tag:blogger.com,1999:blog-67559883858292598262024-03-13T12:52:09.807-06:00Bestia BMX: CiclismoCiclismo BMX mexicano: Skateparks, competencias, rampas, tiendas, fotografías, videos, ...Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.comBlogger1371125tag:blogger.com,1999:blog-6755988385829259826.post-16770130570831691322024-02-13T11:44:00.006-06:002024-02-13T11:45:48.101-06:00Juegos Nacionales CONADE<p><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto">Página oficial con la documentación sobre <span style="font-size: medium;"><a href="https://www.gob.mx/conade/acciones-y-programas/nacionales-y-paranacionales-conade-2024" target="_blank">Juegos CONADE 2024</a></span>, que incluirán <b>BMX racing</b> y <b>BMX flatland</b>.</span></p><p><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqscfAFLxYNXPY_eEsFPyo4vHKlKQgYmiS6YpkguCFTT1qYX3NfQsuhqYs1pCKtrgT9RsUQd76DCsWmogRzKJleXoLtWxsrODTeN4P1HooVO2jQi3voTD8yWFIsV-MFMU2uKDSFdTR9SpExWpMypdXAUR2WFrvnMxyaIng8-0xSO_yfZ-CzRHZdq3T8uwG/s1107/Nacionales%20CONADE%202024.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1107" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqscfAFLxYNXPY_eEsFPyo4vHKlKQgYmiS6YpkguCFTT1qYX3NfQsuhqYs1pCKtrgT9RsUQd76DCsWmogRzKJleXoLtWxsrODTeN4P1HooVO2jQi3voTD8yWFIsV-MFMU2uKDSFdTR9SpExWpMypdXAUR2WFrvnMxyaIng8-0xSO_yfZ-CzRHZdq3T8uwG/w400-h348/Nacionales%20CONADE%202024.jpg" width="400" /></a></div><p></p><ul style="text-align: left;"><li><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto" style="font-size: x-small;"><a href="https://www.gob.mx/conade/acciones-y-programas/nacionales-y-paranacionales-conade-2024" target="_blank">https://www.gob.mx/conade/acciones-y-programas/nacionales-y-paranacionales-conade-2024</a></span></li><li><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto" style="font-size: x-small;"><a href="https://www.gob.mx/cms/uploads/attachment/file/892365/Ciclismo_NC_2024.pdf" target="_blank">https://www.gob.mx/cms/uploads/attachment/file/892365/Ciclismo_NC_2024.pdf<br /></a></span></li></ul>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-30384456060585298922024-02-11T15:38:00.003-06:002024-02-11T15:39:12.121-06:00Día de las mujeres y las niñas en la ciencia<div dir="auto"><div class="x1iorvi4 x1pi30zi x1l90r2v x1swvt13" data-ad-comet-preview="message" data-ad-preview="message" id=":rc:"><div class="x78zum5 xdt5ytf xz62fqu x16ldp7u"><div class="xu06os2 x1ok221b"><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto"><div class="xdj266r x11i5rnm xat24cr x1mh8g0r x1vvkbs x126k92a"><div dir="auto" style="text-align: start;"><span style="font-size: medium;">Feliz Día de las Mujeres y las Niñas en la Ciencia.</span></div></div><div class="x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s x126k92a"><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;">Mujeres riders BMX/skate/roller, arquitectas e ingenieras, mujeres en general que estén interesadas en diseño y construcción de skateparks, pump tracks, pistas de BMX y demás temas relacionados con infraestructura, las invitamos a contactar a Bestia para cualquier cosa que necesiten; ya sea que deseen aprender conceptos básicos simplemente por el placer de conocer y estar informadas o que necesiten asesoría en proyectos <span><a tabindex="-1"></a></span>formales, nuestra información y sesiones en línea son libres.</div><div dir="auto" style="text-align: start;"> </div><div dir="auto" style="text-align: start;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA-Ag96UgqbW6CtQ1g4M2Vmz8xe9X9Uz1fxPhEicFtXY3asNrsoz-D3VXYox0uft0riWJ_LFnYMvM4uHDAyORIkT1iJFJnVarLj5FYjwIE5y9LiyPlftjOvyL42IwRJJlQnE39thZZobKNm67faQASnI9FgmCGGg3UPWgfKmX75wdfMfGjqGz8qYmnTkij/s1024/Ni%C3%B1as%20y%20mujeres%20en%20la%20ciencia%202024.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1024" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA-Ag96UgqbW6CtQ1g4M2Vmz8xe9X9Uz1fxPhEicFtXY3asNrsoz-D3VXYox0uft0riWJ_LFnYMvM4uHDAyORIkT1iJFJnVarLj5FYjwIE5y9LiyPlftjOvyL42IwRJJlQnE39thZZobKNm67faQASnI9FgmCGGg3UPWgfKmX75wdfMfGjqGz8qYmnTkij/w400-h400/Ni%C3%B1as%20y%20mujeres%20en%20la%20ciencia%202024.jpg" width="400" /></a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-22312926110530900612024-02-10T11:13:00.007-06:002024-02-10T11:16:37.891-06:00Skateparks SEDATU<p>Estos son los skateparks que ha construido en México la presente administración de SEDATU a través de su Programa de Mejoramiento Urbano. ¿Cuáles conoces y cuáles no? ¿Cuáles consideras que están bien hechos y cuáles no? ¿60 skateparks te parecen pocos o muchos?</p>
