.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span></div>
<div style="background-color: white; color: #333333; text-align: center;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se recortan los ojitos y listo !!! </span></div>
<div style="background-color: white; color: #333333; text-align: center;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Ya tenemos cientos de ojitos para todas las manualidades.</span></div>
<div style="background-color: white; color: #333333; text-align: center;">
<span style="font-family: "trebuchet ms" , sans-serif;">(Este paso es opcional porque estos ojitos ya los venden en casi todas las tiendas de manualidades)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_S-UCntPo-VQhOBQvJjVVYZB-emfz5-mFsKb9Ao0N2JlB5RwC1ayQIgfHBw0-VWMkBr2s97MWgCmrUteWDgpypA5DZldRFmMDqCLDZpUDg4HGML96UEAaEv52ZPAm1_aL_XTHCjUQviU/s1600/16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_S-UCntPo-VQhOBQvJjVVYZB-emfz5-mFsKb9Ao0N2JlB5RwC1ayQIgfHBw0-VWMkBr2s97MWgCmrUteWDgpypA5DZldRFmMDqCLDZpUDg4HGML96UEAaEv52ZPAm1_aL_XTHCjUQviU/s400/16.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9zAxwIx66LuEWtzazVV-6-cvt0tpgXODTIFqh76S_OQuABJi_3xuwSyUdKrxovulwQS17yoQBNvgRn-GefpvC_jLPj_Ex18Ma57IotjETwAt_64cCZ1MjCDSJrTPxPGnic8yjtvm7hsA/s1600/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9zAxwIx66LuEWtzazVV-6-cvt0tpgXODTIFqh76S_OQuABJi_3xuwSyUdKrxovulwQS17yoQBNvgRn-GefpvC_jLPj_Ex18Ma57IotjETwAt_64cCZ1MjCDSJrTPxPGnic8yjtvm7hsA/s400/9.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se mide el doble del largo del clip y por esa medida se cortan 3 pedacitos de lana</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfmf-dZ0XwVpHxIamCp2Uzbcvcv1S8mvHrudv84iqiHj6FYbJwM0Q2HzH-cfljFWJaOd7exy-uE4vnlAZMHWz2y413zcTiSKkCFXP540izDKtB_06DnqSY_DNP-xMlvtHeOnc2Zulv2fw/s1600/18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfmf-dZ0XwVpHxIamCp2Uzbcvcv1S8mvHrudv84iqiHj6FYbJwM0Q2HzH-cfljFWJaOd7exy-uE4vnlAZMHWz2y413zcTiSKkCFXP540izDKtB_06DnqSY_DNP-xMlvtHeOnc2Zulv2fw/s400/18.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCwYNgOueWeovtWcB9G30MbR8JZl2tidt3KqmqRnedT_odJRVoTS8N0fg2uwVP7f8_-H8rQ-0bZ9anFmaWHd4BjDeYD2EKfj_KTog3GYJzqyJUgBupboOY1UWvauoe6RD32YE4otbRFK4/s1600/19.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCwYNgOueWeovtWcB9G30MbR8JZl2tidt3KqmqRnedT_odJRVoTS8N0fg2uwVP7f8_-H8rQ-0bZ9anFmaWHd4BjDeYD2EKfj_KTog3GYJzqyJUgBupboOY1UWvauoe6RD32YE4otbRFK4/s400/19.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se doblan al medio los pedacitos de lana y se unen al clip </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJJ0TxMo-LllalhyB92phEp92xSLD4JZ08DblOl2_avjvYmxUzTZkVQfHrS2W3TaYMQKrJJr1Axcqgv0DBZO5YHumkZzD09LWwkRoOqdi8KsXE7v3jR1HMItaWE3IPwS8R7nvjWEs1AbA/s1600/20.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Con un pedacito de listón se le hacen 2 nudos para hacer una colita al cabello</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuaxfDjyqYbpjNm7y1vVV1UCjvnnuBA8fvxbcYh_M35L4J_ZRQKdTiYBIkurICZ45d0mn9cXsRiqInxcbfF8UE2OY3lkgH5nz4ADFQRip2Ls8QXvz7HpTSv3aXpKiVxeOtT1Pe6puuIb8/s1600/23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuaxfDjyqYbpjNm7y1vVV1UCjvnnuBA8fvxbcYh_M35L4J_ZRQKdTiYBIkurICZ45d0mn9cXsRiqInxcbfF8UE2OY3lkgH5nz4ADFQRip2Ls8QXvz7HpTSv3aXpKiVxeOtT1Pe6puuIb8/s400/23.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">y con silicón caliente se le pegan los ojitos</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS-4C2AMMvuFlAuH-Shlx1pBcmhelkebTKGteZOfteQHC2Ifc7zl5BN1B-EmJsPGccvSfIqTUs_lAcst0gCKCM9fndSxW1KQUM8bHjaXphyphenhyphenAiBc_3Xp3__S0CTfSJqpWxEKzpyoYnlnfc/s1600/24.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS-4C2AMMvuFlAuH-Shlx1pBcmhelkebTKGteZOfteQHC2Ifc7zl5BN1B-EmJsPGccvSfIqTUs_lAcst0gCKCM9fndSxW1KQUM8bHjaXphyphenhyphenAiBc_3Xp3__S0CTfSJqpWxEKzpyoYnlnfc/s400/24.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">También le pegue una estrellita en su moñito para que se vea más bonito</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; margin-left: 1em; margin-right: 1em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf0ajk8dlU0KbM9aJwcFSeVOw0w4nIEbxoxDivOk2CRU1kCt2DngpbsdKF9WxBTHNXTSriZk8FyttT9oGikQ3qZhP19TIzVDhWCc-Minx7o07Ul2Er1Ek4hiqjaJuimeD8acvtscV6A5E/s1600/26.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf0ajk8dlU0KbM9aJwcFSeVOw0w4nIEbxoxDivOk2CRU1kCt2DngpbsdKF9WxBTHNXTSriZk8FyttT9oGikQ3qZhP19TIzVDhWCc-Minx7o07Ul2Er1Ek4hiqjaJuimeD8acvtscV6A5E/s400/26.jpg" width="400" /></a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Y así quedan. Hermosos verdad???</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Se pueden hacer otros diseños cambiándoles el peinado o el color del cabello</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggXAzPlS-6OmJQ1YyJlW3BuGQG3yZWaf90lPK_Kk0pOC7g9Lw6auE9M4kAIreW9xBFVLX42LbUsLvXMLYNMCdKwm8o5xgo7ufd7qv3tzNF-PAG2gIFGxiOBCdGIauWG7RcWRt6eZEVt-M/s1600/27.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggXAzPlS-6OmJQ1YyJlW3BuGQG3yZWaf90lPK_Kk0pOC7g9Lw6auE9M4kAIreW9xBFVLX42LbUsLvXMLYNMCdKwm8o5xgo7ufd7qv3tzNF-PAG2gIFGxiOBCdGIauWG7RcWRt6eZEVt-M/s400/27.jpg" width="400" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><b><i>3. GRAPAS DE COLORES.</i></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIXM-ArnJXPV_OUyicP8VSbDOZcIOHtx7Q98whZ3jCQ4bXtHjzAEqVn24CFLDOMe3oiCPtLlL3Mb939vQjy2D9nm3RWugmWDd3FV9jxb-20ZyyVBsiWIk7Wf2P0Ryh4Fu2a1UvZCOwKMM/s1600/29.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="768" data-original-width="1366" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIXM-ArnJXPV_OUyicP8VSbDOZcIOHtx7Q98whZ3jCQ4bXtHjzAEqVn24CFLDOMe3oiCPtLlL3Mb939vQjy2D9nm3RWugmWDd3FV9jxb-20ZyyVBsiWIk7Wf2P0Ryh4Fu2a1UvZCOwKMM/s320/29.jpg" width="320" /></a></div>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Para la tercera idea voy hacer </span><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">cientos de grapas </span><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">de colores.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQeeaMPksEhurb6Fe1eLn8bqsPunpkLVz_F0rRY9MT9TTPKycMU4MCDjTFLlZuXaSdGQY_jgFUYM3Izht_m4NWkmnvp5XLbnGv6SSSxiwCU3sXPfg6r3vhxZjQyxTSmYGn9oLZIBFJCvE/s1600/29.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><b><i>Necesitaremos:</i></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXQLz09i6ba7xXYWARODR7i3Kdmgwww4MD1LtaxChcCK0Y2AplWJ2PqQwTvzkwywoghYpESx_55p1Kd_GMxjBm3WYkocGgiP73J_0SnbYCrDpWTJ-xWQeuZhu0Nea4ukYUPKh3rNAOKKU/s1600/31.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"></span></a><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Grapas a decorar.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXQLz09i6ba7xXYWARODR7i3Kdmgwww4MD1LtaxChcCK0Y2AplWJ2PqQwTvzkwywoghYpESx_55p1Kd_GMxjBm3WYkocGgiP73J_0SnbYCrDpWTJ-xWQeuZhu0Nea4ukYUPKh3rNAOKKU/s1600/31.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXQLz09i6ba7xXYWARODR7i3Kdmgwww4MD1LtaxChcCK0Y2AplWJ2PqQwTvzkwywoghYpESx_55p1Kd_GMxjBm3WYkocGgiP73J_0SnbYCrDpWTJ-xWQeuZhu0Nea4ukYUPKh3rNAOKKU/s320/31.jpg" width="320" /></span></a><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">- Esmaltes de uñas de distintos colores.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Lo que hare será pintar las grapas de distintos colores </span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjfWuENdA-9-DbXdEbbJGdOUkncEgDomHExGXhyphenhyphencb7PUmq4LFteIUJyruTR6kWpUDUBVku7KsqMtDfeqLXRkRD9p5MgpQ7VK4QVMZFGBsNf8X4sCUoZRol09t3ut7Lrm8G8SukhswyXQM/s1600/32.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjfWuENdA-9-DbXdEbbJGdOUkncEgDomHExGXhyphenhyphencb7PUmq4LFteIUJyruTR6kWpUDUBVku7KsqMtDfeqLXRkRD9p5MgpQ7VK4QVMZFGBsNf8X4sCUoZRol09t3ut7Lrm8G8SukhswyXQM/s400/32.jpg" width="400" /></span></a></span></div>
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;"> Se dejan secar muy bien antes de usar y listo!!!!</span></span></div>
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<span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQeeaMPksEhurb6Fe1eLn8bqsPunpkLVz_F0rRY9MT9TTPKycMU4MCDjTFLlZuXaSdGQY_jgFUYM3Izht_m4NWkmnvp5XLbnGv6SSSxiwCU3sXPfg6r3vhxZjQyxTSmYGn9oLZIBFJCvE/s1600/29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQeeaMPksEhurb6Fe1eLn8bqsPunpkLVz_F0rRY9MT9TTPKycMU4MCDjTFLlZuXaSdGQY_jgFUYM3Izht_m4NWkmnvp5XLbnGv6SSSxiwCU3sXPfg6r3vhxZjQyxTSmYGn9oLZIBFJCvE/s400/29.jpg" width="400" /></span></a></span></div>
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">Aquí el vídeo del paso a paso de las 3 ideas.</span></span></div>
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">Con esta entrada estoy participando en el <span style="background-color: transparent; text-align: justify;"><i style="color: #2288bb;"><span style="color: #3d85c6;"><a href="http://www.littlekimono.com/2017/06/patchwork-embutido-totoros.html?m=1" style="color: #2288bb; text-decoration-line: none;" target="_blank">Viernes Handmade</a> </span></i></span><span style="letter-spacing: 0.16px; text-align: justify;">que nos propone </span><span style="letter-spacing: 0.16px; text-align: justify;">Little Kimono en su blog.</span></span></span></div>
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<span style="font-size: large;"><span style="font-family: inherit;">Y el "Finde Frugal" de </span><a href="https://marcelacavaglieri.com/blog/" style="color: #2288bb; text-decoration-line: none;" target="_blank"><i>Marcela Cavaglieri</i></a><span style="font-family: inherit;"> .</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: large;">Nos vemos en una próxima entrada</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: large;">Te quiero !!!</span></span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com8tag:blogger.com,1999:blog-2999742179116888386.post-14353483104105841162017-08-05T07:55:00.002-07:002017-08-05T07:55:33.431-07:00CUADERNOS DECORADOS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXTWCuIW_ascgza8uio-qZg_4uT7PMyeclxodL-ESp6_HTBa1FyPAqKXQ-txoY9obx8EFJROlSn3m9tQZSIeC0gl-rzOBbn4A9nhmKXw57MKhHkxr9kAdJJRZb7FWWyoqU5ZkiGf5rH8/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXTWCuIW_ascgza8uio-qZg_4uT7PMyeclxodL-ESp6_HTBa1FyPAqKXQ-txoY9obx8EFJROlSn3m9tQZSIeC0gl-rzOBbn4A9nhmKXw57MKhHkxr9kAdJJRZb7FWWyoqU5ZkiGf5rH8/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXTWCuIW_ascgza8uio-qZg_4uT7PMyeclxodL-ESp6_HTBa1FyPAqKXQ-txoY9obx8EFJROlSn3m9tQZSIeC0gl-rzOBbn4A9nhmKXw57MKhHkxr9kAdJJRZb7FWWyoqU5ZkiGf5rH8/s320/1.jpg" width="320" /></span></a><span style="font-family: inherit; font-size: large;">Esta hermosa idea es ideal para el regreso a clases o para si tenemos algún cuaderno por ahí que queremos darle un look más fashion o un toque personal. De seguro todos van amar estos cuadernos!!!!</span></div>
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<span style="font-family: inherit; font-size: large;"><b><i>Materiales:</i></b></span><br />
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<span style="font-family: inherit; font-size: large;">- Cuadernos a decorar.</span></div>
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<span style="font-family: inherit; font-size: large;">- Telas de diferentes colores.</span></div>
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<span style="font-family: inherit; font-size: large;">- Cintas de diferentes colores.</span></div>
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<span style="font-family: inherit; font-size: large;">- Papel Blanco.</span></div>
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<span style="font-family: inherit; font-size: large;">- Pedacito de Carton.</span></div>
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<span style="font-family: inherit; font-size: large;">- Pegamento Blanco.</span></div>
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<span style="font-family: inherit; font-size: large;">- Pegamento en barra.</span></div>
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<span style="font-family: inherit; font-size: large;">- Silicón Caliente.</span></div>
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<span style="font-family: inherit; font-size: large;">- Tijera.</span></div>
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<span style="font-family: inherit; font-size: large;">Comenzamos escogiendo los cuadernos que vamos a decorar.</span></div>
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<span style="font-family: inherit; font-size: large;">Para que no se vea el diseño que tiene el cuaderno le pegamos una hoja blanca en cada lado de la caratula.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy8OtXE6lZQX7WG5uZoCx5_gmRcyPSSE9YlMTNhGHuPNPhONkeeKGvzvX2HXxSCMU4pPRYG1usXwV_yH20RoeO1fN2zTj38vjJC4aB5ClzRt_N_l3CYiM2DaBLZ6nK9fis7yorVk-6cc8/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy8OtXE6lZQX7WG5uZoCx5_gmRcyPSSE9YlMTNhGHuPNPhONkeeKGvzvX2HXxSCMU4pPRYG1usXwV_yH20RoeO1fN2zTj38vjJC4aB5ClzRt_N_l3CYiM2DaBLZ6nK9fis7yorVk-6cc8/s400/6.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">El siguiente paso es planchar muy bien todas las telas y cintas que vamos a utilizar para que no queden arrugas.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Idpa_vY-Uq3San0H7ZHhFqbzwF-LsaSr58bamrvIcBUMkq-WkFnGh8Rq4JwmQ4KV94eIaoMJJU1eIN7dbHy_oEiJYdvrAS4BmTmXyYIJXBGZZnL2a5CP0rMTYcebSidHb0SP08IbAp4/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Idpa_vY-Uq3San0H7ZHhFqbzwF-LsaSr58bamrvIcBUMkq-WkFnGh8Rq4JwmQ4KV94eIaoMJJU1eIN7dbHy_oEiJYdvrAS4BmTmXyYIJXBGZZnL2a5CP0rMTYcebSidHb0SP08IbAp4/s400/7.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Es importante marcar donde vamos a poner las telas para que queden en el lugar correcto. </span></div>
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<span style="font-size: large;"><span style="font-family: inherit;">Las</span><span style="font-family: inherit;"> telas se pegan con pegamento blanco cuidando que no queden arrugas o burbujas, primero se pega un lado y luego el otro lado de la tela. </span></span></div>
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<span style="font-family: inherit; font-size: large;">El sobrante de la tela se recorta a 1 cm de distancia del borde del cuaderno.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSkjqh7_r_gJsulbvqrbWVOwGdLoF-n5WttF8fKp3jXI8FfH-df07yvu5oB2_JMai3EKsuU9Fb4puGL2iAhG1v7WSF2M83XBrpdyap_3AN0JlOvhh01ffu1zoQ5TssNZ_f13VdxKuMMxE/s1600/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSkjqh7_r_gJsulbvqrbWVOwGdLoF-n5WttF8fKp3jXI8FfH-df07yvu5oB2_JMai3EKsuU9Fb4puGL2iAhG1v7WSF2M83XBrpdyap_3AN0JlOvhh01ffu1zoQ5TssNZ_f13VdxKuMMxE/s400/15.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Las demás telas se pegan siguiendo el mismo procedimiento.</span></div>
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<span style="font-family: inherit; font-size: large;">y los bordes de la tela se doblan hacia adentro y se pegan con pegamento blanco.</span></div>
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<span style="font-family: inherit; font-size: large;">Las decoraciones son según su gusto y se hacen con silicón caliente para que sea más rápido y quede mejor.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKohUpqgfsPI10ZpJdYBv9ey4HkCsY0zJJw87WZ-aiIQbvtRm-z-ObJVrQIDFvaRZdqbkWYsxrnFB6RiNnNgAusS4ZHljFj_3PBt9CjJ2kgMxS5VKgljhBbwuCmduSawZwSS0hjjljUQM/s1600/27.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKohUpqgfsPI10ZpJdYBv9ey4HkCsY0zJJw87WZ-aiIQbvtRm-z-ObJVrQIDFvaRZdqbkWYsxrnFB6RiNnNgAusS4ZHljFj_3PBt9CjJ2kgMxS5VKgljhBbwuCmduSawZwSS0hjjljUQM/s400/27.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Se recorta un rectángulo en papel blanco, se pega en carton y se decora según su gusto.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF-HUSr4ymZFw-o4NLGC2n9SjE17gyWQpD309CPjn10CKyjwOm5lCWZDaRPK-NSlye4PKKiqqcP5UV5gFWF8TVmf682uKEFsum3zO6WSYc2_slul1kT7grxw3IyyF0TSfHlgp7uhJdMms/s1600/29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF-HUSr4ymZFw-o4NLGC2n9SjE17gyWQpD309CPjn10CKyjwOm5lCWZDaRPK-NSlye4PKKiqqcP5UV5gFWF8TVmf682uKEFsum3zO6WSYc2_slul1kT7grxw3IyyF0TSfHlgp7uhJdMms/s400/29.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Luego se pega al centro del cuaderno para que ahí podamos poner el nombre de la asignatura o nuestro nombre.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg39Dv34unmVyMRcSXLTAwdwqJoxG81TZ2JrONweWSNVs8oTVSyRc6L56uyhO9bPjRZsY5gYtJCR3F6D7R3NeRof94YRfbh_SM_gTL6rgAPwKKpKe1-y0ZVKO0rl132QM7ALchw8yp98vA/s1600/34.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg39Dv34unmVyMRcSXLTAwdwqJoxG81TZ2JrONweWSNVs8oTVSyRc6L56uyhO9bPjRZsY5gYtJCR3F6D7R3NeRof94YRfbh_SM_gTL6rgAPwKKpKe1-y0ZVKO0rl132QM7ALchw8yp98vA/s400/34.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Como paso final se le hace un marcapaginas con una cinta.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvlACNvnSLbKY0rlOF422ZpodssaqHcHNzZ_u_W8E0jleFHjn_5xO7j6SDwmaXkQ_I6MK717f95hXvrxi8QXdhc0Mv9HrjdU79iruk2AzEJwCmzB6aylWQgC06o8zrNipWsLQV3EEQ7I8/s1600/36.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvlACNvnSLbKY0rlOF422ZpodssaqHcHNzZ_u_W8E0jleFHjn_5xO7j6SDwmaXkQ_I6MK717f95hXvrxi8QXdhc0Mv9HrjdU79iruk2AzEJwCmzB6aylWQgC06o8zrNipWsLQV3EEQ7I8/s400/36.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCAmxF1sgztOqe0EgiFBaxH2ZEj_PCMh44BmOgh6woVR5U3TMjR2GGJfEdEAw1-QKwVGPLAjM4bbZLgD7wQWaxlqz9QrpklHKTpmaoNTylCD07mJtyD0k5M3tsY7k-zHiCsZIVMJCBr4E/s1600/37.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCAmxF1sgztOqe0EgiFBaxH2ZEj_PCMh44BmOgh6woVR5U3TMjR2GGJfEdEAw1-QKwVGPLAjM4bbZLgD7wQWaxlqz9QrpklHKTpmaoNTylCD07mJtyD0k5M3tsY7k-zHiCsZIVMJCBr4E/s400/37.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Y este es el resultado final !!!!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMEw9f1QLsLRAlzuHrrgt1FqubML8DebcJ8rRnaL83mWlB449td394Hyd4QxLvJrMEuN206tcpxej4PbMZm-F8K9Y4PET1W9smPhDZzcHqt_q5DNUWg1FtChienMc5OOh-csUE69DPhsU/s1600/38.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMEw9f1QLsLRAlzuHrrgt1FqubML8DebcJ8rRnaL83mWlB449td394Hyd4QxLvJrMEuN206tcpxej4PbMZm-F8K9Y4PET1W9smPhDZzcHqt_q5DNUWg1FtChienMc5OOh-csUE69DPhsU/s400/38.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Usando la misma técnica se pueden crear muchísimos diseños.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKXJ1twPtn2nB4Wbg5UBxtJ9RHqOlz0X4P2H73gvU5_WvaBxGDnF_dj6PVFGl88XsdoJrNAEftFRli7t1EJWUZ6W_QWip6lj04hg4twUgfxCLvbLLQWKTBp8TbaZiuIBwCRnOxqwysa3E/s1600/40.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKXJ1twPtn2nB4Wbg5UBxtJ9RHqOlz0X4P2H73gvU5_WvaBxGDnF_dj6PVFGl88XsdoJrNAEftFRli7t1EJWUZ6W_QWip6lj04hg4twUgfxCLvbLLQWKTBp8TbaZiuIBwCRnOxqwysa3E/s400/40.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Hermosos verdad ??? Cuál es tu preferido??</span></div>
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<span style="font-size: large;">yo todavía no se por cual decidirme!!!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYIjZPVmqZUUczqH3pKnzTQTfAQHeHnSAHQRu9CfuKestEDxNmd2wVOEmghZ1j_n69EUJELV3PHY_dgLHgaicTqdGkyE486YBwhQMGpcZYursPExmih7-1ZUme2EuHSdyxUmWNFI_hqKM/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYIjZPVmqZUUczqH3pKnzTQTfAQHeHnSAHQRu9CfuKestEDxNmd2wVOEmghZ1j_n69EUJELV3PHY_dgLHgaicTqdGkyE486YBwhQMGpcZYursPExmih7-1ZUme2EuHSdyxUmWNFI_hqKM/s400/1.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Estos son una excelente idea para decorar los cuadernos de nuestros hijos o hasta para hacer negocio porque los materiales que se usan son bien poquitos. </span></div>
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<span style="font-family: inherit; font-size: large;">Como ya es costumbre la mayoría de mis manualidades trae vídeo del paso a paso, así que aquí se los dejo.</span></div>
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<span style="font-family: inherit; font-size: large;"><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/t2SXXwBUbOU/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/t2SXXwBUbOU?feature=player_embedded" width="320"></iframe></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Y como cada viernes tenemos una cita a la que no puedo faltar.... </span></div>
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">Con esta entrada estoy participando en el <span style="background-color: transparent; text-align: justify;"><i style="color: #2288bb;"><span style="color: #3d85c6;"><a href="http://www.littlekimono.com/2017/06/patchwork-embutido-totoros.html?m=1" style="color: #2288bb; text-decoration-line: none;" target="_blank">Viernes Handmade</a> </span></i></span><span style="letter-spacing: 0.16px; text-align: justify;">que nos propone </span><span style="letter-spacing: 0.16px; text-align: justify;">Little Kimono en su blog.</span></span></span></div>
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<span style="font-size: medium;"><span style="font-family: inherit;">Y el "Finde Frugal" de </span><a href="https://marcelacavaglieri.com/blog/" style="color: #2288bb; text-decoration-line: none;" target="_blank"><i>Marcela Cavaglieri</i></a><span style="font-family: inherit;"> .</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: medium;">Nos vemos en una próxima entrada</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: medium;">Te quiero !!!</span></span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com8tag:blogger.com,1999:blog-2999742179116888386.post-12511183477222137782017-07-28T22:49:00.001-07:002017-07-28T22:52:08.897-07:00TOALLA BORDADA CON LISTON<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEina_A0Gd8hMgekM__ff-yMqITQy2zSecSiJc-eN3JZyxvfXkDDLXyADA9zLvvZKl43fFjf3wrtYnqCkSIfQ6y1HFpJwMXNuWKoAvNoB34BqxjmK8r_Uw9Dx8S4ix52ELsxnSPtIuYqSXM/s1600/Imagen0708xx.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEina_A0Gd8hMgekM__ff-yMqITQy2zSecSiJc-eN3JZyxvfXkDDLXyADA9zLvvZKl43fFjf3wrtYnqCkSIfQ6y1HFpJwMXNuWKoAvNoB34BqxjmK8r_Uw9Dx8S4ix52ELsxnSPtIuYqSXM/s320/Imagen0708xx.jpg" width="320" /></a><span style="font-size: large;"></span><br />
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<span style="font-family: inherit; font-size: large;">El bordado con cinta o listón es verdaderamente una técnica hermosa, elegante, fina, no se cuantas cosas le quieran decir para definir el resultado final de los trabajos con esta técnica, pero creo que cualquier palabra se quedaría pequeña, jeje</span></div>
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<span style="font-family: inherit; font-size: large;">Ya les estaré compartiendo muchísimos trabajos que he realizado y otros tantos que tengo en mente.</span></div>
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<span style="font-family: inherit; font-size: large;">Pero de momento les propongo realizar esta hermosa toalla bordada con listón.</span></div>
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<span style="font-family: inherit; font-size: x-large;"><i><u>Materiales:</u></i></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi83Q8XAtAzdpB47Uaerq74OVbWEoVal1DfUv3wblA71JMqhfC5JD4Wq4K0cpL_el3_M0CG3jBCKmpZdf4mHjcQQNMuB6tCoJK7u_IHRglspUAA1M5T1oCUOBqpUn9Te8sMMnI1ziVRXRc/s1600/Imagen0456.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi83Q8XAtAzdpB47Uaerq74OVbWEoVal1DfUv3wblA71JMqhfC5JD4Wq4K0cpL_el3_M0CG3jBCKmpZdf4mHjcQQNMuB6tCoJK7u_IHRglspUAA1M5T1oCUOBqpUn9Te8sMMnI1ziVRXRc/s320/Imagen0456.jpg" width="320" /></span></a><span style="font-family: inherit; font-size: large;">- Toalla a Decorar.</span></div>
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<span style="font-family: inherit; font-size: large;">- Tela de Organza.</span></div>
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<span style="font-family: inherit; font-size: large;">-Aguja de Modista.</span></div>
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<span style="font-family: inherit; font-size: large;">- Aguja de Caneva No. 16 </span></div>
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<span style="font-family: inherit; font-size: large;">- Tira Bordada con Pasa Listón.</span></div>
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<span style="font-family: inherit; font-size: large;">- Hilo de Madeja para el tallo.</span></div>
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<span style="font-family: inherit; font-size: large;">- Listones de Colores de 0.5 cm para las hojas y de 0.7 cm para las flores.</span></div>
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<span style="font-family: inherit; font-size: large;">Imprimir y calcar el diseño sobre la tela de organza.</span></div>
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<span style="font-family: inherit;">(El diseño está a tamaño A4, se puede aumentar o disminuir según su gusto)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1o_RFq16ewdNI-5ANeS6kTF5VUPDMDSrriDYFuDLIkhIbZn-mgqJM_LQ9E5Ogtz6_wWIt20_pSiOny1wK94wx1aqaMX7ywAMHfvDHW66jhAv9lfFtoNA0OnYtORjm_YAc7p2wm94-aKc/s1600/IMG_20170728_0003.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="1237" data-original-width="1600" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1o_RFq16ewdNI-5ANeS6kTF5VUPDMDSrriDYFuDLIkhIbZn-mgqJM_LQ9E5Ogtz6_wWIt20_pSiOny1wK94wx1aqaMX7ywAMHfvDHW66jhAv9lfFtoNA0OnYtORjm_YAc7p2wm94-aKc/s400/IMG_20170728_0003.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">El tallo se hace con punto Tallo, la aguja de modista y el hilo de madeja.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSiUJhIXppIrQzUfa6m9mG8JjI0lleIm-V63j8AKi5cSCJDbROCrGdMCZVmqeyuSPkJ-WVVmt6q3UXKr73MHSYedCW2qo9XOhoKVm0G1wuU0ZUR1RuGdrgtsjkc83Qd0r8C0gESUuhUfk/s1600/punto+tallo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="160" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSiUJhIXppIrQzUfa6m9mG8JjI0lleIm-V63j8AKi5cSCJDbROCrGdMCZVmqeyuSPkJ-WVVmt6q3UXKr73MHSYedCW2qo9XOhoKVm0G1wuU0ZUR1RuGdrgtsjkc83Qd0r8C0gESUuhUfk/s1600/punto+tallo.jpg" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Las hojas se hacen con la puntada Japonesa y con listón verde de 0.5 cm y la aguja de caneva.</span></div>
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<span style="font-family: inherit; font-size: large;">Las flores pequeñas en tono rosado se hacen con la puntada de Pétalo Margarita y listón de 0.5cm.</span></div>
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<span style="font-family: inherit; font-size: large;">Las flores grandes se hacen la puntada de Rosa con Base Etrella y con listón de 0.7cm.</span></div>
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<span style="font-family: inherit; font-size: large;">Una vez listo el bordado se cose a la toalla y se le agrega la cinta bordada y el listón para decorar.</span></div>
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<span style="font-family: inherit; font-size: large;">Y así queda, hermoso verdad??</span></div>