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Consulta el archivo completo, que contiene fotografías y reseñas, en el siguiente link:
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<a href="https://www.gob.mx/cms/uploads/attachment/file/891587/Transformando_el_territorio_con_skateparks.pdf" target="_blank">https://www.gob.mx/cms/uploads/attachment/file/891587/Transformando_el_territorio_con_skateparks.pdf</a><br />
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Visita la <b>página oficial del Programa de Mejoramiento Urbano: Mi México Late</b>:
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<a href="https://mimexicolate.gob.mx/" target="_blank">https://mimexicolate.gob.mx/</a>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-79765217246036490472024-02-08T13:50:00.011-06:002024-02-08T14:05:57.843-06:00Convocatoria 2024 SEDATU<p>Para los <b>BMX</b>, <b>skates y</b> <b>rollers</b> en México que sean arquitectos o ingenieros, o en general para cualquier arquitecto o ingeniero interesado en participar en proyectos de <b>SEDATU </b>(centros culturales, parques, plazas públicas) que muchas veces incluyen <b>skateparks</b>, aquí hay una opción:</p><p><b>"Convocatoria para el registro al padrón de asistentes técnicos"</b></p>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7PZ1oSW6pRPq0jpaxobVS4P8QYrNsj0f0oDiLTCFM-RZaEdG9BjFZLuvx54QbCDr6OnqG5yOBC9v9h-RNU5_cgW4K-79Ib8UNgZfeDFsNVWgfvmFVXuUWFZU8Z2uIp0fViArCkQAUm9Yw8sxjuhm2oQfPkuZbP-bmnqeZiTIouYAHr3fj4FCSV3kbJ_D-/s2588/Anexo-1.-Convocatoria-AT-2024-corregido._page-0001.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="2588" data-original-width="1686" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7PZ1oSW6pRPq0jpaxobVS4P8QYrNsj0f0oDiLTCFM-RZaEdG9BjFZLuvx54QbCDr6OnqG5yOBC9v9h-RNU5_cgW4K-79Ib8UNgZfeDFsNVWgfvmFVXuUWFZU8Z2uIp0fViArCkQAUm9Yw8sxjuhm2oQfPkuZbP-bmnqeZiTIouYAHr3fj4FCSV3kbJ_D-/s320/Anexo-1.-Convocatoria-AT-2024-corregido._page-0001.jpg" width="208" /></a></div>
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguXDyoEu56Lg7EcYK6EnRZpuqcObsTeP-zWbyAs_9v2segGn-vha_5kRAMzta0viIXBmbORRy5viaG1e1NvRdAzDexD3Y6YG1AIr4F_n-Kryy43RSQJl3Ni-1vjzit5H8ZmU6-wF0dWQ_8HtZeANcqYIxSg_T9EoG5JUy0QZqaxNIqXy2nKX8pZLhE1NXG/s2588/Anexo-1.-Convocatoria-AT-2024-corregido._page-0003.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="2588" data-original-width="1686" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguXDyoEu56Lg7EcYK6EnRZpuqcObsTeP-zWbyAs_9v2segGn-vha_5kRAMzta0viIXBmbORRy5viaG1e1NvRdAzDexD3Y6YG1AIr4F_n-Kryy43RSQJl3Ni-1vjzit5H8ZmU6-wF0dWQ_8HtZeANcqYIxSg_T9EoG5JUy0QZqaxNIqXy2nKX8pZLhE1NXG/s320/Anexo-1.-Convocatoria-AT-2024-corregido._page-0003.jpg" width="208" /></a></div>
<p></p>
<p>Link de descarga de la convocatoria en la página de Mi México Late (SEDATU): </p><p><a href="https://mimexicolate.gob.mx/wp-content/uploads/2024/01/Anexo-1.-Convocatoria-AT-2024-corregido..pdf">https://mimexicolate.gob.mx/wp-content/uploads/2024/01/Anexo-1.-Convocatoria-AT-2024-corregido..pdf</a><br /></p>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-75100981836834002832024-01-21T14:01:00.005-06:002024-01-21T14:02:12.180-06:00BMX Freestyle Estado de México<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/permalink.php?story_fbid=pfbid02G5X33q1rqqzQ3xaVrzRdCdrzKkrmBuNaJ9Ep6VQKpzYS1WShxHSDqb6K7ydsLW9vl&id=100092849996741" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="763" data-original-width="544" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIFdpqv4HR9wo_cblWw6A-gUHFYMFtOA0lAJS9yitU0YRvy16Pek-qGVetxcS3TNiPPZ-2UyIV2N_IHcTddY025d_9i5e3-3c1qURBEmJa6VWGbFbgpWkyRYrLjMNYZAFz0RIxOX02ndy-cZMN035RaCtEiO8r9_enk_wHGnPMEd3fy0AaRRya9uEhh5g2/s16000/Convocatoria%20BMX%20Estado%20de%20M%C3%A9xico.jpg" /></a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-12134616724538933242024-01-13T14:41:00.003-06:002024-01-13T14:41:30.311-06:00DT Ramps<p>Conozcan DT Ramps, de Ciudad Madero, Tamaulipas, México.