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<span style="font-size: large;"><span style="font-family: inherit;">Con esta entrada participo en el </span><span style="background-color: transparent; text-align: justify;"><i style="color: #2288bb;"><span style="color: #3d85c6; font-family: inherit;"><a href="http://www.littlekimono.com/2017/06/patchwork-embutido-totoros.html?m=1" style="color: #2288bb; text-decoration-line: none;" target="_blank">Viernes Handmade</a> </span></i></span><span style="font-family: inherit; letter-spacing: 0.16px; text-align: justify;">que nos propone </span></span><span style="font-family: inherit; font-size: large; letter-spacing: 0.16px; text-align: justify;">Little Kimono en su blog.</span></div>
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<span style="font-size: large;"><span style="font-family: inherit;">Y el "Finde Frugal" de </span><a href="https://marcelacavaglieri.com/blog/" style="color: #2288bb; text-decoration-line: none;" target="_blank"><i>Marcela Cavaglieri</i></a><span style="font-family: inherit;"> .</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: large;">Nos vemos en una próxima entrada</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: large;">Te quiero !!!</span></span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com8tag:blogger.com,1999:blog-2999742179116888386.post-27200527343736631652017-07-14T14:15:00.002-07:002017-07-14T14:16:41.338-07:00MAYONESA DE ARROZ<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkJSs4f7qbNU0xmze0nunQIeA3icDcxHbh9UJNnJLauG6dGQ-HFNAssAb9ajpU1plVgoCDDQuYsn9C1Hk-hUwCZjp3X3bPoAzETxQ9MMSX7Fjm4PSFqPStbhvXAWTyqka98QXCJCBf4gw/s1600/00.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="768" data-original-width="1366" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkJSs4f7qbNU0xmze0nunQIeA3icDcxHbh9UJNnJLauG6dGQ-HFNAssAb9ajpU1plVgoCDDQuYsn9C1Hk-hUwCZjp3X3bPoAzETxQ9MMSX7Fjm4PSFqPStbhvXAWTyqka98QXCJCBf4gw/s320/00.jpg" width="320" /></a><span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">Hoy te traigo una mayonesa casera, baja en grasa, por lo que es mucho más saludable que la tí<span id="goog_1681585645"></span><a href="https://www.blogger.com/"></a><span id="goog_1681585646"></span>pica mayonesa que compramos en el mercado.</span></span></div>
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<span style="background-color: white; color: #222222;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">É</span></span><span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">sta, esta preparada a base de arroz y queda con un sabor exquisito, se puede acompañar con pan, galletas o en cualquier platillo deseado.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpRinkjr68W1m7dlCkGcgF_JS93XrBmbyCcU5yd4h5o4JA4vcyCewJkr7-Bv0-CNfPUUE1b7c37ukUBodlFf1iNxuJ-PY2hLVtyRuyvn_pBDB1FDZZt5XLeR1S34Hp4zyGqqDHZ1AqfL0/s1600/3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif;"></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">1/2 Taza de Arroz Blanco cocinado.</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpRinkjr68W1m7dlCkGcgF_JS93XrBmbyCcU5yd4h5o4JA4vcyCewJkr7-Bv0-CNfPUUE1b7c37ukUBodlFf1iNxuJ-PY2hLVtyRuyvn_pBDB1FDZZt5XLeR1S34Hp4zyGqqDHZ1AqfL0/s1600/3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1364" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpRinkjr68W1m7dlCkGcgF_JS93XrBmbyCcU5yd4h5o4JA4vcyCewJkr7-Bv0-CNfPUUE1b7c37ukUBodlFf1iNxuJ-PY2hLVtyRuyvn_pBDB1FDZZt5XLeR1S34Hp4zyGqqDHZ1AqfL0/s200/3.jpg" width="200" /></a><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span><br />
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">1/2 Taza de Crema de Leche.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC7ZUJL1JVX42Gcvx_AD3gnvYesctYmYmMqSNxYgnGMf-KIQDEnI-Gkmd6z4OBwDNOeYBHRlFVOd40z-tVBNqfMAIVBOaZjZxK2klkgzNRlnxRDl-7d-b54TNn2Q00Xby6UNZ-70OQzFs/s1600/4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><img border="0" data-original-height="768" data-original-width="1362" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgC7ZUJL1JVX42Gcvx_AD3gnvYesctYmYmMqSNxYgnGMf-KIQDEnI-Gkmd6z4OBwDNOeYBHRlFVOd40z-tVBNqfMAIVBOaZjZxK2klkgzNRlnxRDl-7d-b54TNn2Q00Xby6UNZ-70OQzFs/s200/4.jpg" width="200" /></span></a><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><br /></span><br />
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">2 Cucharaditas de Aceite Vegetal.</span></span><br />
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">2 Cucharadas de Vinagre de Arroz.</span></span><br />
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;">1 Diente de Ajo.</span></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Para esta receta voy a estar utilizando un <a href="http://amzn.to/2usjfd5" target="_blank">procesador de alimentos</a> porque es más potente pero se puede utilizar también una batidora.</span></div>
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<i><span style="font-family: "trebuchet ms" , sans-serif; font-size: x-large;">Procedimiento:</span></i></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">1. Moler el diente de Ajo.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">2. Agregar el arroz, la crema, el aceite y seguir moliendo.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">3. Se le agrega una pizca de sal si lo desean y se sigue moliendo.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">4. Se le agrega el vinagre de arroz y se muele hasta que tenga la consistencia de mayonesa.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">Y así queda !!!! Saludable y deliciosa!!</span></div>
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<span style="font-size: large;">El vídeo del paso a paso !!!</span></div>
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<span style="font-size: large;">Con esta entrada participo en el "Finde Frugal" que nos propone <a href="https://marcelacavaglieri.com/blog/" style="color: #2288bb; text-decoration-line: none;" target="_blank">Marcela Cavaglieri</a> en su blog cada viernes.</span></div>
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<span style="font-size: large;">Nos vemos en una próxima entrada</span></div>
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<span style="font-size: large;">Te quiero !!!</span></div>
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<br />Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com8tag:blogger.com,1999:blog-2999742179116888386.post-20504907624910666712017-07-07T12:34:00.001-07:002017-07-07T12:34:36.685-07:00Portamacetas en Macrame<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie0jKyvhH7FR9I-59X9HtMz23o4OSnWeKOLyev3DZkGKeFshnTqwpbG5mqqOgiFcg8DAM2IVp2O4_KNmwvcvbUu5byFgSRslLEF1Q631EmF2h9nzI0SG0XaWequdKEWRcGsxq3KRhiXGs/s1600/0.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="768" data-original-width="1362" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie0jKyvhH7FR9I-59X9HtMz23o4OSnWeKOLyev3DZkGKeFshnTqwpbG5mqqOgiFcg8DAM2IVp2O4_KNmwvcvbUu5byFgSRslLEF1Q631EmF2h9nzI0SG0XaWequdKEWRcGsxq3KRhiXGs/s320/0.jpg" width="320" /></a><br />
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<span style="font-family: inherit;">El macrame es una técnica que me encanta, con un poquito de hilo se puede realizar cualquier labor. Se puede hacer en cualquier lugar u ocasión. </span></div>
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<span style="font-family: inherit;">Precisamente eso es lo que te propongo en esta entrada, un trabajo hermoso, para realizar en estas tardes de verano mientras degustamos una rica y fría limonada, en nuestra terraza o si por el contrario me vez desde un lugar con frío, no te preocupes, prepara tu chocolate caliente y tus hilos y metete a tu sofa que desde ahí también puedes realizar este hermoso portamacetas en macrame.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTCsZY3uGBq4CnURPa2q1NJRQZvf46f1MB34-lfFE4jEEMpwDKXDL73SNbqRK4GXJmt3mtieBWKLTytDIRTNiWo0P5VDmeE_IW-pdhrnwr3aKu69uy56lMrdmaNXjv3lqFTLGAvjPgreQ/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1366" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTCsZY3uGBq4CnURPa2q1NJRQZvf46f1MB34-lfFE4jEEMpwDKXDL73SNbqRK4GXJmt3mtieBWKLTytDIRTNiWo0P5VDmeE_IW-pdhrnwr3aKu69uy56lMrdmaNXjv3lqFTLGAvjPgreQ/s320/1.jpg" width="320" /></span></a><i><span style="font-family: inherit; font-size: large;"><b>Materiales:</b></span></i></div>
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<span style="font-family: inherit;">- 20 Hebras de Hilo de 320cm cada una.</span></div>
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<span style="font-family: inherit;">- 1 Hebra de Hilo de 2 metros.</span></div>
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<span style="font-family: inherit; font-size: large;">En la mitad de las 20 hebras se introduce la hebra de 2 metros y se hace una cadena de nudos planos de 10 cm de largo aproximadamente.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUjrDOgVAVLh6QJdm6Dsgd0FkwPasnulEkNhvPlD1vCm2BI_W0XSv9QXEMzyfy4UBuUozloEQxjC2vhyphenhyphenUCqjrMKtk710cbASvrM3YrFttre5EHHAVePuWWTG_PxTIj49mxSP1dsZ0LOjM/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUjrDOgVAVLh6QJdm6Dsgd0FkwPasnulEkNhvPlD1vCm2BI_W0XSv9QXEMzyfy4UBuUozloEQxjC2vhyphenhyphenUCqjrMKtk710cbASvrM3YrFttre5EHHAVePuWWTG_PxTIj49mxSP1dsZ0LOjM/s400/2.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEpQ5I5Pl9BME__Q-_gPb0UZJY1QUj1r9tWMg60gGjU28O3istxMEMNE30Ch8Cnfe47Y99H0pGRg43UeZvVXxyr5QLUSgZa3mnUW9T83JY1SqQAPf4gBo2CZLkpHA8z_mGYRN8PnW_YaI/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEpQ5I5Pl9BME__Q-_gPb0UZJY1QUj1r9tWMg60gGjU28O3istxMEMNE30Ch8Cnfe47Y99H0pGRg43UeZvVXxyr5QLUSgZa3mnUW9T83JY1SqQAPf4gBo2CZLkpHA8z_mGYRN8PnW_YaI/s400/3.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Se dobla a la mitad y se hacen 3 cm de nudos planos dejando en el medio todas las hebras, este será el enganche.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiixdbqp0krFrVKv9yQTNtFRq0OgI0y5b7TJkzmn4jdTV6zQ7av0jBAg-tQEVcQX9fLFqMP1H_Dh-MA76eSKufVptuYVV6cQJ1Acq2UhnXP4z4FJOw1dn_3zn1BR-ZjQOrohy0Ops0NDRE/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1358" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiixdbqp0krFrVKv9yQTNtFRq0OgI0y5b7TJkzmn4jdTV6zQ7av0jBAg-tQEVcQX9fLFqMP1H_Dh-MA76eSKufVptuYVV6cQJ1Acq2UhnXP4z4FJOw1dn_3zn1BR-ZjQOrohy0Ops0NDRE/s400/4.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Se dividen las hebras en 4 gurpos de 10 hebras cada uno.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcrVAQeqPjZDvk8M3dF4w4Ua8elQm-vUKzG0mpZeljH0yiojTWV0wk6MLrdtxtzpacPOTztcpTDZHtO2magDgAPfz6CDUVCSGZYGOb1adUbe-2eTURIM8BVMbdHd9rr8J0c8e6rV-BeLs/s1600/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1360" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcrVAQeqPjZDvk8M3dF4w4Ua8elQm-vUKzG0mpZeljH0yiojTWV0wk6MLrdtxtzpacPOTztcpTDZHtO2magDgAPfz6CDUVCSGZYGOb1adUbe-2eTURIM8BVMbdHd9rr8J0c8e6rV-BeLs/s400/5.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Se hace una cadena de nudos en espiral de 30 cm utilizando 2 hebras a cada lado y 6 centrales.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ9Bqy1r-8Dj-U_k8CqeH_N6e56IXPj3F4hK2nnAWzuDxzQ4tjTUqDrWHux-cCP6N7OuTpxOesyrne-JmcFh-mg_9cBA-n2Yjhi4jHohiF5vtqHB2fRNcbHjBraGASQHYvLXgRLDLqz1E/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1360" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ9Bqy1r-8Dj-U_k8CqeH_N6e56IXPj3F4hK2nnAWzuDxzQ4tjTUqDrWHux-cCP6N7OuTpxOesyrne-JmcFh-mg_9cBA-n2Yjhi4jHohiF5vtqHB2fRNcbHjBraGASQHYvLXgRLDLqz1E/s400/6.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Lo mismo se hace a los otros 3 grupos de hebras.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2uZmq_67f2OZx_BuCWbtljAgQgxLtTpvvxwApUDvndbdlzYnfF55eAEsyVX2d7rE2dt_yvSiwSHTfBlhL2bwyf_elkuHEGTYtoIrNVIjCNag3_neAzvi1ImmhsLDOU6cjHreqjb5cyFU/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2uZmq_67f2OZx_BuCWbtljAgQgxLtTpvvxwApUDvndbdlzYnfF55eAEsyVX2d7rE2dt_yvSiwSHTfBlhL2bwyf_elkuHEGTYtoIrNVIjCNag3_neAzvi1ImmhsLDOU6cjHreqjb5cyFU/s400/7.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">En cada grupo se hacen 2 cadenitas de nudos en espiral de 5 cm de largo cada una, utilizando 3 hebras (1 central y 1 a cada lado)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6hlx6VG8rEcb-V6tg-mBGgve1p9fOZpvyO3C-x_aa88B5Casg5aoemQMwU5PvVil5IaUTrkVXb4fdyYtLZleN66Lbuw5E4qoFvWR6-kvjEz-p6Vpbz5J9FSiAeg3IFcQVRaFySemTT4Q/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6hlx6VG8rEcb-V6tg-mBGgve1p9fOZpvyO3C-x_aa88B5Casg5aoemQMwU5PvVil5IaUTrkVXb4fdyYtLZleN66Lbuw5E4qoFvWR6-kvjEz-p6Vpbz5J9FSiAeg3IFcQVRaFySemTT4Q/s400/8.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Luego se van a unir 1 cadenita de cada grupo haciendo 3 nudos planos en la intercesión utilizando 1 hebra a cada lado y 4 centrales.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjblO6TIWRwdeLngCkcUd5dKJwygdapbQ5MrU2te27xpqULmTEzU66kbiieLtQa0F3D1UJHnk-vxXp0fCvDU6S8nTydeHTgVdHR5CfoXLrBrU71RNGFO6yBT87RgUN040uC-mFj2QLwbuA/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjblO6TIWRwdeLngCkcUd5dKJwygdapbQ5MrU2te27xpqULmTEzU66kbiieLtQa0F3D1UJHnk-vxXp0fCvDU6S8nTydeHTgVdHR5CfoXLrBrU71RNGFO6yBT87RgUN040uC-mFj2QLwbuA/s400/10.jpg" width="400" /></span></a></div>
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<span style="font-size: large;"><span style="font-family: inherit;">Se repite el paso anterior haciendo nuevamente los 5 cm de cadenitas de nudos en espiral.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWsZGZU44nHuW7nuReR4JavHgnf3yUsD7GPpLR6Uj8jNiwMFZKMAB-mr3GpkqIoUL4keDSJIroH1KaNhTpi2QFTVfrC5Ln2tyvc3qKypkI2spfLcJndQ4HoJHlmPZiF2sNNwqr0Wbw9Ms/s1600/00.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1362" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWsZGZU44nHuW7nuReR4JavHgnf3yUsD7GPpLR6Uj8jNiwMFZKMAB-mr3GpkqIoUL4keDSJIroH1KaNhTpi2QFTVfrC5Ln2tyvc3qKypkI2spfLcJndQ4HoJHlmPZiF2sNNwqr0Wbw9Ms/s400/00.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Se unen una de cada lago nuevamente con 3 nudos planos.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8cQyiMmx3Vjtl5JshyiaCJtuGi73BSsjAQr8cN6vwwrDM1uL1B1Ek_kvn6WIKc46lK8juaswhFsyxBFIKI3WUlJYNaLVdsONX2q3rsry7OgfiMXMAqRvRqmrjms6YpYlaZ02qI1sxI10/s1600/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8cQyiMmx3Vjtl5JshyiaCJtuGi73BSsjAQr8cN6vwwrDM1uL1B1Ek_kvn6WIKc46lK8juaswhFsyxBFIKI3WUlJYNaLVdsONX2q3rsry7OgfiMXMAqRvRqmrjms6YpYlaZ02qI1sxI10/s400/12.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Y por tercera vez se hacen cadenitas de nudos en espiral pero esta vez de 4 cm.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2DjNfhaFr6MjEEVazjmdcCZhpM6hkjuTMBxD_yCVUwSJFSPzJYEK3jKshqeEjbw9FgPTHJViT9O31IZyLZ2J8ib3eejmvRz58dFzfJRAyf2N4_N77nXqaW-pTiD4uBtKbIPOw3pjPurs/s1600/01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1362" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2DjNfhaFr6MjEEVazjmdcCZhpM6hkjuTMBxD_yCVUwSJFSPzJYEK3jKshqeEjbw9FgPTHJViT9O31IZyLZ2J8ib3eejmvRz58dFzfJRAyf2N4_N77nXqaW-pTiD4uBtKbIPOw3pjPurs/s400/01.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Para finalizar se hace un nudo en espiral de 3 cm de largo utilizando 1 hebra a cada lado y el resto de las hebras en el centro.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU08eh3cp6Jj47RPVEvKYgqPLMPlydW04F3s2Ma4Pq5DaTx-iYDdYLzIaXQhDz6wzhFR5pTQRzPgtyAbIIjJJK2a34QOM4_7hHXJwCfobeQlW9uHAKsRO60T49Q_ZioyyUJsVcpoF3mxA/s1600/14.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1362" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU08eh3cp6Jj47RPVEvKYgqPLMPlydW04F3s2Ma4Pq5DaTx-iYDdYLzIaXQhDz6wzhFR5pTQRzPgtyAbIIjJJK2a34QOM4_7hHXJwCfobeQlW9uHAKsRO60T49Q_ZioyyUJsVcpoF3mxA/s400/14.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Se emparejan los hilos dándole el largo deseado.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Za2CpmhvYCPqFacU5yQcz_LnEMUx3q35Tx5QBxKxHFEea5guE-ggQQ6gAd-Nt8XqKIHJWbELCPP3xsNx7z4oKWbkb37MjHVvf2Xr69dUPEMt_raGgpkwy5YuvnQXmomtuGbuaUCleRg/s1600/17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Za2CpmhvYCPqFacU5yQcz_LnEMUx3q35Tx5QBxKxHFEea5guE-ggQQ6gAd-Nt8XqKIHJWbELCPP3xsNx7z4oKWbkb37MjHVvf2Xr69dUPEMt_raGgpkwy5YuvnQXmomtuGbuaUCleRg/s400/17.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Y listo !!!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ8mLqccR7lQQUDu8XgoLWnBRs-cvHbZ3njawyhk_WMpqmHNMg26U-DYOHUuRUXzNVQl8jRtSvsq-xGGCC8lPE0u9J0ZGEcyeo1KZ3lJFb1nm5plV3VgmTh-TttID3vqZl7kcDEPPZ4Mk/s1600/18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1362" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ8mLqccR7lQQUDu8XgoLWnBRs-cvHbZ3njawyhk_WMpqmHNMg26U-DYOHUuRUXzNVQl8jRtSvsq-xGGCC8lPE0u9J0ZGEcyeo1KZ3lJFb1nm5plV3VgmTh-TttID3vqZl7kcDEPPZ4Mk/s640/18.jpg" width="640" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">No les parece hermoso???</span></div>
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<span style="font-family: inherit; font-size: large;">Aquí les dejo el vídeo del paso a paso donde lo explico mejor!!!</span></div>
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<span style="font-family: inherit; font-size: medium;">Con esta entrada participo en el </span><span style="background-color: transparent; font-size: medium; text-align: justify;"><i style="color: #2288bb; text-decoration-line: none;"><span style="color: #3d85c6; font-family: inherit;"><a href="http://www.littlekimono.com/2017/06/patchwork-embutido-totoros.html?m=1" style="color: #2288bb; text-decoration-line: none;" target="_blank">Viernes Handmade</a> </span></i></span><span style="font-family: inherit; font-size: medium; letter-spacing: 0.16px; text-align: justify;">que nos propone </span></div>
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<span style="font-family: inherit; font-size: medium; letter-spacing: 0.16px; text-align: justify;">Little Kimono en su blog.</span></div>
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<span style="font-family: inherit; font-size: medium;">Y el "Finde Frugal" de </span><a href="https://marcelacavaglieri.com/blog/" style="color: #2288bb; font-size: x-large; text-decoration-line: none;" target="_blank"><i><span style="font-family: inherit;">Marcela Cavaglieri</span></i></a><span style="font-family: inherit; font-size: medium;"> .</span></div>
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<span style="font-family: inherit; font-size: medium;">Te quiero !!!</span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com19tag:blogger.com,1999:blog-2999742179116888386.post-74798247119198555342017-06-30T09:16:00.002-07:002017-07-05T16:21:36.933-07:00Jabones Decorados Decoupage<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXSMTb_EsJ1mlGBxXrbOWIhpCoHFlJwz44-fetL7SRwS9rQBQG-uK2zVTsKF4TttXfyI3X0zUQ6FLzR4w_S3jgtAgHfiozzGf4IfIBNw-yiWH9KYP0FFo5MVfYXUrTR1rJZMz0O7SXjb4/s1600/20.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="768" data-original-width="1360" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXSMTb_EsJ1mlGBxXrbOWIhpCoHFlJwz44-fetL7SRwS9rQBQG-uK2zVTsKF4TttXfyI3X0zUQ6FLzR4w_S3jgtAgHfiozzGf4IfIBNw-yiWH9KYP0FFo5MVfYXUrTR1rJZMz0O7SXjb4/s320/20.jpg" width="320" /></a><span style="font-family: inherit;"></span></div>
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<span style="font-family: inherit;">Tengo que decir que desde que me di la tarea de aprender el decoupage, lo termine adoptando como mi técnica favorita, por lo fácil que es de realizar y lo hermoso que quedan los trabajos.</span></div>
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<span style="font-family: inherit;">El decoupage se realiza con pocos materiales y se puede realizar sobre cualquier tipo de superficies.</span></div>
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<span style="font-family: inherit;">Te traigo esta propuesta sobre JABONES !!! Sí!! Jabones que vamos a utilizar ... jabones que se van a ir gastando por el uso y el diseño va a quedar ahí, no se va a depegar.</span></div>
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<span style="font-family: inherit; font-size: large;"><i><b>MATERIALES:</b></i></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEd9TfI5KGKh2Y0WY4qkWvL-e8tCXAgFI3EBwq66GEFtepR4wc-XHsZ1BvbUhhJeykP-SCUmZRSZYw_shp71QUA2Z04299Csd_A_uZPfamWxYlXseIwDRRl2qWQh9tC42jzZuUbJfz4xM/s1600/3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1364" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEd9TfI5KGKh2Y0WY4qkWvL-e8tCXAgFI3EBwq66GEFtepR4wc-XHsZ1BvbUhhJeykP-SCUmZRSZYw_shp71QUA2Z04299Csd_A_uZPfamWxYlXseIwDRRl2qWQh9tC42jzZuUbJfz4xM/s320/3.jpg" width="320" /></span></a><span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit;">- Servilletas para Decoupage (en algunos lugares las conocen como servilletas alemanas).</span></div>
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<span style="font-family: inherit;">- Pegamento para Servilletas.</span></div>
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<span style="font-family: inherit;">- Jabones a Decorar.</span></div>
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<span style="font-family: inherit;">- Lija Fina.</span></div>
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<span style="font-family: inherit;">- Pinceles.</span></div>
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<span style="font-family: inherit;">- Cutter.</span></div>
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<span style="font-family: inherit;">- Tijera.</span></div>
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<span style="font-family: inherit; font-size: large;">Comenzamos quitándole el logo al jábon.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl7znoRdZcRk0E23JxffZ_bBT38D4JId667Lc9QXpdnIvDXIExXrPz80iOpwhCGL2pOb3SvyNy-QzvrVx6E4Jtl7ZC-9Q4Pwqf6KZTlgOiDynpXmkU3OhxQ4-NKGBl2U9Cy2fjhNupnYw/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl7znoRdZcRk0E23JxffZ_bBT38D4JId667Lc9QXpdnIvDXIExXrPz80iOpwhCGL2pOb3SvyNy-QzvrVx6E4Jtl7ZC-9Q4Pwqf6KZTlgOiDynpXmkU3OhxQ4-NKGBl2U9Cy2fjhNupnYw/s400/6.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Lijamos la superficie para dejarla lo más pareja posible.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjehqSXVA-gNvdBbKxmklsHMBp6xz1N-udgtPi5eaw08FRaA4Bf24T-UQVa6sn1_990FEEZI6EMVvB6cpKPUoFfkmmuvTN6zrI8Jm103omfYwn9Rk1-bFiun4e1gKdYye7kkNrDeRACWgU/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjehqSXVA-gNvdBbKxmklsHMBp6xz1N-udgtPi5eaw08FRaA4Bf24T-UQVa6sn1_990FEEZI6EMVvB6cpKPUoFfkmmuvTN6zrI8Jm103omfYwn9Rk1-bFiun4e1gKdYye7kkNrDeRACWgU/s400/7.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Elijimos el diseño que vamos a utilizar y lo recortamos. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaxmN7UL7O4po6-hdeyjhsKNskUvyPmSGdoR6uILKyMSkWtmvKS-qbI2CufIMZ5pqf1dH8IcEF1CL4Efdi1gv56O_OrSo41Aevit38ky8daUSgupzU09q5Wsn6Pb_c9_frWjeSI1DOVt0/s1600/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1360" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaxmN7UL7O4po6-hdeyjhsKNskUvyPmSGdoR6uILKyMSkWtmvKS-qbI2CufIMZ5pqf1dH8IcEF1CL4Efdi1gv56O_OrSo41Aevit38ky8daUSgupzU09q5Wsn6Pb_c9_frWjeSI1DOVt0/s400/9.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimQ8rl45BT4YK8EQJr3fAIYr2H1GTatEDj-oRqCoRXBfoUJJkiRZ7pnhFRl8ytWyOFNDwPaOraTJcgylvZEstJhqYcVhs-r1FBRAq2OF3qhAJhNZYMVuypqP6OhNYUj6nLYMRut60Kreo/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1364" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimQ8rl45BT4YK8EQJr3fAIYr2H1GTatEDj-oRqCoRXBfoUJJkiRZ7pnhFRl8ytWyOFNDwPaOraTJcgylvZEstJhqYcVhs-r1FBRAq2OF3qhAJhNZYMVuypqP6OhNYUj6nLYMRut60Kreo/s400/8.jpg" width="400" /></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcyAHKjKa-hKZo7_KoWj5RR2T2ZWyECeataLORXwE-O_aeDjGr42jpZigvSWeltL8bk8wjYHFqQWs3V1PFRZAe9YVHNcZiO6VjfjABK0_q64jgeg05YYsh5n6iALiTxynx5Fge1VDWYLI/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit; font-size: large;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcyAHKjKa-hKZo7_KoWj5RR2T2ZWyECeataLORXwE-O_aeDjGr42jpZigvSWeltL8bk8wjYHFqQWs3V1PFRZAe9YVHNcZiO6VjfjABK0_q64jgeg05YYsh5n6iALiTxynx5Fge1VDWYLI/s400/10.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Con mucho cuidado quitamos las 2 capas de papel blanco que tienen las servilletas.</span></div>
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<span style="font-family: inherit; font-size: large;">Aplicamos pegamento sobre el jabón en la parte que va la servilleta.</span></div>
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<span style="font-family: inherit; font-size: large;">Y una capa de pegamento sobre la servilleta, con pinceladas hacia afuera para evitar arrugas y burbujas.</span></div>
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<span style="font-family: inherit; font-size: large;">Dejamos secar y aplicamos 1 capa de Barniz Vitral Transparente en la parte de arriba del jabón.</span></div>
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<span style="font-family: inherit; font-size: large;">Dejamos secar bien de 1 a 2 horas y aplicamos otra capa de Barniz Vitral Transparente para impermeabilizar bien el jabón y que el agua no lo dañe.</span></div>
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<span style="font-family: inherit; font-size: large;">Se deja secar bien antes de usar y listo !!!!</span></div>
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<span style="font-family: inherit; font-size: large;">Así quedan!!! Hermosos !!</span></div>
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<span style="font-family: inherit; font-size: large;">Como mencione anteriormente estos jabones se pueden utilizar hasta que se gasten y el diseño no se les va a caer.</span></div>
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<span style="font-family: inherit; font-size: large;">Como ya es costumbre les dejo un vídeo con el paso a paso donde explico mejor.</span></div>
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<span style="font-family: inherit; font-size: large;"><br /><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/TShLBb9naBA/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/TShLBb9naBA?feature=player_embedded" width="320"></iframe></span></div>
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<span style="font-family: inherit; font-size: large;">Con esta entrada participo en el </span><span style="background-color: white; letter-spacing: 0.16px; text-align: justify;"><span style="font-family: inherit; font-size: large;"><a href="http://www.littlekimono.com/2017/06/reto-handmade-verano.html" target="_blank"><span style="color: #3d85c6;"><i>#RETOHANDMADE</i></span></a><span style="color: #999999;"> </span></span></span></div>
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<span style="background-color: white; letter-spacing: 0.16px; text-align: justify;"><span style="font-family: inherit; font-size: large;">Edición "VERANO",<span style="color: #999999;"> </span>que nos propone Little Kimono en su blog.</span></span></div>