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.instagram.com/dt_ramps/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="503" data-original-width="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx4EhcnkbBwH_1i1enc5MkwTdFSOEnEueTmqywiJxJis2ih5r-lvD508HYIyLy0YOtSIPIfcOzncuj-ziwG-RE8ezl_-znnrRqGTx8H03S0_D3xc59aNPaXD9WEnHaRwRYtCUB1eI7nBoHCEG9u0d9q3YD29Tb9cWjFqWATq3rmosgnsskDfDZD8sxyCaX/s16000/DT%20Ramps%20Instagram.jpg" /></a></div><br /><ul style="text-align: left;"><li><a href="https://www.instagram.com/dt_ramps/" target="_blank"><span style="font-size: large;">DT Ramps</span><span style="font-size: medium;"> Instagram</span></a></li><li><a href="https://www.facebook.com/profile.php?id=100007660518496" target="_blank"><span style="font-size: large;">DT Ramps</span><span style="font-size: medium;"> Facebook</span></a></li></ul>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-48435949636965608192023-12-14T18:41:00.005-06:002023-12-14T18:41:31.264-06:00La voz del INDEREQ al aire: Sofía Báez, Querétaro <iframe width="560" height="315" src="https://www.youtube.com/embed/p2cc6js899g?si=PfbK7GWKLxQKf4YQ" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen></iframe>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-7815464994588238722023-11-16T13:39:00.006-06:002023-11-16T13:42:38.426-06:00Clínica de Brincos<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/marbin.casas.9/posts/pfbid02AdY5k3v72QoB1tJ4xoGDT55h3iBdWmxEczLhaev8rzxP8R7E1EatyTRK7ceGiDvRl" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="560" data-original-width="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivATezjt89C_Lyfu-O4fjWGcqQcP7CpeJW7p19mF2ndoi8ZKA5LTIbyqekgIiVtGI3TIEhq7h1UJjuA44kp6VKBqiR9enZJJxIh5ZIxCfh7jc_JHKF0BMka9NX0_OUKD1mg26KX6yNcKImIhHvG6yKmhIGMppNJSSzMAFD1SOKGNqGtlCde0AveS5Eur8-/s16000/Cl%C3%ADnicas%20de%20brincos.jpg" /></a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-23436407012660308692023-11-13T10:56:00.003-06:002023-11-13T10:56:50.107-06:00Flac's Bike Shop<p>Conozcan Flac's Bike Shop, de Torreón, Coahuila, México:</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://flacsbikeshop.com/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="954" data-original-width="960" height="398" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWFjDUXmNAZtq0SN0naqvclnhOACstHfcJI53xRB_rFRg17SYMYlule6e6sbv0T7NT1JnWWDejEyqLi3rPuLYUFhcPqz4QaJkuaSUtaWZULCHMbb8WUZIpYArqkDem5FZ-0pfNFUfpmbtU9RlFl4kPkwdaFj8Se805ttI0Yuq9sRohb98cIUWk54xfefwJ/w400-h398/Flac's%20Bike%20Shop%20logo.jpg" width="400" /><br />(Tienda en línea)</a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/FlacsBikeShop" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="780" data-original-width="808" height="386" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS2bfA_Zk0bV4o9b8Gl7NojByWec8fyBaysXYXppfNxoPGoQvJUzLAjfdeJ8zayIJCGzPLdOpDltC0qmirMQxtzFz9jM0Zg8DiUuabAPjqigo61itn8aA68X6B0jN1LinLI5QzxBaeO2wsOQSUpvb2CnD5F5bXpFMK1P2-89KJU6i1NeZyEb-NzlW11d84/w400-h386/Flacs%20bikeshop.jpg" width="400" /><br />(Facebook)</a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-62100770014703364042023-11-02T12:19:00.004-06:002023-11-02T12:22:22.943-06:00El Rey del Flow por Terra Mateo Bike Park<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/TerraMateoBikePark/posts/pfbid0EuYdjJJdfzJrP1oRjP3nZBKyWjH3hxMRBLaYUi1y9E55HxT47eKfqfrc6ei6kmhql" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target=_blank><img border="0" data-original-height="1080" data-original-width="1080" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp5I44VJF-pz-t4UTr7q4IDG9cTQZ21980B6UyO2-gF1wHIsVy1DHcyC4RWqTrF4saChIojC3jqyVzlt5fASCvWEIJKl69fWKmKX6OHlYzocSwF8y982xsj3UsG-vuoJEG92DQgmjkOTAPNGEP-ce46XumI2BEDEP6y3HHYkZHMf2nxvDXSpdUugu3LO-3/w400-h400/Terra%20Mateo%20El%20Rey%20del%20Flow%202023.jpg" width="400" /></a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-16715380262908161842023-10-13T14:38:00.000-06:002023-10-13T14:38:35.131-06:00Diseña tu rampa: Geometría básica de partidor<!DOCTYPE html>
<html>
<head>
<title>Diseña tu arrancador</title>
<style>
.tabulador {
display: inline-block;
width: 150px;
text-align: right;
}
.tab2 {
display: inline-block;
width: 70px;
}
input[type='number'] {
width: 100px;
}
input[type='range'] {
width: 100px;
margin-right: 40px;
}
</style>
</head>
<body onload="procesar_arrancador();">
Diseña tu partidor
<br /><br />
Publicado: 20 enero 2023
<br />
Actualizado: 13 octubre 2023
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://www.bestiabmx.com/2023/01/disena-tu-rampa-geometria-basica-de.html#more" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target=_blank><img border="0" data-original-height="600" data-original-width="900" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6zvOlOYDd2ke9RyyxGgyznUre_D2FEFe73y2V4AKUyFCm54q53BhqYdRj9-QOwJItRCUpAIx2E4ErOsLe0ogoww3XL3anW3gQPZtMfSVts8rDTHqXEW3oJrC9z7QZ-XCldQAHqEa8A8oWGTOjFbGMScUtPzMD8b5QSzU2oO3F_bJto8TpQBB5dx89Gg/w400-h266/Partidor%20H6m%20T50%2001.png" width="400" /></a></div>
<a name='more'></a>
<a id="calculadora_partidor"></a>
<canvas id="arrancador20ene2023" width="900" height="600" style="border:2px solid #a3a3a3;">
Your browser does not support the HTML5 canvas tag.</canvas>
<br />
<table>
<tr>
<td>
<label for="altura"><span class="tabulador">Altura:</span></label>
<input type="number" id="altura" name="altura" value="600.0" onchange="ajustar_altura(this);"> <span class="tab2">cm</span>
<span>
<input type="range" id="sl_altura" min="100" max="900" value="600" step="0.1" oninput="ajustar_altura(this);">
</span>
<br />
<label for="mesa"><span class="tabulador">Mesa:</span></label>
<input type="number" id="mesa" name="mesa" value="365.76" onchange="ajustar_mesa(this);"> <span class="tab2">cm</span>
<span>
<input type="range" id="sl_mesa" min="100" max="900" value="365.76" step="0.1" oninput="ajustar_mesa(this);">
</span>
<br />
<label for="angulo"><span class="tabulador">Ángulo:</span></label>
<input type="number" id="angulo" name="angulo" value="50.0" onchange="ajustar_angulo(this);"> <span class="tab2">grados</span>
<span>
<input type="range" id="sl_angulo" min="5" max="89" value="50" step="0.1" oninput="ajustar_angulo(this);">
</span>
<br />
<label for="radio1"><span class="tabulador">Radio superior:</span></label>
<input type="number" id="radio1" name="radio1" value="90.0" onchange="ajustar_radio1(this);"> <span class="tab2">cm</span>
<span>
<input type="range" id="sl_radio1" min="5" max="300" value="90" step="0.1" oninput="ajustar_radio1(this);">
</span>
<br />
<label for="radio2"><span class="tabulador">Radio inferior:</span></label>
<input type="number" id="radio2" name="radio2" value="600.0" onchange="ajustar_radio2(this);"> <span class="tab2">cm</span>
<span>
<input type="range" id="sl_radio2" min="200" max="900" value="600" step="0.1" oninput="ajustar_radio2(this);">
</span>
<br />
<label for="tubo"><span class="tabulador">Tubo:</span></label>
<input type="number" id="tubo" name="tubo" value="5.08" onchange="ajustar_tubo(this);"> <span class="tab2">cm</span>
<span>
<input type="range" id="sl_tubo" min="1.27" max="15.24" value="5.08" step="0.1" oninput="ajustar_tubo(this);">
</span>
<br />
<button type="button" onclick="procesar_arrancador();">Dibujar</button>
<p id="pantalla"></p>
<br />
</td>
<td>
</td>
</tr>
<tr>
<td>
Ajustes:
<br />
<label for="zoom">Zoom:</label>
<input type="range" id="zoom" name="zoom" min="5" max="40" value="20" step="0.1" oninput="ajustar_zoom();">
<br />
<label for="equis">Horizontal:</label>
<input type="range" id="equis" name="equis" min="-300" max="300" value="70" step="0.1" oninput="ajustar_horizontal();">
<br />
<label for="ye">Vertical:</label>
<input type="range" id="ye" name="ye" min="250" max="750" value="550" step="0.1" oninput="ajustar_vertical();">
</td>
</tr>
</table>
<script language="javascript" type="text/javascript">
<!--
// **********************************************************
// Edit your script here
// Variables para el manejo del canvas y su contexto
var c = document.getElementById("arrancador20ene2023");
var ctx = c.getContext("2d");