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<span style="background-color: white; color: #222222; font-size: large; text-align: justify;">Y participo también el </span><span style="background-color: white; font-size: large; text-align: justify;"><a href="http://www.littlekimono.com/2017/06/patchwork-embutido-totoros.html?m=1" style="text-decoration-line: none;" target="_blank"><i><span style="color: #3d85c6; font-family: inherit;">Viernes Handmade</span></i></a></span><span style="background-color: white; color: #222222; font-size: large; text-align: justify;"> de </span><span style="background-color: white; color: #222222; font-size: large; text-align: justify;">Little Kimono</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjycm8kl2ieBZaPWfpHNvNlqGecgI4GMa16Ug2axQjGpKj_epFhUrVyfDcEc7P-XkPOYO773INmb_WrA4kW19gjO_ASkuOJDDmqBa2unrtq3fQ33ceIF5OBNM_sCNdUBDm60VY4wF0Q31o/s1600/viernes-handmade.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="111" data-original-width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjycm8kl2ieBZaPWfpHNvNlqGecgI4GMa16Ug2axQjGpKj_epFhUrVyfDcEc7P-XkPOYO773INmb_WrA4kW19gjO_ASkuOJDDmqBa2unrtq3fQ33ceIF5OBNM_sCNdUBDm60VY4wF0Q31o/s1600/viernes-handmade.gif" /></a></div>
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<span style="background-color: white; color: #333333; font-family: inherit; font-size: large;">Y el "Finde Frugal" de </span><a href="https://marcelacavaglieri.com/blog/" style="background-color: white; color: #2288bb; font-size: x-large; text-decoration-line: none;" target="_blank"><i><span style="font-family: inherit;">Marcela Cavaglieri</span></i></a><span style="background-color: white; color: #333333; font-family: inherit; font-size: large;"> .</span></div>
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<span style="font-family: inherit; font-size: large;">Nos vemos en una próxima entrada</span></div>
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<span style="font-family: inherit; font-size: large;">Te quiero !!!</span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com24tag:blogger.com,1999:blog-2999742179116888386.post-69069022184229986962017-06-23T09:18:00.001-07:002017-06-23T09:20:18.545-07:00Botella decorada en Macrame<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFtaau6bn1lbsqT0zHd7pfK3UAs30lZtxDnGBE20TidX2OjTtB7nr1Ba4tEhp38Of1yqd2odYcDB-3jwXs0kC-7e8FL9QhZTL3eXtxcusIpSdhpE_U_-eNjwc7T1SXurSxooNMlhJ6Ys0/s1600/Untitled.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="768" data-original-width="1366" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFtaau6bn1lbsqT0zHd7pfK3UAs30lZtxDnGBE20TidX2OjTtB7nr1Ba4tEhp38Of1yqd2odYcDB-3jwXs0kC-7e8FL9QhZTL3eXtxcusIpSdhpE_U_-eNjwc7T1SXurSxooNMlhJ6Ys0/s400/Untitled.jpg" width="400" /></a></div>
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<span style="font-family: inherit;">El macrame es una de las técnicas más antiguas que existe, solamente se utilizan las manos y algún que otro pedacito de hilo para realizarlo. </span></div>
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<span style="font-family: inherit;">La técnica consiste en crear nudos a partir de los cuales puedes crear una labor maravillosa, te sorprenderías con la cantidad de nudos diferentes que se pueden realizar en macrame.</span></div>
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<span style="font-family: inherit;">En esta ocasión te propongo una opción en la vamos a estar creando y reciclando a la vez.</span></div>
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<span style="font-family: inherit;">Voy a reciclar esta botella creándole un lindo adorno con macrame, yo lo quiero para decorar mi casa, ya que la botella esta vacía, pero también se puede realizar en una botella llena y sería un regalo perfecto para alguien especial.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDMLYwawpclziyE6xv584oeFdg233BaJ2Vsy9pXQBoZtYS2FdhMWKZrUmKzodQnVzYznxYNUjrWvB1m_XOk6YPJzcJGO0EFSAYPyr5nkF4eu7N8fn2e3aO8A59DMofTO3lhLztM_6IqTg/s1600/Untitled1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDMLYwawpclziyE6xv584oeFdg233BaJ2Vsy9pXQBoZtYS2FdhMWKZrUmKzodQnVzYznxYNUjrWvB1m_XOk6YPJzcJGO0EFSAYPyr5nkF4eu7N8fn2e3aO8A59DMofTO3lhLztM_6IqTg/s400/Untitled1.jpg" width="400" /></span></a></div>
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<i><span style="font-family: inherit; font-size: large;"><b>MATERIALES:</b></span></i></div>
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<span style="font-family: inherit; font-size: large;">- Hilo.</span></div>
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<span style="font-family: inherit; font-size: large;">- Tijera.</span></div>
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<span style="font-family: inherit; font-size: large;">- Alfileres.</span></div>
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<span style="font-family: inherit; font-size: large;">- Cinta Adhesiva.</span></div>
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<span style="font-family: inherit; font-size: large;">- Botella a decorar.</span></div>
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<span style="font-family: inherit; font-size: large;">Medimos el largo de la botella y esa medida se multiplica por 8. </span></div>
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<span style="font-family: inherit; font-size: large;">La cantidad de hebras a utilizar tiene que ser múltiplo de 4.</span></div>
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<span style="font-family: inherit; font-size: large;">Todas las voy a montar con montaje festón sobre una de las hebras.</span></div>
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<span style="font-family: inherit; font-size: large;">En el fondo utilicé el nudo cadena y el nudo simple.</span></div>
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<span style="font-family: inherit; font-size: large;">Después una cadena de nudos planos para el cuerpo de la botella.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdm-SB6S6RFnqQIEZ7B8vcovd9U8L0dHzAqFWzEbzjPQsr6BlV2AijOHGrvwth1kKpJ2sBQeQLw2KlLpfUBMQG_ePkjon1Mu_tDgVbddmHzhE7MUrijWYhoEYjqLZGkUsNPUC7kITDDt8/s1600/Untitled5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdm-SB6S6RFnqQIEZ7B8vcovd9U8L0dHzAqFWzEbzjPQsr6BlV2AijOHGrvwth1kKpJ2sBQeQLw2KlLpfUBMQG_ePkjon1Mu_tDgVbddmHzhE7MUrijWYhoEYjqLZGkUsNPUC7kITDDt8/s400/Untitled5.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Nudos planos para forrar todo el centro de la botella.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX_j0kcN5voWdX0ITM3Uh4thvSvm1rm47UN4eREqrWTpJOI6hihFiLXlbWhOIjs7lEHmBMyfv2wfMMUH6d7h1-lTLxNG6XRRFbzw5iE8zTzxW_p4DtuHP1WDpvqdxnroeJGjBDMy_li98/s1600/Untitled7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" data-original-height="768" data-original-width="1366" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX_j0kcN5voWdX0ITM3Uh4thvSvm1rm47UN4eREqrWTpJOI6hihFiLXlbWhOIjs7lEHmBMyfv2wfMMUH6d7h1-lTLxNG6XRRFbzw5iE8zTzxW_p4DtuHP1WDpvqdxnroeJGjBDMy_li98/s400/Untitled7.jpg" width="400" /></span></a></div>
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<span style="font-family: inherit; font-size: large;">Nudo bodoque para crearle un adorno tridimencional.</span></div>
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<span style="font-family: inherit; font-size: large;">Continué con el nudo plano para terminar de forrar la botella.</span></div>
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<span style="font-family: inherit; font-size: large;">Sujetar los hilos al final de la labor con otro hilo y quemar los bordes.</span></div>
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<span style="font-family: inherit; font-size: large;">Finalmente cortar el sobrante de los hilos, quemar los bordes e introducirlos hacia dentro.</span></div>
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<span style="font-family: inherit; font-size: large;">Y así queda el resultado final, hermoso verdad ???</span></div>
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<span style="font-family: inherit; font-size: large;"> Aquí les dejo un vídeo con el paso a paso de esta botella donde explico muy bien como realizar los nudos.</span></div>
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<span style="font-family: inherit;"><br /> <iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/QAeMW9EqkQ0/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/QAeMW9EqkQ0?feature=player_embedded" width="320"></iframe></span></div>
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<span style="font-size: medium;"><span style="font-family: inherit;">Con esta entrada participo en el "Finde Frugal" que nos propone <a href="https://marcelacavaglieri.com/blog/" target="_blank">Marcela Cavaglieri</a> en su blog cada viernes.</span></span></div>
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<span style="font-size: medium;"><span style="font-family: inherit;">Nos vemos en una próxima entrada</span></span></div>
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<span style="font-size: medium;"><span style="font-family: inherit;">Te quiero !!!</span></span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com14tag:blogger.com,1999:blog-2999742179116888386.post-6582262398582054792017-06-16T13:40:00.000-07:002017-06-16T13:41:23.782-07:00Pequeñas Joyas<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCfz6CNao7PsduVf7ummIZS9i7WYKdEQ_VUF2F0loStxeIWVSJv1OeeEzNu-K4UJt0ekRv_6_-iD4ZDXSaOGw1SgHjr9QvbGV9Jp98V8qrEHPBYDWNPMqsoqbOQ7tvTEj5WLdgJ4CCt5I/s1600/libro.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="600" data-original-width="960" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCfz6CNao7PsduVf7ummIZS9i7WYKdEQ_VUF2F0loStxeIWVSJv1OeeEzNu-K4UJt0ekRv_6_-iD4ZDXSaOGw1SgHjr9QvbGV9Jp98V8qrEHPBYDWNPMqsoqbOQ7tvTEj5WLdgJ4CCt5I/s320/libro.jpg" width="320" /></a></div>
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<span style="font-size: large;">A veces tenemos pequeñas joyas con un gran valor sentimental.</span></div>
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<span style="font-size: large;">No importa su edad, ni la calidad y mucho menos su valor en el mercado, para nosotros, no es simplemente un objeto, es parte de nuestra vida.</span></div>
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<span style="font-size: large;">Te ha pasado? Como te has sentido cuando ves que ya no es tan joven y no luce igual que al principio? </span></div>
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<span style="font-size: large; text-align: center;">Pues sí!!! </span><br />
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<span style="font-size: large; text-align: center;">Un Libro!!! pero que libro...</span><br />
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<span style="font-size: large; text-align: center;">Esta es una de mis pequeñas joyas, y como es de suponer el tiempo se ha hecho notar.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy0ST-BQFsWJAARL0hJ8p9-VLFuule_pZ1MC2cPd13isua0iW_469RwtvcWtZsn7crml6Pc_hoQvjSl_1cBOaR3nWb_39dxuNDeTGPCk36UZRaCIIi-7ggfSQkgpmUkXE8u8rrFl5pB7g/s1600/DSCF0004.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy0ST-BQFsWJAARL0hJ8p9-VLFuule_pZ1MC2cPd13isua0iW_469RwtvcWtZsn7crml6Pc_hoQvjSl_1cBOaR3nWb_39dxuNDeTGPCk36UZRaCIIi-7ggfSQkgpmUkXE8u8rrFl5pB7g/s400/DSCF0004.JPG" width="400" /></a></div>
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<span style="text-align: justify;"><span style="font-size: large;">Pero nada que unos marcadores de colores o un poco de cinta adhesiva no puedan arreglar.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgYQz_V4A1F4HCFE7s7uGH0vO5aPb8lCNCgIDEZXqWHxEenR0RcLvpZJezIi3Um26F0wwY3ix4H7eJC-HMff0ujR7LlF8GQR5Hgs29jHv1cxy7eB6avH0yZlELg6aIPlLeEeE9N3lnjIo/s1600/DSCF0005.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgYQz_V4A1F4HCFE7s7uGH0vO5aPb8lCNCgIDEZXqWHxEenR0RcLvpZJezIi3Um26F0wwY3ix4H7eJC-HMff0ujR7LlF8GQR5Hgs29jHv1cxy7eB6avH0yZlELg6aIPlLeEeE9N3lnjIo/s400/DSCF0005.JPG" width="400" /></a></div>
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<span style="font-size: large;">Un poco de color por aquí!!!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXgznvwRSyqoOLFYMfIWz0zBgF2K-NMDtSdL_kwWXfpQfNmceZ4QPdWy0L4mvR1WTr5wg9fXeK8qZoC3F0dZPSa7U8VxZ13FqrAvEIWt9TE5Wx4WqhFodOT7TxklO2nr2cGFCsIRRllxs/s1600/DSCF0010.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXgznvwRSyqoOLFYMfIWz0zBgF2K-NMDtSdL_kwWXfpQfNmceZ4QPdWy0L4mvR1WTr5wg9fXeK8qZoC3F0dZPSa7U8VxZ13FqrAvEIWt9TE5Wx4WqhFodOT7TxklO2nr2cGFCsIRRllxs/s320/DSCF0010.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfoPta8bHIg0r0VzqCYw5W0IxGUGkxHEq7VSPULvfYY9ktptdbuBFAB5PaedQklIWtWq9qIRlqjB7EIO3ZvLSn4yIDdgupRgcRkvur5on8FGtgTG7lpuwTAa7LScPph6NZip4KCkHcAgQ/s1600/DSCF0011.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfoPta8bHIg0r0VzqCYw5W0IxGUGkxHEq7VSPULvfYY9ktptdbuBFAB5PaedQklIWtWq9qIRlqjB7EIO3ZvLSn4yIDdgupRgcRkvur5on8FGtgTG7lpuwTAa7LScPph6NZip4KCkHcAgQ/s320/DSCF0011.JPG" width="320" /></a><br />
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<span style="font-size: large;">Antes</span></div>
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<span style="font-size: large;">Después</span></div>
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<span style="font-size: large;">Un poquito mas de color para los detalles!!!</span></div>
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<span style="font-size: large;">Una reparadita!!!</span></div>
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<span style="font-size: large;">La cinta no solo va a poner en su lugar las hojas caídas...</span></div>
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<span style="font-size: large;">... si no que proteger la caratula para más batallas en esta guerra</span></div>
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<span style="font-size: large;">Y así queda, como nuevo!!!</span></div>
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<span style="font-size: large;">Listo para seguir compartiendo esos platillos deliciosos, por generaciones!!!!</span></div>
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<span style="font-size: large;">Gracias a mi madre por haber adquirido y compartirme este libro que como dije anteriormente es una joya de la cocina cubana.</span></div>
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<span style="font-size: large;"><b>COCINA AL MINUTO</b> por Nitza Villapol </span></div>
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<span style="font-size: large;">EDITORIAL ORIENTE, Santiago de Cuba, 1988</span></div>
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<span style="font-size: large;">Con esta entrada participo en el "Finde Frugal" que nos propone Marcela Cavaglieri en su blog cada viernes.</span></div>
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<span style="font-size: large;">Nos vemos en una próxima entrada</span></div>
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<span style="font-size: large;">Te quiero !!!</span></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com8tag:blogger.com,1999:blog-2999742179116888386.post-67046917222966247492017-04-24T19:43:00.001-07:002017-04-24T19:53:37.459-07:00ALIADOS DE BELLEZA<div style="text-align: justify;">
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<i><b><span style="font-size: large;">"10 Aliados de belleza que todos tenemos en el hogar."</span></b></i></div>
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Cuando hablamos de productos de belleza todos pensamos en que tenemos que gastar mucho dinero para tenerlos, pero estamos en un error. La mayoría de las veces los mejores productos de belleza los tenemos en el hogar sin la necesidad de gastar un centavo por ellos. </div>
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Te muestro 10 productos que puedes utilizar para cuidar tu belleza de forma natural y sin gastar dinero.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwibRM1335mg7sobOz-EeE1ZZCn76bXZE-VBINNyX6JrcLy4MAa7ueQi91stQHolTCdc0HznrMmsrxtoNzXkeGOovICyHaq2OABcNA-SxA98EOZMz0gbyDhB4GOTpivvyCdZ1ccFvyiR8/s1600/oil-159855_960_720.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwibRM1335mg7sobOz-EeE1ZZCn76bXZE-VBINNyX6JrcLy4MAa7ueQi91stQHolTCdc0HznrMmsrxtoNzXkeGOovICyHaq2OABcNA-SxA98EOZMz0gbyDhB4GOTpivvyCdZ1ccFvyiR8/s200/oil-159855_960_720.png" width="115" /></a><i><b></b></i><br />
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<i><b>1. ACEITE:</b></i> El aceite tiene múltiples usos, siempre que sea un aceite vegetal como lo es el aceite de oliva, de almendras, de maní, de maíz, de coco o cualquier otro aceite vegetal de calidad. Su principal función es nutrir el cutis seco y proteger la piel contra los efectos del sol. Se puede usar como componente en la creación de mascarillas nutrientes para pieles normales y secas; en el tratamiento para el cabello seco; para evitar ciertos tipos de caspa y para evitar la resequedad de las uñas.</div>
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<i><b>2. AGUA:</b></i> Representa un elemento básico en la higiene y la belleza. Tomarla en ayunas es una forma excelente de comenzar el día. El agua de lluvia es óptima para el cutis y el cabello. El agua oxigenada se utiliza en preparados para decolorara el cabello y los vellos, en preparados contra las pecas y en enjuagues desinfectantes para la boca. El agua de rosas se utiliza como refrescante del cutis y como tónico natural. El agua fría y caliente usada alternadamente, es recomendable para el cutis normal. Los baños de pies con agua caliente, seguidos de masajes con alcohol alcanforado, alivia el cansancio de los pies.</div>
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<i><b>3. ALCOHOL:</b></i> Se utiliza en fricciones. El alcohol alcanforado sirve como tónico para astringente para los poros abiertos y el cutis grasiento. También sirve para combatir el sudor de los pies. El alcohol mezclado con un poco de aceite de ricino es recomendable para friccionar el cuero cabelludo y evitar la caspa.</div>
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<i><b>4. CERVEZA:</b></i> Se utiliza para amoldar el pelo y para mantener la forma del peinado. Para ello se humedece el cabello después de lavado con un poquito de cerveza. No se recomienda usarla cuando el cabello es blanco porque le da tonalidades amarillas.</div>
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<i><b>5. HIELO:</b></i> Se usa como astringente para cerrar los poros dilatados, siempre usarlo envuelto en una gasa o pañito. También se emplea en aplicaciones de agua fría, para el fortalecimiento de los senos.</div>
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<i><b>6. LECHE:</b></i> Muy utilizada en la preparación de mascarillas de belleza y contra las pecas. Se emplea para suavizar las manos por sus propiedades hidratante.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5WnsAbGV8bQXjlwpHBg7lLr9IoEo6bB-fG_wHbrPo33aYGn5nRng9QSc5vIW1LqoYZctIpbIMe6ILdDs3ZZdxbmw_dZTU4tTpJ0suohCeogSs742CoYy3cMPC6yJAKT0YCZCR8homqf8/s1600/honey-2201210_960_720.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5WnsAbGV8bQXjlwpHBg7lLr9IoEo6bB-fG_wHbrPo33aYGn5nRng9QSc5vIW1LqoYZctIpbIMe6ILdDs3ZZdxbmw_dZTU4tTpJ0suohCeogSs742CoYy3cMPC6yJAKT0YCZCR8homqf8/s200/honey-2201210_960_720.png" style="cursor: move;" width="200" /></a><i><b>7. MIEL DE ABEJAS:</b></i> Posee propiedades nutrientes para la piel, por lo que entra en la composición de mascaras de belleza muy efectivas. Sirve para nutrir y embellecer el rostro, solo aplícala por 20 min sobre el cutis y retírala con agua de rosas. Puede prepararse una crema nutritiva para uso diario mezclando partes iguales de miel de abeja, aceite de almendras y manteca de cacao.</div>
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<i><b>8. RON O LICOR:</b></i> La mezcla de dos cucharadas de ron o licor con agua, sirve para enjuagues del cabello, lo cual le da mucho brillo y reflejos cobrizos, preferentemente para el cabello castaño.</div>
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<i><b>9. VINAGRE:</b></i> Se utiliza en baños para tonificar y refrescar la piel. Se añade una cucharadita al agua del enjuague del cabello, para darle brillo y disolver todas las partículas de jabón que pudieras haber quedado. Es es especialmente recomendado para el cabello negro.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhohqqpfNjsHeWOp0aDLJ9nB3Mj-acwNIAFadeh8Du6k_OTF-kxxz2UpcyKI2fCmNLTwueqlh9VuvP4TsGPtJrxFIlGP2Cnwdjfs6d2-b7xiYtnEEQpVOeWvpgpPZn8fw64UT8gG14Gaxc/s1600/tablespoon-2098574_960_720.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhohqqpfNjsHeWOp0aDLJ9nB3Mj-acwNIAFadeh8Du6k_OTF-kxxz2UpcyKI2fCmNLTwueqlh9VuvP4TsGPtJrxFIlGP2Cnwdjfs6d2-b7xiYtnEEQpVOeWvpgpPZn8fw64UT8gG14Gaxc/s200/tablespoon-2098574_960_720.jpg" width="200" /></a></div>
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<i><b>10. YOGUR:</b></i> Se utiliza como mascarilla de belleza. Aplicado sobre el cutis y el cuello, tonifica la piel y la rejuvenece.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFivr5quhSnH440FMlMHBagRI86_cPerpLU-nhXXkGiDK4CTnxZsnWIjemundi61FjJMSJ5t5Gf0nb823STCqt7do-yGQ5ZFRkAA5FWo3VDAjEa1N7xmIy7AZmtbsjfp-M7cwi0ZIifos/s1600/firma.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFivr5quhSnH440FMlMHBagRI86_cPerpLU-nhXXkGiDK4CTnxZsnWIjemundi61FjJMSJ5t5Gf0nb823STCqt7do-yGQ5ZFRkAA5FWo3VDAjEa1N7xmIy7AZmtbsjfp-M7cwi0ZIifos/s1600/firma.png" /></a></div>
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<br />Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com1tag:blogger.com,1999:blog-2999742179116888386.post-31337749224993411192016-09-29T20:14:00.003-07:002017-04-23T14:36:41.532-07:00Renueva tus Zapatos<div class="western">
<span style="font-family: "times new roman";"><span style="font-size: 18pt;">Renueva
tus Zapatos</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "times new roman";"><span style="font-size: 18pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipwGufDcypN_h6dYViS4d4pFIK7ehizjwpBeK4fexLbgl5EdVImCrUONNHgA9OlADpNFZBghWc6CxYdzGxVFVTUPw_X4g2YPH-xEUNe9prkR7KFL6WfQ1i-mP0e83GYzbhxAzBxlLxAuo/s1600/IMG_5148.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipwGufDcypN_h6dYViS4d4pFIK7ehizjwpBeK4fexLbgl5EdVImCrUONNHgA9OlADpNFZBghWc6CxYdzGxVFVTUPw_X4g2YPH-xEUNe9prkR7KFL6WfQ1i-mP0e83GYzbhxAzBxlLxAuo/s320/IMG_5148.JPG" width="320" /></a></span></span></div>
</div>
<div class="western">
<span style="font-family: "times new roman";"><span style="font-size: 18pt;"><br /></span></span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">A
todos, en algún momento de nuestras vidas, nos ha pasado que tenemos
unos zapatos que amamos con toda la fuerza de nuestro corazón, ya
sea por que son cómodos, creemos que son bonitos o simplemente
porque han sido un regalo especial. </span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Te
ha pasado esto?</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western">
</div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Bueno,
a mí sí me ha pasado!!!</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"></span><br />
<a name='more'></a><span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Te
presento a mis tenis preferidos, ellos tienen su historia... En un
principio no eran para mí, mi esposo y yo los compramos para
regalárselos a su hermana, pero antes de llevarle el regalo decidí
que eran hermosos y a lo mejor a mi cuñada no le iba a gustar mucho
ese estilo así que mejor yo me quedaba con ellos y a mi cuñada le
comprábamos otros que fueran más con su estilo.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Sí,
se que eso sonó feo, quedarme yo con los tenis y comprarle otros a
ella jeje que mala soy!!!</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Pero
vean, como fin de la historia, me quede yo con los tenis, "que
no me arrepiento por que me encantan" y a mi cuñada le
compramos otros, bien bonitos también pero iban mejor con su estilo
y como yo imaginaba les gustaban más que los que habíamos comprado
anteriormente.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
</div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Estos
tenis los tengo hace 4 años y como es de imaginar el tiempo le ha
pasado factura en lo que es su color porque en lo demás están
nuevos, yo te voy a enseñar un tip que yo utilicé para dejarlos
como nuevos, porque pueden imaginar no encuentro ninguna tienda que
los vendan, tenia que haber comprado varios pares más pero quien iba
a imaginar que me iban a salir tan buenos y cómodos.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Bueno
dejémonos de tanta conversada y comencemos.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
</div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Lo
único que necesité para dejar como nuevos mis tenis fueron
marcadores permanentes para tela, estos se compran en tiendas de
manualidades o telas, los hay con la punta de varios tamaños y en
varios colores. </span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Yo usé estos.</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;"></span><br />
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" width="291" /></div>
</td>
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" width="288" /></div>
</td>
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<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: inherit;">Con
mucho cuidado y paciencia pinte todos los tenis. Recorte los hilitos
salidos de los lados, y lave bien los cordones y listo !!!! Como
Nuevos !!! Ustedes juzguen !!!</span><br />
<span style="font-family: inherit;"><br /></span></div>
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<span style="font-family: inherit; font-size: x-large;">Antes</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGEiHdSz_wub_haUIhj_2-fSoquNjcSCoee1iQm2KngHiLMjbWWA6jq4-jDsVgD9HUyI2P3X7SSOAcQIsZ77trJhu1pbOextKpse0559gfRvIbKah3SfbWotNMkg7ANLmmyPpZAb_f0c/s1600/IMG_5157.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGEiHdSz_wub_haUIhj_2-fSoquNjcSCoee1iQm2KngHiLMjbWWA6jq4-jDsVgD9HUyI2P3X7SSOAcQIsZ77trJhu1pbOextKpse0559gfRvIbKah3SfbWotNMkg7ANLmmyPpZAb_f0c/s400/IMG_5157.JPG" width="400" /></a></div>
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<span style="font-size: x-large;">Después</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;"><br /></span><br />
<span style="font-family: inherit;">Bueno
ya sabes como darle una segunda oportunidad a esos zapatos que tienes
por ahí y estas al punto de tirarlos. !!!</span></div>
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<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: inherit;">Con
esta entrada participo en el "Finde Frugal" de Colorin
Colorado que nos propone Marcela cada viernes.</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: inherit;">Nos