// Variables para la posición del origen de los ejes coordenados y el texto
var equis = parseFloat(document.getElementById("equis").value);
var ye = parseFloat(document.getElementById("ye").value);
var origenX=equis;
var origenY=ye;
var zoom = parseFloat(document.getElementById("zoom").value);
var escala = zoom/40;
var xtext = 650;
var ytext = 20;
var ren = 20;
var col = 130;
var bici2 = new Image();
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';
var h = parseFloat(document.getElementById("altura").value);
var m = parseFloat(document.getElementById("mesa").value);
var t = parseFloat(document.getElementById("angulo").value);
var r1 = parseFloat(document.getElementById("radio1").value);
var r2 = parseFloat(document.getElementById("radio2").value);
var w = parseFloat(document.getElementById("tubo").value);
function procesar_arrancador() {
leer_variables_de_entrada();
tt = t * Math.PI/180.0;
h1 = r1 - r1*Math.cos(tt);
h1b= r1 - r1*Math.cos(tt/2);
h3 = r2 - r2*Math.cos(tt);
h3b= r2 - r2*Math.cos(tt/2);
h2 = h - h1 - h3;
x1 = r1 * Math.sin(tt);
x2 = h2 / Math.tan(tt);
x3 = r2 * Math.sin(tt);
x3b= r2 * Math.sin(tt/2);
x4 = h3 / Math.tan(tt);
x5 = x3 - x4;
l1 = Math.PI*r1*t/180.0; // el nombre de la variable es "ele uno"
l2 = Math.sqrt( Math.pow(h2,2) + Math.pow(x2,2) );
l3 = Math.PI*r2*t/180.0;
l4 = Math.sqrt( Math.pow(h3,2) + Math.pow(x4,2) );
xt = m+x1+x2+x3;
// Calcular datos relacionados con tubo
if(w > 0) {
tu = (180.0/Math.PI)*Math.acos(r2/(r2+w));
tur = tu*Math.PI/180.0;
xu = Math.sqrt(Math.pow(r2+w,2) - Math.pow(r2,2));
hi = r2 - r2*Math.cos(tur);
xi = r2 * Math.sin(tur);
li = Math.PI*r2*tu/180.0;
lu = Math.PI*(r2+w)*tu/180.0;
lf = hi / Math.sin(tur);
x6 = hi / Math.tan(tur);
}
ctx.save();
ctx.fillStyle="#FFFFFF";
ctx.fillRect(0,0,900,600);
ctx.restore();
//Dibujar línea base y línea de altura
ctx.beginPath();
ctx.moveTo(origenX,origenY);
ctx.lineTo(origenX,origenY-h*escala);
ctx.moveTo(origenX,origenY);
ctx.lineTo(origenX+xt*escala,origenY);
ctx.stroke();
// Dibujar línea de mesa y línea de plano inclinado
ctx.beginPath();
ctx.moveTo(origenX, origenY-h*escala);
ctx.lineTo(origenX+m*escala,origenY-h*escala);
ctx.moveTo(origenX+(m+x1)*escala,origenY-(h-h1)*escala);
ctx.lineTo(origenX+(m+x1+x2)*escala,origenY-(h-h1-h2)*escala);
ctx.stroke();
// Dibujar arco superior
ctx.beginPath();
ctx.arc(origenX+m*escala, origenY-(h-r1)*escala, r1*escala, -Math.PI/2.0, 0-(Math.PI/2-tt));
ctx.stroke();
// Dibujar arco inferior
ctx.beginPath();
ctx.arc(origenX+xt*escala,origenY-r2*escala,r2*escala, Math.PI/2, Math.PI/2 + tt);
ctx.stroke();
ctx.save();
ctx.setLineDash([3,3]);
// Dibujar líneas de referencia
ctx.beginPath();
ctx.moveTo(origenX, origenY-(h-h1)*escala);
ctx.lineTo(origenX+(m+x1)*escala, origenY-(h-h1)*escala);
ctx.moveTo(origenX, origenY-(h-h1-h2)*escala);
ctx.lineTo(origenX+(m+x1+x2)*escala, origenY-(h-h1-h2)*escala);
ctx.lineTo(origenX+(xt-x5)*escala, origenY);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(origenX+m*escala, origenY-h*escala);
ctx.lineTo(origenX+m*escala, origenY);
ctx.moveTo(origenX+(m+x1)*escala, origenY-(h-h1)*escala);
ctx.lineTo(origenX+(m+x1)*escala, origenY);
ctx.moveTo(origenX+(m+x1+x2)*escala, origenY-(h-h1-h2)*escala);
ctx.lineTo(origenX+(m+x1+x2)*escala, origenY);
ctx.stroke();
ctx.beginPath(); // radios
ctx.moveTo(origenX+m*escala, origenY-(h-r1)*escala);
ctx.lineTo(origenX+(m+x1)*escala, origenY-(h-h1)*escala);
ctx.moveTo(origenX+xt*escala, origenY);
ctx.lineTo(origenX+xt*escala, origenY-r2*escala);
ctx.lineTo(origenX+(m+x1+x2)*escala, origenY-(h-h1-h2)*escala);
ctx.stroke();
ctx.restore();
// Si la medida del tubo es mayor que cero, dibujar líneas de referencia para tubo
if(w>0) {
ctx.save();
ctx.strokeStyle="#FF0000";
ctx.setLineDash([3,3]);
ctx.beginPath();
ctx.moveTo(origenX+(m+x1+x2+x3-xu)*escala, origenY);
ctx.lineTo(origenX+xt*escala, origenY-r2*escala);
ctx.stroke();
ctx.restore();
}
// Dibujar texto
ctx.save();
ctx.font="12px Arial";
ctx.fillStyle="#FFFFFF"; // Color de fondo de texto de k
ctx.fillStyle="#000000"; // Color de texto de k
ctx.fillText("h1", origenX-18, origenY-(h-h1/2)*escala+6);
ctx.fillText("h2", origenX-18, origenY-(h-h1-h2/2)*escala+6);
ctx.fillText("h3", origenX-18, origenY-(h3/2)*escala+6);
ctx.fillText("mesa", origenX+(m/2)*escala-15, origenY-h*escala-6);
ctx.fillText("L1", origenX+(m+x1/2)*escala, origenY-(h-h1b)*escala-8);
ctx.fillText("L2", origenX+(m+x1+x2/2)*escala+4, origenY-(h3+h2/2)*escala);
ctx.fillText("L3", origenX+(m+x1+x2+x3-x3b)*escala, origenY-(h3b)*escala-5);
ctx.fillText("L4", origenX+(m+x1+x2+x4/2)*escala-12, origenY-(h3/2)*escala+15);
ctx.fillText("x1", origenX+(m+x1/2)*escala-5, origenY+15);
ctx.fillText("x2", origenX+(m+x1+x2/2)*escala-5, origenY+15);
ctx.fillText("x4", origenX+(m+x1+x2+x4/2)*escala-5, origenY+15);
ctx.fillText("x5", origenX+(m+x1+x2+x4+x5/2)*escala-5, origenY+15);
ctx.fillText("x3 = x4 + x5", origenX+(m+x1+x2+x4)*escala-25, origenY+30);
ctx.save()
ctx.fillStyle="#FFFFFF";
ctx.beginPath();
ctx.rect(origenX+m*escala-18, origenY-(h-r1/2)*escala-11, 16, 15);
ctx.fill();
ctx.restore();
ctx.fillText("Rs", origenX+m*escala-18, origenY-(h-r1/2)*escala);
ctx.fillText("Rs", origenX+(m+x1/2)*escala, origenY-(h-h1-(r1-h1)/2)*escala+12);
ctx.fillText("Ri", origenX+xt*escala+5, origenY-(r2/2)*escala+6);
ctx.fillText("Ri", origenX+(m+x1+x2+x3/2)*escala-18, origenY-(h3+(r2-h3)/2)*escala);
ctx.fillText("altura = " + String(h.toFixed(2)) + " cm", xtext-col, ytext+ren);
ctx.fillText("mesa = " + String(m.toFixed(2)) + " cm", xtext-col, ytext+ren*2);
ctx.fillText("ángulo = " + String(t.toFixed(2)) + " °", xtext-col, ytext+ren*3);
ctx.fillText("Rs = " + String(r1.toFixed(2)) + " cm", xtext-col, ytext+ren*4);
ctx.fillText("Ri = " + String(r2.toFixed(2)) + " cm", xtext-col, ytext+ren*5);
ctx.fillText("h1 = " + String(h1.toFixed(2)) + " cm", xtext+col, ytext+ren*5);
ctx.fillText("h2 = " + String(h2.toFixed(2)) + " cm", xtext+col, ytext+ren*6);
ctx.fillText("h3 = " + String(h3.toFixed(2)) + " cm", xtext+col, ytext+ren*7);
ctx.fillText("x1 = " + String(x1.toFixed(2)) + " cm", xtext, ytext+ren*1);
ctx.fillText("x2 = " + String(x2.toFixed(2)) + " cm", xtext, ytext+ren*2);
ctx.fillText("x3 = " + String(x3.toFixed(2)) + " cm", xtext, ytext+ren*3);
ctx.fillText("x4 = " + String(x4.toFixed(2)) + " cm", xtext, ytext+ren*4);
ctx.fillText("x5 = " + String(x5.toFixed(2)) + " cm", xtext, ytext+ren*5);
ctx.fillText("xt = " + String(xt.toFixed(2)) + " cm", xtext, ytext+ren*6);
ctx.fillText("xt = mesa+x1+x2+x3", xtext, ytext+ren*7);
ctx.fillText("L1 = " + String(l1.toFixed(2)) + " cm", xtext+col, ytext+ren);
ctx.fillText("L2 = " + String(l2.toFixed(2)) + " cm", xtext+col, ytext+ren*2);
ctx.fillText("L3 = " + String(l3.toFixed(2)) + " cm", xtext+col, ytext+ren*3);
ctx.fillText("L4 = " + String(l4.toFixed(2)) + " cm", xtext+col, ytext+ren*4);
ctx.save();
ctx.font="12px Arial";
ctx.fillText("1 pixel equivale a " + String((1/escala).toFixed(2)) + "cm", 730,590);
ctx.restore();
//ctx.drawImage(bici, origenX+m*escala-(2*bici.width*escala)*70/87, origenY-h*escala-2*bici.height*escala, 2*bici.width*escala, 2*bici.height*escala);
ctx.drawImage(bici2, origenX+m*escala-(0.62*bici2.width*escala), origenY-h*escala-(0.58)*300*escala, 2*87*escala, 2*87*escala);
}
function start_anim() {
add = setInterval(function() {
ruedax+=1;
var texto = document.getElementById("pantalla");
var textob = "ruedax = " + String(ruedax) + "<br/>origenX+(mesa*escala) = " + String(origenX+m*escala);
var textoc = "<br />alfa = " + String(alfa)
texto.innerHTML = textob + textoc;
if(ruedax <= origenX+(m*escala)) {
rueday = origenY-(h+rodcm/2)*escala;
}else if(ruedax > origenX+(m*escala)) {
alfa = (180.0/Math.PI)*Math.asin((ruedax-origenX)/escala*(r1+ruedar));
//alert(alfa);
deltay = (r1+ruedar/escala)*(1.0-Math.cos(alfa*Math.PI/180.0)+ruedar/escala);
rueday = origenY-(h+deltay+rodcm/2)*escala;
}
procesar_arrancador();
}, 10);
}
function leer_variables_de_entrada() {
h = parseFloat(document.getElementById("altura").value);
m = parseFloat(document.getElementById("mesa").value);
t = parseFloat(document.getElementById("angulo").value);
r1 = parseFloat(document.getElementById("radio1").value);
r2 = parseFloat(document.getElementById("radio2").value);
w = parseFloat(document.getElementById("tubo").value);
}
function ajustar_zoom() {