vemos en mi próxima entrada.</span></div>
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<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm;">
<span style="font-family: inherit;">Te
quiero !!!!</span></div>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFivr5quhSnH440FMlMHBagRI86_cPerpLU-nhXXkGiDK4CTnxZsnWIjemundi61FjJMSJ5t5Gf0nb823STCqt7do-yGQ5ZFRkAA5FWo3VDAjEa1N7xmIy7AZmtbsjfp-M7cwi0ZIifos/s1600/firma.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFivr5quhSnH440FMlMHBagRI86_cPerpLU-nhXXkGiDK4CTnxZsnWIjemundi61FjJMSJ5t5Gf0nb823STCqt7do-yGQ5ZFRkAA5FWo3VDAjEa1N7xmIy7AZmtbsjfp-M7cwi0ZIifos/s1600/firma.png" /></a></div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com18tag:blogger.com,1999:blog-2999742179116888386.post-3179735019145958872016-09-15T08:46:00.000-07:002016-09-15T13:10:44.651-07:00Influenster Unboxing !!!! Revive Voxbox<span style="font-size: medium;">Revive Voxbox</span><br />
<span style="font-size: medium;"><br /></span>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiilF1T6rUOrcQ_iJKnmDJQZfeKpH-zGDJs_gwEwPJXgqUixlri6wBFSsfJhjXjWGAb3PZAf8RX6Voul395N9TauC-dBalHa8AUp-x5K8_yjcohvXQa49zocLbIQlke66IbNj2gDSdCHqE/s1600/miniatura.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiilF1T6rUOrcQ_iJKnmDJQZfeKpH-zGDJs_gwEwPJXgqUixlri6wBFSsfJhjXjWGAb3PZAf8RX6Voul395N9TauC-dBalHa8AUp-x5K8_yjcohvXQa49zocLbIQlke66IbNj2gDSdCHqE/s320/miniatura.jpg" style="cursor: move;" width="320" /></a><br />
Hoy les quiero mostrar que trajo mi cajita Revive Voxbox de <a href="https://www.influenster.com/" target="_blank">Influenster</a><br />
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<div style="text-align: justify;">
<a href="https://www.influenster.com/" target="_blank">Influenster</a> es una página donde tu registras tus redes sociales y según tu impacto social, de vez en cuando cuando ellos te seleccionan y te envían a tu casa una cajita con productos para que tu pruebes y des tu opinion sobre ellos, si quieres saber un poco más sobre como funciona <a href="https://www.influenster.com/" target="_blank">Influenster</a> y como registrarte visita <a href="http://www.mikosaa.com/2016/09/hola-chicos-si-son-nuevos-por-aqui.html" target="_blank">aquí</a>.</div>
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<a name='more'></a><br />
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Bueno en esta ocasión la cajita trajo 12 productos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHQvmFRCOhp67DFIzSczm_-_8QkP9f-uBKwuT6tLmCsGvgLdTbAQpXVPEcnXEWhJejJBeb0yWrwJfIbmb6k20_xuioU6ZcZ7OqLPFnBF2FAlV78acXwOgyk_yngEu6zUbPYcB2FBE6R1o/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHQvmFRCOhp67DFIzSczm_-_8QkP9f-uBKwuT6tLmCsGvgLdTbAQpXVPEcnXEWhJejJBeb0yWrwJfIbmb6k20_xuioU6ZcZ7OqLPFnBF2FAlV78acXwOgyk_yngEu6zUbPYcB2FBE6R1o/s320/2.jpg" width="320" /></a></div>
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Las cajitas siempre traen una tarjeta con el nombre de la campaña (en esta ocasión) REVIVE VOXBOX y en la parte de atrás trae el nombre de todos los productos que incluye, el precio y las redes sociales de los productos.</div>
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Lo primero que trae la cajita son 3 proteínas de The Vitamin Shoppe:</div>
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<b>NEXT STEP:</b> Bueno, este producto es una proteína en polvo, que se usa para remplazar una comida.</div>
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Dice que ayuda a la reducción de la grasa corporal, que reduce el hambre y los antojos, y proporciona 14g de proteínas, 5g de fibra y 1.5g de Tonalin. El sabor es a Cookies n Cream. Contiene leche y soya, no contiene levadura, trigo, gluten, cítricos, pescado o colorantes artificiales se usa para remplazar una comida agregando el contenido del sobre en 8 oz de agua y se mezcla muy bien. </div>
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<b>WHEY TECH PRO 24:</b> Esta es otra proteína en polvo que dice que contiene 24g de proteína y se usa como suplemento alimenticio y no para reducir peso, se agrega el contenido del sobre en 8oz de agua y se mezcla muy bien. El sabor es a Strawberries & Cream. Este también trajo el vaso en el que se puede preparar la bebida o esta muy practico también para agua de frutas.</div>
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<b>PLANT PROTEIN:</b> Esta otra proteína dice que contiene 19g de proteínas, no contiene GMO, es una mezcla de proteínas cruda, es fácil de digerir, y libre de alérgicos alimentarios comunes, no tiene gluten, soya ni nueces. Dice también que se usa como suplemento alimenticio y no para reducir peso y se prepara igual que los otros mezclando el contenido del sobre en 8 - 12oz de agua y se mezcla muy bien.</div>
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La cajita también contiene un cupón de 10% de descuento para los productos de la tienda de <b><a href="http://www.vitaminshoppe.com/" target="_blank">TheVitaminShoppe</a></b></div>
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Otras de las cosas que trae son muestras de café:</div>
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<b>CHOCK FULL O' NUTS: Midtown Manhattan</b></div>
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<b>KAUAI COFFEE: Garden Isle</b></div>
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<b>HILLS BROS: 100% Colombian</b></div>
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También incluye $1.00 de descuento para las cajas de café.</div>
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Lo siguiente es una muestra de shampoo y acondicionador de la marca <b>SheaMoisture</b></div>
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Este dice que es libre de sulfatos, parabenos, parafinas, aceite mineral, fragancias sintéticas o colores sintéticos, no es testado en animales, dice también que limpia suavemente e hidrata el cabello sin dejarlo pesado. Contiene manteca de karité orgánica y agua de coco mezclados con lychee y extracto de manzana verde para alimentar y recargar el cabello sin brillo, ayuda también con el frizz. </div>
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Por último y no menos importante incluye unas riquísimas y saludables galletas de <b>SnackWell's Biscuit Thins</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEsOtvtp4mFmks36oCZIGmORccM6Goj99QPnk61UALgO6KWE3AYduNdLOEaNWpdFzwg7f6qF6AUdHXm0ztBFRwRlXHWsuk19sKi0rhNBoH0GJVGZMDv0zBvCxxrHzmw-V1MHB8ytcI_nw/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEsOtvtp4mFmks36oCZIGmORccM6Goj99QPnk61UALgO6KWE3AYduNdLOEaNWpdFzwg7f6qF6AUdHXm0ztBFRwRlXHWsuk19sKi0rhNBoH0GJVGZMDv0zBvCxxrHzmw-V1MHB8ytcI_nw/s320/3.jpg" width="320" /></a></div>
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Estas galletas dice que una buena fuente de proteínas y fibra, contiene 8g de grasas totales, 24g de granos integrales y 6g de proteínas. el sabor es a French Vanilla Latte.</div>
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Bueno esto fue todo lo que incluyo mi cajita de <a href="https://www.influenster.com/" target="_blank">Influenster</a> Revive voxbox en esta ocasión, si te deseas ver el unboxing en un vídeo te dejo el enlace a continuación.</div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/z8Revtv1P-M/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/z8Revtv1P-M?feature=player_embedded" width="320"></iframe></div>
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Todos los productos aquí mencionados me fueron enviados gratuitamente con el propósito de probarlos y dar mi sincera opinión sobre ellos.</div>
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Te quiero!!! </div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com0tag:blogger.com,1999:blog-2999742179116888386.post-22864517162859281482016-09-01T16:25:00.000-07:002016-09-01T16:33:09.628-07:00Influenster. Qué es y Como Funciona?<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig-DIUjgNQ3yAO_y1PQpi5U7RLBNYqDsuJDYlatB4lHGdmbyMlzrqMgzamkUdyqM8oNL9yImnBnHTMIimTJpulZNv7VcvaBA2uAz7v0jnmJB-pu7rSk3F1t1tBD0v_RrurLd_gt3cmDb4/s1600/1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig-DIUjgNQ3yAO_y1PQpi5U7RLBNYqDsuJDYlatB4lHGdmbyMlzrqMgzamkUdyqM8oNL9yImnBnHTMIimTJpulZNv7VcvaBA2uAz7v0jnmJB-pu7rSk3F1t1tBD0v_RrurLd_gt3cmDb4/s320/1.jpg" width="320" /></a></div>
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Hola chicos, bienvenidos a los que todos los que me visitan una vez más y a los nuevos también.<br />
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Hoy les quiero hablar sobre la página de <a href="https://www.influenster.com/" target="_blank">Influenster</a> o las famosas cajitas Voxbox con productos que envía gratis esta página.</div>
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Como lo mencione anteriormente <a href="https://www.influenster.com/" target="_blank">Influenster</a> es una página en la que tu te registras y enlazas tus redes sociales y según tu impacto social y lo activa que tu estés en la página ella te selecciona para enviarte una de sus cajitas con productos gratis a cambio de que tu pruebes esos productos y des tu sincera opinión sobre lo que te parecieron los productos.</div>
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La primera cajita que yo recibí fue la SpiceVoxbox que traía en su mayoría productos de belleza y aseo en tamaño original.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixXCH1yAuFD5Tcd79Wp3lGWUwFFsf7dgmG_cEchaQkTtQl2364a1PRWTqyQ1Frmg4UC9YUUUg-qDGDr2XXdAtTuE-_TRlIzUgAT0OsxOsIB4AfKk8hAeT3Zb0BBkkds9wvaEATTLjzTIY/s1600/IMG_1020.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixXCH1yAuFD5Tcd79Wp3lGWUwFFsf7dgmG_cEchaQkTtQl2364a1PRWTqyQ1Frmg4UC9YUUUg-qDGDr2XXdAtTuE-_TRlIzUgAT0OsxOsIB4AfKk8hAeT3Zb0BBkkds9wvaEATTLjzTIY/s400/IMG_1020.JPG" width="400" /></a></div>
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Después recibí la TreatVoxbox<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJIVDM1okn6qXckAchLUqo2IUGl5KlzJMErSV-ON2GKil19fKZgci1qeP7YfYNgZXAOhqNsLdy5hFHnlozv2wCHSaAgDC91ezMDjAZFR0ymMezJGIHY3vDESBqYgVikjeTRSXadOolcU8/s1600/IMG_1021.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJIVDM1okn6qXckAchLUqo2IUGl5KlzJMErSV-ON2GKil19fKZgci1qeP7YfYNgZXAOhqNsLdy5hFHnlozv2wCHSaAgDC91ezMDjAZFR0ymMezJGIHY3vDESBqYgVikjeTRSXadOolcU8/s400/IMG_1021.JPG" width="400" /></a></div>
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También recibí la ReverseyourRoutine<br />
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com0tag:blogger.com,1999:blog-2999742179116888386.post-22664634772863178322016-06-14T06:04:00.002-07:002016-09-01T16:46:10.827-07:00Esencias y Tinturas<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_coOiBisgiGUDxtKlMAUtnXCEobG82WehOTN73FimeQdJwjzgiLB7eiFzO1_VQFgSPPgSJQ6crh9hlLXwVZjFejc-bgD-yqvfmBLqogwBoCayU1Ftn76uwu8oGde3CamIQ3JyM_eF-gE/s1600/1bb.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2999742179116888386" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWCBk-RGJtVKAKG7pWm_qTBfEnESNEtCQtd2Wc4_qT83zZl1rsIVls3EGbhPPDg-Oo4lzUt5k65jJzu39kpV1twyO60mN38MU4Jr-K6f4kpsnqafPTlQRFwag1rNxxN5UVlnPF2V9KDjQ/s1600/5b.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_AMOSso2Jk7MhpJz8HslSAmbYATom3VB6pSOT-K2BkMakXVAAVbKW0_tuyFTM8cm25yJVXGJ03k1m3nYaLrQoYi6b7HWzpHSmDo8LZ0p3Uv2fGKkv1XMk6jbXvTG1NDwm6p4CqQjOJTU/s1600/2b.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div>
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<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Las esencias y tinturas de una planta se obtiene al dejar macerar las plantas durante varios días en alcohol, agua o aceite. Se puede usar cualquier parte de las plantas desde la raíz hasta las hojas, flores, frutos, ect... y se puede utilizar tanto las plantas frescas como seca, aunque para lograr una tintura de mayor calidad se recomienda utilizar la planta fresca.</span></div>
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<div style="text-align: justify;">
<span style="font-family: inherit;"><span style="font-family: inherit;">El proceso es bien simple, consta de introducir las plantas en el alcohol, el agua o el aceite y después de varios días de maceración se cuela, obteniendo como resultado un producto puro y de buena calidad.</span></span></div>
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<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">Las tinturas o esencias de las plantas pueden ser utilizadas tanto en la cosmética, la medicina o para la elaboración de licores, más adelante les estaré compartiendo recetas en las que se pueden utilizar estas esencias o tinturas.</span><br />
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Selecciona plantas que </span>estén<span style="font-family: inherit;"> en buen estado, que no estén contaminadas por plagas, hongos o tengan productos químicos ya que esto puede afectar la calidad del producto.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Utiliza un alcohol de alto grado, de buena calidad y cuida que no este contaminado.</span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Para lograr una mejor conservación de las esencias y tinturas, se recomienda envasarlas en frascos de vidrio </span><span style="font-family: inherit;">y de color oscuro.</span><br />
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<table cellpadding="4" cellspacing="0" style="break-before: page; width: 100%px;"><colgroup><col width="128*"></col><col width="128*"></col></colgroup><tbody>
<tr valign="top"><td style="border: none; padding: 0cm;" width="50%"><div align="justify" class="western">
<span style="color: black; font-family: inherit;"><b>TINTURA DE ANÍS ESTRELLADO</b></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><b><br /></b><i><b>Fórmula
1</b></i></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">16
g Anís Estrellado triturado</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">100
ml Alcohol de <span style="background: #ffffff;">95°
(etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;">Se
une todo en un frasco con cierre hermético y se deja macerar
durante 8 días. Después se filtra a través de una gasa o tela
fina y se envasa en un frasco similar al anterior o en el mismo
que se realizó la maceración.</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<i><b><span style="background: #ffffff;"><span style="font-family: inherit;">Fórmula
2</span></span></b></i></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;">12
gotas Aceite de Anís Estrellado</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">100
ml Alcohol de <span style="background: #ffffff;">95°
(etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;">En
un frasco con cierre hermético se coloca el aceite de anís y
encima se vierte el alcohol y se tapa.</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<i><b><span style="background: #ffffff;"><span style="font-family: inherit;">Fórmula
3</span></span></b></i></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;">16
g Semillas de Anís</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">100
ml Alcohol de <span style="background: #ffffff;">95°
(etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br /></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><span style="font-family: inherit;">Se
procede de la misma forma que en el caso de la fórmula 1.</span></span></div>
<div align="justify" class="western">
<br /></div>
</td><td style="border: none; padding: 0cm;" width="50%"><div align="justify" class="western">
<span style="color: black;"><br /></span></div>
<div align="justify" class="western">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_AMOSso2Jk7MhpJz8HslSAmbYATom3VB6pSOT-K2BkMakXVAAVbKW0_tuyFTM8cm25yJVXGJ03k1m3nYaLrQoYi6b7HWzpHSmDo8LZ0p3Uv2fGKkv1XMk6jbXvTG1NDwm6p4CqQjOJTU/s1600/2b.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: black;"><br /></span></div>
<div align="justify" class="western">
<span style="color: black;"><br /></span></div>
<div align="justify" class="western">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_AMOSso2Jk7MhpJz8HslSAmbYATom3VB6pSOT-K2BkMakXVAAVbKW0_tuyFTM8cm25yJVXGJ03k1m3nYaLrQoYi6b7HWzpHSmDo8LZ0p3Uv2fGKkv1XMk6jbXvTG1NDwm6p4CqQjOJTU/s1600/2b.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: black;"><br /></span></div>
<div align="justify" class="western">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSa4iE3y4f-hCXMtIn98PYcKpNx4ukNPKyiVCTG4XRnlxe0Bc9JF4Mmzl3UZyGFj_-Uwa1aVomtb5y-2z1CT5_UIVblLy92q7EJHdLGFAvxrAna1t2yygT-qcYlJGAoTur1008ODK1hVw/s1600/2b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSa4iE3y4f-hCXMtIn98PYcKpNx4ukNPKyiVCTG4XRnlxe0Bc9JF4Mmzl3UZyGFj_-Uwa1aVomtb5y-2z1CT5_UIVblLy92q7EJHdLGFAvxrAna1t2yygT-qcYlJGAoTur1008ODK1hVw/s1600/2b.jpg" /></a></div>
<span style="color: black;"><br /></span></div>
<div align="justify" class="western">
<span style="color: black;"><br /></span></div>
<div align="justify" class="western">
<span style="color: black;"><span style="background: #ffffff;"></span></span></div>
</td></tr>
</tbody></table>
</div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><i>Nota:</i></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">Destilando las fórmulas anteriores se obtiene una tintura incolora que se denomina alcoholato de Anís.</span><br />
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0ygR8xOfgJP7YBb2NHroqnuvPuz6xFSB_LOAAYO45TaQD4llu7ibZeWWUDrO7jRd1oLSgxGoJJWC4Ig257CZ4gnc3-LLjZl6ZcH1s7YPRJwDTisKTg-zoSC0t9K3MoFQjsCnHPGGzHG4/s1600/3b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0ygR8xOfgJP7YBb2NHroqnuvPuz6xFSB_LOAAYO45TaQD4llu7ibZeWWUDrO7jRd1oLSgxGoJJWC4Ig257CZ4gnc3-LLjZl6ZcH1s7YPRJwDTisKTg-zoSC0t9K3MoFQjsCnHPGGzHG4/s200/3b.jpg" width="200" /></a></div>
<b style="line-height: 18.2px;"><span style="font-family: inherit;">TINTURA DE CAFÉ</span></b></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"> 40 g Café tostado molido</span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">100 ml Alcohol de <span style="background-color: white; line-height: 18.2px;">95°</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">Se pone a macerar el café en el alcohol en un frasco bien tapado durante una semana, después se filtra y se envasa.</span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><br /></span>
<span style="background-color: white; line-height: 18.2px;"><br /></span>
<span style="background-color: white; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<br />
<br />
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b>TINTURA DE CANELA</b></span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhdJWQtdhIsiPZBGy0q89orLNkbzDxJWD9vmQBlYFL0vzN8s1uS_uLEtHbkR_-zO604V3067MbMdX63X7kyuNGLGSe6oNgcJuc-C1_YrD3pBq5n-WYBunfYmMt-UxJrCfaulfIkT0pyy8/s1600/4b.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhdJWQtdhIsiPZBGy0q89orLNkbzDxJWD9vmQBlYFL0vzN8s1uS_uLEtHbkR_-zO604V3067MbMdX63X7kyuNGLGSe6oNgcJuc-C1_YrD3pBq5n-WYBunfYmMt-UxJrCfaulfIkT0pyy8/s320/4b.jpg" width="320" /></span></a><span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b><i>Fórmula 1</i></b></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">10 g Canela molida</span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">100 ml Alcohol de <span style="background-color: white; line-height: 18.2px;">95°</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">Se macera durante 8 días en un frasco con tapa y después se filtra y se envasa.</span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b><i>Fórmula 2</i></b></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">10 g Canela molida</span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">1g Flores de Naranjo</span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">100 ml Alcohol de <span style="background-color: white; line-height: 18.2px;">95°</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">Se procede de igual manera que en la fórmula 1. Si se destila, se obtiene el alcoholato correspondiente incoloro.</span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><b><br /></b></span>
<br />
<span style="background-color: white; line-height: 18.2px;"><b><br /></b></span>
<br />
<div style="text-align: left;">
<table cellpadding="4" cellspacing="0" style="page-break-before: always; width: 665px;">
<colgroup><col width="336"></col>
<col width="313"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border: none; padding: 0cm;" width="336"><div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="text-align: left;"> </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUPcm4pFeAHXpg4YDRuAG-4TqRcc2keA1KJr5_u2dfA83lgLHGMi9uwD0K1juQ6RJ8XNOVIJg6HX8vGaHCc9JbHSfwxG9EFF-25_69PK3BoIXI0LEJXnR3bEA7gOqgUvhJTfYSPs-LIQ/s1600/5b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUPcm4pFeAHXpg4YDRuAG-4TqRcc2keA1KJr5_u2dfA83lgLHGMi9uwD0K1juQ6RJ8XNOVIJg6HX8vGaHCc9JbHSfwxG9EFF-25_69PK3BoIXI0LEJXnR3bEA7gOqgUvhJTfYSPs-LIQ/s200/5b.jpg" width="200" /></a></div>
</div>
</td>
<td style="border: none; padding: 0cm;" width="313"><div align="justify" class="western">
<span style="color: black; font-family: inherit;"><b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">TINTURA DE CLAVOS DE OLOR</span></b></span></div>
<div align="justify" class="western">
<span style="color: black; font-family: inherit;"><b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><br /></span></b></span></div>
<div align="justify" class="western">
<span style="color: black; font-family: inherit;"><i><b>Fórmula
1</b></i></span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;">15
g Clavos de Olor</span></span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">100
ml Alcohol de <span style="background: #ffffff;">95°</span></span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;">Se
macera durante 8 días en un frasco con tapa, se filtra y se
envasa.</span></span></div>
<div align="right" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;"><i><b>Fórmula
2</b></i> </span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;"><br />12
gotas Aceite de Clavos de Olor</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">100
ml Alcohol de <span style="background: #ffffff;">95°</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><span style="font-family: inherit;">Puede
destilarse la fórmula 1 para obtener el alcoholato incoloro.</span></span></div>
<div align="justify" class="western">
<br /></div>
</td>
</tr>
</tbody></table>
<span style="background-color: white; line-height: 18.2px;"><b> </b></span></div>
</div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b>TINTURA DE JENGIBRE</b></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimUXYXGuDMPpIO_f_K78GIXmAv3Nn82yy443-U03WYE2V9hKU0MnAgVm2q0QkGn3YVd0r-Zv1fESTFSuRDrzpqJ9habvRYJQwpCLN7nZcKPOmA0H-YMEE_NH7lIF8ew9gVZS6pp7-b-ho/s1600/6b.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimUXYXGuDMPpIO_f_K78GIXmAv3Nn82yy443-U03WYE2V9hKU0MnAgVm2q0QkGn3YVd0r-Zv1fESTFSuRDrzpqJ9habvRYJQwpCLN7nZcKPOmA0H-YMEE_NH7lIF8ew9gVZS6pp7-b-ho/s1600/6b.jpg" /></span></a></div>
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">10 g Jengibre</span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">100 ml Alcohol de <span style="background-color: white; line-height: 18.2px;">95°</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">Se toma la raíz del jengibre y se pone a secar al sol, después se ralla para obtener el polvo.</span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">Se pone a macerar el polvo de jengibre en alcohol en un frasco bien tapado. Después de una semana, se filtra y se envasa.</span><br />
<span style="background-color: white; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"></span><br />
<br />
<br />
<br />
<table cellpadding="4" cellspacing="0" style="page-break-before: always; width: 100%px;">
<colgroup><col width="128*"></col>
<col width="128*"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border: none; padding: 0cm;" width="50%"><div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<br /></div>
<div align="justify" class="western">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ6vUJlil7eMgut1b3T9csfBW7TJK9rO4pHzUPmhzQEVaHTVtRuaRiP6GyuoCwLpWCAOt5nh3GX2JlgrO_xy-bLU3dhVKsbgEYISk1_Xzy1z-MRr46nzvRnItm0S0cvJrdVJgQPQ65mgk/s1600/7b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ6vUJlil7eMgut1b3T9csfBW7TJK9rO4pHzUPmhzQEVaHTVtRuaRiP6GyuoCwLpWCAOt5nh3GX2JlgrO_xy-bLU3dhVKsbgEYISk1_Xzy1z-MRr46nzvRnItm0S0cvJrdVJgQPQ65mgk/s200/7b.jpg" width="200" /></a></div>
<div align="justify" class="western">
<br /></div>
</td>
<td style="border: none; padding: 0cm;" width="50%"><div align="justify" class="western">
<span style="font-family: inherit;"><b><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">TINTURA DE LIMÓN</span></b></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="font-family: inherit;"><i><b>F</b></i><i><b>órmula
1</b></i></span></span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="background: #ffffff;"><span style="color: black;"><span style="font-family: inherit;">110
g Cáscara de Limón secas</span></span></span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">500
ml (1/2 L) Alcohol de <span style="background: #ffffff;">95°
(etílic</span><span style="background: #ffffff;">o)</span></span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div align="justify" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background: #ffffff;">Se
maceran las cáscaras en el alcohol por una semana, luego se
agitan todos los días. Finalmente se filtra el líquido claro.</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><i><b>Fórmula
2</b></i></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background: #ffffff;">Cáscara
de 5 limones frescos</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">500
ml (1/2 L) Alcohol de <span style="background: #ffffff;">95°
(etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background: #ffffff;">Se
procede de la misma forma.</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><i><b><span style="background: #ffffff;">Fórmula
3</span></b></i></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div align="left" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background: #ffffff;">2
g (Aprox 40 gotas) Aceite esencial de limón</span></span></div>
<div align="left" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">250
ml (1/2 L) Alcohol de <span style="background: #ffffff;">95°
(etílico)</span></span></div>
<div align="left" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div align="left" class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">Se
coloca el aceite en un frasco con tapa y encima se vierte el
alcohol.</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<br /></div>