z = parseFloat(document.getElementById("zoom").value);
escala = z / 40;
procesar_arrancador();
}
function ajustar_horizontal() {
equis = parseFloat(document.getElementById("equis").value);
origenX = equis;
procesar_arrancador();
}
function ajustar_vertical() {
ye = parseFloat(document.getElementById("ye").value);
origenY = ye;
procesar_arrancador();
}
function ajustar_altura(e) {
if(e.id == "altura") {
document.getElementById("sl_altura").value = e.value;
}else if(e.id == "sl_altura") {
document.getElementById("altura").value = e.value;
}
procesar_arrancador();
}
function ajustar_mesa(e) {
if(e.id == "mesa") {
document.getElementById("sl_mesa").value = e.value;
}else if(e.id == "sl_mesa") {
document.getElementById("mesa").value = e.value;
}
procesar_arrancador();
}
function ajustar_angulo(e) {
if(e.id == "angulo") {
document.getElementById("sl_angulo").value = e.value;
}else if(e.id == "sl_angulo") {
document.getElementById("angulo").value = e.value;
}
procesar_arrancador();
}
function ajustar_radio1(e) {
if(e.id == "radio1") {
document.getElementById("sl_radio1").value = e.value;
}else if(e.id == "sl_radio1") {
document.getElementById("radio1").value = e.value;
}
procesar_arrancador();
}
function ajustar_radio2(e) {
if(e.id == "radio2") {
document.getElementById("sl_radio2").value = e.value;
}else if(e.id == "sl_radio2") {
document.getElementById("radio2").value = e.value;
}
procesar_arrancador();
}
function ajustar_tubo(e) {
if(e.id == "tubo") {
document.getElementById("sl_tubo").value = e.value;
}else if(e.id == "sl_tubo") {
document.getElementById("tubo").value = e.value;
}
procesar_arrancador();
}
-->
</script>
</body>
</html> Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-77688810642469303932023-08-04T21:55:00.000-06:002023-08-04T21:55:00.386-06:00Entrevista a Taryn Askew en The Bloom BMX<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.thebloombmx.com/2023/08/taryn-askew-interview.html" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="697" data-original-width="599" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuqPYWsyk67UK3Knp8bsb-nyNX0mCivoK22tKnteyAGYwV-yOWy5sEfkCmUeh5SOw1a2KZSxcz8Z0J9xIpkEaOQupDurXvB20E1tj-NUqZq7-LQCnlFUMVEgEr8eqNXtce1I63lIl218ozklbcSGZt_ii9bcwxwtKO4TR2wEraBqCmdijm7ULid8zLJJ88/s16000/Taryn%20Askew%20Interview%20The%20Bloom%20BMX.jpg" /></a></div><div style="text-align: center;"><i><span style="font-size: x-small;"><a href="https://www.thebloombmx.com/2023/08/taryn-askew-interview.html" target="_blank">(Click sobre la imagen para ir a la página de la entrevista en The Bloom BMX)</a></span></i></div><p></p>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-67866042189628938962023-03-26T19:41:00.008-06:002023-04-10T10:20:25.488-06:00Rally INJUVE<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/INJUVECDMXoficial/posts/pfbid07nQ33kgwrZNekRzZByMiS7XmwZjPLvjau9ACxFMSfir8dywuL2nxAkEiJhFkicV6l" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="561" data-original-width="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8-QvPkv9doM-jjiBAR51b7IznO9-XcX24rJea1X6vNDOd2pI9GjKd2eSNZRWozavIU3xJQapbw2fKMOcJQlsFksgdCICM1DDYJ1qOilz10ULKX8blf1pwRz_xpMHIj0AS709cwkIPm4GtV2A_D-o5C1TAb-FCT-GoMHcHqxT4octQz60Oy22Kad1oyw/s16000/rally%20skate%2022%20abril%202023.jpg" /></a></div>
<div style="text-align: center;"><a href="https://www.facebook.com/INJUVECDMXoficial/posts/pfbid07nQ33kgwrZNekRzZByMiS7XmwZjPLvjau9ACxFMSfir8dywuL2nxAkEiJhFkicV6l" target="_blank"><span style="font-size: x-small;">(Click sobre cualquiera de las imágenes para ir a la página de Facebook de la publicación del INJUVE)</span></a></div>