<div align="justify" class="western">
<br /></div>
</td>
</tr>
</tbody></table>
</div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><b> </b></span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCUZaPSkE6m50evGI3pnoJqYYePEQyB_B1dUMxl8XOenwBbY7996gmyEcROYcBttZtmx01WGqOIrAsQoP2rE_Edin-bEA7m27Z4gk3iCuUUyEdbwuCj7TiN263_SVCan5FAz4IODCmpWM/s1600/8b.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCUZaPSkE6m50evGI3pnoJqYYePEQyB_B1dUMxl8XOenwBbY7996gmyEcROYcBttZtmx01WGqOIrAsQoP2rE_Edin-bEA7m27Z4gk3iCuUUyEdbwuCj7TiN263_SVCan5FAz4IODCmpWM/s1600/8b.jpg" /></a></div>
<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b>TINTURA DE MANZANILLA</b></span><br />
<span style="font-family: inherit;"><span style="line-height: 18.2px;"><br /></span><span style="line-height: 18.2px;"><span style="background-color: white; line-height: 18.2px;"></span></span>
</span><br />
<span style="font-family: inherit;"><span style="line-height: 18.2px;"><br /></span></span>
<br />
<div style="font-weight: bold;">
<span style="background-color: white; font-family: inherit; line-height: 18.2px;">15 g Manzanilla</span></div>
</div>
<div style="text-align: justify;">
<span style="font-family: inherit;">100 ml Alcohol de <span style="background-color: white; line-height: 18.2px;">95° </span></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: inherit;">Se macera la manzanilla en el alcohol en un frasco con tapa durante 8 días. Se filtra y se envasa.</span></div>
<div style="text-align: justify;">
<br />
<br />
<br />
<br />
<br />
<table cellpadding="4" cellspacing="0" style="page-break-before: always; width: 665px;">
<colgroup><col width="336"></col>
<col width="313"></col>
</colgroup><tbody>
<tr valign="top">
<td style="border: none; padding: 0cm;" width="336"><div align="justify" class="western">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNu4-Qj8UjLvd2xl6LUvtQ56FJs_OMm778CnbVNYUqS_pT4zwOHFg_mX9uDiqEY07vLeQj3655rRVXdti7QSDt3qLMSl9fPqsqFGl4r-uJEXrOs2iPP7JU3FM93P97rOS9FqkzHSfO1Mo/s1600/9b.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" name="Imagen1" 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yqTmCewY8fV5EwjuODEYvurdLwGkzcpa6fdOULdRTl2LdSnvWgJvDZkdkRXeOVJsGMcHNbdNUE2bD6MyafB+PPqq8CehuEiDj5nQAzBq1FcTfYDqE5SuEs4NpRXyYkptFFFEHVFOKS0g9FVsrZdeuXM2sc1FoWo1siCGff8vbHhy0b8zGHstrDjZ8i5gJj00fWnDFQYDDXG4PigLJCaCyQzlnHlTg3OBhtPljJmMHbMzR9FjaRBtJAAFFVsI2onC6RicZRY2p6hd9qXuHN+B7fzD3M0Lry2S+RViDocYZh6EdoXqPcY5CtY2ZXbbau84I9NETRhcE/e+bz5VRh7GYhZwjuhEWBqwPE8OTZWD0DQxuEjRHsxOw7p46BuALkfohS6deH3wB8Hb9xAbuxfpOEadiehWhNz+0gUtf+8jnEUhPl7ZMeXjXjrKFAE5sZQyYBcLkqXdvLRp/5LucrULan5gzOhrCnwOc5qEboueFMMH5J1bXwqpShiw9DAeFVhkZhkYDIzgNxG801j1SmQsXXFzc/65pL9iSX1/dfhm2kn2T3cvhNOH4P+k2TdAmNNiMax4+jaRVG7RudXoToFdLOy75erPw6V2yDdqeyfNXYvRVmM99CVOiujX4VqlvcP2LAXyp+Eh9+J1iMwt6B23S7knXqjKVrvxLVdED5Gs7tRGnT/Wpox1/LLNNhL/dfJR/8jTL0F5vYov5+EY7Yhe3aRXlR6xPc41s1LXAvxjWgw34jn9HU5sNCWsLgWzNwVYQz3VH6hFw7NN7Ie6FLmkAEIbLXCsDdBo65kQ+OMuScMNIpoBQI3KkFRfsmBWOOAmcltqa+YL2324GudtF7BN7zsrTi2G4Yt8EJoHCAdwfYQ9UJfPjCkqJS8jJw+OV/yaU52D8m2gvC7MBgjv+9WHlTjvkiwF+6tDK5B24cggeEH7JXXU7oPF35/484fHE9XxIYtV/cQ/LlQG6BfR8EZ3D6P1R+GdAnkfRCehg2NPcLyO8H6Pkr/L1z9Zln5Yb+BQ4I8Qg90KokVwqWAZ+Ln8A3poS8b8TPHqMKmEKuEouLsscXP9DYj85M0AZlrl0sikSNrWrnE9edCcYKaCy1Z+oSKYnTMimpLLDZmR5C2uTJNW+AYBmiTUtrYeisfp0Hztp03QlYiKzD7O5ZtzM/BhU+B/r6K1y01IkED6B0meD9G303TBtN4VJumvhJlleRPu34FkserR/6Q9t+0PgaT4Y3Qf6MwkGD2S6RPToS3UuffJCc+6JZuRXwUtr0R7F+gnT+N0SNk7+JYt9OC3kXs2RAaA9DD+XeX1qvmLGlSQ/I99uys5Zvdp5dTOculWdaOPRImGiX29FdA1zfGcdmIt45i12S/WXQEwZC6Dxz+HCWUx1zAKzuKC8Q4IsVyPrZkxZPRV1x6aRuszIE2WQQiLDL2gK7iQjYOAIui0QiVrQBdw7ussNTcJ2F8fIfeQOHOQF9DfSx1r7HHZ81KwdYe0dUw1QErwN63QDCGp94Drov1nSAWoH6XO7wKkhUdnhPXfBLKPzaBV4naGYgfg2aOizUY/xnIXLTusae+A/y3UfWPYWI/ZnPD+nWVB+7F8u8TnsN4AeQYlB4kuwbVOz26F4ZVba+J6KPg7HP6r9KVMnl1p9C8zzXooqxz1O70DRh3u2zEWwcWeKIIgxmEkF/QDxy9+JlcGx6vLVtgx9hiwXdyVhE0JE+6XHeZZ5AILmEvGB6jC7MaDKlzEgOSwZGjFiEtiUFGzolgsnNjEuKWveaXV8VgCYIDEHsQjzlyFtI2yE9xq/TmLNnGiPdhbP7a72PYploVWx/HOKb2KYinMMkEzMGez8KZd8p2E0rbwdqAShjt2Ltcu2v3sQc0HTZbBXV/ltSXxaXrKDtSsbrQ60L44dTquNZbwdoJtUewPwDYK85tzysXpXcF4B0En8aVB6H/dtx2k1VgJrP1aOKiC4ZDAr4B5WgvG/FXDi5yKBoxjEU+dOazK5dCHMfYhsCggiEbucG9lBmLFI7UhuEkEefkGIIwJi5aLIpuIMlFFiiUjg2rMwvC4sAETzhItcXl8zhcU297+RuxW43So37vtE5TKEshjdub1bhPVGtQNoAkZfRdirG9Lyrv9KdemaapE6wg9ikfQHdOi6tAJ2L366HV0it/2Mk+3Lj6h3zve3b1juP+22W2AeEu7DlQ+iYgH4f/GQYtcKeVrGXUceAc6pKOSQz7FP85puMyvgLrCySOw8YxGFhiaoLccaxPmh3HkDmD/POc0coo2P2Ndlw24mcP7r0oOjC4Ou3Lhz9r3FA+JF2xdSszCFglBW/LmKtZNoANNDTokjJZiJ3gM3IRilAxcOQFkVNqgcUhD8xI+zkPUdKJrgX123e8CmTDXzhI5x/BtVNYntK+J7pfFNk1kBjgvIw6QTFkvhnf5G5/OSSbTjeE1SOw8keIF6F0QIgrIZ5NBz9i70Vx/R81ov9Iq5/D4W8JOU2b/7UAASd1vqjsTqaFjx7SFRovyHQ3OGbbOUaRyxasvJy0Fawj3VWsv4dhICgc09E9cm0I2WuxsgPKc8Ylm7XKhoxCyGfN+BulXOiyEf+FY8sLc8j02LnDBjMMh+DXKnnSqloyGmiJRakMcmhCWqPkBdNAe0s5E4ugRNHSprn+J8uRe+9tjlY5JLJUe2Z9EF29pwtjT9LS+/D6f4ILd0HtldrxxfIqBNeogGR2CsXNMHYTdVq4/CBUBLkHB2pYHq9SdiN2BpCv0bYxtFbo4X9lz/8WBi+DtS/D+oeMcZN3gtQaNReRizcWRe01YnjarqxRfo3O7xc9i+QJjmVThDHmGVm+ZTUA2/4Q3+/RfgFvxKk1XHtQbixCutlPdlXMmvUa2g64TYvL93TRerJVuvkNAo+f10acZZnFTnUUM8oZS2S2lvBrrX/Zyc1PwRsDWGy5u0T3vEo9SI2ZeeBOMIQIO5goVmd1XPLDwm7FKKkhwCrE25SWFemmOuzDZI2qg12dXh8afUySH3/FFVjbrit78PxHYOOLOnixyPdCbhbHQWn/atK5x43fDmob5IchWKLK3VL9q9LGATLoZKIL198Byffixhdh9f00924x+4aBt15OH4T2EejfSzun8fofRu8Ipkdh7CdBt2HpGGUZit+GCCjYiWnLpZiyEERXjpvV185XSVpxSZdIzUN2FpKnMn3R8hCH7fL6/036pfnYz2l5hauyNBh2qD5VNJcU2emtbsCvO9V7Xhsx4leKXYwbFVuV8XDu4smsJ8AztI7L06jLFWdOBZIUrKIbM3O/8iYGuOZYtLVxW6fheVpwRpr7m9uruuFDzcbueUG7NrO4V+rjjnm6bc8bCV9tWB3Z90F1UuR3QXcI8bvQ7PXzb3Tm3wXtHXr4iEh/j+iUuLgN3CuRzkM2Da1vAjVH1m9j+GFQbbLPQfQDZf0m0lf2a++qlncK5136giciScMWZPdD/rls8IhNuyFvo2VcqYPODMgO5onKCEWGWESCsZwn/Wzl875Tp6gjfIkuQpDyJKjWU/LwO+0d70hnritRvUxdkjUiJQxH1fk3iP7s89qIhRjpUFLR0sxVkyCzNE1OnXiEYrPDQzwklaMYcJe8VUW/A3ZR/G4MNUcuhjDw18kwy4uFwG/BysTcmJ+SkuhMTwpcx1XzXXX+XH+8CnZEP/BKoI0bsHKWdBeCH9XJpBz2If8jsrswOIunvohuB9AT1iMdPFI2f731pJjaD9nHO4OeHf4iNlmfJRDXKetfyWiyt/GzVfFn6M43IyzP3ST0izD9koqOyviMVitR9IjIwXYvUDTCOhrKZV52cV9RX6SGjebIalzjWvTTIXplG6I96M4CLQJcJLcHQwmbvwFZZzD+q4FT9VKbVcINVmIsIZ9Nqn99j+e7EReBI2N7hq3ITOdC5mvJubXjoW1xKW9kKLk0KBB47lyOvoGULF/CRWpFcqNQKMlFUtiweS9Z1E0YPsc1cBpSZ50WOfdhTYMdUgBw1zXw8pnbUH0vDK5HuA28gfQf2Bx8oE4gu7fDwi3Q/UVa/yjaDgRW3RKQXEPVXtL6aduHur9Px45BIxg6uuTL0nszdU+QGB5a1d6tu8b/HWUR5S+KNk8FnjRrS6TlkjmLyozGirQuaHtcDDtaOSI1uF047hhBMa6BWUDLscEACmjsRPShUoYesOqyBdqypBDUem99dcdw8r84XkC9LtVqFjdSS65u+npjCXieG3HhQ7hziIWg+DO2msPr93HXQ4WTcMaCSxUWn2AzbUHgEo8u4IBTATwKwRLG0iN/RAXRM99UIufmUJhIuBK+vnu82Wvu2W3NrOofeund1sZuMqyqMk3OF+jSkbynG+oqnH4lzDq4eDy0DJWcofbN1PqEGGpwXdjzuC1nhLqTVEzxR9FYXaUmnBpUz8v4m2niTj34kM7fj9lJHR2JN3RJ7Af/nBbjCF1MLOGMcbLbuhpLge48iLEP5q/zgIUGSgV6DbjSaYCZ4yZlHPgQHmXdrHhDKB8rkUxaUN6LziKe/IOKfkG8/Vscp8ICBIWyBn5jyL09r424OApZklGTvtQpZY+e/pIoMUujIVhc965lWGjxhGTP8DCOPC+eIVdR8LZqNmTHJi3Y6HVxQ3NXGzypJFR64FzlX1hrjgusncj/7zdetW36xdCnKH/SSZ7GtVwYfOJVMFgD636IXGi1g4alrStEEMBYalYPpAPsrWSBgQQfAAM8gioEudkOwHk0TzIr2gH5/SA2hCuge0rGUMoEJT2QL0NLIN2TY9+CS0A9oN2YDHOR2/mSMpiX0zM8cEQ7iUw2OU7BO1KdcqHUJphrVAYV1zQMZChVReDYNfnyQ/bir7rj1+blPbzwkaORNJon+fU+nodGvBXdpK1Us/lUqUyb/ZVL0gyrv/CFLOVaYZ2D5eq0B1nMKiXcxBFAbn4l4TAZl3MVlT2c7OCCci4sLuSqeCa5YX6sRtwy5q77l4L58fAlc/jS/QfJ2cTtleDsSwC/RGXA/F+Ac7WO/0C0748jcusT2J8U4gupMOaDpbHM7i2Ldd8qO9TvinwD9AvJ3SuMtQ7WrTyL4D4Rc5uqQxUGHmZrdw9pvSqSk6i2K8dYsGtsmkuf80UtuUwDyLy3xxYbriBNSDnGN0StksrAz8DqWu4CiBVppYhtOZyAeiyxB30DtAA7n6XlX7cX/gO5PvEYP0toSXgZE39dDxoNRWJHrA26ZckHUGdPrivjAXPpoBKBSJROY9FwteOChzAoStVoS6oNuEyCI6ccHi6q5qHI0YLPGQ+cG4MLKU7dNi+Pnfqxt+yFwUXsfI6mHBgYBDKNcpwaH4PKn0StjZKL3nA+Ky/ayd0UjDn2ibGlK7AtaKEBB/6ZWP9NnTwGUR9K92PplLEhbLagH/l1Ae44ZG2gPrg5uotxknr+jtQ746jzUlk6qoqehe4KeCVR6XKJc17oaQ3jdDC0zVmMLWinglGm0k3bXoY4AlXValqUW2SHaPDMzN0wfAounZZ1mTnK3vwEeHfAjtcLbbEUEapvhHzH886I2W711mhxxEilnmWjLIXExTzy8NIjTgzuNIqhUgM0/isgKJW0gRXaxSjlYbieb5w06YylXcMyQA2mlmEjg6ax7tq4oYMy3wyIHF+0uzr04isunHrxbihZQ9g8E5tdPAFRBegLaJcQKpQOSoZRJQ5YS1EZ7CDCnq2GStSOawuGAwLr3krwJjGRxebE+ldiaxuWT2u3n5fA2QRwE3CmCnmLo5AMPfQM7nFGAsbcsh2B42iqYBZj0yZXYV4h1TG01Nm5F8ZugYGHa4sqPWknkhjBa9xuLrgP0Rw2HWosY/vzRDFOFbV6wrzmAp5+R3/m9VXzd6GD8ZgBOuZOIGXG0ZtNqPjDz3Um73lnxHyIrdniiFJYVHSGVpAju1krOqlQCO5pLvT/CpHfUSy06OBnIJHzs2b97byIWihDBicR+9pONCVNX1OdK964ESlr1CdXBmvu3C98U4jhHmi8wlt5H+Qp9KdhPIPKXVyjWf8tyD3Kvo9m7MrpPyXvHEx9hyx/Gww+BKmhWtPYvR8cD9Kqi2UMbgGnqqAjOxdlXw+3gch6blQTOlL2QAaCshdgegvA/49b/sjj+lKd4wj3m3/VA1xuMZQQDSEycD+hQU7D1GBmswgnp11wA2jcitCD1j0qG4KuSUNbteIRe5orSxgBy9TrbsCEi6LBtVECuAibg+TPximea9/8vDNi/KrPHVZQ5ZYhRhYkzl1s3pcaUpcAK1RyfrnIJ0saxR8yLHSkNCeWDRWSGSjjQHPadEA4UO8ax6ddG0pl8+CtJM0Tp2v38SdedAncg6BaSfNee2ISB5tYQTC4O/2U5mWgwanj2HFUJRCXQJdg/U+h5LOmsViD3tFMjdmNP9JrV4jYzr338MTGyCw8SzbQLBg0JgqXtEGwsQeDWeOIybmEmYEMFo0kMzmRrjhXToSDZRIuUsRS32bJxRfE5mZ37UJd4MSVZbj1m826g/Y+WFkahpHVkE6iGewriUoxhLLM2s3Nf077wxB8ky7Xckm2WcU5S9N+HYXpn3dGXBxfcRVUjMcwVKzAs4+urD+Y2eCnoBJpiDpaz4ixS+6QUyyPRkV9LTd+crl7xqIT4To1zL6d0+huhr5gCx/Cao9+8lr13TfchZVXUHTG7R+lmo/JTFhZCngAdGT2YurNY9CP4i/4IWR1knkV+w7oGazdQPrBgXrYdjYHHaj7BpEsWKUTcZJ5zgLk9YSedC+4YNBJxYJKyWBZVi+mQyoaWoL1jAtVoWJAwqjvz5hxq4UOF1Nq/mpFUKcNzUsAp3zytQriJ1NauKIxL3qzQfw4wmMc8c5zNMuZ1TlHCp8pa35vfoKqV2FpLuPORO1kgtOB8utWofn8NOLRURSaMTWRhT9bt+XpC0+uaRR5qIVWFqsJa8spKmoLcexMgdKYm0daVGAahy0tVJl2Q3CULCudebLnqSzUHiUuws1Xwr8wm7MMSF3C5v0wW8XOMpUng2agZpSsfwdmc+j+odm9/dbBduVwvXldmB0p1UowFkXDL7kRVOQ1xtY9bw3s4zBYh5XtnnsOxlfATd3163XlBKYz2MnJ7cZOF12un7NQyNQupAd0JrRNhSonp2HMxr+DZ6FSjxQJGVLVqu6lGcJf+QLNrg8rjxx2xt3GdY2p8SnSL8flx7V5L7N8cyrK/XXRD56zStfgC9C5E8Zuk16hATOSmv36pe6en0Y8Yh6iSDjbRbf6Ohrfo86rtrFLkimPJTCmy5NqBeRcC4wjCKELLKGKkgnjiPPMIAcoNcAJlT2OA0cNuiw3OG7B1T7+4iuoWptIFj9hryJ6lJpNNyDLWaP2nGovIn5YKFenq5gaP7lUjSWMPVmKDEfKYb3ta5laCrynzHu5cQWCDQgsmtiFNAXyKdKJQaWEB4UeQjIQ+VigXeL2KYOEEtKhQa6Aws5zLuY0b2/QBbdyF5u+GO0tDvqWnKx5c93OObj4EO2uwfY9KytXnBsrzVitGsRC1Iwbt1m0SxdBRC7YK3S/sx72H8HwIdd5QW7sWnIzLH79SuWfj0bMAYqRkCujXKeomzwK8X0Qd6wYZZ1EyjsnUxZD92zOYyRs75zMUFSAy5zn1nFCxOG34wEzoYh5lkYAYjiZw51V+Nd3wK7O1ZhOumIVrSY0tjmLZ8TEXt19QuzZ4wxCGHTN9pwLcMYnrYluniqMZ6D6SlDLqI6Cu68tjn3g7Honuu3R5L6+eW3zbIZnBpE2tLEyW9q56+kfTeYndp4ItkGZrqfei3BgQfREjvdazmSRTI4Yto88JR9m6YVg9wGKOorMob7Ebq/r4MQevPc39YVMzJy4dHDXR+ydByHeHBqQLstM5myH0pzHhciixIljETZFD2LvgKjutazpTI6WxtetvPj5aMTPHoYNkWEmTOpWIDsDSebwdiwNHxesEcnEiPUixGiWEuRQVAkVozS44dPAQ1WI5kTQC7XtSYNxHTtaIP2GPXBN40WGIQGcx8aAGlU894Q2+3L3ME42YPVC1mjZ3pXQnnWy+8FAUz0lp1bA2ujnv98Mqv/tSfe9j36pSbI0BlbvvppfEYN+KhQLDFVrWma9VnRuTf+O04Yvi7Fc7wmeeOGOJ95yI147QxWzrs5ILr8XW/GuQm3b7CyOqk5ImeVRU4Y2hSmGPvjWtvHsCn+v9M5OXbGvdf74A5+47+aXfkb3DwdX1GGDeFhfTCitYr4eS8kVooO1LLngDA9T0kNrJitG5OBISfzr8Ryfd0a81YJUlF+lVHVQWc3HdPaAyLugj12qwCzag0mFAx5WYOh5MYoL+rlsh2pQFsLVdWU4n9appgS6s2YBVAd598ZxjNrq+JOtG7bDn3w/zllTsPkAvOB2WFyCFbPdOuBVrKhnKCTmN+ng03avChRDIyT3eoA2RC2IGm8/rpc2W8sXuqkN1WmcamgRYxoZQ+yrMvijQFnaU6oYEUbiIKxr7kXFMMdPndafPcH6QgbfvPM1yzftgEmDXXqEXSgm1NQg82V8MlOpbTw5jzgd526lqHPvhwTttiavVk8/fnKhDk9E0BW/VzNn1dkLZXOTzB/uklpM8g0r5U5BdrbrdblrMxp+wN94m3b3+cJsS0MFJQueVWV8To/nnREXDG0rV2ooNWQJRF3UEYURokoj425iIZGeKTLk1k+uOVSWhllNaduKjUc1cGQcPLRqcS7j7uTEzAPtmRJt/PDdS//PncJ174C8ov2hOHMPWMYU5nR+sZ8NMBAV0tj9AntvX4PVp7gneuMge38yaL/ry8pxYRiBE3AAwFhq3ELuvyiKQjlBowsV+yLGXXxkMfpCPI43CknFz0HnGr7/z2F8CN+8P/4PL3OocgA3jiSq7dbbkDqWxcNxtKVFpQ1CijAXPfjiHx17ydsm1U1ZtNK5uEwwrujMRXQD1TkiRY34z5NjMy/AXGhdQ7trcIr0BCTHRTYgv1KEir9ux/POiAslm2KHLYYLGccGYQvtHLKUeKYXmcdTkDcun+CJGRkmqEYpj14MQZZPWNCXsKqhm+WTCuoKji2t7/NX37Ab/uVBtMWLNBwQiSN6bdYCCsYQKiKEGtVU9QDCHh1lVHm/7BtfWBOl7rt7p371PtpIxNgkdM7brp9Z06z1GocQ9c3pFblxuwhvqaIjiLYUt4q21MJs1dboSG4NSVmtJ+xq2l35763k1/9z+pLtR37lO+SYPQvrq5An6LtgFpOdGsJG+bpWeOds/dCxTmN944YXXLc4Ja+9C88ubV4nHMw3kowCt4PZqFpvNBbPQ+Ob7VWDVjhNpO6B+Gb0Xiq0X+SE8tEQyef4eH4ZMVswK6RwIqAw4mKmS9pkykIRiLGSBwFZgzgXxRhQs4FnmvKUi7VyF6dn6XQHhr2K2d9vjoOyVqf7yWEsXYHDn74V3nrFNIQN3bqIziKUezSfQSdDepQrdOyUY7PhCgTbxdQChHup1vvlc0u/9mm4EIO/x64rp38xSnWmBLrFDsAVzGkxnRFBpbA1RrSA48wuuS9VW65xySPVWB47xiXuZrkJfVtDnL8wPDeF+pq97zt/5tDP5j9w56V//fJ9ODgHkUdRHz1p1hRlXItGjdkfeSX86pfb2/Y+eXD3bLPmHHu8JabKcfdC0Ni3JUeQN80f5agicloFXDVqY6H8sxgfAPUCs1CLMxNfl+7R55ERPzvpFvGZibHUguEZiNdAbEAyAFuOlzBvK0wEOow5hENceJlTLrn+/VLfODIsVXSUeIeTZDbSu314qRj+P6/GPTtAWzPCRpG1IewTHMTa1VpvsrqwSFRVSJ1jugzqz0BNPe1d9ztf/uz7v4yRT/MNsKJ8GFmyMl32VgwYiJpciW9O0+aSB8C4yK4VxfhCM+QFtVWCR8V8MSg6NnjiKFc5I0V01vy6DdsvQBqd9ktQ2V/9tbb6uXedOfSjpd1WKlIBWU66KrxwGGWl8BTAnpfuanefggmreuHBk7fOEAwGtlm+1m7QPuuGizLiwPAAEJmUmzzaN7EhttI8cStHINvgsX6c+xFfF2b3vDDireDC6HMuNCPNo4wkDE9C/xQMVig7i/EKQbhznE6f55oJx4LcNm5Y8ngDKhwh0vglLJWNKYVLMYED+2fh/72heq3zUrS2w4Z5ydNAD4AVQ/kKlDuMVxTjd+nVvugck7gA4/vBa8HmZz98ePGNJzd2VNLpbTA4LzqGO+6GGSsRJ1eaN4h8lbDD0vLWGDkBh4ozXdRnaHbDPC1ma5oY42PDTDlnXuQUtSq0W9gx45Ljj/m6Wo59wxhDWD/TAx/rk+4///DgJ26AF5ZqIs3FwKzLUqnU0VEu+qv7d85gtAbHT8xbGKQedFvCIOH2Bs9PNfBDlkFOonUBiswJ2oSZC2lqmT8ZDUS6Cs7OrYzH1g1Xz2X73fPCiP/iMULDOBqSODgFSQfyLtIaZbGA1o1Xi7XHRDvLjSe2Aky1yjkwapF56j58x7T8WFNf8Om6Mfh3++Hu+pU4MQPlNqwNOAuQnKHE4Id50Pu1mBLpkPYfE93Hw17PT9coaulk7d8flX9wHq7tJOdX5CWvVNo+vb038E6sZClGYzCItIwkxDxL1x7qDLiUOYtA+oUypSqkjvVItRtGQiaFdiXokVvmTZ6X6DXx1HrWXHVj1UCrAn6PKhGML8eHTsHPreIPv6bzkpp0OxllZsMpiTI3enPbs3CsKJvf0VCbLcGwBFGfgGxKUINTJxCLEVogH+qaBfJTSxqamJQha/LyGoWKiynACM9pA+nzxYi/oqFdFFxBMUaDLZhL2QxiiMHRhvfs3FUu2z3D7SwOtBaRDM1aKizba8N/HKrXbYPfvhIPlhaEQRX2EAdHoBV3p4f+kBzYi6U3QDqA6DFReYoWduHGzZC9LphokzsUq0/94JfF76z2nBkxPy0Oak2d3tr53prGzBN+WQfmdDbAGfIEc9tAmNDs+SozmJiHlhdCcVyBrkYgWHCAgkXfSBW92nrUVjKKY+PFlQteQJUAhil1UwiF1RvLV6pwVR/vOYUXNf1/365eW1EcfTPQAqahSp20N6aknplON1c8V5hFlMnMtWItzmFiuK+5Bz0DZcB2gNOYNsvMpBn4Y5BXQPU1xppKz6Dhf5ilmKP0mE5piBw3D0YljkW+ndeuOYtcc8fWyE9ykhRkrqBQAFNsUmS4Ed8ZpbII05KQZNi1lrEw7mFg6YpUjsausMpc3DiSHzUbrBQGDCjMfOUZ/6AGray2rmJdiqehnMLS7xlIjMkjVF7CcBd0VqAW3LCYnbsSDp3mZo1kFewFAw4m4qw7tR69ZE78/A0T4NRgYo45VjrAeAqySfIqNXwNBA+Cp1RnRogOGoO0M4qHCI9AfQb8gw+ffPifvH/zJIjxa237VNbMt0YxgU0VVcyQNl53AJPPDkgo6u5FYlAA9yixXhbfQS64Eyz9xgX85vpHxUnczmeNxqkzxAAt4qpKCM3FBxLKHqCV80DJTVwHuuqAv5JNvu2dlz76z/w7KlPQuRSVV/z22Fh5hmYtEYNnlSA0iAjcSgUGoeDpvh1wEFzJcRBIWeF2Y0ZYa+QbhLXOp75RwzE/cgaOLtGo0O+5RcbPjRHzukQumXZw1EuxVVEzSn8V9oxFDNSAVUyAqyBtwx2IfIG2NOarWY4PVG7ojnEFuXmCHBblwhSLzHsuUeajMha8qA0nEuZFVY2enWgpmJ317J7hJW33/iOPP2h3b7mx8brJ8iXOAGw/AocuYnYGap72QtkcKJum98mJR1VwpRNtd0881S9Hq2/cB//8uysLjoCNEKrz2niqzTXoLFJpCrTLahTZF/hJDzyRxGisXDuw7PH8AViDXe5nz3zwJ//kdDojp7VuPZjPzfFvFODceE9jj6oYhFvAgWdGDWgsRFi2PueC0OI5FTYqCgvnZhJI28hZNA47F5K0OBr5rDiZKLcUlM0PpAHVWKADgyCaISQXp/fgv3lP+GtvP3fteMPf6JKVYNxDt2LuFWLGf8nAqKTHExVQjbRuYSSLWZxpEeEpwug8qS8z77slqFgcz73i4HMKJwxfKhQeVDEsQD0TU+SS2kLGgGcgIuum8p1AYZMwfic31gz5ANJVlZuflBy7Bv17wV4qpKznQC0DPgnG+WUvIDoq/O1oT2LfPMGA5BSii3G2OZsdWftDUE8tDTarm7PVaQ+8OnQuQncPWOuGoIAxd7NIKJaSXti45abbTn3x8Wavmt5Ugbe+GN60z4LgGri0CN6qHmyaq4C+Ans7+eMYr0GyqVVL9CqG76NToQlPR47c6Itok0r0hSN/+m8/3X0sg2qiKh0YC4H6IlPFM6ciDl3ocxfhs5GE0JYBGGc9Go5ojNviOeRbg5qLbDdu1UNweSibfiFZOFLlKf5zimmQomji1ELbbHNcUOlCdw1r5tNNenAAP/AJce/3KXHJM99KY5BJRzoNgK0Sp3QInl10HxWKFc/EQcx5KJYj4NSHLKhkD9SAS+ZH+uTF8Q+Z2OHoKpmBUG5ckFKW9vgMNAewROGauO5GFympNBWiCdAHukj5KsYDqasg5wkq2EnBC8AtkUGOxoUYq8KaMWNRfUDHO7Dt6G4u3DGYn1m0W4/l6+ef3pSDTdU82hC1177YdZxNOPsgi7NeXIOqrX0LwxSxAkEG3hx6uwbVx+ZL8PY94nv3anD3QrgG4QmwtZaeCDeg3YDyXgoqgmLIl3hj0Dugl5I1ht60eSuZ9GGsrarZfYv0c+/rLtswc2W1c6If9WnbrNdeTbDChQa5oNH0clXU5EMh6/ZsHbvkBPmW4epRYHg0obyQbR9lO+wyK15LnorHzSpYfCj6UUbjTllWzjL2ZRnYT2QZcDwlGhteJPOOntplPXBe/uJD3R+ZvkKXl83C4g48yTlug72lwXbcSyh59YhiDB8vnmeQLhZbCQ8pyVF1QbWBV6B4JoiJ/yAx8bMZdRrlSREtR7u8qgs5SR4Nb26QgbuckYqBOjpdhHyDw6Rk2IchvwMQLtMvxVoKsB90fycPmBVPi/omiVmUE+B2qXWHWD/GwiV7ryJXbESf+tMzF9dLYupcZ5ez++rpV+7YPYtqXfc+QjM1cSki65NgVfL8TDuG6ZI5mR0wNvzMxAdmetk/ez3OmVNLqhR1AcuY95RfknIGrBTsWW3VhDmNpAs85Xmc+/p5ONckI/yVRKTjNOM8XDr69o/DZB122tg/azZrLy3j6iAZCXFDMZ52BIlGdWYCvjIMsaAGX9mS8+xZjMEeUD9zO40RsxsvhuVZWxSD02jFPFMceeWR/CE32Cuz2WS4QN1TdN0MVdp+NtX7pY/B9d9/8aWyhNaQH0xSsFmHwHJsZhea4QSNnH+htsjPTnIJBW+pNpefcB5kEw3eY9YyOp7riY7PkRE/MyNe4Wi8FmzJR8pi0EWGJ22dgD5PcZefn2wKxVFbyOY47cvyv2MAJR6sNWzCsKUb3yWSSeitMR5xDHO6AfJZTC7i0Q7tfhNWktOb9z149mgvizEEb3PzZTeMXb39n0JXQvM81IaQnhMDhxqGjhwkq+6s0VjyNIgZnN7zlH/iE49lP14R0zQLvSWiHrgO2gcoTHhqvTeuRSiySAzOg/B5IKi7jd2SOhQqKhsT0mVR2kZe6UL7S9/7bliOfGs88hYBB1Ddq1dUPmjqORfSIrgrqBgLNoq8jmaDFSrdYmu/opGsQwFzsSh9hlHFRKHbUvRNJVtFpWzfo1eKQgrbKjBxUeYktCiE/0AYJijaeFaU9tBwU9pRb5cDlyT8yCfTR98SS8+cVs7Rc4uFjLiMD0padAtgLkYjJotlMXJE7OlRuQA8FR20ccY8z2T0rJ8d6vGc2fFzHGLTTLbxmVlxsAnZKumWpA1mvuESJhHZFciNh1sH7JO1QDghRJ1V+Tk20USeB2+JtU/oKIHeiogugp1h+WEI9qI1qe94SdT+/BfPnD0brmyutf2N4Wt2X3fN694ikkdgwDugSju4tiF0w2BG6l/AiZehI3QwLUuTUOo8Uu2ur47/VH+5bv5Iex1sY74lLj8PD/PUTm8eYhRmFeVL2nzTnRd6krhms0bDMVEyG0IszI5RVWebj73zkeUT52D7gWh40TJgaGI3ZFnqNaHigm1xFXMR5XtGAm5UbbSVCf+qo/CyJILi50URP5u62DIlexQD3GptLrixKCLIkl+II40i5oLC0lqLfML8S/UE7TxjXShPAa3Bnn1w/DQ9cR5u2GkLVYKkhb7kWo3M8BCbazZGgxzUqDmpKDoB2ApQmkfJPQIx6iFnNenZQkxNz22E4rkLsUFRjQ6j+8CdX01Bj4B+BPVZDN8CFFBcQgrBMlRMQ+c8ZinUER0fYJzSSeNRwJ6i0gH0CFaXRPUsuWXo76Swhdjmaa+lt/z6hX/cb2+unTocnY7uunLb619zl2fdjM1FqExT1jZvLvMISteAmqLO/WJmmsLzeN4QQU/clH0ADh85pX80hrJ7AKoXw80owG2aRUNiMk5scqyvzlR6YxANwEPhWAY3wPoSZA40DqJ+UVBvM2JUyRn84j/+yNFjS/DaF1/pLh47Np4vmdO0YLKFc5L5luH8FhThAvaiNFKxKGyR9FZiceR9C4sththY5Wete8R/dUEvLNtTo8wdF+fIkeflF0RRMWMDNHeVFvPSuSwO0dPwgoWZ8xf6dGBuKV5aIFGP9e6p+tmNzk0LKYgKFh2o5nTyOLdUjD4j9gKOMDDfslEsdggWGWf9IyanvIvqrxIX3IpjPEfH35kR0zOxFb5n5hGRQYuabJuzuyjsUYMWL88+z5htf1D4KTkLaDhQcl3ePiTHqmgeSXYaM2OyIQY7QF+p6dXi/GfBuReHx+nKO2HylZDXOGpq/kzegNXzIGOcrKg93keOf+bIxXevrz2dr2XTSeNfvP4fL+z7DmRJ4QF5KWQW1p2ktOjK3TpPRPusIYWwfBQPbIcrbvtC9sqLq/Hsudf/9NQKZG3KKYmiwGy6boj+qgEh2C9D6pTMZlBVNFGGiQQbFiWD/FwnW4Gg+3m4Yh/1LJi54/H1z7/jD86t1OXELlWRYTI/vjcNFwwDMkyJpPGGWRJVEkgMyzKm4oDNVcFswzphpdWQRVXYoKNQqJDIId93LXMYOmBcXcYAjDv8UqG4w0Qpg3VsaVYUF06omEU+pbBtuzHuS2m+KfJM55yNI88puZavsJdYtd2zlYpD58SYNSX30tgbYax76z+iiV+Bc19i1N0MSNp2zW11+g3uVTFvGTBAsYfcKmJQQ877h9nUyN3E/OU5fdayM6iuOjChFaeSeNp6EUJ9znzx35kRb6HeIrbC7eK8D3lECeIQuZ47F9rNchT98xhdFO69FF6rw66Yug/17daOV/Mu6CFs2FzNZ3uQbILrpvOHvbEcuhPg3YnLACc+A+O3Qe06iD4I3gQ5pzBwevEnHz3kn97YWLywee2h2p2v/PaDr/sOGN+Hg7OUnQSDApsPQaVOqxOu2k9j1wn1BLTvxZKndt/8aP1Mc+V7/GXxEldud5+E4G1q17vkfNltfRvnMobHOaFlT0Jjl7aE0NK4UxgP1Hh9UWeiVJrfPh40CTr99544dTqvOfbRZsU+uKDvskBBbX2AXdE2ID9sKR0Lyb1MXJhmduCNDVSZMTuDPnmuKPEEXt7oDT6wJetZZIlyqljx3GE/bl/C+rTm5v6RE+C2VQ6/CXK6g9h1LNs3dqNYxEhqY8HGwgbdrmN7vu87liukVOZv5qyKUfEnEjmOXlC1ureD4/qe7+1se1e/uLEJwy6KrAjmsdAExFFjYi6PFi0MiNyiZXq0F4zmU7PeEagK4TJahqtkrDxnj8yA66ugmBvxnB1/d564UGQoxr+OIkZWiic93I55lcFZ2IfSH1hRneSfoLcNahMQzcnVKehYsPE5Kr0P87to9tuwNwtmx99+W+ZdxKrw1o+AmoFBgPUZWH2KVj+KG39Axi7n/3muE56tUt7z5MnSo+doZdN+4jPYfqF48+umUH8Kj/wncKewq6kXcuXNDhfzE9Q/yg2NxsXar8WZhw77X7r46QtX7j5/deUdAA0YPE5tIdODGg4ZhoftMzwFV8xqXcWkJfRSlgzC6SudarWLXh8otuWaVcrH8yRIm8Nj9XPLC6sPCl8f3r13LblNDSy7tzTv7UpoGAdhmCZFz5OmNM8g3b79wDAbhsM4yWLJEV1DlHJja8Os6wfVclDSue5022E0rJQm528eH4R9ydMyeC6iByUDcUURfYiz0LhptKRSWaZSzTlKMN/JXBU4frlcdRzDIVxm0rZlSUcMZOxXchsaSu4WXlCuDqZ2D+dvuN75bVy+ADQPaqBl3zzDZKD9ctVSDlexyRLwtPWQ0TcDecnyiboCVoPkOQG3bgVNR4o0qJ/72TRfkxGPplD8T9/+H8/VOIOCNLP8NIk1G3Yb0CdygG4Clf+m80+i930sYi4+Ace+FYN7qFrBs/8FFn4G8tdT9BD2fzCjRQwMKvshK57Fbkzz2zELiyDOpJp7oXXFHXr1PnHhY9BJLVdS4wVQwy8vRRcGENgzr3yp/2R09sf++89mOTdlTo6NV0TD88fEypcmwt6y2pZ11nasvOPcWv+wwEu51CfzW3O48nXfDPsXdPAy0Z9Gd5kmvk+oeai0QQ6hVtHGk4XtbH2lk2s5DUFD6qxfl/FEUO2m9nJL9ZEl5L/p+usWgjKeOg2Dyi11/cnqNm/8ulIUpuFYYoCCTmKKszwcRuGw2zEftCvSJM+SYRKlBgYYGlB2S8bONpfWOLbgSVc4ajzthr1ckbRUxR0T6FksUuILnnZqC/MSplcRQwhBeZ5G6TDPc26xF8aMHdcyOMRhrUMpXdv1/ZIX+GYTaGM3otS1pi1v+/xsA2YhmX4qOPpxyFygabJdgd3MYH4HVHdFCkNI/GeycS43bBWS+pyigwAM3KFE0PVAza8gYBJbnz+HSbuv0RN/RUv5L5Q1flWdR/EC7pFhj0F9W09L43iiBNIPQ+l3YLMhvDKoV0Lty3js/9Olc9h4BFsvpt1/jvk8ubYYf5Oyp2TlGrF4L1y6gNVxKM3ikQ/S4DiEJzEIrImbadedon1JD5SI/gz6bbp6Do3bum5pZjh14aEnh+v6jddcff/hp1t9YTvpqadXBumaX6VWE7dPia6bdu1LExtprHEdYKyWj2f4yZROfPHQ1D1//sqdrxqvjIX1J1VaaXqX8uF4sjFpCBiWH026pJtX+2PpzNSpm9VyVcA45pjM1GUlGMvWhgbuODId6tq8sKawuT61cfofTf3XbP9bvuC/cWx5PNKRSuKh6g+SNFJZag+GopUnudn3jZdUHkvO+76sTJXGG1XPMqDDSVSeZjFCdXxq3rhS4/k211dHdWFC2FxfMqIXhhDErDPsSmPdqccVvZykMCbMjle6ReU0E0AXXc8ObNub2zMT6TMpZuQc8L2bDNG72vrEdPRp6HXA3gFDcykOoE9pLAPJg8aEY+weuVtLFhYsi2S5xTJeo6g1k8BqEWrxaBRaY088qhN87vzx12LERXSy6PH9qsgffVUZ/yhEP7o2W5UF9qDbQfs3ebpg03C8s7h2K0y+C868DKYfx8rLEA7Cwofxwm5IM7HzJlr8lLz4K3DdO2jiIIoBkJ13L4qr7hArZs/aDfF5rVbE6uOahmL3K3tf+i9yG5XqN/bE+TDFM+cuHTsEO334tuvge2/Ykaxe7LSRJvl+p97+Zj72qLhxV+NL63mwtP+auGlPRw9tbuCKSzvHRH9zubGrdqr+Sf+Kqw/s3teED+/dvOmJ5sXpMVvrlKBCBuuWfLeaJ21Y6TUN7nDLxjv1tWhI2lGrymE8SKz4ycn65EtL2057eDSiSKyfXT+848LkyrE46W6GzUGv04s3OvHG2vDCoJldOgaexWGaJOU7aGDx+F6rXJ14zR1vjaNszClXgm297nD90lo0zOrjtampKQ5dkOSqd5KjOIG54dWgoH2WZcheRpEiNTJig4ZdA3hdQ+9kbvZ/posG1MNEteLb2wyKTj3jOKrV8PR8fgpPb0ImIYv18LCgccAk7AhnnMGhlhGiw5puVk6i0P7hoIkEXeb0kyGn1hjIDuCMwc1cEWoVY8RGqcVvME9s6HIKzxTpfCW1yJmjr/w6joLyxQABEYaUPo7eL1HvEkZVblUPzWXfo+0qGhISvwfTcyDfDsmLoX4jT8U4+0tY3qUWfkxE89he1qefEnW0qq4+/x7IQ6zcTXM3iFTCyaegtQqyVf7OfyrUMoyf+OBDS51wWnU7VRresFv7cYTNrjf+zdNXvBgHm9DYBztmdywdu9a7KLK3Y+ybJ0fRUTHwobwXSgf1438mZo7ose+MKw+dbD+0P7mYLYnBuUevmzmo648ZTk/9FxlvhNWH1wdNLwMKRFlqSHgQUXl2M8GyxeyddL8r5RFVm06urajKNWfO7rrnmBgMu+UI88zwLNAsiJIq1VdxlvVh7jpbx1nc4pw6pzYcQ8WyOFr9vff8UtpWM/vHXnDjK67ef/3EeKXTirLM3PFucavJ0jzXrhA04XkZgVUWNotjKFQqkUpnaDEmLpfKvuN7ns9hN+N2lOR4nhB9Vlqe8+zSmL0+K947aV+Avq9Ld1HzguF/omJR1kQKKlWvMMF2EZ5LwA55ejULFHOVKKHLqRZcI2ko+x0kzS5xo2HlxEk7C78eA0f/94jds1jiL7jkrehgsZsUBYH81W8gPk0bCSSGqNWLYoinINuE43WcPcqrVQzJt9DeR8k69v+UehughxJWoPsgbXuzeMXdgAsGBwi9G87eC08/geU2zOyHxgpctxvKtOGfMjv6mejco2dSb+fK0unUJ9b5k7e9ATpmDdwnNlYhmKezf4znujS9INderdVpXP4kDpZw7CrY/iZVvVamK2LPiymyRVME/e+5np5efGqwbfaXG3d+UJ96KXYugnla2at1UsHo8JRlnuc7cOUjsBxCuVee4DysU75oWV3fmpbOzpXED/OZh8lvT83keVkstm86l/ZnrsykcuqDMjRLed/tLYM4YzlNAypbYk1v5MLSzji5DiRDGG6QK9XUXuistt/zmx/cfuWnXvqCN87vWIi6ObocwCgSeQaHekUFIBfgQKwZ8RrXapaWp6TlW440QEUYdyyK7uSR53QdNyi5rk3K8UoHDO8OkkcrrV+jdXONLxflV4C1j0oujR8Qy8eIanLiDp0cV/H9LGCMIUDJAKutbHdRULHVVWAwuZgD9yRAnef0Md4IRmNMvhFLMQU3VY2q77jAiYNNOCpwtZWjBGQi4VIIc0uDfgyrPwXpr5L1CrRCFnCWt2j1EQxeiHKXsL5XTZ2SnTfB+hB73w9BQJd+CxfegnPXkf1uGLyL0qtx/Srol6j+GAYpLVdw9vUw8xIKNNQj8nzKz8Pmw9NuuCGz7nL5ic+TPbYj7Zy2BLQ0nOj+4vzMy8pTt7P6b7odJ3dCcwCL59Xcw/KsISg30cE34c6rARZkPtS2ENvHoPWztPZFiP4USt+5LVyH9lEYfBOu/W42N3DyHwMtxdhDNJxM+0vuNoR4x1DeX9ICnvYjHLLiwgydVcdFrelUpAO9uRzLyYqcvnnsRWOPPd52N9Ef7zrBQKVyQi2M1/bvqV0VinODTbm6dm51fiWFQeaEw7QNTWm4nA2QhnzDt+1Xwu7+4e+9pzEHr3jN6+9YeO25tY2BzsI4qbiuHHYmA7+iqWXLwHUdp94XymDuAUtWphXjU2MdWGQJ89KSI30bMxFacigq4xsL8ROTUQtWN3XrAMl5YR8G/xC5N5HwxYqE/jykmzD8lHAE2tMQN/lBuzkWxd1glSHrkJMKe09eWZd4M3b62lmMtg1sq1Qyfh0r+VZer6BGz9Xxvx1iE7Q1TVKjIgekbkM+Qa4BTE7QD0n8DCuZzbwa13ugOti6XzsfFeFLYObzgL8CG5Ys/RuIr6b0rQRvx2xeXN80v6v8L1gbFXB/GsbmoTIN+Sokhvw2YGoV7KGOLuKwh2cSHG7q5OzqandQcY6ti/60eumLXBo0lgKxY0q/dG+Qp1Q2a2pIEPVo+DD2GiTeiLt/TFSPmAWjwxWRXqCVPmAJSmV0uvDZd2H1v8P8K6H6KqAhtEtcpBF8FLMd9uA2KMWAfQgEtptuay+ncBpXu72HDJwgazrIzrVOx2I52rYAetsgSqNebqeZtGwQeH6sOrjlQHC+eSbpUxKWa+6YWzJ7eua6O5zgyk5jdXK8Mb6+utlb2hys8ADzHW3HPPRlIT2yDaMM0PNKjYVBfx2+dN9nPvaJP/+mb3nxzMLVVk+2VITzM2ctMSw7e9cWS1E6lvQtJyh7VM5we6rmwt5nx80ZksQVy8lAJL4dGu5pYXrThU/pYReyGerXUM+iOwlqHDoahw9igTSgsQd1CXonONBZ8cBAQRUJy2E8acCD4e0i5xnAEFq6TuZ31ZSAVzhyv7QN6q6Nepq4Jvw5tGD4mox4lC3nGStqlHMsKlWEeSYGLmBYomBV0bQbp9B8J2SfEzUfrJb2LbF8K3iPi80JmLmXIolwH6T3JueU69+GO2/m0qdhSWOaB5fsc6eh8oNgudD8U8pFv/x6q1TxxedxbROqd4O6C7ND1Pod3DgqHJjxxgcPzH5u46nzrXhTw01vevTgDdrLnUefCn/gKtBP3ifOa3BuxpkboT6DlSnt9YU50+BuXOvB4I+wMdTbAuzkePwpuObNQBn5dwGsoD6knRZeOAv2kWG9Wfb+A7irMLBAHyDvz7G22C+dq668OgxVdWwCJg8al9doHmktYT7QpWqaKa7cF5XMbazrFKU9N7YwibO4cbLcvVBNMgycuFR2LKo70awBqN74WNmedUTVgAAZBg6NJ7KfVFeVRfEQepfInx3449XU7S+fi4PbJ973pftvW+i8+aUvuy6KJuXjgQr9MD1Xqay4oWFlJdsey91xzLwsta3qj6yYXd/QmBSyIekupn3I2lplUI5EJriE2pglzIFd4fRnaFCvCzrkBq2KpbUj+hLyHg49CCeFwcSyASLirlQrRqsLMgbVh3SOR/EEK1S+2arXWG+c/K2srXiu1ay+BiPGrQqVkaoACS4fLEoHtUt+7iaZkE4cwuD9EH8YW2VVexI32mj9JNQOYfaPqH6K4Dgkvfz8T9lX3GpffC3Vr0N3huq/bswaL3y7I9s08w7o2DxibeE1uvSB8tFXiRNrADth9wtp+G6hjlNLYHgTzL6dFvai7wZzn/yndAfg4U89+IDTVcO2dErp9+4Dr3ULtMs0METEw+HT4NyrJz8gXAXWTbDdx/ka1QKMhGitAfVpYQXXn4bxf8sCJec/zH3COqHsjCh9e1ncD9EuGJ4e9v6wpN+I/RlzCypwBZRUuVwGAywSHxJtnm496+SXdD/VpUmwxhFKPBdrQ29u5D0lV6CUNPZsc+zS8mJ0cR3qwzHXSS3RmwjKbqnuNSrGY4l2uRkur7aXVoeKvZy2nUqR1Q1holJt1LcNKh2vu71rh5++78jpi0/9wA03f9N8VZ8ciszZnT6BspsETccLIBbUSYXvQaOcdVaLziUSPADVAauE1phxqLBxKYahaEjHXYNSDu4FrRZ5lFc2j7V58zx1eEKkPFWB1eXjTaeyzg/ebaM2m5JZp1rl3BGrzZYK+9A/B34O1dvNbYnlwA7L5i8UBc5Ffd6o/+o5Ob5GOMG+t/DIgnMZZlHy7SZrqKks8qzhh78E7fdCVIFKRy6OaR5cuNZNPlmzplHvQno54ZhlSaBNUbsfamvkOKJ7C+TbsXQ7dCrKO2bAm249Kh7/GHotrC9A/SbdqohoG1r7QXwrzg/I26DKMsqMYoHbKnT8OJavfNVtM9DpUq2E9QGsntIbsXBnYDbAZJN6X+41oZb6hgup0tPYjkXju3FmDpI/gvO/ost3p9u/yy0fhlIV5aVsO1mD27G0F+sf1X4s4peCUyfrrlLlc1DZTaWbsPMn6N+ku4dEzdKlGcx9KLng1nFoiXjVexrkHAYTWjVBHIDSXNjqhUPqLbfUVL1VumKjLGqtkzNhp1SZCsvVuJFOuYbUSavklCdLtVylferYvcq28ZuzVNcqnJOLosh2/bJT7cnueLa2okPvzoPHm5d+9cTFLr7gHS+83T696HYWKWmmEWAeO1JjXWbQ02nPrVYgT9I8DXNSIqFS3KimPIwx3O6WQ5gC8PrMwr2WoBRtAT0Ewy51Cv1VRgSlhoXTNOyytlBO0ipTrFk6Pze78IYw3FL3QU6MWskwv1WnC2TzQIQiRMV1dKMRw9+ApZhi1FTFKfxCnZGbYjRaqR3Ij0Dvt6C9pv2r0BCCjbrY9t8g+nQt/C6w/gDa22DqHLofpT2vggunUlxxDEf0fg3kC6H/BqgCJCVpCVz8t9bqk1C9C8v/kmd77vOGE99SGfRhcEhtfEQmDfReD+otqE/B5p/AqUMcwoQdhLtw/BKO38oh+oPvFv2qduaEGleRFJtztZVzLCm8uSppm2ofgfWfhO5eKF0H/t0iWXEuvRfHD8Dmz4OBlNiG+F/r5BYclLor94x529TY4zK+ggYKB8eJJuJLT7tzR8Sw1k27FZFiaQZgjfIudoSgUn5+qNcx7UK6hOV+Khbsa+fznssFmxAdibynJ2f3S/A318uRlaClI2NWeT/LU3Mva0HVkVbVKc2O7di9a64z6LnCtR3ZH0baYPxclJxmNJxooDUuxZ6Jawy6/tjKsfuT6JoXXPcD1ivnTq6WLmyI9ByU2spJ7a6llzTYAXmOU82dCYIJQWMOuJ5wPVCnWdGwLiFRMESKNCVS+AqqG6y4RT2zz0pLQ0mDctHvsfY4j+bzePJZXuJKcIOvDFiIBlqVRdSAfBKiA6i589cqVL8KwlQ4vW/gKjYxapkZdW9BsAlrm9L+ZR2uoblb1nEabNf+mqA3QM8CZwLCPTAhIXw51Kao9EM0+zkn/VHVXRHt/wesx1Ctc9CjHsGjJ2HiRbDw3eBMU32O/GWx8eny0V+Bvf+G7BlZ+16gAdBT0Pszivu4sQRuIty3QnkI+DiNfxvOv3JoGafz1jL8Y8PBIa1LV4I9S+MpVqqw9zrSibwQw+Y5EGtw/TW6tosWl+RTH4GJ95KaQ+fVMImtNdkYO6Gnv7+2MA/nXy6CFdV7XGa7KVoRwU7X+xbhvIhm3leLH6FBArql7QuZOuValqgEzr5qtD7ImuTbgKnOO1qsCqtCt7ywfWE5XVmDxuyJ+nxQLQ+XViZ7q163sWjM15KecYIBVDGo7Z7dGwSuILsX9uNBFGdxzVMOV0JiMpal/o58OByziWtVe5eu8seGVnPtiSMfXnjtG2vzc5NNWErBQDg7B+mLEsH+iuGuZHbEmoIgReiRbmUqd+pSZ7qYglol3GZAHTgK7BJVFzDrodq0aqxezHrLhqjlaZR9wXhyu7pIGWMELkurEbeidy1B50HZELegdk8uv5kn9xhU5mlVKL+yGi4+dxNz//ejE3rUlKBAikGKZecn9MmTwq/B+ACaVVRHoGzpkxlW34K0BpPLZFlr1n+aobeK3n1QPgpqVpbvh8UchATv43iqSoZUlW6g+Gmd3CtZuuDVovdGwB/Fq4Zw4h048xJo7NZm+272RUfyHXd3wgt+HlefIsjAb6B+kpq7fLoepxOUvwOtz8Dan5B3Ko+fjGKoujeT3IdiFUrj4Oyhch/O/K7Y6FC+AYaHLEmcfAmlPSQ1Jr8F4jFx6R7oP0J+isIR1r3gvwl7m1C5wDymcRZPX0yT3PGNN7LMs3LtYryx6MOe66P4cYd1sDzqpiyx2dNZRZzBYW0crq1DO4u6zoOVoDnt3SE3588uHUcpy34tkIFhWgZoztbmGrOz/TC3RQCWrSKwLBoLKr7vx2kKwVG7PLc5UP3EHjp7xulKd3l1LEkvnMk+fW3pxbu7uw73B09GgcFrN+r0TnI3L5FOM9qqBLawCjjn5FWoVoTahKjGsN4xEH8Xt2Ow2NEu7q7LLrGiFzfLVLXwRaY899UGqHCxsgqxmJZH0WLhwB6DscMkB9rQxMkTA2Oz6VswLqHLHdHF4KYtbvfcIIq/2og5Ra6FjjG1qOck02BDTza1Hjd3RWyq8vJPm/0SG8sQLei1N6K7YfZKak6J8SF4j4MYQmR+tT9j7aDe55DeDx2X5FGGzuU3Y39Aa1/CimG40+g/AXiDTN4EVoheE+gkpE/T8J3Yq8LMDMiDIvYAJyB/HKKHqLwmTn4W4i9wMKhjFtQhmDkmSt8Kzb1g76LaHCbTNOhYpe+qjH8EttWpdRe23wd+GXa8AZsbFD4B8iF0FalOisrlQUBXQXsHjp+GpQ+A8aU3/1fjltXiLw2jpFr5PPuqU4mgB5TVkmq3wX7UuII2/5TCVekdBOcotuoQnG7MiQtrFOXRpO+Fg9hNwWlq+6IQYxrM9c2S2Zas4GQ3OOleRdvO/0TYHqpB7jak7XlDN1m3VzMdD+OeWZhRYgiWsUe7k6lSDZxyeaZ9HQxw3raU0MNS1AlbUS2M3P6kn64tJY/nk9mt37/77odl8xFQ552Not6BGg4YStclsQvwbnR2MyPbPAzO7WBvI38fwAzy/DMDFBKuODRI19qBpVmiPnc56VixfObN3LWR5jwTQksUhvNtaur1ovvq9jak66TTgu6xiv5emf1XyA6S8/NDMrAiqCUNXaR4lZM0wZ3aqm6EosVdcjMLUgqhy1X3fwfybX+9JzYLT5Iv+SJjszil9AOZiU1zWn9G+SG0zpGdoT4twhxiS/tLonwp6uWex8BDFYBKAOvs8fkHiGnFGLfWxlwME6iBGBfREp25C+dS8hNc30atIVTb6NwC6g9g+mdU8xHZRT1zlZg2z2MdoxvEzFsVxNK6EtL9sO1RCBSFL6bBTvI+LY48TmIDNo4LqkPj30JyExgEK2s6f5Fw3g9wUjt3CG+GDJ3uNa1o0p2+QuuhSJ+i8H70XJrai96368GrRPenpLihqnaAey0F94L+Alqvknkd5jS2Qh1+LBquebmh7QG5Lpa73COJOD6nw1XRHca+wGFMlo2+pbtd48tIdSGqU2kCbt/GI0C/rP8wnt9xamPu0JmWENt3bpsbS/prJ85HORfq2lZpPCjVK+NupaJFmqUd6YyB4HwDy2bqzJJ24DlS1o0NNKPO5lp+UcrJhR2NwOcUT+dxqO8FuB7ktLaQW2jV1YVzXMSxb0EVAFZQVRkMqBx1zr3iZQcMYoASiIh0wMoVMje2Rt0B9zUKLJLNhs9N8SBUlVezX6fMnFII1iPmieZwFtynLL/lwOuc8Ae1flvmQ1T0DdbInsRICRfNUgBzOnbRe8IJQIvcZ2pv/raKQX+1EYuRlIHZbwTKTLayZMonj2UVjT9zfpNEW6dNVjsxXEyct9WESLfldNa3X8y99zDgyTu5x3I6eZdosUX9BrwMvFsp/gOkPwNrAYbbNcyKBXP3Mxwe0/IzSh23OyXAm8FZ1mEikxQafbSnCK5RySCiTsU/L1d3gtOlhS8T1MX6PxbLD1PrB9TTS2J+x/D8xYqBY15XLL6fs4bODGz8mchdPXmlsLezA+6+rxMfM3tefe4ttP8V4vE/ho2n0dzkcqINFqcPiOQhkE3KE4xOkjqHVpOiAxB4Sfwed8mhOBAVv1Q/yAJB1hM4LEq6HO5fKc8sYO9Caw18D+OEREpWCayEGzD0puFaQMYZrwvHrK/Jc9bcuYG9e9Wfaq10Tq2vzNNUTVUTt1WpjtcrDc/2lE70AOoVK6iX1jZDEjk3hugsUblBt8azGDiuksSXNQPL2i3xVC5u3Wm7zjTWd2CtAultQLuE8JjyyjESXeG0c4zRVpKMOQ0AKlzzpjMDoyEqPuoYeNI5cusrBoQZAzBogVxGO1Lmdw0u1iVDZIV7K0njqI3zMg9XeNZ5Mnt2Po/LxzD4RXQ/YsPb17O3237RGJj6mWOYCqcTWUXEYC5uxXKKLi090tL421jwX2vEsJWby60iel6SzoaIZ6lzCUrfC6upkHt01BadWQoy2zuLg4Okze5/DqqTJCNBQ8iHRRdhWVOH0n6jPEnplwQ8JLIHUV8NtVcDHu+r+2ruVcPkqDsAkd5pBzuhchGyY9D1xfx36/7H+xufqFlfgJ0/YO18eyV2qXmeNt8mpmNaeptYq8HgF9TaKrbKtn3tQD5VcXfAUg0HR7OpQzau0eZBnF2C1kBYVeg8gWkIvY0x2EkqJ2cVz/xEv/V0hSVJvXwtklaGs9PQmILFL2JdUUnCcj+OT2faQP/zbr4vFSet4DZKnwCaTeINszG6ucv4z9Na2MJxSuOl9mbUDDXvQTkkvrBz7RrgGOo8gmEIgzXddXB6N2yegZsOnDtwxcax6eVjJyrtzavAv3JsZttwOOysb/huebbRcByvHybNzrI7McdacLzl256xBu41Vor02tLJSlC1rHKew/l2AtnYNVf4tfGbQWwKOWt8rYZVQV5hJzmhZfWuIaG4GM5KlJdmkBY9ct0K7itcVlpMbFdbI8eJYkdJDltUjOWJ2MV8HLI6GMOtP4lQJYOnaYc2Ts24cz2OegrkIUg/iOpj4H5i3vkEpD9jFhK5BpwEPK6Rp/5lPIrM/LdVnf53o2f8VxjxV969UH0x/1/yzOuHCqPfyMInrOHVXIdithXeYmKFi1LaiGWLarp0gEdghD7kmzzz1QlAjgsxja1JTA4rXGsPYKJ2STtNcvbWvH8J6yuBewyzORBlsFbjiJSzruoEJ/5j1RM1sU2vhBB/XuwyD+BaQ4lQ7VCn3ib9Dch/Jux1vAkUtaHqHy4vCrCWYff34MyP2fAeoH2oKtT9ONbQPHI1NHTsAJTvEGNX4HqTdB0ufq7iT+uxSUE9FBdh8lW08AZsg5KPQvukLE2DvuB5VRffjKFDkx9z9M0UVKFpkOs5X20zvgz8OUgfBy2E5XPxfm26PH52+TRMsnfDJNUGUddTcnm6I+S57IYs2zXdF4Y7RWvkzvdfs69/3bVTn14+fL59PD53k1sd8+oTZvO70G6dX9+sel7N9+zWiiWl41iW7fJAJ+4pVVqrsXF7mA4zMoZWUsK5lCqvNXZlbaai58FcHbaEswIGhiiz0uqQjYNdKYrRDOCWVso1cUX/uQY/ekZCPysmKSRFh75wlFnH1SK9rBjEipwVNsUG4oKB7KwwZNYwq4zFXIhsZWa/ouRNmOyg7NcwfB/YD4P3C1H+Bm8kJ2Dwl7AT5n2JKDplt9SxvtrY/m6N+Nl35xYww1AdOcROjZIPIP1nWAUsrUK3R9A3nAllyn6GHgOnB/YYDN5nnEGYts1mZQxfe1PSGmRJaMfGLA4I+foJZ5XocyJ/L4i3kPpOjN+JBr9aczQVoZhy0xtBvggbCq57BVwy2/1Ho2QRh63g2FOs7dxuwJ5vlZX/lMFJW3j+3B0Y7YP2OTHxeLjWC2Z2Qu0kt+a6r6Gh1Cd+0+yTlJSkPZDWXQB3gLsI+a/E1PP6b6SJuw1QEcbiemeknUF4Hi7+Vt5+pEN6oubp+R8Ua3mS/3RW/u3y8CDCv26d/OHG9gNZYl7bYxPIEoP0ht28NGE2X9JpWzpufcIyIJUHPscQF9U8aUYlHhgtlFauw01PvZ52OlxHPTyq4bicvn79rh3rcYTXXHGwmSwuD5dzOeFUZh1Ri5Js2Ilm5n0DySzLEo5xiZbPDd+KG1rNSSSgE2MYZmVj3s82wmiKRzjuAIN9fYNKt2tMJUzprI7kx5XQMURcDUQygLQNgw4jVaWpdoENmHf7CFnOSwmWxVMGrxsIj8428MbJ9tHxEilyrAeqUG00L2DbDIrcYCFsb2+QczVZLxT9m7T6CYGnif590HfJ3YO4A22uijMEiWfBm7Mi7y/Y7v8xTLyVouNJwWbZKUt5EB+G6L/BILeTA1Q+YQi+kHUuLc3MVVQSq+m65r5cL3jOexAY/sQxyW2SahD17PwcjEmVxzJ8jLwNrq1uGjT53lT9rqvuJucRFpLq10OxCOKSl3wRNyx45A9BnjTPpFS7k1vd42Xhd4Y7l0ubv2PcvDXBPoNF/uh3DdXGyV/zdvm08lEc3gfr98KmxIkZ4Z0mVUP4HqA/1WObAlZYBTVXkvnIh+2gBJUZoqswXadVjfFFamhjnI39RQp35WFNa2DIqvEa0TqKX2js8A2utdderNVR9DZ0bDhvWirtJX0Rub3NQIgVCEqz29X6KgyQFA+2ED3QoQGAPHgRBY9Gpq4N6ZCb7qyOWAt1tA7uAn77PDn1T6dWfSWdPRdnzShSWd1zq6Xy2Hp3w5aWa/VL0g3skm0F5ktLiFxWfNdg0yRNc7NsMyHSQdJvNmFqnGea63GQA+49hgaPQjDgtKtYdyt/lMzukTyikwsqYoGrIKqwf9RbU8g5eJBrTgNibpe0FLvB3o/uLeDc6pavd505QOMmokJszeECeePmMQI0VlBx4t2gJ6C6W9B3wPAY9S+h+2aEHwd1p8Y7gJVPeXpvYVn4TOXx/zFiV9QHF+MtyDwInt4rjHtx34/Ne2jzOqy2w8SswRnIaobioC6TXnDdY4R9Gs6JMELb0pYjsaTthsgCiBR3v8g70boV7GNYfq/uRNixwd7jGjN1v4CJAXu343gWGI/Y3WtsVLmfEePXoDgIpRnKj2PyKa7iyHRpVXLwrvpqg+HavY/UrMdQTlKvhb13itkXw2YCvVVNuXAmwH+0u6bq/tXg/eIgE2WxkOt3xz3hxmQlszis0cSrID2HzS9Ss4fb99KBn+Ac7Nl3i/WLNGxBeo9wGo5vo/EdZjPthCQnKD+BwzNxlAfOGLZKeXnJUqcL4TTzQDEx+MhPS7Oz6fIyt2/HqG0SFnCbs9mPcxqkTGb8CaGqxp4gyrWhxdUOzKxBQ8Pney0ImrMHzk6J6736vlQF/aSfhENAx/xubngdd5RiyeM2PNe2AScdx8mTTpy0S67LFC7Om2urasGSrFBYMi8v7CQ1fE7b63ji33GgJGti1uKx43LKEVOOXYLSUVZe25rO7HIvnzCnZ4jC1RCvm80ij84l+lPleh2Hd1JwLdT+pfEERF3iqaqsxsWTTGU/iV/t2B3C42hIW3YT1PswOA/G+098yLyb0Lsg254XhQsamd79XUm2/RVGbM7N0kVR0iaE9azmDS7Q5i9RfIOYMrBxPBguoVdMpTJAEwdonedR8/nVopxRPobWCeEYr2fgchuG9+q0L7IroU2i8TM6fL1I3xLG7ynLb4Pahyi9MYZH7FJmeV8idQfGL6HgLMrDIgIu0bReDdleVLvBmekPViqpYbsvAu9+yP8cexQYqKwoMJQQLVLH8NwJVgzzaoLlqZvZeZ7dDflFkPtLBrctDqXZFPOMVTetZaqs4FKq8rN940mq26B8JS5+DtqH+msrlRkPS3UoCWbxWGdwIuJiIuw6xDYYnmKwYtqieosnCLHyrKtVYh6ILBv/lYHt798zeeTRjTSisg0DLXpDzbMzMo7TVKvGbemBgtQ4ZknS42aZSwpPhPiyh/RjCXa+TBMHnqzPPNG4gc6Gt63COOiXh1ncxrCJw8AebJNRPelUdBBUnf6wZ0VQBdWNufkQHTvwyvIph8a/gNanYPigOWGtXiLKN6KcBnUYs1znGf9JmQuMCDfNJQrWpmA4gYaD6g6LxXh17dSF6AJumFtsFmnF8LLIhfwQ9u4hL1P1d8hsG1onDazM4tqQJhLjyfynFc1itgt5uqq5F1XhXM9Seuf/mOZ/GWES8P8yW5LW5Rxb5jbaMPGMuf2fwcTFMOOtZItPHou9qLOgHKGNn2uIvM/6GNk1YF8ieNogAUp3oRjniRVuC/f6xpXq8KJIu2BZXJgbGIT4FId1jFdgISbWXgW5yNV9Zu3X/1/RXTLAFNVFoPNoHr6domGRyUGtPxWqT5SDcSi9oFq+WQ3vT7oPBJFHsQDpOcYbuQa+JUJFYJa6UoLK3JerOsUMbhCuD54B4n3CiGP1hVBNodcnWUthfEr2Ok5inG6T2qd51hX1y9PmujOdIdf+s7yJLsSlFQ/CZbHpkbypZkWdreVe1IBjkYvPeXKAJVNyqDKGF1bAL1Gc6jRmofkoh2kPVwY0YT7XhUqxAN9hOVDXYXnBY32oCqp27LUHs2wad1rw8gNNGD/3wPoZ8HdleFWIOzuRm4bDizBYhDWZ7aLUsoXtB/aY0JUoI1YbNxvN72H/AsEj1IuMS0X3YbNMWHbW3FgDLIQPicI05iI3ryErZR5ZwkpvgqkbqxtLg3R4vMLKUdZMMQ7aK2trBilA1WPc3P2klFdDelCrWASebbyAiCJo+ckOwBkuwq6c01lNwJ2gT1LwcTV7VPR2YO2ndNbBwQ/lNQjSBlueNwpS/J+LTmyNNDHPS5TQkamBcA+KzAW5JvQswSpmti5NsHz5SNvRMAnzPFPiKGP6AMRTSHsBa2CPG04o4r7OT6MDrF/uLmkrD5iyloruxxNi4w+1dtBpUeUMF/C192O/oocnIueIl0PZ2guRgOizhjpRRIG5yekBvptBiUplFCGGZ1nXh0V5fbNL6jQ0LMqulRgIZgGlbbTCYkiHQjUa4MoK9AzIVg4Zv+RVbGjshdyF9dU069nGPfI8raK51/hvVYhAclEAjzkufMYouulstdAS6x0hVz3mz5S9tMi163N4/rhu94xXMvhbGx8cpzBZxm6HSlUIebgCy3opsktWLh0qG9upQLcFUSdzKmLfJE3UdoKbUxbdfp1hbV+m5OHl5tXr1s1r0fwGjXXz2UTZZglUbeF7rsVLbyDixEkz3HYJwg7Gk2iXwTb3wdzmSwbF6tQgQgMRPRCTZv9iMTWDHLoJBl4BT3Muj5Dm6rQgFhqC8o1abEiIuIQxcQtdQ49EguevA3VUifcM9WcqugbhNwG80XcPQjkD4ZFPxltIJ3TiktYLQONJJShFm7AZC//HsbQmwh9Ba9rQUuNtkAXVtwb4/h0bMYdbimIkzRkdYbgOxUsiPQRZReOSwUwc/VUOeCfBeAy4jtsiYBF0G7My5A3thUJOYG6A8hL2zoOaAtpMrac88Z2gntbirDSkOtsHXBzkZ3JoZ4nwDQdshT3OW3sGYLlhPIBScICgB2qNpXPDceDm8QjsntmSjb9DyTKn5gx5qEGKWUyuR9rwEFkFg8adzJyVzvoiTqlsgcqh6EnBQkNdKKeQGRsaOsYzyAct5DHbXctzOR4bxjhq8WZ7lcUMcl1MHCjiU6hAqVGh1kj1tNCdttlba5bYAx0bHFxt6IUpPHyaGh73dhokmBCtDLgkt5MZQ2CGye+Q5wNBdsxJsXoJzhuLKulvemkJrt0NMxuq0pJmMxkYXz2DlWC+1qyp92+e2kX5lZazzVEGhJkFVzfvr/kplWwZmMeltCfyGqoZjgCav5JuYNoy25Hki3K08FhLzvJYfz829LQnimHBhW42sdYRu8aYBxvMTQizZYSXqN+lpCUEx9HI3Nj676G/XXaomgoammX6AfA/D5lhQW8R8m1oX2lbC5lug3VR5D7AC0vZj0DwBPWXUT2Z2r9QsfZo/WbjAc1DsWTGsvfFbMm/cZXFX2LEz3SDFn0oaPHWmWUYPwjRk6AbPDCCIkz4mkV8mhkAbgcnJ/PwlUfSYhno9KWA1xCLGEwAtjVrepzTqWE05tbsl0kd1CGtfRQXgCYtd5JDrYnizoN4B+GtUKrruuNVSzA0OPuzeTow52RZB0DvQO+0Cp6W+hyw1JV5Bn2zu7F2mFWlbJCGmV2ugTtvSAbE55NBl9ObVh2SdpGIUgpdloNiIl6oS1YM4zJoOVfNJW5bDlianmFwUSvARimKQZ6Fwg1sjRTZEqVF/v7WeF12VMTzgwy7Z8DBInxaOMHOBXz0xDCIOdtm0JFxfBubsLMMrQgsQVw/JHhYaTSEsNABPr0KtUl6we2gb5kRc2uDbLVs3H1wO8QvBjUgFZs3CazynTcOl7oriysXRTQ1iKCblSmZSK0JYTWsYLbi1eXKWRgMWb3QXwQnBWrToFP0Ic+A4whp+EOE8ZKCxCw2MSGMbxqNrAErR1XMlcm5Lkmt3i94L+pTMUfPkFvuDTUvzFxtDwA6PG/CrGqZKljV5tkO3um7x4T4Hsu61ZITSg6kuR3ONhi8itQ3w+zHdDi0khNAvwfqJVEp8FOuuys6Lf5Wwm3/a0w8kjEfDUGJlzH7GCRLhMZ3TkPehtzmkgnaA6Kt5QbiLOo5yg0sXgZ5GvvzrLzr7GCxXv9qYXbk4QE3OQbOIYivB7iZ5FBYBs7eD8NJNTgoxE5MD0kDyMZuNjxR53/c7QyFY7CIYwxOmjthVoA8hNYjZveVnQqVLgj0KEuzULEtOhMMfHHCkcs820clOu7mw56B3zIATr2mxQWxKOVIDdgpzEpDL8cgMkhdyghdpQLfCvO4kwdjdjFRJOdgMAtnF9UraBXtsRx7Gg30RPMCFCMxS8Ri/pb5VAqewpHz4C6cbTSmws01HSTQLoNyodeFshAXbSqZbYyxBGU8eIgrcc0bGMr3imvH9cFp4Z2GOClXbcC7KLwZxs3fuUrBPiubEN3M02t77N6ePSGs/mIqe+2k1FbT7eGshglfnGlYk+DyyANSXRSrZIAQC1uyZCb6VpH9NU4lNVyiyM2xRKEBX0BJsURtc/4G16PZL1Se9UPLI+4aNGtOSbQybTyXbf7NYG78vRTxHGEPvQsyMBtcIx804/RTvuxj//tAvkzIBrlNDX1peHB2lXYy4S2KFZfySJQ/BJ3vUX7DUAFzTkopORKt/hvZ8v8STuBogs9I1yW8qPJPyKxoYU0PQvplpcaktwE8DNms3RhT1rhjuU9RBWsKpi/o6JBBHHZvFwy2A9VYBhIrkHs8QsJroxgC3gTyBG//2SWo5JA0k3wo4z+1pWEmaUVYlkGiTomSxCxfPglpcILiaViJuW6XkpjSYkAAS0JHWoYicNhM0ibE68DF3oS+uYYAokIOT46av2TRdpCwWEOeGQQBeY5JUgzjROkarFIK6pVCTSxjDWOD77k+1i5kH8xbRAUOVsW9LiYUFApkrBhjLDcrJsgY145xnijLQISgdc0V8OcXeO5be0gVyYJ9/RaFdShEUbm/fVi08vgSyi7e8SoJB3bh9Jr564z9vdszeoFtbrh4AnTXoggMQrM8jAi6F6F/GryhTcNppzPtbVL5GIQGuQbUnzI4DKx5zALANRQnSQ15fkSM0t4wmyoPpsGCqGFIapCHqVMSRDbJ1CxyxkWKNQUp1V4t0FIVa1IaqzV4F70MSpnZFsAzxr6AwfU8lUw9IaWm2KyRLtEE9iIYfATKffJeazhnAqsBBeScl/EVYN8JrsD4lNa/Xh74sf8OHqllUKL8Ww34+B+N+FllCb0lglH4oWwpizaKtWwg3w7UnxXcZqi0PieiWcx2sJSls0a+i84ucm6GxbaU5yxrlYRBzF3w7uH9274KvFdxvRu8t9lbbOA3Ue1mYV/SpaMifTkEV7jZI73e41aelqx9kFUhPkK1MVQTPAEp30A6D9DQ9VugdCWufBKTDTRUl6vHKEtCUEPhVdPhwOG1VyomDImtGSqF5nMh7FJISnKzgjHPhJepYTiZ+VeS5lrEUHHPTiw4qmuzy+EW3kIBkkvEuZ0XWIShmKXBP8at2zSa2sVGXHhs86Rjg3EGPNNchpPbZobdNcenwYBRaMWD5SZpn1eDKtrgcs2dQTUHGuZa7r6CnA45F1MH3GAXqIqtfLB3weaE+Rr8WuZfBDhp68chPKStc2K4XiwmiaJuEDcM+zAw/vUkyzS6t/MUCAP/yBbWJVArhgCDmxaasgoM941ygDF0tjuVANRFDmTDaAhOMTPGLHoDvobMV3lJJy5nGnPBtWzKOPKWMYska3qybaiRNOCNdmF+QMVPSn0L5AE4D4G7Iuo7wbqLyyfUQGRDFvXuvgJK53XwR2LT/LV/Q+qf8GwQ1rDXfxsz/iojLtxuxnE0hL61WTKbl9nNvY9A8xc8fwe5O8B+VMQ+BRMUXYHpPnPrIN5P1ITGx4mmRf5tMNyGdEyPbRecD30Descpvgcqb8X+YVzx9RWreHFOlxbGxx+F+E+gH1J6UaTjkFzU5Un0vrUmL2jqaCWT7qPe/E2oHjd+lNwNntwxPAA4BP15sX4G6BzHBuQYQwSeB7aRhioaDPygzKvOKkYzFX2BWkesqmswilUGy+HsrC7SxXkaJ+Qbrm32VLvPPc/mIaYkbEVWBzOby7lkzrtqJFlE2pB/D5nLszs3vjYtXLAzEoBk9bmRFrMxzHjDfMetsABr0gK73Hr51fD5Q6J8rW5HItqg8X0w1qblnHGwa1OawiDBvdfTgVffCnBaJU3Ltx3/laDvBH0lOOYcm1ykinMA83ZowOcZWP40iSaWauC3IfFpWAOzX4k1FRvHV0XrIKyd0+UHsHwK9HUYWcYHsTBh2cmMOzVOJ+mB6IPl5rholQyo+ycQ/5GGL3OMJS5ApAGydl3UX2Xwb772MWt2B+z4ZlAbtHxcz9+S9H8zoAURX/BZBfYcZtugP0/WEGuHsHQ3qKbWHZHMUVNA78M4nQbjd5mngLiNbAu4rPZKkN8Ps4cAF4MTe2H8vZszt/gQl3oGYAVmP8jN3edJQn9TI96ae1PoUVmsfcTLkudcWmtATYxFlgxl1hROgmqTXUBUBr2CfgDh9ehN6ehJgSd0eFzYL2VxLjcBuYDRTSQdslIsfVkk30YzuRBTBmCEg4cCVQF7W2ew6Npf8tWdOm9B9O1C3EP0tGeXEQ4APGHci0ELvGEb4mCIeKa4SDJWxaylHov08NV60qVi8FshlIvZSCbZcIpiJLPg7LRhh1khh8dBDePeKr5rQWMS106EAwiqZVEJ9KDHwyj8sqF6vBhS4qLgQt6okKul/9WNxWc7yrb0Q1HqogHG+Osk394w3lnHGcSprhiPl5LBiW4xJj0bCmHR2BxefdtO8CLtmg1dgj3GWwGN6KTZHDza2Ik186Q+B913U/IprGlMp2HgajmLtKbhomWVJU0afssBh/S0NsCAAyKbJE8hjYM9J60m6szs2ryfqNHZZoXGcMyTJWQDzVplWOwZUEXc2xxgMG98qqh8ksQkyHGMF9GdlMoK/CqtLaFBybyPGSeySdQxeEM3+wYw0igzZTcRj4E4RUlZt7fLMbPKzUOsIhgvcyuqHZDdBrpN3j/D2u8Gg1vQqWs3YtlYJ2eh42fGJnyNIeS/HBPnuSbLYT3+vEPZRZSRoS1SpbbTIDkGgfFSvrZj1JMYFEPf8xsxjkWwCMFF7mxxpnBzUcMjmOwhKpa+dXs0fMyfKEOlCjAB6g6/+hB0y1B+c83/YNY0+91FAQNIXgJyZ66etvFGwF1su2pgQFcBIYfAqnkgVMoRt0I11hAUnmKDFYkN4/5UelxujcpyCzYmiws0MKDJ07W48KvIkxq3YdC2Wa3rZ4mkWf+UD1QGLFhqIUZ9AVUyX7g8J9mQmmJesWGx+TM2+z+r3I6mm9GotlAWmpGCc3kiT1V5+1S5ut7usYy28agGBQ9j87gh6FhJPe8jvP7VQi+UpWF8PCenDHIerDGBwdacOvKQhVWWqP+wbj4Wh3lprARuG7I1kV9NdCFTYJl1bm0HuwrhhUStuv4Y4RSmocbzkgy3GwdR1rCJZvsSWTH4SIPMDGKgPMTsKAQBRxi599fnknnjD61x8BoQzwg1Drkx9LM6OoHC4Zik5+Zpz3ZnSLgYtRT1efyPWcYxh+x1usEiATywJ+SsgToh6SGtvoPbqnlci0W22b6KAY+JbegD6D/2O29Rldek5cBSylKs2VFks8XXngT5nzGxMYE8N/eFC8VzoiPYNxZmFloFEvPivay6lU5hFrK+Rj4F1XFO/zhC91qicQVYO6xgnKIe9nvCfoKnqJo7K3Mqvca3j8CgD9kBHfVEwyf7NSia2r5CeG+2W38GiY69x127Dalhvw3AKe4p0ByA4mopPrGhuZsc6OAuvzEQPY7O5sVI7AIHgypzXw5ujdYt7NFGLIyYESyHQrmvXHMbO4R946HDnIIxn2Uu89RKUjK2opVKI2HutXkHzWn+QtW0iAH/Lx3x1o0rdHy3ZnlxsqCYWGsuAiYmp+bWV06R8GGIfOe0Txc34dq+6ldg/w0ortyB1kUDeQvfX0ZvRtsTo0GMwDInHtTXoHMfth4QiRPYu7kIQ13kmKEVY+zbBmBzY2bMC8nQM54k3Jewh1UrkyFFhr1V0XMoMOdYRysUtvHWPDPGeP2iYv8E5VPISmrC0AvOjDsWZ3XM+btTnA0QG5Dcj4NzKH2UfXMX7VmLRMC1nZYQYmDuFuE0+gsQV4Q+3ouP+EOQriHQDqqnNZwRlbfzI3LSHAdcyEFdy24aEspdihvmtP8zJbuS0gHbySn2uWGE25b+N3QJ/2dPLBjwsX+zeKpr9rjuLiFMA4zzxBPrCjQbkAGT6Rl+xmFHixpyMPCEMPt/bDaFmWK28ZKwd4LbQNWA3gManhDD3Uwaeu8n70bR+xipSWHVIV8zex9gG2gK9Jqn7hgk99mJdJ2XaHFGqJCzJLhW5F0ClCElZsszyCkGWS1CBL0iWWAuNwLqFwGELdHOYgyvVThjjioU0QY1ujzjTti/Fj8KqpSEocsNpTNQmsSoC3lXcurP4/goe2ZzT70iuJazLMMzMx3g2Yzzs8NYYFSbK4p4Bc/QwiIXwrfRHuzZAV9+AiYQmrmyLOna2jjjQaCtGtz16huAHldmrWSJds06qIOYE+aGWFMkSsVcLUnh07TxJdG8lwvLxZWUmOvZRpYxiEsgK5L75ofoXjQOWRtcoSbjYcu3hqzRmPOUNSFrYP6qvUrGqVuxue5CHJYzKLyeYBGjHgd6jJ/upzwXtFTWsi/yx6F2NVgVCi4NhxtlDkzFNLZhPLEa5iI+K2LzYkOCfQ5gJ5PcRDN1Gw1mq+pRMFQ7NNtDR6WLWR/9iUfQqSFWmSIzNK5CXi8Y87diepisB8T4z1vqV4V5ykKnqXDcrTJg+tpyef8DsRuND84ty2VbyBcheVJExjv6AA2CDog6uBvk7WAWm3vk28L8Ttmh9mNQuQ57y8LZCVEqqwE3oUTXgm3W7kW0vkzqD7P0mKEN1Yrikkh1Aga7tX0YzdMaPI1iDeJJ8F9RxvWQTgH2lXoS1QWgOQFtrq4yCMRazElb+Uj+ksvrmEQXw5Ehixn/8VZXFDCYj+w/8q2UGw/W0jy3YjT4kUO5Fe4WsgKIz7rCZQDdWSHpswMwZNF4f2nutVuEVIl3QO4Ms4rG3b/8Jm7NJyrue/F1kR0cTRwCT9Hq1BQYe8QOpFVQiRp28MB2ffwi/MTLjH+wzXZdjKpOwJtHey/jKGEAQAml4WSpAehi7dchPVmoUe4HeSVPmrJOoH+GrUpOAE0aQpkN21zF5mi0xj3f3AHjArq8ft0JvoQsyjracczG2EdvjmORBpmhWTATIC/CcNH4JXQkWiWuODF7odqk+CksXTDvo1PjPojltlhDvp/nPcu1yLyD55mVb8APRikYsMtPoonBNOVvpFJblJ8yYMPOy7ZTg9icZBVo3LEsrh0wRm/csNkQ4tdTqQT5pTR/T2DdDvE/5W0+NMSW9WjNY/gao8Zf7YkLJ0JmO5IcUIV4GdInWKWrlxo+S+5ZDM0tfhxohhNa7iS4HgyPGWoM+V7My2CfpjxDax5aqY6eEIOrYXIavEmyvxfhYadSEgbtmBvs35D3QmvwmOZtex7k/RrNHtUjeExY8wGTyBP2aIw9LhgOywkkWeVYT6HkAcLc0Q5HZrkUoyjRZRndAYkBqzjAVslHQV4YrY88pnkyUtqFKIKnDWuRgeEiLPBZ3yYMBGwbbzSE2h7wzJ7e4eljvEJyHtjN0rxm8+XV+he0d8VoVuJXLJhGgLioIyHWm9Zb45fJ0GGzlU/XYcmsSrNvpeS3KLteLFyr5c37qH/aajRy2UFfoXeQrN0As2i4LxYDPVWEgwxWntSBxNosGJAQl0l2hN0Eq6u6iKVcOH3SOY994a4lY7aL6ExRvsJrX+yRahuPI4A14lkFubbYGkVaY9VGaqA9SdYmDBLO7eA28GbZ95kdMl7DVMPwaW77j6lcH8POFSC+nOeghmBl25jZ4zKPyBLz3ImpT/Pf7c6Q1UDfLMUSV0yZFRIgGN4vLul8ouAxNX6xNGijxVoicg4qr8WB5bR/HZ3fJvhOsMvK7XM9GTsp9qNfSy+z9RfBBz8PZoRqSwSe2nw90tLV/cKto77Ac+a4tPcmEJva2i7aXbAeVd0NWftJGm7Q2Llh+NGK8zpy7xRjpzlYUzkPG2YxvAAG65Dvssa4NgbnDlrmZkWHDU+z4DaQD4vhODgPDuAj5WAawzmi46wjH/d4ejN4Bp0gZ42KaYTm0YqY8gSKwkcEHpZocF5RtgBsxDiaAZ8VeeOctSmgSCOb22rVuPbFvE1kTmnIi8SwqFarqNJ2yJtCpSlsY66VK7gnbYvCMRPkmMZfQuf+kqMYEepw45ZiXG4wySjyvg/glGB9HSsR7sA5ejL+uf+CSXzS86paeZbf0HKAzhzhPOZzHGrlfpqI8gjiTexuRxzg+ArZn+fwXzdUdi6FJVIPfUNA17haOZ83dJb3NDmAbpV8zlEL3MHuVi2aK3BK5gXLknWyHbIDVAVMMkDROQcckTCPfpKcAwVwCjlqTIlOu8KraZoUlRdCMmkcvyXPsgni3WZjpOwMz982gKdUA9FNc+00B+QtpeKIa/aH5Hqi/VTZEOMtKv+CULOgDoK6FawrtaigslD55C0TvgSDNbEqQD6K4w8r/VKyOwCVLZ/KzaR//T1/5kWFKRs7SXhiV02aBxAK6nwZ+3vJzrFzpAhs3az1YazejmM7CcdE12JKNfY2ufRFms+gYlDTN5fCW6B+FfYDKv04dtvQ24DKcez9POEEOvuo82EUllavQDvEWseNqhw+C69J/Pe54c6Scwn7K1B7ke5dkrCZD1bt8qtQhSGuB/Ia6N4m/RU1vGhwvxhJamVmQQ+MFzRIwXyLq6HY8Nq66KiSZpMVBhVEjILiMWOlNNgw2zm6xruHQ31JlMENXiOGExAf0t5ZIXcALUEuwP5mEV3A8lVmn00TA+8uOXWB2s0HhrvvBmVWYTExkjJK+tw24AbE/bDIuWPjOMw7qNwgMuYMZW+YDUr+rnLz3PjtEHV0kGJ/Up8Mk3//DkgD8szDmiBhrRv658iXD/xyubsNDCwOkoGdlGmHjh+Tyx9K6ou2I3C9xiBHD5i9kQdtH2emIV5Ug4G0y9gYEC1nhmRnhm6tiI4hTj445ylb14YTG+BQCWEQqI4jzNkOz5Fn9sHj4OSYzyfli674Z5A/jV6Thua3zGk1Utl2skGIT7rBDAy3g9yEyadAVC313WDXSdTANp7gXkoWK30XshfYah6mrkN11DEM3lDhus+Rc1rPmhfs/iloTWXJh+z9bwP7XTx33uyHIhChgf6UVWyzc08q4xjfL+rXZaXtHF4wN9MezQSBNNPaHhgX5hrQ8pfpVDzjq591xhiiLqEYTettcxcKDcmtccrAG0fX5fhIewPNLp8e4CRkLAx1gN45Rhee8Q4V3VoWBoHAE/xQnbcCvV3DnCidh9xw1V2Ufl5017X7ShDXhOUHffG7Iqy65nnnCxCdh8w8lUyat0Ithav0/TJNPLsGSYe8VTLbgtnbDS0wJ8MVC6xkUDjaUTTNuLyMq2BxlJtTxU+Jh9k769KyRWKltCZhXaAoiavAvppEC8T9ZsMRvWmyU/J2CdnJst+0/OvBKnF9kHUj0Bnqd0hG3DXMdRFFvoO2Bvty7SI+K58PhchBMW7ZfM9saN0iON1eMi5y37RBh4Oqgv4AbtmOU+OMaNhvZ1zb7Hjb0FvwYNK4fJTmEjzbPLLMkVwcvOwmUqc5T7c2yMr4eNcBx1KWJ/7/7f0JsKXXcR4IZp7zr3d7+6u9CoVCYV8IgPtqidRCyVqs8Sbb47bHM+52eKZjesY9jo7pjomYcXRER9gzHR3uDofd3banZavttiVbomxLlkhJlEgQIAFiBwoooPa3v3f3fz3nTH7nv/fVKywUSZFqh0eXIPDq1n333/Lk+TLzyy/NMUrv0eJTBRxLlB+GYSCLa+gEy9KGnzA6lRujxfRlUVWGemuo94uHCmK5hxZOaw/sbdnwBOMKEEeB+qbjS5g+zrYuv6QqpbOU7GUq9l2cgCKif4fSh7mS5fSDrfTHKf21rPpiVP+WCh4GW0OPnEA4FZB5G6ZSj0FTQ3S7H0hAObjF6jdYfcKqnI0CAlG9sH5gPf5PafJFF7/E+pdT87NWjF+jSi5ATh5uEChSqX1/dbc7AzsQT2uvapjLwyNB906MeEi8IiGDoH7mXIyb6omTk5BP1gJfVvnEoxhwhtasLqU9tfuGXTCyFsAScK9yqJQ6TgsdqraJH6L8ZTf8uko/5oInbeerdviSKyKdPEHhXa56hdQSFRXJFllPwUMpXqHcqeSiKV8CC6hSmOzqGq3/EJOBOCY3nzil/JB5N0/Zcgk+PjRBJOS4yJiVssXRrQJMTJuqXRDzh+cp+l1aKFBWDS6p5PMU3R9m0B8ic5cPsE6C8GUL0lkgIXNlvPZjo/phZ3PsnadSzBMggkbkxkDPQU4jd2l6rJ5sweSX1sLOaDqg/R36y3/O6tWeTYaqLf5QorSYoycpvqhlDSM3IgikHULfBIjOxq/pwQkODUVjFw1xcChY3s90D1e35JO+wL7GYiLhEoUJyw2MFpwVHD8GeYfQB+Uyg57QxcQPKx8QRCwRrMqjxGzQjnyDj1ztNqtXbZWhL78+XRY3k9iSfFXxKtkN51IHau4bPH3TVfeyHSoB+zpOw8+CHxvs5/alBGnNnuFa8S6yiVmsihWQk5O9wD3JB9vO/rw7/gGVSMwTuUi20IKLu9j9SbJX6uR/CXilVX+e20vGOKMmmlsaZVGNsr/XE3jPOkhwRz4OYnEt9j7MueepsujTogFXlYu7VAWUbYJ30L7PxSFPumQ2XRhz6xyPbvL+FVp6xLW6nC5yd4XHH6HyNbb/0ql/yfanJMIguuEW1njyo2S+TPUeR/d36YOQCcxq10NHOKYCuZELKqpyTNyskK9ypkVVLfszi2XIVlCllrdVrf1+EyFTgcwf+f6wZqQEzUfuBXPSOnPxKAUbuBudlZbADIjcbBD/mrv5pDq+aNbaOgk526b8EuUPUvBBoksUdVAXKA6o2gexS0DVtJLYWm4oBnZDzsh6hT10DYBnbHjGm3LG5wS13LsgC7i9zLQFyly5dWqZXjygRU0nH40pLWUZomzk2qzXnX6C1V2U9xiFNIfWvErC9lvEG4XiNG3jKuUkw9xCHSJSJuEqcPFrnE9RDE8eoNYxzSk0KUC23KOoRXWPdY+qzLkhQy3lgMqh7OMOVcgARQ9Pu3DcSyjyd++G4+d9YCdvLisVRAuh0idRHJUnoksODAuKsG0XFVZ1NG0iZCwvgHrAe1y/maguTp4LTACWPai0mDhfZBQuO7HGSmN+grvOnS8693kOMqpOyn3F5h+X2EwQk7+i6hcdfQ4CshLRBGBdK7TchPzu8e2HRsx0JN2JhpUewu6yhR2kaoE15kbi85Gkyg0qPVHMCUgICLwFikm8WpdcTO3uZZWeQF4zCFivUbRo26lKl30K3YmVu8HTfPxz1MpdNXFBhuafYokq8YVpUT2HkbnpfiV4TraqbApoX41tFCqWuGdTy3+rgNOPUbHlgpt+uonFVDIbeXJ6M8qpmUqmmpFX/vnIs8mROIi+6NCpuKzocarv8nPSN7h6s159htOf0eoY5ltNH3HDL07Uv+gkH7PVqqrlVN50docT8ejLrE7pOnUSXQFLyt3NQU4m3cynmM9icdyQ/mTpVUaWZGnqaHB9VFNbu/54crJHLzn+0x8O8rQCnQ+NWRKTdGzwoIruJrvIJUT2xYig81BsYy3RrUDs+cSbES1x9qCrHud64GjbBddY3SQ3dWVZlxJ7v6iyK2INeZEbzR00cwsCfMLySdnQCHLfkOqh8gZJaJuucolhFKZwSvZrCXmL+2T74PjrVSHr427M/BLr5ytB+Neo8w3iTZ52yLrSbsfy1OqfYvO84BvnzrD7BIUblP6dYU4L4XlTPKHDl2xwWYJaVR7H9Ha+ZiwFdqzLritecU4Wz8hO/4EKxHlXaJYB0f6AaJfCFe0+QMXAmr9F1ee0x2tWLC6wXjOWoHRx2wffYc4zOOFmA/5Ug4uRqdEvUB1ixjeyUie4voZfF9DdCtBHkW25XKnFEzQZuKDHnXVee4TSNcp20Hcle17nnyp6muwPcPUE5SNHz0DFY1ra4Cs1vxnaJ617i81XnJj70oPOPctlBfJwRaGqSbahsm0kkOqeJSV2M+DQcbZOrdjKSjIWHXXoS/aYwTaENXBw2LWavkAwBByGZ5CFMBpJmFOcJ/dh2elk22J1QJGyNg2XTzkJR8Y1h5uo2Cc1FPujJ5V9ncZvu7gPJyWRu8mRyktOuvJFoEn5qCxpQjeHj+cMPPFMB7K2gmgs6MpyUkk33OlPBNCprhjKaMDU1fzQD5zJ+S0KQkBnLdipy1pizQVUsEhgWx9kDwkqssvOfZXr10Mb5OCOi7MQWDBGI73Am9zzSTjicDGUrTkf20ruUhRjIB0kS+WPqrOvwmPIP3ICJnEc02AXQjzpEpVTwYfZIO+0U5g1r6i6rAPoIlF4QaJ2ELH1PiUXKdhkO3DIWztrtqyAK1rk0ZIgdY6/QcGr4shJf3ShF8meqfKTHnW8iVshSL1eQa6jtSGgTo3Wjbkk5yOLZbT9VJdfoNa9HG8Zc1ID6XWN+pwu76P6fzH1r4b5DkUrPusvCE72XTm1b5UynsMJ/xnPOvANolZQ/zPKPujsKus+HpJe4HjBCUq3E64s6unigNKTvP0KLyy7pMcnl9x0k8ttlSzTQFzpDq6n6rIAifoFgLDu/VSc43AYJBs8yKj8Mk0F+J6icBrrB6m6h9zNWJVUIMtNbt8nZjPD28g85BHodfbrzLtB0ROPiDaD2Ut5zpqHDWCa5WD9gs0usCj13RkJ5cdU2XbBlMM+1c9YLfFHCG7T/kVH32C9ZeMb8tiVFfh+kao+HTtPUzH3wiYYNeYml6x5XffGzegt3+bgh79yww4yt1trrNMSs6CN1O8NcSUf6oi/GU46ME174X7rVlnJQoiOW30Akn4s3ndBPkp8i4K7OOqh5lJN0Fec/yLZLR61E1R1fNkoHqFQV8oGcwZTr6M3SbXkMbD2OSnVkV0iDioby+YvT+2A9CtyexFClYtUBp6LMSW5K7ISklNKXZaN3pY9pXeoXmd3JhS3GpxA8TpcY74PrqeacolhIE715OHX1TAKnqalB1jHFL0+KeS2niH356zYmv0t4heJ9hEsycOxuyxH4lM6OkvZ16gYKu64+EDuXxucl1+j6jHHJwQJQRKOl3W8SrL/83ltn6PgfyL3eace0DBilEFR7uX5zA039xjv8MRzTFyJA/cTvqaDQX/R9AVCSTwNVb/OMgUJT3Yo2+PkGErKsgSjdSq/jmW9O+EopI0XQPs6+QC93je9x7VYcHviul+V7YwnodMnmO8m96CSBVde4kp88zGqn6TOP1bFo8ae0GOJRjtoNU1lhxXAMjF8SxZL3OpB2by1b/PK91ucNXrYgB9xZmgE8vOpfE43RlwMexJPG3lWewB8WR5Mqyuu92KK8siyMhdpHFL2Gpmb1dJ+3HpUFZ+g/BuYsBJ0D+qfW5p8jsRnRGe4FsRpVJhR+4DaIzvqKnAijGdb+zAONRHPlaBZwqL2K8p61f/+HmYfS2i0deCOtePFTn7uvOxS/TAhSteRU1EbANayzHQIoqn4S9WVTcYZiYresPktzplHCbd2sWiLxOhSvh4YeDEHoam1Ig+K876Lz7LExLVF8bI2fOyH3OibTM+SuopQFxV6saRFavfR0JWeFqhGvROtTpuSdcRwdMnVH9D1A1R3BC6i2BnKaVyw7n/W5QNuvMIS34cuKrv1dESrv2XL00oAwPSDbbuOa9V/vyS5EBemyG2qGrqBdTUK4hvOfYL1A85+hasdDi/m5WsRaqCBdb+h8r/B0QrarsJRZcsIRNmxUxeV/RTF/4ys7CF3EVSC2BefvxXdGJj40K496SWUR0+DZ5amfxmVpbKvq4cp3UIEVi5bfoLin3N8mYL/UHVuyMNBhS8R/H4SaWneoNYpmg5J/aYyD1BYuMmm4KRAdVz1d8s3LkXnDujc/45eGZHt0/pfce2Cy+v0sjy5p9TJMy77GG/+GvXW6cyf1q/+vElWVTSJnfjswvVSCbrrrBaAqBb7atBji6Kic94lcgNPxbCGqPVn8pxi6INYZcuRXvkQZ622fsMJIkxOQ6G//SAVNyheMnctxsPHQMCnA9f9OKvTbOolcOSuuezHma649Jrihym/mlU3kvpnuX4OyLdz2kyeE1yu2xFNJMJcdG6MWLOQnUMHEjlMqJCYWNzxjl5axmiXoRj1fv5wm87dc4L0TWfX2D3v2oJRHiH7Y2QeBSAKH6CxLIBTBELzM7T/Gmcn3MIqnR+ye4xq8DpcVeqCMUIUklmZGiAEN5X43evO3WLdoXBN8AkNL7BAUZVb/qYKRsja0FWqr6n2aQpu0EQipzX478i4akO1Pk7tNgev1sGvBvoEDb5CvXOUftz0n1MjwbtD9B4mF7joUfLxwG7RcIfHz1PvJWiBot1DHJ8NC0+6lgDOxyYcDZAYqgZhlAuoovxvmbWfJ/P1dHqaxKa7N7h7n+t+PQs/Eajno8nFIH2o5lfzheOdeBF81P3/j6t+gHt/Jo8QzGlKLXD/bQ2Jd0CLd9T01Awf41x8e5k8UdQOPuYGt7isJerjtEeTqzQRhDBwYUmxoItrNK7InKD1n5DTpwPBT/dQdMYGByrqB5PrlA8ovjt+8NO0/0u2/yu8XtDuousvOQl5xDsvb9c7AmumFBQUaRK4Mt7wTckxmkAl4GO0xzhbKq9LR2XpazSo7+IM2XMUwEzTNN6n7lpdqTAckezLyZoe79F0HyR6M5XwFIKF4vzsEMnRSanNT6BeVR+QWWYdOf2ii42KHrK7v8D8EtyPrZ3ehXupxVBvKTVCS3q4quNlI4H2tEAbPiXw+mDQyf8qKBgQan9IjwrINJQjzSJ3iJNEIsCq4RnDs/jqKMJAIBvPWVPbKEvaHSp3HQ+Vqtnto3W+YTcpHZAEWJO6gkqK4KZplSUSvy20keUVGGb2WcC06brO15HgL5UqVmkqkCZT3HVpKvjNxRIig51N2cD3I2aAT5ub5LJgWblgkU2AKYDRppagopMgqyxrsZR9fdW1Vzjo2/ymW4mRgy5rtLhYUDNUcppbF8h82ZpUkUTAbXbD0LVQ9yn73E20O2YnSzS64LoPcHk3ZYIz98Ol3wzN42AR1bd0FKZumfQVDs87cx+1voGsVHui3KJG+qckEA9mLczvoLgFR+26IRviCi1UQJwrfMY1AOFfcHow5MnExeJwFtFutLdJ5qwfhBrTymkxJHHIttwM9AGKdourjndpdJ3qZ8U3s9zlc4/S8KoavUTLdzt6i8V0ytNcP0T2UY6+ScUl3M3WaaKe3X0ZopptCcXGtbgZH58C4SNkE4dX+NwDavBNLytUtnzVwWv7hzpN0Utna9iKXO74lju5AMmsokOVXMqmhI8tuYT2PW54ghZD5k0wXaM+Z9ds/5YNSvEhHP62LZcg7hTus1ZBtMbjS5Rsu/AEAurwjJo6Gk9saTnNUXp1yBBjzo3nJVclfows5sQVFbVlb6uolyB1jLQH2p20C3yrLyYQFb6HWDZxlLKousblKyy3MWhTXZIZyt9wNnXVFPnE1moQyoUYV1Rxr0SmehpDXCJpgfZUDSjrq+DnnVsh2wPLJVjB00TDrXPiejAct8FeI4n3aLJP9S27eIyGG4LlKSyxJ4hvn75GxTVKSyQGXOBiQW2bPN2TvU6tH3eCJcZBzSWUZbjD5h7ie1VHUN8VSAXQAgo9RgKkW8RXxIy1uUHualG4NH7dtQroIUoAQH8vPPgRlz7OWveDjSV7WsvuYQPWFyl+nOhX3PQtS2tiVGkdU5CVJBvfe5OM380n9s1fqGgUszqCeML6JRVcA/lrVCFnXhyHJEpxAfclbzuJcMWoI6uKiiWoCjK39SpHTzCXtD2x5hrrit0Dttjh7hkuV4keYcS5TykJUbc65D6qFzZo9LwcUx/7OLnIbjyL+cDyCMG9DKiuHAYAEng4cuMl6AlK36VZQi2PQ2S3BYuiMCQ/y5pawlhzefyjbZB4IoHmF2l4DUGsSqL4NMgV4RmKTnCyb6OTPNjlyT+EPWXryp2ilUKZ08RvI/MxjcD0j+9SdBfp52RHUGJQYpgSv8tl1rlvFRFQ7kBYw32TkxU7dQV+wB4xyFxW6SiwRe3iNoEOIUFHu1RhxEGJbURlTg0RMmISAKTbbb3D1U3gljDlOkG9pnuKxntcT6DEhj6qmoMWu1gnFyibYpCtTqjVJsyc6bBdpOJVrrfF2SrnCx+qh6Q7sv4E5y6bUriGUcwqM3WpeaLaFXYV20b0HOfAZeZFCR7LAw57Vse1z6iKL1x0UZs7qzx4jtw5lq0r3iZakqDcSNhn+k59BEqvAuvDirOeWEJtr2m6RtlJchfjxFIwUPwmlRPrsmJMSfWv3fGf4YXPhWoNZC2x4PokxQNS99L+U+z+aWj/symI4+hLsN5WfTj9ztDune1JoLnIc5J4yoirgfw+HHMcu4l4w21uLcMK+zsSzqulDumnBSGy69D1X4dMaucBan/I3XiF3VeRuioWKb+g6sKZDae3VHUFcDl9zNF5jv6IQqz/qh39Ap36aTU+5va2fK5bgHwdgNyzQMWOkw0xDBSqx7mFq4Xgk08uZr5pnjz53HiHC1OW2MJNbkGpXUVwzGLuKIYvk3jc/DWKCoGMHH5UTVM0MnGfrv9DdexHEMULWIyXSS3xYELTBPPjg1vi6pRgR3PLuSUWs1avgFkku814V+kVF6TyhEEttBkYREYMjCrxxSULhhfIU5fyBTzMaVJYG+EEBeCgQyQkahXonNKpU1pMWeE5JVBdD5ble6C7WjmrUrZLgGcCB5bb1O45u6Kn23awUZWDMFzg1pKAHRSz4tAKkMgP5AsxTLwdcvBZok0l8Qa96sqY9VlmNHewXqR6aGoVtFoIK6sC24LAjO0vEw8puZfbgiV2qcos76nWsaBsy1JHUjwTK0jcyn1sCje4SeUKx3d5FYAJAjtIW2y66nmmD8KbCDRXCxwFrlKB68nmgOlMRh7OQLZFIw8Fz20hliVVkRr8M+qsdehBcttcdzGYXr/MLGHox137v0+q/yKLCZyCCv1nHiQ0fIo7AMXciJs3nWeTy7dLkCKBddPcJritEjz+R8Ck4ZbgKgrFjL6KFpIqoSIUo0FyIBjSwXXXW1XJgVv4KDrVggfp+P00TDDDUB+nhRXaOkvybMpfJneDeh92EoEO/wWj27sUf6oFP2TbYN/17kat5OAlQXI6PoaQody22mCstHEMXawbAMNQjvH99Nx0szju9OrdCbtCyz4YLHhWu1jdFJg5E8cjW61E/fe7MoUmUL3FK3fhQuq+G5/jet2oPd1boN7j1H/GqS4HPTQo69NoApAgmkbAruBwTn21xSBuDjoqK/yyZ0Aw+GAJzCUWBfzpZ7acYlcYaHfmrAs6vgMoDAV5u1DCs8QjXfHrAz/PVEu8hVRDti0QWnm9Fu9XSqj6hbJKY7AXer0oLzzTX8ziBtHERrti8tRQQy24+0FxwnHsokRRXFdFQJssODVdFCtxPMKkOsEHQQAevCCKsFuXQ1mvUb2ii6E8XHKLZX1d4ivu/CCL5bl96rVoaGg0hEXGsirOgxUoOCeTGzzk+DWNBKI8u38pFgz5MnrAqFXNF5xdYL3N8XN1vq+1YntWu5OOW1ycpfE56j1N/Ov4gdadmqANR5w9eJgLzA8W9T9KsheS4D484SrCJF/Z9OaR2/vCCedrqH5nlLVVAXGCNpuiWtFa4TIXV2HrDi8tcvkS5ddo+KTsfkp2vfUHICU4eFXVHVqYSFiNpl/ObNJRy21Ndzv9AJWKupZ2tij5+VtyKYs/zNMR1y3a7YKRzCu8/BDduoRBVGtPuGTJbn0TtMbFdWv7XBzoMILWnXjl9jplt+CJ4aHBwXFOIL8EVrAITpSOuhLW+NoZthW0V3V6HBgIw4lB02XZiNkuS8hqzJu6Eqd40nbv0eES+PLZHh28zJGgrwUSVIpevZglMHU7HFsaL7nWSTBUaezqfQRPobhqUBDYR5qgJFVsSl81r2k4Qr02nLh+zRfvdxANlRsa9RhMA409Wn5VQhZQ7SJnBUKHQX6D8qugjCH1uqVV6vQeDUqsHC5AtA0XqL0oDwVMp6KwWinrbCihm0GtV4JvSLz9FgneAMf/uAbrK5bvJ12QbrNaRCAmN1zuklvmSOBKO+gd11Ryda8tXqdWoOLzQVzw5C7qnKCscG4k7hqB5kR2jJHq3utcy7rXnRlpuXYjZ/4mI6XVpoGhZOi6r7EK5QuhJ+T20GU8jFEapE9S8HHs8MFbrE5weR6dKe5Fl3/BucdU+wepNSK6omzHmTaliNWd+tuJ+bt1VMuG5eVz7aw7ge7gsr2njJXn43otfKToVG3Tt1QtEcp1Wv/TilZRwBy/6XoS4nxZxx9zpUFJjLrUfRxJ+/FlqB9UG1Y/p9KuS15wmtXODr3xav6x55KbPyq/eKIn3vEcTf4NhZnbqTmSoCRznXOYOVAWgn4UhzpmSBqHHeWZllCKMQ46NGHXTRFt+B5jhVHCNvCthbbcvS6eWS8suqlBTcKFHHcpH1t6mmWlte5xsjJbfWcOmO5j8SsSek6Ok2rp7huUrNnkpGql1si+8birW0y3YJWlbB2G0ik80MEiJ4tggpZvFfVEXGQg6AZnInjT54drFOZzTIhRtcEGU1TI7Y/ECURoRoG6XZjoYF/ibeRTPE9C7nZDfEPZWuIhJGuQqSrrfhqO4eHF/9WIo5weoNkzWoSIbLzoRn4eKCaD7YvXUEY8dMu2F033d3SdueESZWtKr+K4sKdtWTZOQkCb4oTsAlSConXOFu1wk3sXqXefwjSaMQXrgc0NP6rNlpMouSjd7lNch7T6AapGbnLJdR+sstcUlGrvxfyN6a4APY6W3bRHZg/qFq23meWH/dztR6hYtpDHSMeo2tZf25h8dWnZtY496gbHBYtyfYndZer+rIWay1c704/DYttbyViO+d+H5d/NoixRUQRM1kirvbN4dwcVE6SDwCfzq23fhdaBWnJxwCvrVP4W7f0n2O4ji/GJq+dp+qJrf4r3Fcfa5ZsswWzrfuzC+gSoM60Npe6xk9cpP6PcyN77Fk//Uvz8f0v3X2Pz19yg76LnKX8JhZhT5y1dUwLpbnyT6CW3tqD236DwJjaX7ojyV8Ty2E3LAemAgyij/oRqwYshhRJOl4i0OEfamDmO4ZUoH7CKXbYHCvxkx6soiIf+IFpo3DfcaFuZB8Wdu/OrHP5xzMScvErZSzS8ovoJnf2c2nuC1ntu61bphnGwRFaAWmLiHQ2540coLKif0/56wgkdK4c3dzrtj6nB15ypEEdYwajg5w9yOx1DZnHnOj2buZMXuN0RN9+t9Chd3vEybkbpRyl8lO39xMdt0IWISL5M0wmNLwFBB+vJNHOyCwkKCSeQnEogMeoQiW1j0lm67E7/Fc4q3/2QufgWl9+w9KKSPX70I9T5StXb166vxx+k8DEXXOf0azT6KUp+EUu3+8c4/R9rPdXZD9vpP1Syu5j/gOIPueRfcPlF2j3u+DHdlu3xCg8PJDKh6IOovO60Xfpy1Xst2ng9lg2B2wDldVdF98u5cXiKw18k9wkXnuHxwOmXOB4naWozLag9mFa08yxVL4hFnxKj2wtq+yIvvYDhTOl5WpaI5c3q4Hind6+LX4fMYecVpR4PJ99w6puRua/SNpzN/aAjDIp3euLZRLG6AhUU2UrIGSXIhkjcNrpkbz2iVvpkdil/zKXXuL3O9ifJDtxawt0umwVADjt0ssNKeLNwUSU/iYzP1hTc4qSlDtZQQBzUNm8r9wJlb/L4LlIfp/BXyfwC7exRuE2m53Raj/cDXkfrho60hHfTWnbSquAoJY5beLo5OAi+F5pUI1k520HUHN4DuqKXVzZ1r91f7NrklJzneT7o17s77DY4OEv1ORVOkSjVHbfyqJsOVDlwg+tyFIlk1CSN7Qod+zjZAypKPZENeUzTbzo6gYJTsCUBmQvTFLHZHuLLEgKqpTMQMYOiMQuuKK3F2Bc5m8h53O40BHU8pxCldY2Ny2qrQVX2Uwq3HWT3h7IPOV1wXEBmPozd4CKlNes9U70N7909wdEJKJR2v0gt2c0l9lnAvMz8MVXfA/7G7iPKhGHrX0HjfvVtspEqRzTYpIXX0SVe9pH/qz+k9QuCr/ojXirOkLppplaXfxyoT/+8CwrWP0bDdahNCxDIZbd7mRfFL5yJyv+YFv42laeh2Lu0CRno/CIyEtHbduGvqqlAKIFDV0x9ze7JvlPGqbbFWElcqGQ1wvSRPeBSBxm8+6RNNnfda2y3QgGKagUTbuwVLeisHoLCVvUx7mSeIT5sD7vDE98ug9x+sWcMef093HtLacm9m65neYKShMl+ibf/Eidfof4idSMa16SP+bb251gQWd1Swcsob4aGewKqJmbwJV39ALVeMwv7Sn2G9D1uccqjyw6+S6Kay4idJVSvxZeuheJKwxMq24bAaOZln60KUEdgn0TUNpZYqhGlKm73EjqvR8pqVqMRzyx7iIbon5hynMl5bdpwSWWLYXw/ur6SFmGSyBVgU2Sal+DAxO8OXrer59R0y7WXWD9gkxNq+DadPC+24Da39s3u6pTc+hM0fMGh2U88v7Xmda61MUBVVa2q2pYV8pN5YccVZzUYzVHHB9Vce/Vfr5xHCfRlMJCwBcl0/ICOZ6YpmqGg9jcAM1qHpPvUEps+RtVFbe+jaOLqA2ufzwVoi8GFVvt5cKHsM/UxV3TBrIi6grB59DhMVlBZessEA6XELr/AEppzm6qKJudZIrZwY3n9Lhp9wqW/Te3fpuIJr9I7If08MkUC00xLnC2LX9TWqnvI3sWCravHqHMT8VL1QR12aX2TuU+Tk4pedu2X6qIfgHMYuFBuapeni9w5gHKD4GDxPujfDqzKfJfiCUrlFj7N+WVXvqwi2RGm1shV9QH8anCnyLyg3YdL9moVftqSm3HGj3hi5iPcNtnCZe0aOD0czI4RKORjJ6FxdNnJUq5XaHVb1yFUIKzmxZTjTbdxndUn3XLXVQM0J+ctil+h4h63tMeLZ013BWKwyQl3TGN6+N5byDSvLLniGVO+jSOq4yRA0+yyBN2qD76OUYVAuMm4nSxJ2GTVgeIUEvNyhXJjwH/XmNarkeSZr7umh1Qjse/zBoD0QaDh7SpwRyevq+oAvl+ca+uGq8c02pPbp1p3UdlRG2+4csrdlKbX1LCqky0BJByeV0lhghd0EoEkWe+uLjMNT1Jyzpe8dDR0NBVHWDYiJ3KrbGlzMGM5y91IAt3SZTWIN4tdf/PlEgI1ZwFIsJWi9ktNH2EIiS0Ehr6ErgJ0qcoPQYfNhNtZkb8oACSV7UGdU5M1chfSsMN7r1Crg9ShGTuoxLa1bJ6Tglb+Z2fXqei5cc3BG2SWdEdu8oep/ytO322jPRW9zsVZIPdk37Z/SG28IM7PSewYvWJBu+2qQvaObzIvISJUe44zV31QmSeJb+TBP02CP0rlOciMJ4WNF5U9i9w57dDmvuu4IKrkIWh3gjvnuVVY95riH7RxrJVfPKUskr5C+ktuxD5orgVmJ9N4gxampGQTLEDZk1VdGZ8xe0bxX4K39YxX1TTU3Fl4fs9WUg0/wYlvnRjj+chdm57lYtutGh6uq+ACLd6k4k/Y9UsqSK1sKPY8L9xNsju4KWWrbrDG6cfAeOzHSOjEn+DFB5jeoM6fovwXN8yXThR/mqZ3B/qKLESEWdFpN9Uc9Vx11bXWVclpW7Ftm95JPdlW0wFyTckiOvXrYZ7LmXWN4IVGnt8d2Vlk8xX3LHbADTnIt2C4jOOwNmNFNxBgRCQI3k53dDbmboXBCJ0FHoS8eBwa6J11FwY66NTXJ2F0hVbuhiDVwTfQnCc3PT5n9ZpyraCOkVuYBuS6qt4zEsmB/eiyEsm1ae4mGY8LN5afjc4js9pu/K+FFLfmhpaF4QkukU1ZYiLy/Fm0hOQG6tZRyiayspAkgKMVav3FRN1AYjHeEDfg9NNFDsiXJp+lRGM0BBWschDda9kAR5ihp0qjr5tkB71IvB3UXa7PUf5hAYcqfYvdb6FQqneRdrR/LI+eSsrVoP8hRE6tN13rOqSoqoeIX6XeG8gIjY9hEl76OplLbo/ccY0OCTSw1aq+5aqQ8j7Xm0RbSqy5DlR9wgVPouba6qswpsHDSsuWNIHcd3GD6uukxhTWB1m26B5i2nW1dSOjOoFNIoGUqu4xnyK6Sa4vewKj3anRk/deGD01d/CBgqNj0MUJV3WTy4iQspa/iWWjHOnCuNWK91aRV8+/xsMVjp536eNq/6uULoKLJN6okMAC0xusitTCaWd6slFyfAPqB3mfNn/JRl9V4f9RPOuJTkrxBUptoXQcnqbNAwy+pdT11mhyDFxkgZOtE9S6gMQ7lHQ7DtPVMpfnEIkLnSeJIW3StNYdMWLdhPgNxEfeQtxbJW/W5Zgh3x+9jZz/dFuXY6BwsaFs4JIJrR/jhVW3u+HUXfCY9JkwfREK4SPnSolTV6HMrzZVbhTnbnCTyx5110kPgYLImEkfUluFrkojRiymPC2d+Jdx5cZeSXO11aw18bAKuR3ldd08LHZe2wXgDcft+VKowERZfmIKyhYYEjPZ/eutZJnCi5yvQN6u9XgSiq1so8gscZ4EtQpdiVawL3QIxClelnhGN/16LYM8j3uprl8I6p9wak/RscrsB/k1HvdHFXV7p5OVH6fRN+3ON1S+RmpkZO0EMVfnKH6Wq/Ny91hco3oGra/1csIfhr6CrISidKMVng5Bzy9kU2JaslRr69ZV+EEbXVRiDyonda81Q1VmVO1SdY2q667ewc5pg1KsMcnI5AJyULQHnauqxfbCM8RD1ptygSZ9WbyFqtt4zrqRC3xXduLdssbezKH36IzABvGQFdnnmRdtwmr0eN0ahvE30Lm08BXeXnJZR7UFAHwd0yZKQQUBhzmdEHjYZ/swdfadLjFisn5KNqtQf4EOhnZxXYcCmLbqqo7Dj3L9nN17XXV8K5scerIFNafpgQtyXd9EQS5SAjpMPjZTP+68dRJyWDBT9nzImSf2NORZPwBMGV1kEVCGLIlkrZVPqBAI8Zozy+TOkpxANOHRrq0OuNzlxfvBINOlqjoYUdh6yB5PVHmT+s9xUdPSOmhPG6/QJAfKHMhKSDGYbPI2y/ZtEuOrzYUx8lkBFSVmL1jIXVaUg9ZkOtCg90CuUZdVnsnEzRu6KaSC3hCnrrNMpfjmDNou9UAVUNlp82PgMOhtsq8Z5K3vV3zR1Xdb91+LJxBQqXidxehNLkESsqupgqqGOMj6YV2lVAh03jBGoqVtat+g+FHtEh7vUdHtHk9p6TEKftAkf4+DvzXojxZ653Tnj8jJOP0MBbIQ70OSp7Vtw4kan8A9Xz5w9Js8OEcm5OQlIydQLBCFbmVPuT/lBZNSSirFL5N7lcxNmydcHPOCMiUuG0LfZ8E7tMX6So/Ke0zd17HBhBuUnh1wc9A2NA6CDZpeH5ndhaiOJKQv31dOJTiarfDDARwaA5GUVRAjricuG1DXua0fVMtfoH6gOx+ziZz4hsoSWvyw27deJP0qRbvUeUziCQp26PovcXQv6ccof5l6F1znx5hORLsv0V0fotHvkHqW7Kvy7NPpPbT8CC39iirWKJyCaJIuYhx0tFpPr4YRxmQ5sVyQmGSLj2yr4DD2gwp8b+ZcsKrZRLyUlN+UmxfSueC4WYHPnXtdKPH7JhVP0zBDw19vgRO5jZlqLdL4LRfmshuq3j20uGauvq3jJSRr1QuT7KYAAco6NghMtBdOnVuYHOzRcnqfjVuVmgZZpmWtWWRDwDIWVGucBHkOHUaghptmRk0SIKQjN5tAqBomlppdhVOoR2JWeJ91adUQtBPBaRK21+JHQxcVKNcp2Z0/oJH+GVNwRVyo7vx5lQUoxyQ9FNLzLVLbOqrt8DnQ52WHKQZUXXDV/co8gSlT7S9n4ZVW8AlVPgIA2lmltrx5rgraEf8XznxqIfmCkzfTz3H2km3/X/TOh136IvOacz+lyrspeZPi3+D4NXcrJCglt91E4FZokkQlK0oLSp46u6Qq47JvsHoOg3KLk4LgnXkJtBIxq1DcwXnZ4lzVBvOlXHZlrPNv2N6uQgAqlrTMvGzsRKljFKwSdaDyLbGEcdaVXmSR3q1tFcyIbZ5SIV4PYMJNOEwp7DgJ3mPF7TM0GXDrn8vHpvqX2mXbZZrqu1CEbP03ipdI/ETv05Q3sSDzaO0g+qWldo/6/62hAz3ZhS7hKOMTJ2lryRmBTeJjftW1L4AoWL0AJ0q53h7TfcvcH9BoQMnVcLRgF1Y1v+nQ0R75yZU6hCKTpvEB1O/w+D2WmOVeKjECcUkCDoHRFwIKyyoTwCCXski3NvjYLq2cpJ1HJBAemd/s9B7l5R9WO5u23FPL99HgEpnrNJVduNTyMdmgdt5wNmwf/0HqX6Vqj+KLIR1zsXx/uXx8XU5ZXfmNOGdUAdNxK1Ob1g6nPBg42V2LkSus3CuM+NxIM8ESk3G9JMb20CkOByAfFwodzsGK45PsWgC0SKVpeuMfUPWc65TFgON8m+g+TQMidCAbEHfEq99t9cNKnaVpRgfb1HnKcUuJ6xph/gdVO6CVcl9FGmNWIKx0oOKX2ObW3q3EPo59vnV1txr/XHTP36AL/2faGNlesV9vrOqekZC4+7Ew/gEgB4lMZKGN/xKVCUUCqz7Oi7/m0CJ0U00+RRvP8OoKOnNli4tyTMQTKJiJv9jHoBYw8a9zmDh1LtOXbbIBYtL+EyxRRJ3in6nC0Fa97/NOXVlIbmVptLe5wG9QteGSB3W2ZNJfYrNUdvaisrss4Gjyb/PWn4+phbkI4Bi8c6x5IzE2T77NTDygdMWNIg4XULYQABc9gLEAlEhEI4GI4z4n1poBR/KfTI9eBOmp7oPlm7TlxJauyIm/ZeNAJz9BQeQg3fBNt/1o2f5nse+x5+RzjOIq03jiqpFKpyQeNn+eo8wtyxnuITlAb4vtGlMGsrDCti+G15ArrsdodkJU5w4pH8Bt7IfLyD2zbWxeZgqPF1pXBexeN2MJDloMudj1zvB3efcchWdpbVfVHZu9jVqXWsFc7qDtdgpuXXHTt7l7GuX3ctfqmLYvQQUUdN5aUC4mltY1jsmFNT6JWaNijzRgM7tjrjzh2cPUTLnzwvUG2cKZ2GbADZtFgh5ZnHI5/ZdZvSVHg95XdUoFsZdlt3b3lBZ4LuiaN5UZITYNdy2aNv+UUvtEV5weQyI8Wib7ARbvWr3p/XoBGi62AIEYAkMH7qaEkseiJYlWtp161S3kvNDpQJC0p4MCCW9sxJXYsdP3oIzau8rqx8l8gARU1F+TGMDSM/WCgNafmVUYMR0wgJSMVkhhlX9TVetULhNLZHm85T7m6gs8XbbqdaTk0wMIQAlmE1OGRucSBW+5VqL4noW2YK6LmMJGuYt2AjrOrqftOlWbaPdE0i3g+ZTmxlTfCxPfwZhPXOes230aVBuICCLm5VKsr+uVxB3Vbzverd1elN+jBR1iulFtow5MYbSpBATmXQnLVbpE6boXFqjRh1G/DFgsDzX+oERX6NWztyQOYEHeVUWtMBu+0QqR2+dJAapavkndU+LWvCaghuSHrBOwDxSss2kIco0SpUFlEZPnCx0vsnhHOVI10Wjk7MBZ2r6ZVDreo/B+Onk3J5WlCV99mheuUyulqqDWWbR/loVrnUWKavQvR2XR0bUq9kCFC9pK9pP2SZQJBN5gVThTCXKnoC7LEpM9rOcSFxUKqxWQMX5gT9mPYq+tFPi+6CbiRMtBjHXoZw97IePc901vQKEMjEQF5Rfw6vtGbp4A8aDwldRcgLtzqdxEnVRkfo3qniuXmU4LolHBFG0jeqgmn28oGYJPXHCg9C0xl9IUUV4Rvzquyk78MnhFnUegoLe7rxZrw4XWOZh9rMXpqkjC2YtGpzr4OtX/1mUvlfXvRqqt6tNh8oNkH/LFpimSsDaDASiMPqH68+CcxDvGvaCLgMrYxW9y8qySULdaccUa61OMYbqXM/M6hmW15AtDGGR9kuyiQ2FZ8NNGUJ+iqqX03WQvod/ejp13DM7Pz3636OvtFFszegI6jvLZaNW3N4knSKCvwVcIVZO2piGGXdENP5pEYSSjmCNagdcQrU8VHWxRXZj0DV3fT1mL+r9i3UCVZ7Rdqcu9jvlpMkNKTrvx1zkpxwPqRII5e2xvkF1N6wwiDLyOu1PXiBU6CzrfrLIsRN96ZnMwc8XcgfEBgaBzqXg+N9I1+RcvPyNRkSw5J/51GSOopgc6PiC5feWzlKxx71WV7037NqVVLtdBaUfnZmwhZywGLZvPai8aUxQiygy7oKeGixQsuKLvO6grbqIzj7nJT7UrwcNkAcSgW8s/sgZrMXQE1FHsJPLS2sGvE9EsWaQ9n1/AfY1MtgVRnRMJ8zP5tCs01yXLOWjj+acCCSHyifE51QLor2KOchNsxGbM7rqfkgo5EtZd2cTswt9nuXw6RuaEy46zOS+BZygHqk649v0dwUtoczyNLSMso66AwxsKamyoX6PSqFIX9lj+YqF2mePRr/DAiwvVP4tehPiMrW4p8KcKCOG5vnV9sI11ztE1Ku4T1yuxKLXelBvO1RJNIts5oxDtvk3ZPpk9udhE+yGE45zz34G29LRD6S5jelwLjHtatxwqsWydg1albiH9ZYC4PHfinQry85Z9f2uRjsc8cla6hd1Eboo8H/C8JCzdZb1Th9vyvlbLKjgVuwUyv4OEEQYR7KihOK0QCYJkUXcecFWPqwNXbqG8Ljcreojb1ylbIzUw4duqfIXUgx2FBg3qTeG5xZ92j1ls0B1O25ztkgQrPt3lJxXNsTyESd4lZ4RynfF+mU0+1kFC6bJnjRZoGYwT6P2LZzJ9u7trdnUemt4KJUv3se3ZwZaS0CHb5taSStq0/7sIJdcfpmSFyikSJr0zrr/BLVkJ10DJEEOEThLmSPkBjEngJlltaz82tEKOAvy1wmAIroGaEiUoLUMtFrMFrKdwBn74FvZcH/tpnytUyuYDrEHIBoeozQZy7xZUUtP4w2yHYNVpDUq0iiHOZG5Q3SVMgmo5NfVjmWubZcqZXCB1MpQbyipXseDvihOU13jwOtE9pO8jez9ZceGCTfsq2aP6VXISRS2peh15FjnLuHLB2G2vceBG+bV2oDDOolgk+yZPKtV+CwNkVcKmB9Em+UXth6ONuq4lobzEBA+57D6G5MoO6VQVu3DYFcglVAvm6XLVRRJDXbV8s5xMI9pR9qtUf1RX9yOzCWKUPMwuhQMWBJu8DcLqTGXwnVjiqBE3cwVdI6YDYed01U2vKlPjd+rzmEZjdsnsc7kIaRm+l2gRdNJEcPYEIiPjLXTkxiepk1KRML9k9EBTN2gdc/aAg0WtPlfT35PdIxFUHYQ0brneB2n4665rJNoOwaBNwBiWZS1+NLgpoQ+NF22VafmwBJqyzyVjBLnTUgnqaGRKsHfYmeQPoKezpfiGIZaB3FbMKBghtl08TdnroGHIlhue65X7NP0Iy9H5q4BA4hQmV93kQB7JOB92Ekc7mxSvICUnwUS4wvEU7MfJFYpaEItRfmw0/H/gJHg2VoCrrQQkGzHiBkuIoxSAbT3LrhU3VBRxCAUGUjSyRDqDBesclHNIAARAybIViB9NlpRAOLhtCwbmdInUniBaE4p/PmOTu5VaBEEuP3Cd30YpRD0IanIit/+WCjZqs91CN2IA9U+BwtW6F7KI0F+48K+4JZd2yo0wkRU99NWeK4acYIIqgzbdxuNXI6fkPo5De0xVKx39MfTzDk5z8Dot/iZ1S8ofQyFJCcLuOLMEBotXF+P0w1x8yk0EK3c5ep3av0j1Ho2fsCsvKXue0idJnSM5KOiqfbIjNVyW1ZoEu6jR8/NcXeLqR33P+ZbPq/vuBLnb4U2B3EhKIf/zHrLbwdy2m3aPSunQrykJeU+r/Rex8UUK47QrtDWrouc1gYbOSgB7S8vWL/4njFUs2/cqNNzCU65Meet5audaYuRCgcs7fUvOUlae3NhEMKg+zXqA0W2yiZdGjU/V9mZYuWKcxa1VkBnsxKYLPN4GxbHSOlHQ4ICmWo+hTjLwwAd1fURL7OMkgtZ6GIJnItbF5QDlN1BMdmkqAcpDciDiWCWrdukilRk6IsYbFG+7bgupmOQ+ygRv5J3kLNggm/teF74jAJ2GfdcShFNwepyqKQSY5aU9r0cehne6SKlV4PpIgFZaeOJSLqeJNMnFETcSW7KraRf4Pm0BBhPUcXRGGBiWYiCIQN/0HvFVVmBMvWPUvjYCAdjaro2fL0to9LSDShUx8Rk2ia1jFX3e8QbzZYj0QMxFIpBHtHgywRhwXYKkh7IXe+gVKCv++0Mu/aO89FmuXqL9f0NLMbc7LIZbPohUj3YOg6QCaEaZViz7fbdD+QNkf4TW/0vTN1o/Reo8jT/q6uuo2mDkrafWyJJzaLl2VQedtnGB8NcsU/Hjjq657i3avxsCgep3SX8Nmp98HAMW9AqlcpAONiideaCFG0QsrioHnwQkSuulUeSPrW8xwuMQEysfbEqcBSOunYvSRaQtsE2za+1izplpOdkLQrGnTZfeEremFxaq3X2MaElbpM9QelHOjw8mtHqKFj+DaK/9r91KoG9epMnbpH9bRZ91xd18fMHe+qfqeOWmr4DhMbzQSiUazeODK27hAfCzih1a7nL/10hXoH3I/c1HwDuh7I+Jlk2WsrngA8g72Hmdr9UpqyC0qhGJcuFFjcY0fAOSF27BJfssceeQqvhWiI46f/XpfQjd2hKMr9rRPouP377JSx+AlYey9Zfuxpf47Ie5f83JusqmVQ30GWhrKqVQUquzQmNKNEaMQg+5mbSBhlFUk5E2CXyJFPLeHgj51ITx/aGVH+lhEYQZPzJIrzg3VXXu7J6RrTiuMJU1PaWKU0E6sLSBzIz5hjMvIZkRVJSdE9NBoV3APfuiibrJvGNDiYpGTg/89O8O2+OOjsk/avJNrnOajt3uK+IsOPwhmjwMLWQuXSSR5YT0EPR2ibFoUZVx1flyGK240U9zfktLSND5n0AQKDpcj6zRSg2drDfNgFZawk8xtV/g6jEwq6I3EbiXK1wvcHXVlVdlNfptPoRag75EUV1zHbT+MtmbNi9U2VUtA8VYXMQmhpCJx60AMtGTUWNUU3PzvEiYe0eF7khgx1yVqcB3bNWcUHyva5+HiUwvYy5fuoC2YbOvxLkmZ8QfxEHqhqfDakTmsmwNLtixbqKKl9HzdrAHIfK4zxLr3bpEZgKp9/bdPH3N2afpWkrtUb5xNYliWjpGo99GdkG81bJj8wxVCXJQtwaV4sglQXcBu7LEv6g8Y96PUxPlmr7XZryX8+LsnhPiP2KLA607cG+9E7B+DAx8yrfMn3YLe9bdQl06O05LHzSbv2JGr4XtlCUezXLVOemiFWq1qNi34NrWErXQQsIHzyN/NtwkG0cxEK5EIFoWycQOgHLNNOdB5sbQ7nZ6SKNcBZE95+iNtP7kafXEOsCqQBEr3hcc8AgKqgI9eRc5f30OXdsCKmRHzR5wnf9BjR6j5GeitjyHqzbddoOf0NHXiBeVOwOqAzhSslHs4UuWXkElr0JwiPEAiGtAllPlWcGRGMsD9wpRVzbXZWG75Qf41X+d6b+RPvCny+S/ClvidHt1/WYdPJDUMZUJ5ssHWQXJXkEgYXv4cWv/43r634Wjz3AuD+k/oHCLFr5is+Oq9U1rHlBgnb5gi0eU/ZQKN1z8BEMt9xUJkyDnJ99p18j9BMTMO9bpPc6nbkKYbk8vUH2Vbv7jjXR8rPMzFDzosv8vl4mr1uT5h/ktPyxLQ7neTlV+SnDXqBP1ELvrd9eY7yAAebZrMyXTf651gsZXodUlaFi1PBshEQ+AlSBQEnnRm35DrHwfXh2YARI9bKhzRrZsQvOzLKQOqzPUjilMcL8REAlsBfxreA7iPwt5fgg9uwp7TcJ2GkhMVE39PlD51qMShWRToSHT+lOYzzJyMxamR5oAHYoFAxh8NZe+G1727u4piIRLPDHNCjX1PYSbQXVTr9yj9q7SoKbVC/auFUG13L+aHbyedu6RIAtrQlV+CgjNuKnG92vhGxGB1r6bS06xRpMolj6GfAQYPiQnM2ALflrHZqpRb5sEoKllWGkoNdeAKMr3SKsGDinqnWfdc9UlqIYm1cTtCo5uqV+k1jfJnLbmBEYA2nNstyGVYnan+U2cVrCi9CrySJjauQei5sIb2i4F9qLv0tsGX54XEITZnjypsHWc6lOhXNpIIE0WBPcVwQTnjUcTOIE2dBDSToSuwRU1PBON/gfSX3Brbn/4X63oczw1lG7T+KyyD4ltoaU5/aUw/EIxtYm4drHdYhlFFsG1kcT65625qIqxy/voY03v4lYPbch8WkcYQ7i+mivXdTtvcLxpeZ/jHfld1pVHuCPrMoV2qxY3cnv83iLFdxixUs3AeHwQinjdu2jvBQoklnSeeBwiLtbNJL8KYwfcTdYRenTqmNFVOsUzdZ5z5FIXrrJVTkJlhjCoK/vkJ3oj1SBRPw4jkYHEXpSkD/lHi+mokKMENznWQeZ5Uso2kwOgRQ2HY+djB3xOcD6D2mfcajQ2yS7ZQmEWQ7f7JtRadvtpxmKU4XGnH2iFI4guDzfgzOLHub1m8x22EWxU1xTmyXpAgitwH/3Ij2b+u89Di6edHwsrC5k1i/IynJTDwIASVA9KQ+gNDgpeWeDlJTtRUCnJKkGABMJnIei2jX1FQjfOIN+NcdN+sksqa2aJOlMHeupyuz6g6ib11xyfZTdl+qaTByyHjxWFEekw1f83rkKUMmzJdovCyxSPUTepJHbqQY5M4FA45hCxLxI10T51bUDnafoW6y9gsEi7VMF/JFunPFxXRcbGzsYhqgcCeWOln6PqHJl/aDsvKl0vdz7gikWePkHpl+vuM9pOeXRalnfY/zybi3HneVcLIHmb9aaqIzc+heRpdEMlz5O5CVPEDnjSxlpHIz+FIqXpj6jiXhc9xdMrtlWL9zHqlYQu+hbDAsoYNCUlceIyGLuzUZfvMRvsnVRMNBtaRPGIA1unKFkjib0hm55g5BZ6M0v2aU5oGGMGoPi+VUyKtbKalQaoks36NSf7proIWh0oOoajktTYJ5Uir89gtA/tCTVxrU49DE5PdqDKbSqmaCvgqawEpAbFLOELPaCETjAjYX34ck3MNPuvp/sojlOBN2DzlyMV9sT+yvw6hMcFHdJJl65wWKBdsdrnfI8WurIw7eRttRm7uEeqy/ETbvoaRoyp2qmZbKG3WvINoRp8ZRwIQLjwpQ1B3wbS2vDH4ggCZBqxoy4fd0sduWsoAE8NJ7J4S6enFYsLqDGT2i/viS8EylqzptfS056tr4q3s1hRWlWnkSEpf8zWO4petMGIArmHpzi+ACE886zH0zmZApgKDv6iCy/q6UUXvWWDb2LInABiflRcrMB3WrwOlZb9xXz4VEKvWroL+bXg8zEfU5GglB3lOtX0PNx31Xf6CuTgw3uo9Ww12bFoMvqTSv+OS57m4pPB8I9TcI3iZ7GO2/+agn/D2UOUvurKHkTfxJUFNzm86qeBaIkAdXICFLlsww43IaNYCLzvh+E/o/zjHP4W8Se49TrTR4L6JJWLTvAxhju9wjQWt6LKY7LM9WzW5bf0xA1ediD+zFtBdMu27lLQ9DvhooqnY0jW6WawN6HWX7WJViDLgPZF6ONj5ko4pYW63h+H4+dYLYN/o2OBmCzwFOmRFWz9SGp654ctNUQmgadQbDYSL2YK2kjwtyqIgQ2QK0GRDM5VdmKYIEoNv8e4Pm/RzYyjsBNWVVUXV2n4dpKtUHuprq9LKBxlv2PpjKpyBenEE5BlqSovDZF4TNZkHP0EJri6psnLQRpeLNhz1iCVgknSNmtwgQIky3AXeHnBnlyjVk8Nc0ySh8yVRQu5KwyKdBIOm8zVYpRjgGzdYpZo7H7SH1WLV4gOuN43gvqjiDuvQMLLhVQnio6Ld0C1Lxe0dsPVCTR4BAsLUlGCFlbI3KXKjnM30C4p60Itsu5AUhFXkpugzdUW56FBrXBbTTJKrrnWNTVcd9E3OPkaxScj9cOE5PU/IPM3ie6m7HOG/0Jc/20yP0Pmt5FbNDdo4WvQTBl9lPJTNn1Tblg5oCB9Sa4cMk45Gh0x8hHetMD6obOs5NIWuVgMzWuyhSl7LgyP0fqvUvK0qQq98kl2b5G6m/IOud2aIi0ozNyAwGk0YXUCXkTuGDQ7vqURN3iZPRMeVCvlFa56Z9FKGV/3E2ZHGA+IaNoviKDF9QkyEcqhmEqA+g+k2zFScE+lSFIp2sfISh+FmynpBXGTJVKKeODQumdI2kT2xtfYHkB7uFEWFt9srXg4HQSgJLHXG8Ak18DPGMib0z1a9WjWnQdO4hIzDBC16IsGfoWm9mqQbNTGVgDYA9D0alUZ3xY7uimbsY4EW07tZMi55nSVJLDREdQKBaHIx2q/QTkvQ+wnX/srMBXgBJe1VyWvnCzwJEQfR24FObjlY2q14+QqTUWjjC52PYOf/ZKAtBzU8EkC/GrCkYTeEbSKJwc0jSGiVWGwPYp8xWnX3lTBn0XRLg7QFy2XUE5M3teIGV4l6hc0dZ5UnEYxu3Mk6DX4HTYSKn3MxQKHtpnfYuhmtNT4PtfH0LR08QkOTlL2kttrUbxBg1/n6F9R+hRHD4Gn6o7JhmbC5f6tt1brf6DtB6n1QSgVjUPQL6NHIa43+ojtXeZ4Sx182gVXolVB7WvoEtBbErUjsVDd5aoFTgYc7+n9G85tIQGctilKfDfVArXuotEHuNpT0y7UXe0qBVNMtzJvKjqtrESiN5griIDyCdgFENjvZcSHptx0PDf7p2odQ8VVTFKWk/yQrAKVKgN9JMGvbhmVGNqFa5XwLgoEDAp2KDamaQtfAwaOQ6eNBCg6iUuuIgX459WFsfH6yopx5UbZIN2waT8CVxjUUVsIuvL0mgr9cwaBExr4eb7oXDNioBFXFjBjUYmoBNIEqDXGy+LtlADEsq2Dtm5PsMnoJUqOyc3m+qaOT4nngOsVhzbdM5ULo0WKM6QYrRf5M35DACwOvKh16evy4DFXnuVTG4nq/IQAP0W3G4KkXteutUgXTi8kKZLB8M0ZtTUkuXDJGJNIEAiqxQqBKjBHGjnlkHsfQLpaYO4ot/UZXrrb0ZMqvQWp/XLi9AbRDSiACQ6pwYrRbXjUGAMcjkN2Ta2hjz+Kbf0Uhn3LhqUNkrgQuxD/vci7OyymtviGSu42oyVdyxK8QNk3SF2H3AeIMbmLr3C4TMmPB/ypFbEk+4Wh+dfd9Mc5fJr5o6b6NeI3tPow9c6oyUlyb7nFV1ntuPweaz+tln+DC3HPPYpLWpyCtM33c3mXs18DEzAYYIqKPgVyS9DyumHn0LRnb7jqKbv0qOoOJQaKoCkVSZzKdseZEo+bVrw8ce2H/LxHZHeneArdbuqHrK0E3gGkdD1TN6a4xckSuuQFblfNAw7QbOduVQhL/FRpLeEUt5Y/QHZcTt/kUocLstO1XJWxxNkSWDRDkqGe5oWEoVjNOlllWFvmTTJ0GFzdxkSDYkvpqbNox7R4yBV2blkSgaOZJDySENA0aFYgZuBC5gtyv3J+YUgZpvQoEOGHtprIEQJ1IKExlz2tMmgUuT3mkauvF0xpL0J4M7geRuJyoMnDYGdpr8cY+/7ZPs9CX5wA8kvWyvLrWCBDh1ka8v2YVpEEtLi4VMpqsBgGJhgYY0CNwRBZO/ECGs2cBL/nImCVb4qhij+OLZLiAiKvUVhzVRwUX4p9o5UerdpS7v9ZhRLGnluQNZSQPmfVRRWelQXCes+JNw2vBVs/Qnyp4l+VuxUEoTLnWLVRud27xKsfoqVdgZt6uOPi6xBI5y8yX3MS0UxTVpddULv0iqrPQLiyc57Us123yPWWS/4EL23o7KfJ/vN8+qsJPUotiK2r6ScoeoM6Euet2L01VmKsV5xt0WgNMlxBl4Idbn/akYRJz3G+TXYBw7TNTRr+WxP9hOrcB+RT/DIv/NcGnSEdNzmhenL30aIiO6osNC1mTUdJxO/DnZi5Yfy/6cUlDEhAsS/ks5+k3dcdv8rhqwiNRkt0kFG4S6sDt9XhpOuKTtxaomrYNLLil7PLREmkz8kOBzKBHYlxGH0g99OVOYwPLmQPtoc8hpzVGNYIpSYHzr8sEsxq9m08BuBBhVo3aROBf82YEWfnYhmzcqMvOAYCagWEII0Qkppe8d5dzut5fLCIW6l3+NVLnq4gMeo3fEeIYhUnSYwVVNkwXQaXBWqtGpElXG+JKrFs93lg67rwGrwoZYZoWNW+zqxLWal2K6ChvH9eXTzRC8MQKcFkdbXcLdhdr0enFtnUmMkVDKdqqUv6BkXPUHQX13cjZoku1608qPd5b1Et913wI56u+aWFPaV62k1L8PvWVuERJhPWx8APAQ9qSWEo81tOjiweIT/GxUMuepVHUzsFvzrqifdxmHokJ3PXD1C+5w4u2r03ONlQqydN8YaGytdYtVcpSiECK+hismvFfsS1r/9xGv+sy3+d7QbnX7HpMTA8qx9IBMbUt6ickgTF8ddJH+f6ZwTsqeV/4+hh4ruo2uZSthp5uDnZPhSsJcKuP+bUDRpf4vFXgQzjlq3+R33jYbfyAK//2yI9rXiaTC0tZtZ8VUX/wNqzEvpE7QPOHxak4YoeJkc1+++3hhN3OGZuxmkJynqcDw7IbKClQp5pvO5CzfnbPJufrJp5co0Db1r5fEqv9oesfJ2iUcQK330GR5bQXOlwpsZpucHo77WD/L5eswnj6vao8SbD4WY/+EyHmf2Ajg3TyAD4v7XNfBlfnPfjV2Xbq6jTsWOjyqEEgHQudWFbIHCksSGAORHAJXPTWIcDQoM1RFlPgmPFSH6VEZqzK0Fuv4keOwE+xzcpvEjmIyr5NdpFeOHEvqcRxOywWRGGcyx8AB182di6qSxEP/M+QUhjJhL7xbqH1lP5aIY5XyByhKUTfyGBc6Ig+oUJDzVaxxl4yBOolJ8MUqogpVq+9p9AF0ziKjc19mnfoXyv1g+U+eVQ38vRg8oNnXuVxKbtD1D0Ke5H7H7bD8N7EO5JfbE0k6h6sClOW84BCaIlsQdTTfRkHIZt0oW1t3SUh0HqFScYnAr2imQ6QxpXHGdQgYMy88TvdMP07QzORYy/8jDl1/FPPcSXxCnKs9W++Dps8miixHQinwloBusihAfBCvlAhHVy4/w4AjUbGu41Tbz1eEuyjQHdOXj2XdXF79nrEDJ5PVGPrGcqUk02YyYWCJxa+FEgFVYvIAQS1j4lTL5Qbys/OS8zdKqji6nJJqrTc8dWltu9FfkdVGVBlOklah+qmcbp5n5DV0m7IvRTJMdKUDLUIyEz7Lr3q8UfptFXaPcl6HvXK2B1d+9Dol0NQCqnPpGX0MyHFP0CFYKFcvlyBUWHGCnCqu2mOwLRJFqCqGbtM+yQQmuBv2W9UmqaoLRXyw4hF5iCiFKVGAIp6L/aAQ0SYf1UTQ9QwImhkqox6kqOPKL4TWXXfT/QpnOyZfWo6EHY2L7heorLJ6iU87yGCXw2Dm1ZFq9GlZykwEWfngpja3I9KcohR+t3e3T6DYo2mR/jRs3L9tmhQZ/CgRiYojMQmwZaet/n+f5GPJ9DhKeYRHblXpU/z9M+ChQouQmg7CFviietkXlpamhsaYZfvBYDnvasKuoHbjvIXFhuLNn/bYMxaa5ONPPBd5jcTKmh/u4s9r0uzc2RiJkd3k8N8yNkmsQdpNX8pVm/IL10vmcCoyUAb4CO6YeQobcoTJC82K8Eo9r7VroLx86jFxBOsFPa1KjuAh9IaCpxKSY6grc0xaBTCdeQ2rsFgOg7IcltwgjaB671Vb4y4eQtWr9u9SOKJITatnqoUWmvQIpHCNzi/ibVbTaJRFAmy3RWOfEsYnkLVqFAHwCbOT9dlmVDaLvqiiKxpBii9VqhwmebDyB17RptF9tXYQuLSoKHaZfjEqDGrFPZ8ZIMY8f9QABDvUF2Fz4oOOV0T5w/1y+RedXZhxjTiV7z5YQ14vNB9y3w3cayUCvcVOqoOJUNTKVyJsfIbY0nZZd2cWcrP8JHoKABpw+LVmXKPiDXahFENRNxvw2R7aO2M/tvkzxeOuVG56h/lSPFWR/igr11no4xhx75f+X7N31RxvhWBeTaSm95UIFoZP09TmgEXDxThvi2HVMzAcnNeyfdHSfxvX3NPLGFyhv5VWebsQnG+10GGkYKxc9X9QbvJTaRvW6WHm64daAk+CTxWpv6Izsq9akFt3LmYqtzbFpP5S9DHWWlWFu3qpeK/KCoXDK7utKva/naHbaXKFhzgdjikn8cHQxXbd1F0TUOct95Ay0nLg8gTJN49nt+C5JfyVnKE6cWmBfFhrSE/2aE3BzF3ImpmELTFhKDhL55XPVECTz1uyJGxCC/6VBJsW3PHTDsqdIeL2FoNmY/8fNhcZ7pPEk0HW5yNCC7zPkZFzxN1SmB8sw7FLwqO5eu7yb3gFNjQ8+CssUSN0+p3nWhIPoLTseuJbHyEphazitcBhyIBdsIdwLsqWYwYeW7duZty9p3v1cfd4Gfsva+JLb3N2LXSBrDNGXL4Vil1HuYl2/aco+rA268LMeC95ysbOyLyBH7J2zxDuyjPDQC5DH86FwQvhxE96jBCw3KnBkrxnbN53ndzpR4esX3DBbPvtn/zH5Sl99AZmJfTfKZMUfVr6um2GG9FrBVxqKeLFivlJDJf75u1mSitka2HZu1EyfbK8etbtc18udEY62SMgxr16rqAzyK2aSwAHLyOXGakRVHdZbFn6Ft/Ljrvs3lfdz+ETr9si12lH2Y0oAl+GqaCHUMuFNOtRupet8t9+DtggXEbciRd51rc7jqspcxnbcq/R01pI3nA7IbVNxC+x6wsg1AClBLZFMXbPt4Hu/LUkWB1GflkTIxl5muYvqdHBo98JuCIrgyHmYMUSkEhNYQZogOKH5c56ssV0R7LjTOG1ddvR6Oj3GSWtuRWyn7iSoKr1nKvLCqbLzYXiG7CquJNLRnPNCZ08S7lH/adPWhNbynV/vWmNjDXP+Cr03vscsDtf81SieAkZMRaoGqoUD4hkdqCsIQcKSm+c3O2ifJj+clO+U554HckfOZ+V0fWNkmtpqftlPfIhb8Ll5HIkWFx2Yb3DQL12ZnAdEC3+3i9SF8a1zQtKNapO6wiZSzWh7MfweUCr5nJeqdumiCTiZQIUSuQ6sWhhzrTqUPTC2YmHyD5Ajsx3LMhSJZDWbIJMGWZ0LSVZcraKV1znPwOE9uUb3GauRGz7ApwJiuV5miIFkR34wEXPKDZDpkWlBfdvvOjqDZXCZqvAdhIdTwmgdQuRCqQnbP6rALQgKqPga5l3iZM6RlQeM2FeQQ8UzRJMKcBsU9jt/Ewo1yDRm1k7IsLV9R9QUOR0S35JOqOsayHlzL6Rs8KF11Wswzd9vi9JLoY1YvBPolVBZNwiFmrEArnXJx+ygc6deIz3L4UWfOuUjW0ojrzLPZC2Q25C7Xy85chHYb87um191+va8R4+NgucMxCRSS4DUMFrj7BO29TlGGNvrtF3ymLPJM1vkUZT92ycOJwA869l8F+4j8KOb8jkPMTLcxngYHN01G2Nbs9wdKzEi9PD86zQ/bYAbvirlhJ0OaT3kxCQ17RteJMq7JEeOXa6gNw10LlohDWl4/nnaW+lVQFHkUBxSU6IFFOlg7G0KgE1/tEzVQbLc+bZOzRFemajBY3g2SwQqSj7FgxCdRxht+nS7v1u2pDqyWKG205+lutcRGshEr/Y/Al9CLNkmRlnBjmkxpVFIroXgBw09t4YpdU07g3VSCjYN9bxXoH/VsiiMS1dYPRClNbaNUzZxKEEnIyPQoEq08dDRytKXoLmUed+1/weVxyu9yssD0dejI1adoeoYW14lvCtZOzOcxuxxfco6j/41L/yFE9CV+lS90U+wocoM5H5usw3dzLBvROaeSCsXbCXYVlJ88PdF2GJkDBaYp4srYP6x3OuRv6YnV/P+oKMkiYmov1sd+KLj5Rajyn1ugvRtyK2HE4wogQZa4HsOL1dsQzMJMhx48We1duW14Yb5D2foNyzb66s5TKT0zwc0HjmP5IJVOTerNNJCjSW2BDcLzsvMMHrwrs0HqsBLdlAA9pLLzyzd+GrNt/pa8nJRVzVRg+UVxCcBL7CGytagXyu8XgkAldrKG85oqz8AE9KgxA+TCQjJuHZvUgThMiY9CU0aePBa6LNV23Fm7Prqv3r2kxFA71NYHyAmgtpPjQspvkH3QxZ9O9sYUn7fdfyNAkPOLbH7BDmW764QafR/OZQDxBix0LSYSiE1OKl1L+Kanq1Qe2GCoKokPT5jlQKua9A4KuYI/xbuPifqVviuq+2OLWTw1VBDEsMaXWCmeOBfLg1yJoqn4ToUa1thqrfl1SgSVPuCqa9xdqLLNGIxpw+VPUFuC2wFPwGuF/Gi0x3aD6v8np/94WLzWC48Rf5YGl7j6f1eavBz3IkcLJCvEJK5ocbHKlYQSvwkY0/sExQnl16L2rm2xqgdu/NeRvZXwMfz7VUdt8/aKWVd61Bjxux3yt5Ni8/u6amyIICK7fI81G2qyQeG6j9ihuYTasgfEfify85Yb9zb3qHPNnqNf21iebYLC7+x1R/LYzt6Zg2j/76OBwHsEBfw+BKIj71lffPcXDqNWnqfGvtTsgGlrmtbgYZ6TnTBelkiAqrqoZauX98oyRn0GVXZbBnUYcGQoLmW7xEL2dKISs+jwTzxxvMX1m544O1EYtGpdEFg6q6JX0bKarmKgDTgVfpBRsuzSYzZOg/xxbd/iYAOC+9m4HlmJpePlodbHnM2hdQdn4e9zEuOG5EonLoB9kK3GXmlfoG9ErgvIoQfsOqq+HzoS9Zusd+ExgoSnKXePU3YhTF9zwy5HmXXfpEKz5xeimVyCy6pyuVzaf8NmuRUeJ/c1QSY6fZTKvxLaZ8ARNR3ONQby0K7nx7QonKhIbP1eskvkMnBVqiUU/OgGmUWK3nb5Axyilz50i8o3pL3rAc1e35YRW98HhKBTTDnputUHuNiiyQ2nF5AMNgOH8Tpd1KJt5RvleW5D7DmNTdphlkE7ehI+OTu3wm//NbPgmTD4DBgcJpXv5AYd+eThzzT746EdH/KSeZ7jO/wCn8Nuxrz7MaGgSaCZuVQ51NZcbt1aeEy5BS6C3OWVq1RRFqFVkE5pKUCOylayn8fW9KZZtiZBo66hilI4OEhxdbHcnCvEX6PgwxTsU3kW2y61WT1a8C9HbTHIXQ3Y0LPtSOkQxO5qousxWjYC2csPKrouriPiFqfrrqVcPWa0q7W9JlONgEV8uQDLTFH7FCWK6pv1FLQEsAqimsxJiAIKsC7EwR5n0+XqhotfhpvMLlDnJS7+BCVvuuJPcPQvIbplruCRCtx3PUqaUXlg6prRMzpaCFoXnPl6Wf1GnJYq+qAbfYLbu6SOgRYcim0sOdsn7jMX1LmH+IOkTjkeod0M0p03iS8Lmp/W41Q9IpdcukFilzxMjYne2+/83kY8A5GHbhzTGdZp8QGa3uLR26DmIORuBHA05BytmVHIuckW86zAcaf1euisv2Pzfde5saN3mezs7+78s3mvP+rbOvONhHtT7DD+VMGNaGohM06mXBAkLTX69k3lpugIUpAVdku1CWxWlpybSjBKXgM88zTnbmhsgYpJGIRVlaJ21qVmGiLGRU4VTSvX0aDeYn764+h/Lu6F+hEUUs76goUFZznoUucMRh/IOedDjHHINl30c2KG1u6VA26BpvTnKLJsv0rlNvpxeMlSqHQtoSHpbeQDjOUgpSg0VVs2gqDLKliAAmo4QgcyRD9SFgvzpC5M+Q3a1kwFvGqU8UIIRqaBo000DHi1DAqHXMKPAlKnS0QPA9wXKdWfSN1vFOPfjeNXOPskCaLitlKrwMKAk3JD+s6OVecnST0BaTb9hnPLiC7LoZNf0SWGralHbGgt78e8pD025bm2xDse9e9txD5PeXvKuR9Lo6l9htY/iVEAOZ4nlJOhH2MA3WSBojXa7zV3QNUm+GsgLM2+6jtPPPjdvRHDdPPc8ztf7+4lfJ/X7dObLQafFXeNiTfJEp9E9nOk5Caj9TYoAZsxibyEKdaax2XOFnLkHt9bDivtm26zUkeI1SuMHgq6eRUMbbg/NKvHMZ0Wo23RPsj+dk2IBkjogtanPRaT5bKetGMaRmCDyFIpJqiXIFAvwBWMu+K2WU9VrcNIwv0PUbLgMJH8ZWh3IA2sQZrT/l4hYiklENCMgWVsoihcI32BdZty49pfYgli3XGfzXiNwgOnDrCSMVbxbTW5QO1/Yg/+I7X4a1SfA/94lODWqAhhfTEkOwHBMlnR0Rk3fYWqjPk4Te9R5RsQG3C/TOWKk6uT5Sv3RSxYsDtlHuTcS3wKEyxpImErKI/1dU5fl7NO2hJonZSlL6FIhB5Mua2Q3P8Oix1H7aahPpLXEfPTaZ2EBcv3cPkwDa+QGdlqiF4o5Bq90qM1TSHXG/GhC7RHWRC/H0LEbQRyJLZ7x+vbYVy808xndjz/r89B+OtgDycIRooGLEwL3S/cQc4Fsrd2ON2LBDUEIarK6AuMZdGjh9eqcTlMrFFRUtWcocqXhoMsyWyM0bAaI+9yQFVuCbjMMK+uvI+pbyOD7r6w54IfZn3JlTd8YmcHnFgV+zxPSMkS5/s0jVgnUXrWRctcvEYWw1gpPelVv6bO7uJ0sTaYg8SoUtuhy2L0e/Eiwa/7jrdgFeLe5FX2qk2fTMTgCBdg3lGjCK2i68Q3KLzga9RyArEfVRhQJU9/U6Lb0G3Y5RfYLjPtW9pSugzNg8bucLivyh2t2hbE/wgiHsjzdAlVxfs4kmU2UF5xjcwWuasoBIZVUH/eqR5owbQCoVtK3Tsjqtuvb9+IwSiAADByMcC5QdyhpU8Rr1M+UkWBJ+GsBW9SLHjbr/7a+36fjp37vKMcpO/CDR8xODeTY+P3u7p3gOBvfYV35K0b+5fnbq07TItgGnIBiFHk3J+6/TFtTcGYF2fRUaNM++kZ1rRAzZnmpdytyER2YncDJTH3sUkxyitbBwJlzfIBt5ddq1WDepw7nmjMPAghJ0UjS+2boJKWIYUJpZ9x5R5PFmbjSOTLg9gLo/TwIPZPksTs+piNzgvOJf0i1zvs1oExoPOQs4ABWwJQyqOrA5QY0DHgoLmGScPISbuwVNWPQRJST8mM/ZTSEEku5I4yKtbcQk7Vj9LCV111Spw0ZY+69A02hRUjgBoxhGlr9D744a6wgl0Wcwwi232A1QWOlu3oDRX2VRRhorWesuwIZp24Z6uTOpIzGcr1U1U4g4k1jCiDafx5Fy4oiJuvO95jTixIZ0cSTUde3152wvq+ZGuaBiHr00/gv7dOUaVc9DbTlscGtfIKIgQ5LV+S4aPHOzQmNffD6veFid9lu16K6/A73++b3+egd9qx9Q1F5JvnMLgUCFnnFbo5pgUPC7efUT5mwbRJaOsOZhFG2sQYx4rABx07NjNpMMmsxPotNTI5dDRlSQ+MPRip1a5LOUeffQH5FPFtgAr1tsuMat9kdRcoNag0fYCmX6HollMZT3cFratsCAsOxE22uJW41R4np5VZEIiM9MnoEZ5+2La+4k/IQVvN5FDYKKw1RRiLY1EU5WhyrEZKvaFjRsrM/hVXb7N+jniM6ok7wzTCtAG5WrXIYruLbVsI/K9t3RNsoBbeov7Y5EM5LsaD1q2Qp7Kc9c6yWy64OqCSbKc03eeD8DjTH+WxQN6BG/VxiSEnaUjBg6yPwXbttoX4k/aU11uQfHVWEHiUf7ZSLdRDcM2IaueKE98tnHCeBqRV0iQXfA8Film1JdVeUad+AFTXvefcZIvdFmT4ywOw/VjbIFKeGQYBHujwxdQMi/ZTkg+dKHLMiJzMrNh7mCVz5Rw9e5/Lc7aFpxk1ypjqkMNp/YSleavg0YIgszv0+p6kpnwGwwtg+wyz80MHamS8rU/8J1Cnkv0mQBUDGppjqkpzd8rPbbqn37I7u9ihl0JaECMsmQZWoGyplIDksUZvG3KGilbGw1UAC9cvM4lZlqGsIzvpwhtPry3/sTflYElN7ew8DYZO76mw6zZ+XUWlnfykUjGlQ0HBqJ8lfxVEx+yMWBsK38Fn+eQ6xmztfY2Of5z1utibzV5VkaDhXRVtunap6B5Ll5W96WJX3bJBpyNXBLlYvcd1RwJOp1SgLdUnqGqxepuWr7CRveBTHO+46mVSm7TA1dRj++RNLt+i6wTWcrfmjrHJFVL3us5e2DL16EoQ1g7ymx2uh3Rqxx2sc3De9i6rWFzV45yftKlEk3+e9T+qC/m6J0N3pkh/OTx+QMUv1qkOon1VxS4rOfp1jq+SOXBDCpe/TkkUSowhwEwpjXETCJeZ0rl7en9S/Ld4HcZJvgBgfPJX7HOKL4tWafUTpor09ClSI7t+krfQS0R1oWwFUwHNDROZPJmVG257M1/8XUmDO45JNJeX4Bk9bv6uN8emoeMw9z2fA/Ue4Svdtmlv4XYm3MWz5Lfz2vN+Yhj22DyX2ysoT3Y9GmQ0rX2WMqZXd/jagZvI7irLTnb7iCNf3Kv9Byw6xOEicSw/TRsMTi9pgjFjsqOj9i6PPCij4cYG9TpuuUWU3fSX06JhwW25SIzDIPQ4nFY2Atkz0qr1f3cLf0NdV+DhJ9vuxnmKNiuyUT5FE38mRx6D/YOg5KSrljmKeTJ27S7398PVU1x2bbKqsm3DB1qNUStBXyFBPIQKTDMw+4SRG5XElyrIkKLJ0VOB0Zpopqo9SbV0xYHTY+icSSgQCZLRWvVpnHOyYmPZ+pdHV690W4ZSCeBacHqtZZq0VT103anNPx6Gr5N9m8I8SE6x/mFuLwZuRGYFyqZqyxmx0TcsjVTShSScRL2AJu+Z7P/u4MSd1jDjebEAPPAHre2pqKfX2+DqD2JxAFCBtjlEtewQ04esJ+P69mM3m4HubhPSD8HxYX730GveTit7vYp3ktuw16tZbAfH3MxWnycXjlw934YQbG9Ti8w8eTKj5WCGI05Gdk3sGgIKBE4Iai3J+fXy7FW3NwbFXIy4Kx/QCGwwwtTOu/yaLcZ5NpiSX/cMdT8tKZV4D4xiSGCF6e7e2xytMS9Ets7lcas6tLslcpX6hnZvkFllSLiexN4iAd/qz/LgqxR9ybfvJ1x8003a9boNxwfkdn0ddGCnBUU9oruVPUHtACIsdYAbo46zTkFcqY1GODOGm3d3e/vYE6eD/Gu5g24a2sLYajVF7bIItYm4dRfVWxguHVeuTpysk8KXvcTg43Po2oruoelrEithpner3W2JH03deMhhRh0HmOv1Q126rexH0B5bf5ECCR9+htQPi6/FdDm1Ju9QMOBqm+yLUD2s/yoFPS/lqA/7OL5FVPftGjHPZ2HM/6iBTyB8HTmveVdXKm4t6fSDKgrcradBXjWyAYe6zL0acwYtW1f7iSA8G897uyx8mGeYWfDcWA8z1IcG/a7zaXolPNVuRmqYVzDeryXEMs3Jnoc1EXxSedp+5blASQA54JGgYIsKr7x/fc/tjNzVfa5KVDp0iAsVXFJ6bW30cs0uzA8GZJgzVhT75BZyZlj1VYDacSXGv1rk15ZuvlxSd9JegrgkT1lVLCE7hwOyl8kd4/IUqXUKAw6Vazve/zO08hUz6eth7pKr3FpI4os8Dlx1jUKf18N9OE36NLllqp6nmDnft61jSvaRtMPZ0KGvy99k6P+dwc9qzwAjL3GxjUlQtO3c0IshGC7lMlq0dBwXj8oAbg3Jpt8QLYLIVQOAr1bbTCJdZc7e4OgirX2Sin0u+li+goaGlzga2+iCMl2LgrKtIhXGF536JPG9Nphou0923dIAgxRqkONULyb68456aHwCa2K20XrhyPfNmX4HnvjQLCCfj/3SUOa7V5DHG0/MNMxs4i5wuIjZo/W+Hd7AWJRyCgkpNo0Q63xajPEm5ycKHW4ZM/ZNw8dn5+4wwsbZzc5hvprU3BbdjJNx5PO3l5yPMZuDeF61m+0JPOPJOTenOjeLwFWWvb4bZKcnNW0d0Ouyh+9R09ERRmKG0Lsum/ivBl0WggUaLeG6Sc/6MD3yrJAQg40UAnPsYXHArt12k+DE5Su7OyfzDy2aJCQzHkPYNXeUFFRtgqsQXCNesbwCmVZxt6eP0c7/g+3fpPwVCo7T6k3V/zTRJmoQArrDLvMaqdMujjFndSx+xI9gcqvI5oofiQqOuxhoriSQgeClHEmwPwa/V+KYt8A8FsslM9+VaszlayaFYGdJvVC454LaysZeqRGiMQtofnSDsgLRzZUhKhqdRXL7NN1y5S6XpBIxx4tKV7QwDZILzH+Goo8YXddGrEdQUK7cJlTcJY7EA/wgxff7UX+mIZ/Nn+e3ygF8Z3CCZxbhQz15TAkE/iVg1moS4Gm6ie5Fa6cjN3KjqyCjTHehF80pFCkC2Y/2wWH1A40aVHJ7a6dD90s0t9cZlcm/9Cw9Z93cazfcXOPJO0dhhp17+cNv9fQjX5E7ooHFjVQX8QxmW9TVNVS4MAk09cXgYene3lGvb9itAVQGeqHPgwe+qQMxIBCu3Ip2gMZH39cPIdwQTXDeATcznXXg+9g0w+fKXq3iuDYr4ehWEm8afR808MqqTuMAFe3M2GGp9C3bel3pRJmLSKlKGJmukvlhVey4pf8OSpjZh9F5oQNUT6OhVSsabRRL5MYc7poi0+IykyUlKLZ1Gv04LVCKyYNMZ9ukJlBHVj08SNQsdiAOotted2+K4BZ5t4InN5FoCqcWYgmLHCy5ZptBhk5Bn64aQIKIJQ7Oi9FWknYdtQVmQqAu6tiFizTK3cFTavFhakfU+ajqrBP/MRLTD98mtc8S2BaXKXvJ2q8yb7B+lNxPYc4l02zc4tGMrFP0Pr74O8bEvkejaQqwBmIpRVhlIeZpycZbjBM3Dofp9EkVL8eLfjpMnFC242iEBWD6dw6ShuT9Eag7t69ZyQ2SqYd/ZWdxmJ8206QprJuXJGbeuzH4xiqPMDnd7Z9njVpHq4aeMO2pfjPFY8RqNC5oK+ONA3dt2+5MsYUuyFPwfRZiuHLhzejAwEPE1GeAIgGK1os2Qg4NwCkIFuSuKNkWGe0MGJaYoEjtRqXu5tGJdp49evW1gwv33gjacsIFmhIp8Ve5z/wKzgw9JveC8jpZotaUun8KVYzyK3bwoFp8EfF6JOsk0twjfRIM7vo6hTeDKIT/tym5hPVJcYbO7EqMiAZMt6ZV6IK30ITnViBZogdQ7awqVj1WC1QfQNs4HDlTcfYmmBUom0loHqFBmFP0OhQjlqAzaoP8GZ3gbDuQIC+0SDpKLGQX0LHXilVrjcp+2XfRid8l/Zco+gCFZ224zrSvbF9XyxRNKL9C01eVfrkOiiD4rLM/BbFumIXhGd1Rz/3aO9K1R6Ynfac2PHv+Xmxnn95aiY8pvYiJfOMMc2gXx1M13sjvTZNkTRWBeJek5Qav8/AKplOZxtqaFdZQcO7cJuaG1fzbzDGxRxns7ihiz9GJ8ik7D4pvG6ubGTEf+ff7tAXM4ETTNmAwdMBIxLY3Ua9vCgiG5CcaiGPkLnykIejZK69h1JQNQooCijy3HrOjcEaxl1sJoacRdNBug4KqcoGYs/xVHXAC2YLeTvfUsWLr4tXr106euL64rEzpbClP0KC4mg65NbVxm805CGnSceNu6OIEnXS0+2douK5WvkD8ANGbNkwQ8ZrUBYvKiDleL+21qJADLtJ0QOn9VLbdyjEev84S9lXXIXWF4XhXxZQxx41bwOM6Q/db2PG+vPAa+FMYSWnAT4IqfoLhLMEJiRfJTDi/afOhUiukFlxUUn+X9QInvWr4SihHbK+wuUD0Nh3sUjaKFtSkerUja6n+QVtN83CgeSMRf1/GElJp2nH1W2L6pdyh8FEK15ABlHvITR5pZrI+8fJ+D/A7N2L/ParJUK3Zu/1bTgUVyvVo3On2bGtJXTY2MfkFmhzX9iR1OsgE1Tc5W7OymxaJJ3AeVGprbCUGsOsYP2P9iAvE7+IyBGLW1srTn425VTxT66x9rsE2PF/n5qZtPclOHQ6IQlLcBXUzess1jSdIZJjap9KgFSYufWQQeAnaTvCFfGCbPiX9pS+1rG9pOd7sBqpJ3AWRmoCNgN+e9QGAB2P8GCQ5YKAxgVbF6CETuKlVpFMEXFbsV6PDB+GseE1u9dKK17JJWmBA8vHXLz9+n3l78fS0ABGljCufD40Lp5+ipYraI1J/WQvA1Ts0iig8Rqd+lsxHHD3jxi9ztOTKA0e/oerfctkxKrdDeaQryzT+abIvu/opih6j6Oeo/Xma9Ac7w4WTHQpeh4iM/gyVm0X9O9Hqw1Qs1aN+PXohbKmot+LGB5R3uNOTDQk1rVBRNebxK7LjoOF+63k32qPFPC9uRZ0fVeXH6Www6P/mwnhVVgHVl6k4Q0ufpux+Gr1hy0WV/nRn7UW3NOL8uht12mlS8zphfG+L958j+wxVX5J9o9X9LNknUe3N+5wcb3ycmjHOZgDziBl+V3ni93wd7Y+wPkjTSAMThnoltjIukt0nW1R8H0anZ2do+rvi6DDpUvCm1eF0eQlj1+thOEFJVcwORCZujFShtITacuFmrUPsr0pgq5nrWLk7KRKh17D0Lto15us1OaMRNYIGvtBiXQg1ZAyUWgYwoIlAeAmCSjctVDBSPDS60w2dVx6Ag9KNU8fsiMA2kAVIEtIyfja7nELggb4OPfwNgzAGuQeBUApVCY7weaRsMHTRd3zbIJDIPlZhaHIuXWd3tOB26qAH+Qn0U/cBAHW0ivxa++tylja+V7sHJS4kjDGE0AebR3jlQXL/pD54JRiouuxRvWFiG6+ez6q3Y3pDbidPLiIMTzNdSej25c7SOuSc6pVUtcDB4OWY19y0LR43lpMW+FH3UAFZnBBtm3xH6xO1uxWUXrtbovPRTcwJSHtkt5W+L5HdJheH/Yp1iwvJk/JUMHsF1dirPK7ZniK6Sy29Rsu/RdV/zvUT6LLubIMLRdsufINNpegpN3kThajwQTf6T1T7HpVMgmKdbm+e798d+r0y4tsv1Uwd8MkQrWpWslPI8y+ToOidS0ddDHWqB8niEpV77N70yl8Z5oRi9Olij59raPH1rN7rBxdawWMSesu2l9fKk7Gw10Mx0Jd3Z8Zbq8OeIohs+JdTDTdY/CjyvGVdUINHqFEKYHDGxIWuBl0t97siCeBGJQTtN2+cGWQr3Vbm7d2A0t5gGyTgVBCGTa7HzfajJjtMXpRSoQoGsm/EKPLLLixxHDrtxHwl0o50UMEhg6dOUx1EtU2DyATVOK7yY9sDtT/u3PeBlzHgo7R27NCHB/ixb+wryr2k7Z+j+DRoZfG+CwqqO+h3X3Hc/1xQbrny1wM6cGkSRIGrbsauq6JblpZVHlD1b/NRHwNnMZk3pOIS1YtOnRPXBz775F7BA1X/a2F1nqtHKFmENoXpW7snz6fdPhfUtpxsMo9D5CVqV191JlOdytbnlLmP62eo8zsu+zTpP8Ltp6Lxp6fFl219vaP+nAsi13lRLY6o8xfI/ihx1wV9Dm4y9y3dJHeN5av0L9dkdFvc3l9k9aNiOY4KTBU6wvT+AzJiby54iE3MJwYVWHQLozUvMq7WtV4y3K51mbhlCneoeIn4ZWteVdByHWCyHa2g+muNpkJcU+ljMQBd9A6gs7j08q4+lPIzJdQsIWwsq9nUJ9hS1UBqv/vUXhUYf7QCDwFNay4nMDVbzkd81uGIxkof2HpnrT/pjVx7GlvBcGEhey6WFTZT8Te+eCKAQOtYoYmpyanMAlDZfjBv3Z+H1hEoYDpQnmQSIr2FvIRsUErpwPdC4A/TVhAWJi18Q2Zo3OpB3tK8duXm9OEz1yB1KxefTXmr9pYnV5Q5fdm2rmkxBQnPJG6UsMeMqXXV8eOsTlO3R8EvcVDYclUNBXV/iNQzrK9QuDuxJsVwCAG7D9hkSwW3ZEfRrgd9b8G43FPu2WihRdPTLrmHo9DFY8xMsSfbGDUg9+FcpMtssq81GttRwxpNqcVQDhaUXIbjcrur3nTRA6h5tdutcoGqkUBzjq+7hcuU/AlS/7nrvE3RPtqE3YiKqYBFFqdtX+eprGQXVv8nop91HYWWMRurGfp9D6LP98WIZ+TbpozLjUK87MGW68WABO9lTpUurjF7O0XVcqt9QrnVVnQ6yh8Po1coe4XqF8m87YY99pMEFJKX7Yjzpm/bFpk8wRyjvKhJVASeWxXwbA5io1KMl+cUZdo1eYlZmsLrXQjQzlG99YLLHvWEKEKAEXZreDwbJuNRa5Iv5i7pxm6hZ6OkLidN81/YKKfcXqqqbpRcmhQzXgAHGt1oHrgxlMGVl4DFAVhAA8Pm/OoWNxzhTJEsTNGJB4VkjoKwCls6iw313r7y8cDpc6feTANWie8h2WUoUaSO2luqesXXUs5RfspFGdMBjc+6eEpn7ubxXzPToL/3T1fCDZf8JFNPbjZ0Jyx8twofh+hJKVCpFCPU8otqgj1M4rlINrUJkgHxgLt9Vx24ZJtL2d4eI/ugLb6iFrq2dW8a3rLjIWX7CFYWIC9u3Te0Oy3bbsI8rZ5rqfvABEm/rPlz2Bh7X+Dukgr/Mwp/2kWypY5lc9GU2TJT9QBdJOXzmXk5rdth8BeI/1PXOpmrDQyM446XADE+xfbt2vH3Ak74RJltdlTrfVOI/V5VOUbVqioKDFgpodlZ7EdVWk/areiBcHRKBffb6IOktlv5N/2uPaV6jKkkdursCIg2RqwmWzI3ovEQbp3pofkBE26WyfDZS4Rr4e0LrxV+t2ZM7sy87mrt0PewnEV5tl5Ml13VedGti29MWqPWkllwWtuYitRVUdiV36jEME2jeNHEcNhkzCwlhwU0i+2QrvDjm70MEuAj0vR+QIr2coTIr2ngInQoNUacJCYsYP2GYzHjViI3y6i62j25tXl3lzeOnZrEcc+GU1Vpt2u5nbrggOkbFI+wE8So7IFdQMcQ/3UMdZf17p9csacp+zqPv0kaTYBBsGizY7H4iPEFbn+Zkh0arEmU0QrFR+y42g9ii8bOjYpRHkcHNnsBHXv5kgsftXxe9QPunrT5Gxhf0l5miR6KXaozzInMQ4cRx0+RXg5sUhRTp57m4JM6abGautYStX6Ckh+h6CcpaVP6dTbipGKqbnB1k+wbhr/J1TMIV4LPqfz/Squni/bAC9mMvKppqm+P3vy2mhu+Z5iYXFPptsi3CjitxRMJLg501baQZhYjzo8nQVUDJ3hl9SRMzjPdI0sgM3djgmJ1oDCZdJt5R1W7YAvZNoG7VwWqFIAN3WyFFhsJBv1i8ZX5xqqtn0SA3Rr5LTQsK+9IHRiCY5AkyRXtojp+s1oZ2+O5arugtSBLL6lbaVu3ypRQ9cSfK5d2IusJtUiNzYlxtpkZTI2MATpAiWZVFUVNLRMBKcQ2mkS9U6Fuio8ocKCw6RVk5PRqilUQ+Vk+KOGJgyzDvKYDFR2fTo5fvfGpqr584a5NCftI4oGpC8UzDTJxma7dV+0R+vD0g2RXnK7Rxiehb7RHC+coetL1v8TJ/8sNDgK1JrdDhRKr3U36fG7+uQSb1H68BYLINlqLisiVm0yXXDVM4kepe0JLJJ58EFOSlp7g3NLSgNtdvr5F4S0yZzB3pH3CFQd1fysK1uVyXHXNxSM1PtEJrpHZsYKCwr9A6aucHLPqT1H6IKk91pcg4FyPsODzK1z/JoViwbckzo/Vk6T+93W4WoPCGCfi13nsmzVTv7ESzaVm/qCM+LB5GJ1eqEJjv48DlwseA22zhuJqFY8FMspS3q+O75qC6yIQlOrKbtX+tLH9YLIfhptBdDOqtuJyH6WjyfOYAolGmcLjCSQVMEeG9ohn6sawK09dFiyawOk51HihjNRxUA2AKHy99ZmpplKWgrJZynk7KCFTVlwMd0yxWI2Wy1u9kl21bKizz8mkY1etazXZt6b+TbOiuM+1NW9xMznPayg21I1m6B9rjCbX5JcPzfQ3NQq1EhnConE9ypfLdeQCXYdWvA/3K7PbWxb4fWzSX3/72lIYPHX6/NUmMV6YKq7ACWb9BiU3vHCvbBorblGu8Xk0aeZ3Y3px+DYdO03l3+Hw56h/w4x/S0Ub3H3SLp5A91F/ybVOsFkUl695H8kvwVm0o+qObd2vOguun9HyPe7yVU67NHnaLcoR2wKFTClH2+OJ+NQ1ThbMYAuERDqmimc5GtL0lI0eVnwTkoXJRQo/aqPTKuyZ5G1Lm6Ec4qBFnVfAXrQvE3+xxnQw2XQ/YeM/qzqfn3ReGOmTK/Ux7G2yE8q2oms/DkvNOnf/AIz4NhdHHWbbnHjfWbiFFjNMQMJwMRLT8eOVTMeYNgc1ptIFlbNZzCNxsCbuuOpcVZzKosqFdWWNMT+qA7nnEy3/lAfaTMQIJfjrtZ7yULVxeOCiyWG0o+38I4506QcT17Zd28TKYUzYWi9mMxshGm7T+cnb6F4XU9hx4YnDC+oR4jNNsyKI80hk9vMhoXO2Bfh+D+jxhTNmNPuydoPMsaB17Pz8BQsBwtpnXKDiFrXF9BeNH6hb6QrguF5KgwUztpjZuGiLevntyYeK7fDEqTeHkTvZ961y8chF2o2mavICRUs2GXL+iCpPEx2nZOKWrmKG7viMNefV6f+Szgxk2WJ7ykeqfDqmj2Stp9LV10x2SY/2IJyin/W9Rg8JxlFu041L6hyjbMjLCw7q6Mu8QRT1qfOkDh6Hi4onri5cWae9D6DewQMK2jTMa/OSSs7TmT/plj9D9eMcyH6yRbSr81ir1OqDeuVSuJ9y60tu4Z/xhlL9UCUP0ekf2hr+leV41DX3LUj42whIUczQ3ZnXXb/tBMX3zBMffTXKJm5WdGE3oyA1KYxZnbfpZWOfMtPtNkoSkF2vOC5UWbsU7M0CWdUaJDhb2Hq1qke6moqb3Zk+ia+rxVwglYnuRgOdlW5nx0ChVweyCFxUUWBgtVErSbVtWJiKZ71WOJ0gjg4FyA8Jx57RpmheOAznwOWwjnj4sbkD9n531tLUaMTOPuNLdAR8BR2WCF3uXiIWxDTrR5+ga0g8c4lcHtk4yJWAY9lp0RzZnvTv3a2CpdbuZHGbDbV2iPqKe+u00KHwLaWu0eiS5Q9y/Ak2K1SdJDVEcdDsSXDsuSbgbDhaIvUAq8+m8aq9dVNX6wR+3EnVOkE2NPpA03VXrLBJ/EiyfSOohm4R3yLdp/HnMDNQsBxSm32OxpwMiUdUdVQxxASd9LheeYyXP0jJR7g4jSE6ILOGDptiiFZEzBUrbPtpnlzj4XEBGOpkQPv/oXnzz5x45Ktl/qhFGshq9R3kIt79+r4YsW1ghZ2VXYg8/0u2zxDEGHG6vtHCM0m8igGHmAsGo65MVcGI0c4uVtZdgyRwVdq6kMAWw2icoAvLZZc9c6JuWukxZkhWANvocpMmCSlAzOQLa7K/y9c3+zLPpRVnyl7fHuZ6twX7i5y942EumYaXByJx5eae2K8V5TUUGdm6RgkLTAU0LMqFSdSJOXt+8pKxRcsGEtPYwEWxqrKF6SgyBwv7db328S+c5IzKJc5TyqeuFAvb4Fi+7Fklv66XrTkHafs0pSDEFu8SVDB1Ra7FQZfoHtKyAz1G7b9D9qorXjf1C6HqumBJIxE0pvhB2Q+52nE2h1+wXbIXscBAcNtw0Yu5qW1LAq5TKvoUBecwE6kcGFcHEtUs3WfT+8iuqkIubw8NWK7tbEJuymaT0fD8Frf+lRuuc7VF0TIN/vpE/1h6fEw796sutPy0Cyzd7jr6tjvVb7++L0bcqIZ6oiSKH3CBngqPO47IS5CshQQBtCW9OJhGWgOmXtVRnbjKaBgx6m3Y0I1Bl4GFSjWqvLY4TvsovSn2IzzBjceiMG5o79HIoXnxM09m8GdjIQ3nJ4OqOS31EAWZOUvqKPHtdg7Y1zwObdd6tDDz5XRo1n7syFzMM/BsOP9tAhbqw99q6J66+c6yJDDJo7oW5wcuvG+wDfQkCEObhHWY1ONEmXErO0iqadl/+Y8Pehv3Lb4aptcnEhFPSO9qM031SkXpTS5eYPc6mR4F99vgNEqDlvy4U0KLrs7BTQvO2/pudewEVa9w8TU9eQtEs2DViYkLrJewarThBpfc+DqkE6MlTA+X/UxdBiM+qsPYCQZQ4Q9R/EmK7hOXT1ARlK8NKYkw9MGOCM1ZifdZCmOf62tOfVOORe4VGrZcfMWqM3r/r2f0GTon3ieJaEk3vS9ID79XN863/foeGzHP50e723I6jThxU+MS1ysn7bdw65p6GPtEmBcZcioIEStJKFgHsgdHCUpw4PUYW2G+noaecB3ofqCsNWB41apiPx6M0FjUEU8vgAJdbhoNOBY2bUtUiBF/hU1Ydvts7WxijbcsH4EddbeHohaHnrgxx9lfmlld2jsf/20eJKP7d6YUI8bq9R+cbYRK/RdiBp5VvriDNCDE47lQ4JSYrGCIVHUqF2WByfJWUCUcli3aXx1Q8gJNj8fT9cU9LccYaL2bkfhgt8/hV71i0CqqlwIk7BnPBo5RyQ/lMxOHCQldxWKvT0I2Sn1WIc0uAUnJ6S2MazYR22MIHOvcqZtWUE3rJlZ+HbG737mfCpIPC4BGwTkJMAus6KFdMmibwGWVid0oCLyfqhrBuz5UfOhFMl+2LEBCcdlz8ae1/olh9MkgDoJRrLrtvDOMbVsBSaAj4d8hOHGk+4Obxjg34643ob2bkTq4mRnRqLUh5Id1QwwBThki4QowQ2nP0UZPD6wWnQEIpIKh9tKxcOZ+iABa5FDFC+TlK32+DAEBxNkyYq9e6Y0Niv6HdmxuCwkcmjYf9Z0+SPZD7G7HbTMRxObDMy0Y5xoxYx/8zd7EMi3VjLFRKzPz0B42eRFvud6gwnxGE5Ps1xIRxIYTq8OCI1T4otBNE3HnJkkmfZsemCfGOw8NprcuJJditUP1vr1Rq9EedcXCx2TPkjqNQXE0YSWxa5sFAQhu4Qy5W0QALZPfVEEB3n3L18PJy8gGa44f5YWHKHqSlje4GiAABnNNwuuK9UkOzrvkOKsl8DPjTad3OO6QfDknitqp6ai6i3HkVFO4h2R/dd25Z8k9w+aSyVBy1XxRbf8f9lufDtYmatqT8M21d4pw3Y++9Cy8uSee7X7/LsCJoymLWYPnjN08JxsoO+87QQgIig1ST8rPsNABgmfxTGEFjQujdFNjroyNmh/j1sSXBhsNKx+vGe/ey9gXvrWbN7ph6hboCjU3a+dwEfliW+MX1W0G8xxFHHLnvRrxrCzIjQg+vZN2BHRstAcqYogasZ0vOFkXhhXZWQ5DXK9q2M/OBEg1G0HJUJYqvSJvXWHDOZ7LxSoxYe6wrWSJppG1YT0NDzjvdbOlcpCP8sW3gvT04uV2GqnJgbWZFX8fsU63qXpWdQXgLlFHQO0xMmf8nA4Bx3JXOk5NVNmBqxd4He4DthYtcsdctcZ6CD5Q6yGKH2AJNCvMsgXnPcohIq9HHAxI74iX0XnI7qQTPy07oKn9PPqGJCgXVjp305XbqrzM6lkyL8tFBeZ+ks/n/1s+OYkPyOYXo7XrQOzZuVSjuxwPcEYR/84M9+jr+4OJ54SKBlQ6N/NYR3bqBl3wrOPO1xQUz6YfaFCwlRf57wTg+NbeSiqFYE7M0XaKFjg+1jUy73Bm5CeEtHLf7emVYsWswQ0mX0krGozT0Oppzr+br3hrj7QN8CFsmKfVmn4RnBiInPyOOM+rcdeNy1f+rzAvg7FDeu5xAyKsj+r8EAg/kw+YGD/WRoVWLi0qcDULBepWWdtmEU9LU/keW6bg5OnK7dejg1araqHh6fzl8fJk8NjH135JmWExdgFWRh4WrzDfgq6PoLL8UUyQNscFpEuAoGyXecmlz7lAkEPX0ooYNNRtdF/wdR21vUpZZChzNFIQKUhDcQJmSflJA0h8WdbyM2a2F5CichFHcqV9Lzc+JV2AXGI3ud6k8i1LbzENuTjJk8eofGiz81B3I4ySzUDnFZ0HJapdqyyk0Phkv3ovMYnv4PW9MeJ3+P870k/Oq+fdqVV/aAcNmECJ1vkJtrNshrczopYpeL7L4FQRqUWE2YbVkaMpbx7WNRO69ezzoK6TD+5QvevSnDKPHJ+dtX7wPL/mU3728Az91ESe9y3djvxc5MeMzv58uxHVmFl7dQNFuGlslL0jy507XAxYgtRkl3WEoZK2dvDzAhjEXpEixKywCCDZtSq7GJGpVDPStM5arXZ9Mq7Ksm5e3A2D+plLP5NE05XW7rGFK2GnT/uFHe8q2p8+INHhG6x/ndQjXD/M+iLEhHjgirsUDW3YZwnXQnHSiSeYLFKBMNpfYaJUatEnjWXG6gCi+UVIXiHfBVOOh66dcbXHbofyFIPMzJDC65RcIn2drq052mR9ecxZr7tcTD4z3f6LQf2ZhRM3eQEisjaIIjviaUBhgBG3zjcyeZaEnc8k+C5GZn2/PPGR13v0972jfXr+Uk1++T2/5bB0hoyWCg6/1h1RhTnahDXLqdE8dd7Q4GCVczXkxo/OBp2r+VTS2W8dtnbxHAHbZuojzeoghzbvGXzuEMxpDpqvEPwQRtEskmtAz+yErWzLLP7XhBas5jK0WozYh4RVg6VdFQTgggRkm6CQvOpziHZTVcs/gRbzr6cLZ+sgm0bdXdJL5oZW+7qSyLhoXRnIuZqOLJaJDYbUu8W0y6ncuImTAFn2sXrV2kWQHsOxDQ6CIva7ogK/o5nKpjLZBFzrLRV0kPSlhNB3VFK9pUxF+SW0CvMBQaBtG5Br/7jKzlD8u1Sdcv3P9cb35NW5ur3aOjWg7i9a+mjDBcdOxPT7gg7v9foDMOLf44UAjeeXZd1R++b5+17p4jbel7vvZsLGXmTCK/pwg0Tmxj0bGDdv2Wuo8rBhY3lufKRmzhZjGoJZgUPfua/Mki0NfmhIEUfjV69HJB6F5zxu0zArfCAbJrEg+QZIWIzznV2xaiZBCJYQFx6G4vjDGBDGc/bRaW2RZUGnMdpKxCPGGNNrDObAVCjWw4+LkRVRi7nI3ZIxS+P8XJQdhKZvg/rUdXlvUy/dou5zKn2LqrtsuIpKdXSTw2s2eVtFi6zud+oC21WuUreQMi1iIpNt4TYGhdND5iH3K5Q2eB8ZiXBXXCzpGzbYVAfrOrzlglvwo5OeqyJFzwL95R/hHBzl8eBJik+jJSu1KplAKUogD1Liar7DNdWw783rD9SI79CC8DFf87KHTpiPfvQOsffbluWaBpLmZz9fozH0RofTQ7PD35wtCWMO5yHcceN4dk7ks38ekPhE25GKHWaXM+kjwRz7iTSqwcazTMSRpkXvd9FDpdAp6pkjXrrZBrPaH0I6ZJfZgicHLy7rCgZqKxc30/40jFi+qGrqOGiVEXvBnPdK3LsKHcYTOtNqC0IWNNKps5UinxxUI11am9vhtU67vnQy/K1AbVAxJfc20Q1g+3vu5vGBGmVIb4bbHE3RMs37nC/aegGCltzBndN9xb4yF5dQOK4T6MRxTkbQxYYKx1CZyDxbGy2kQ3ILtPcZPnh8t7yLojhuxXw2CpMqUIvG9mi4qDp7CkM6LFoPUf+/E3ySmY8q/C5ff9Ce+J127Oaujt6JrOczyP1vzZkgPm6CDNORBun58A6oFdxWgXeHI/FmHn1+m5rVcmiRnknkrXHuq2muP3FEiagpcuj5+ak5JWiGoY/UoiGN1GThZnNIZpk3aBz7ig9DksU2uIYD5SDa508P8R4UITAbHdJG4AH67R1hLXBM6ItBYlACiSFebpcgSKgqsIPEONIwWIHfNm7z8f24vmc4PrW4N1wxB+nCZbX00jjabu/djciYMuiyBVch31RuuqrmMXi0qPmBfSyxcOl4BJtbVKA9V4YLzV6brulYxJoN/ZCW6qwbfLzefDzrnxYsXx1fVEFgglipltEtTmMdlaw3Q4Eyvg0fAgZHHzK/B9T8Ll5/cEZ8W83tsCAyxwxHuiQOrXaWTXBu3jHYWN78Ww5hB93hpGcHuP1mY5Tq9kKHxqLvukZqx3pZLZ8FtHTEeR+RuprHdk2G2B12+h+24qJcY93htfj+QD8varYeZtkMY+afV16OHslwj4hCsR5UTLSHK3DIyor3x7AEbZTHxGIKzf1RCUBF5ENE+WNohrJaqiCSOMmlrio9gLYq7R3YKqLJYr5/4UoRmMkeJR+j9ObDb71MnWzaGpneqKMPyCxyndb1qGqBAq0FMwSTZqEan1qPdtZZUE3t0NcpR4q97FMQO13z4FHa+XAxujiKE9c12XJYUnBsoS2RN3q0wnYQhio2mDCCmYodT+zhZsjz3DdZ+v054MPX/zqY+Eg39h1v0qFXmxvioYHC3A69uGvkU2532s2+ofnPDL/6dw498ewXm/jicIRJY7iKjjh7/wbf/p4GT89QCjfa9z5su+19XUMMbaoeejZZlb3M0fyYniQ63wHQ6OMjOC9jYXlOmtMq8jVNeGJU1NHTZuCHxW6QyPBlQhcIMEbSGaVBtIqIO4bh2zowtvI0uGD3cWr3ubtj17N8ulhN75/QB+oi3Ah+jYupLk2wxROq4mige2+GyQ1nNjCzMVJ+LDvUByTmgOEGp+Rno9tsVtl03bDN3BNsM77xOZduqaXSLVNcLZiIo85Ut8pktEppHaSljXYwz8YKnGipGh/Cfqn8Q5u1H717rsp3//oDNOIjUBUv+764/j3f99UJp+aGfmjQPg5qKsa2qXTP2BFNmaEhbWh1VJDudlDYVO9sw39oNvv5/mBnYOb2jjdDD/O9wh6JPg+XAc3SFrMitlaHOL/hgcyu3Ot3KZ9ZhKBJ0w4jZgkBEvnLGkWAUGADdFcCzL2qvbSmasrX2o/HQ7GkSAA8Ai9mzrUyk8iLK03rU5raUZDGpu4GZGKjuruBzm5lf9aqHW5dTfN9Nza6ipLRJ8LM9l+LgqQMO6VuT5U2pkrrcduMwyjdRSYubrkkLnVUB1GpjKyV5Y/ftOWCmp6NqySKVSJQo3JqrO1ygdFuVul8GcPZdUdLxMq+DtBkdw75LN/T1/et2AHfNIuV5g9PzeeEzhvwDz98xMSYjvzhHY720H/PMTQ1Ehiz1kJ95+ejmcwVihdeutivm0aceC42MPf6fnjeLLXt7jzu7ShEe3NXh+8f7gPuqO+/fboNkJ7XqLWbtXn47zlcLbYplPvjNlflVOgn6In1ps2XWyj7+uwFdEhNs/5h+4F3nBQBWuCT7ebIS/FQVoihVTh60xTEUTFaaO/6dOR5m9xFC1j+FWPamFpFmJY312TRWiGhGm5Xeq65SxKGpEdJfzl6B1VbAld06lYqIBUI1o6SBA5DNTGG8o6kxG9Dej6YSbXDb/jTZq8EQocC0/hyJGe+81Tx//optu/Vyx2FDb5R6vBdajj7c8mI2ee5YXTMYEbTNzcv0LzPIea/e4cW7bt2xqNw/wiMv+MD+I+6vatQE+LOtOaarWO+qsCPUTzfCZA81n7bcQJK2CtjNBnImtSst4/jhL1kXHOqdi7bVJuqSVf7VitfcvfVVEzCBTO2SUhjU/BnaKNQH56tZzzPcpM2Qh4SFVG0ggX4t1aH0fMcEM6KVrexmd/3fGrCUxbfkaQ4eme+w9e/P0ZMh3Y8fzXCmHMB43ca5jwJfRsu0NFw8EhGj45+4h0/zc3xHXaPBBu5Iwc9klA8/PV5feTw9Ng3L80+ciRIVSEK6U0QZJrzdE1EWTUjCn0Xfzy7ZPHKwaF+qWJ3W6w5MPPCDd2mmDoUwFt31qSa3cY2aUR1CLS4sXXCIGgx2yajrgIUGuk2zJ0ZuvMnxT6Absquvr/Q27RuLu57BYr/vTJiuvO+zOzjiM2888MNupjBjDveP1Kyu+Mbb3/zIepg5nd989Fv8R9mmtPwmY8kFo+Q/o6eXpPfODwl3009WxJ6tjLn789nS84GBh8WyZtUibujpACFpeb7fRVQzah3UOZqDH7mtp2aZcGh8HG4v6v5uaPv1Sf2vUWqYJ7HYecbbWajiBldu2o2P07Pmj79Um6+bqbW/o7E/R964m/9mnvZO3Z/1+Dqo1CB+c705btzmYfim4cllzuOciTB0jyuWQ5kxl32oPZ2AvvIb73DrP3BvRHOUoQeNze05eZSAj7MUrlmAFvzvebwnN3RSj7z7ECNjTbfDevXszK+dfN0pz+2Jnt4cd4PN7+vPOkENMH5iM2GsGKb84QuuZtxXm/bOhKKHrapefuBI7qT+PPdWTD9/5URz17fRmZnNljsW97SO2vTR3887LXRs1TovEwz+0XnEWijOm5nOHj2tyo4TH4fspYbteVZim6Wr2tO0vI8G+2drp05+Hlqzwu7oOPb86/YHkZmzS/51lqQOnwdAjEVq6aUOAta3Uyy6/bFNkUZWOccHzRX7JpYAgrMPmJjDyT8QbCGlGcpzv9I7x23fdcWTP/+GfEhxDx6U24jijuzH9/itr3Lgt9JFjy6+7/jcEdP5nYxr1F4dDQThfM8IatqdAeoOWqfhTo8V13wKu2kEYQdVhl9qOjtuSGE2MPfaFLX3sE1AZmPGr0caGM5jbjNIWff91V507R2xs/BVc6DuVlBxyoV3L4nzHO0gDR3U8bBr/GsXuS8yfql16QdPSD2MdzsHh0pRb1z2/luX/9eGfHR3fkdf+Xe9QPN1YIOS9VHJpcffR1htx1WXt7rk0dqiHe8efRR2YYCPs8oIfFkjjxIvj0UbZaM890D0PWeLSu0mM6jJ2+7jW+lw5Ywf2JB1LCYeXay87sRYH7TrJiCkVZ+NTU8Pp4lIWcUU++VlZ7JgTXH8CCiCSsb6qx34MiOeAkObmiCjaPQs6lR2DbU4UkcTrp69337/by+j50dhz8dPUvcaXsoUfker/fbxL+d8aPvDt1+z/N8h5NufqD3ua3vcOFHA7Hbf+Qjt9Td/jJ9+IlZimlG5TySaWoaq2yzMzdwounxmvE+vFmrO6/xaINlU/k7PO78Ko6UdmeJCs9OosPqDc/+SB5Ts59binkOytvpYdbS86tsA0vU7RAimFeM4I9vRxNKHVnjc9b7O27r7998m9e/V574353Xt0g20x2Zh9nonKMfnqU+7vQFdIglvvfneseXHqb2ZpS+2385Cy7VnVc22398atkefecQR/EdPO/vx+sPjfh7/3K3Xes843r0h3n9svnMPBtwGyO8x0sdpqK+L9ZwSNi/48Sc837/ti16cmzju90hX0rNN7S5Yz9kYc3z2d9fA8brD434+/W6A0T5f7ujltgEmHfkif+gz5DmIambp97u3N95PiTN/2H+zyzbTbd3idsZk3fb67erCfj7ev2hEf/h69t9Habz5v+/Aza84/W9wrvfzuv/BxrudRUBXCLFAAAAAElFTkSuQmCC" /></a></div>
<div align="justify" class="western">
<br /></div>
</td>
<td style="border: none; padding: 0cm;" width="313"><div align="justify" class="western">
<span style="color: black;"><span style="font-family: inherit;"><b>TINTURA DE NARANJA</b></span></span></div>
<div align="justify" class="western">
<span style="color: black;"><span style="font-family: inherit;"><b><br /></b></span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><i><b>Fórmula
1</b></i></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">60
g Cáscara de Naranjas Verdes frescas</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">200 ml
Alcohol de <span style="background: #ffffff;">95° (etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><i><b><span style="background: #ffffff;">Fórmula
2</span></b></i></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background: #ffffff;">80
g Cáscara secas de Naranjas</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">200 ml
Alcohol de <span style="background: #ffffff;">95° (etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><i><b><span style="background: #ffffff;">Fórmula
3</span></b></i></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><span style="background: #ffffff;">25
g Cáscara secas de Naranjas</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;">200 ml
Alcohol de <span style="background: #ffffff;">95° (etílico)</span></span></div>
<div class="western" style="margin-bottom: 0cm; orphans: 1;">
<span style="font-family: inherit;"><br />
</span></div>
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<span style="font-family: inherit;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">Las
cáscaras de naranjas se cortan lo más pequeñas posible y se
ponen a macerar en alcohol durante una semana, en un frasco bien
tapado. Pasado ese tiempo se filtra y se envasa.</span></span><br />
<span style="font-family: inherit;"><span style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><br /></span></span></div>
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<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><b>TINTURA DE NUEZ MOSCADA</b></span></div>
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<span style="background-color: white; font-family: inherit; line-height: 18.2px;"><br /></span></div>
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<span style="background-color: white; font-family: inherit; line-height: 18.2px;">9 g ó 10 g Nuez Moscada rallada</span></div>
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<span style="font-family: inherit;">100 ml Alcohol de <span style="background-color: white; line-height: 18.2px;">95° </span></span></div>
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<span style="font-family: inherit;"><br /></span></div>
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<span style="background-color: white; line-height: 18.2px;"><span style="font-family: inherit;">Se macera en un frasco con tapa durante 8 días, se filtra y se envasa</span>.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjADUTWRC6NAuMv9VMZ-F8I8dmY7RQ3x1swR9vUUCMAkzQYnslGCc2woSPszxFwlIEWN8IrHOhmznx-PBBYAsKJSto1VLX0K5GdA9yJbShfmkkYiLUmsCJWkWYtXAzKJhlBZcWHUAMuDpw/s1600/11b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjADUTWRC6NAuMv9VMZ-F8I8dmY7RQ3x1swR9vUUCMAkzQYnslGCc2woSPszxFwlIEWN8IrHOhmznx-PBBYAsKJSto1VLX0K5GdA9yJbShfmkkYiLUmsCJWkWYtXAzKJhlBZcWHUAMuDpw/s1600/11b.jpg" /></a></div>
<span style="background-color: white; line-height: 18.2px;"><b>ESENCIA DE ROSAS</b></span></div>
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<span style="background-color: white; line-height: 18.2px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;">120 g Pétalos frescos de Rosas</span></div>
<div style="text-align: justify;">
<span style="background-color: white; line-height: 18.2px;">10 g Flores de Naranjas Agrias</span><br />
<span style="background-color: white; line-height: 18.2px;">0,5 g Canela molida</span><br />
<span style="background-color: white; line-height: 18.2px;"><span style="line-height: normal;">100 ml Alcohol de </span><span style="line-height: 18.2px;">95°</span></span><br />
<span style="background-color: white; line-height: 18.2px;"><span style="line-height: 18.2px;"><br /></span></span>
<span style="background-color: white; line-height: 18.2px;"><span style="line-height: 18.2px;">Se macera todo en el alcohol durante una semana y después se filtra y se envasa.</span></span><br />
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com0tag:blogger.com,1999:blog-2999742179116888386.post-66929190102455875862016-05-15T16:43:00.003-07:002016-05-15T17:13:15.809-07:00Tips para Evitar la Celulitis.<h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilIiizrkNx94D-vNkBSF-zazgoR9X7pnpaWU3Vj8ZDJGVPXQ-xYo4DfQ-cfIpw1jD43cSaHUteRmthgowOPyOBaSlyuR_yMNTpop9qsSGk2NFe5FMgxMiHfBWSh93RgZXRgXXdofuuui0/s1600/celulitis1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilIiizrkNx94D-vNkBSF-zazgoR9X7pnpaWU3Vj8ZDJGVPXQ-xYo4DfQ-cfIpw1jD43cSaHUteRmthgowOPyOBaSlyuR_yMNTpop9qsSGk2NFe5FMgxMiHfBWSh93RgZXRgXXdofuuui0/s320/celulitis1.jpg" width="320" /></a><br />
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La celulitis, esa detestable piel de naranja que todas las mujeres odiamos y que ella intenta hacerse nuestra amiga quedando en nuestras piernas, brazos, glúteos, o abdomen, sin importar si somos delgadas o gorditas, o si somos jóvenes o mayores, afecta a todas por igual.</div>
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Te comparto 10 tips para evitarla y como bonus te dejo un vídeo de un licuado que puedes hacer para eliminar la celulitis rápidamente. </div>
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<span style="color: #3d85c6; font-size: x-large;"><br /></span></h2>
<h2>
<span style="font-size: x-large;">10 Tips para Evitar la Celulitis.</span></h2>
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<span style="color: #3d85c6; font-size: x-large;"><br /></span></div>
<b><span style="color: #3d85c6; font-size: large;">1. Reduce el consumo de sal, azúcares y grasas.</span></b><br />
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Este trío perfecto, como los llaman algunos, es la máquina perfecta de hacer celulitis jeje... así, que como lo que queremos es evitarla a toda costa pues tenemos que tratar de reducir su consumo, además de que ellos favorecen la retención de líquidos y provocan la inflamación de los tejidos y con ello el aumento de peso. </div>
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<span style="color: #3d85c6; font-size: large;"><b>2. Bye Bye al café y al cigarro.</b></span><br />
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<span style="text-align: justify;">Dile adiós a su consumo, ellos</span> disminuyen el tamaño de los vasos sanguíneos, reducen la cantidad de sangre <span style="text-align: justify;">que fluye por nuestro cuerpo e impiden la correcta oxigenación de los tejidos.</span><br />
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<span style="color: #3d85c6; font-size: large;"><b>3. Renuncia a las bebidas alcohólicas.</b></span><br />
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Si, ya se lo que estas pensando!!! <i>"Fiesta los fines de semana, amigos, bebidas, oh my god!!! y como le hago???"</i> solo piensa que ellos facilitan todo para la retención de líquidos, la inflamación de las piernas, además de que tienen un alto contenido calórico entonces por ejemplo: sustituye una cerveza por una piña colada sin alcohol, que además de ser deliciosa es saludable.</div>
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<span style="color: #3d85c6; font-size: large;"><b>4. Haz del agua tu amiga.</b></span><br />
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El agua depura el organismo, además que ayuda a la eliminación de toxinas y líquidos retenidos. Intenta beber 2 litros de agua al día, comienza con un vaso en ayunas y toma uno cada 3 horas. Si te es un poco difícil lograrlo o no te gusta el agua sola, intenta entonces ayudarte tomándolo con algún diurético natural como lo es el jugo de limón o el jugo de toronja, esto te ayudara a la eliminación de líquidos más rápido.</div>
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<span style="color: #3d85c6; font-size: large;"><b>5. Evita estar largos períodos de tiempo sentada o de pie.</b></span><br />
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Si el trabajo te obliga a permanecer sentada mucho tiempo intenta cada una hora pararte y caminar por 2 minutos y hacer movimientos en los que puedas estirar y relajar los músculos, lo mismo que si permaneces mucho tiempo de pie en una misma posición.</div>
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<span style="color: #3d85c6; font-size: large;"><b>6. Siéntate correctamente.</b></span><br />
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Hazlo con las rodillas paralelas, y los pies bien apoyados en el suelo.<br />
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<b><span style="color: #3d85c6; font-size: large;">7. Cuidado con los tacones!!!</span></b><br />
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No solo pueden provocarte un accidente, sino que además de provocarnos dolores en las piernas, dificultan la circulación de la sangre. La altura correcta del tacón es entre 3 -5 cm, de esta forma el talón puede desarrollar con toda normalidad la función sanguínea.</div>
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<b><span style="color: #3d85c6; font-size: large;">8. No usar ropa muy ajustada.</span></b><br />
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Evitar los cinturones muy apretados, las prendas con elásticos fuertes o las fajas muy ajustadas ya que va a ser una barrera a la circulación y por consiguiente la aparición de celulitis.</div>
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<span style="color: #6aa84f;"><b><br /></b></span>
<span style="color: #3d85c6; font-size: large;"><b>9. Di no!! al estreñimiento.</b></span><br />
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Intenta llevar una dieta rica en frutas y verduras, abundante fibra y mucha agua, para así disminuir la presión del intestino y regular el transito intestinal.</div>
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<span style="color: #3d85c6; font-size: large;"><b>10. Ejercítate...</b></span><br />
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Sí, ya sé... a casi nadie le gusta, me incluyo!! Pero sabias que la actividad física nos hace quemar muchísimas calorías, además de que impide la acumulación de grasas, nos ayuda a tonificar los músculos y ayuda a la circulación.</div>
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En este vídeo puedes ver como preparar un licuado para eliminar la celulitis.</div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/U7eSIqyvc9w/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/U7eSIqyvc9w?feature=player_embedded" width="320"></iframe></div>
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Te quiero !!!</div>
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Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.comtag:blogger.com,1999:blog-2999742179116888386.post-49875102867462784262014-06-16T11:00:00.000-07:002017-04-23T14:35:25.330-07:00Pizza de Huevos<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEippnHz_YJcRLxRfYx0xSzPFL7vpI1Q1WUwCYTZQiumVsYZW0BjizUTwnTDyVwcz8u3G3f5ppAxpIaZhOq1oGP4j67HBk4ts9FrzLTHnNIBqgemzCJzdTzt895_sQYYrl0IJbeLtRI0K0U/s1600/pizza+de+hu.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEippnHz_YJcRLxRfYx0xSzPFL7vpI1Q1WUwCYTZQiumVsYZW0BjizUTwnTDyVwcz8u3G3f5ppAxpIaZhOq1oGP4j67HBk4ts9FrzLTHnNIBqgemzCJzdTzt895_sQYYrl0IJbeLtRI0K0U/s320/pizza+de+hu.jpg" width="320" /></a><br />
Hola amigos, hoy te quiero enseñar a hacer una deliciosa pizza casera y fácil de hacer.<br />
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Es una pizza muy saludable ya que su masa esta hecha de huevos y muy poca cantidad de harina, tiene una consistencia suave y esponjosita, y te juro que está deliciosa !!!!<br />
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Los ingredientes son fáciles de conseguir y muy económicos como todo en este blog.<br />
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<span style="font-size: x-large; font-weight: bold;">Pizza de Huevos. </span>(Para 1 persona)<br />
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<span style="font-size: large;"><b>Ingredientes: </b></span><br />
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Para la masa:<br />
- 2 Huevos<br />
- 3 Cucharadas de harina de trigo<br />
- 1/4 Cucharadita de sal<br />
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Para el sabor: (opcionales)<br />
- Salsa de tomate condimentada<br />
- Jamón<br />
- Cebolla<br />
- Queso Mozzarella<br />
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Otros ingredientes que también se pueden utilizar.<br />
- Salchicha<br />
- Pepperoni<br />
- Atún<br />
- Pollo<br />
- Pimientos<br />
- Jitomates<br />
- Espinacas<br />
- Etc...<br />
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(Estas cantidades son para 1 pizza tamaño personal, si deseas hacer la pizza para 2 personas entonces duplica las cantidades).<br />
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La preparación de esta pizza la puedes ver en este vídeo.<br />
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Te quiero.<br />
<br />
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<br />Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.comtag:blogger.com,1999:blog-2999742179116888386.post-28685482342864183802014-06-15T22:34:00.000-07:002016-08-30T16:32:59.518-07:00Bienvenidos<div style="text-align: justify;">
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Hola amigos !!!! Yo soy Miko, y con este primer post te quiero dar la bienvenida a este espacio donde te estaré compartiendo un poco de mí, mis aficiones e inquietudes, además de todo lo que me gusta hacer.<br />
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Este es un espacio para retroalimentarnos, aquí tus ideas y comentarios son válidos, espero nos sintamos como en una tarde de amigos, donde todos dan su opinión y participan.<br />
<br />
Si quieres conocer un poco sobre mí te invito a ir a la pestaña <a href="http://mikosaa.blogspot.com/p/hola-yo-soy-miko-y-te-voy-contar-un.html" target="_blank">Sobre Mí</a></div>
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Déjame tus comentarios en <a href="http://mikosaa.blogspot.com/p/blog-page.html" target="_blank">Contacto</a> que te estaré respondiendo a la brevedad.<br />
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Así que ya sabes, tenemos una cita trae el café que yo pongo los dulces... jejeje</div>
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Espero tu visita !!!!<br />
<br />
Te quiero.<br />
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<br />Miko Saahttp://www.blogger.com/profile/08990136648734475089noreply@blogger.com