<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/INJUVECDMXoficial/posts/pfbid07nQ33kgwrZNekRzZByMiS7XmwZjPLvjau9ACxFMSfir8dywuL2nxAkEiJhFkicV6l" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="560" data-original-width="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnRT3ilR5myIY7MtatlbSnO7CZWOIFtjWTDRV0Dfj8Nj0jI8EL-KBggXqeZH2nwHzru8-aYYmM8kjRHMEzx_M6_csVpx1qjQZOFzPstuGozpZtyV-QT4wwqlhze7aYJHbz9wiwUxCkYQtRVzkADQk5RxKFgmHtlLTp19wFG7ng9VCtEaSyI0eoDv0Dhw/s16000/rally%20skate%2002%2022%20abril%202023.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" height="450" loading="lazy" referrerpolicy="no-referrer-when-downgrade" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d4880.411048628936!2d-99.21909844019477!3d19.398957969122886!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x85d2010516297f45%3A0x9d8e1a931fbb1519!2sPARCUR%20Chapultepec!5e0!3m2!1ses-419!2smx!4v1679881573440!5m2!1ses-419!2smx" style="border: 0;" width="560"></iframe></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-22487161831975330772023-03-14T12:27:00.003-06:002023-03-14T12:27:30.511-06:00Competencia BMX Flatland FMB-12 por Alcaldía Gustavo A. Madero<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/TuAlcaldiaGAM/posts/pfbid0P81QGz6LHuQRmdM1cMoyPh5zm6Xv1zDVNPvUSx9UzoJvu2KxgL6z46EcR94ftynSl" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="526" data-original-width="526" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhghIbznHCzqRe7G-PNn97g7pJh3LD5kspA-GGP5Jr45AYBcM8Py7WHqBFaGzLP5RR30TDUtDWXjiWAmNtnUGsVb9_uqkX5oqACONXl_JW0-tQSGYa-v2CTt4AMywi2NsJYcvDna7DrKxkAc9wnO6Z0_Qur0M9b2fV2kza2J0jNNuCvKC04JQg19eP1TQ/s16000/Competencia%20BMX%20Flatland-FMB12.jpg" /></a></div><p style="text-align: center;"><span style="font-size: x-small;"><a href="https://www.facebook.com/TuAlcaldiaGAM/posts/pfbid0P81QGz6LHuQRmdM1cMoyPh5zm6Xv1zDVNPvUSx9UzoJvu2KxgL6z46EcR94ftynSl" target="_blank">(Click sobre la imagen para ir a la página de Facebook de la alcaldía Gustavo A. Madero)</a></span></p>
<iframe src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d4221.730030627626!2d-99.1344202841482!3d19.49287089242798!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x85d1f9bab96b0b25%3A0x128838c9eb56bf6b!2sCentro%20Cultural%20Futurama!5e0!3m2!1ses-419!2smx!4v1678818410742!5m2!1ses-419!2smx" width="600" height="450" style="border:0;" allowfullscreen="" loading="lazy" referrerpolicy="no-referrer-when-downgrade"></iframe>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-12733196086032925612023-03-09T10:31:00.005-06:002023-03-09T10:37:57.957-06:00Juegos Deportivos Infantiles, Juveniles y Paralímpicos de la Ciudad de México<p><span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u x1yc453h" dir="auto">Convocatoria a <b>Juegos Deportivos Infantiles, Juveniles y Paralímpicos de la Ciudad de México 2022-2023</b>.</span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://indeporte.cdmx.gob.mx/storage/app/media/2022/LA-TR%202023/convocatoria/juegos%20de%20la%20ciudad/convocatoria-ciclismo-juegos-de-la-ciudad-2023.pdf?fbclid=IwAR16cw4nR9opHVJVzkL9faF3UoFu9r2qGjVsDbCA-9P5ol8nEztVEUvzPxA" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="690" data-original-width="560" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnN0HW1Eq_5hAOrxdLnHL-bbKNtap8MM5gYOj6PfA4nbs8QOD1Ya3PFyd8FUlnwwQyUQufml5Xm7H32SoXNytoFggQz7_FF5pee1WXG5_sPhUA-NjwCfB4wEtttOxBxx56guFTvVWyxalS3VagQGp7vkixNPol_Nt5uRYCB-RYO0VvXM74QA5526l9uQ/s16000/Juegos%20Deportivos%20Infantiles%202023.jpg" /></a></div>
<p style="text-align: center;">
<span style="font-size: x-small;"><a href="https://indeporte.cdmx.gob.mx/storage/app/media/2022/LA-TR%202023/convocatoria/juegos%20de%20la%20ciudad/convocatoria-ciclismo-juegos-de-la-ciudad-2023.pdf?fbclid=IwAR16cw4nR9opHVJVzkL9faF3UoFu9r2qGjVsDbCA-9P5ol8nEztVEUvzPxA" target="_blank">(Click sobre la imagen para descargar el archivo PDF publicado por el Instituto del Deporte)</a></span></p>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-84150404289229929962023-01-17T16:03:00.005-06:002023-01-17T16:44:04.929-06:00Plataforma Nacional de Transparencia por Bestia BMX<p>¿Practicas BMX pero además estás interesado en participar de una manera más activa en los procesos relacionados con la infraestructura pública (diseño, construcción, gestión, evaluación, etc.) pero no sabes por dónde empezar? </p><p>Si estás en México, un buen lugar para iniciar es la <span style="font-size: large;"><a href="https://www.plataformadetransparencia.org.mx/" target="_blank">Plataforma Nacional de Transparencia</a></span>.</p><p>En su buscador puedes obtener mucha información y documentación pública a partir de palabras y frases simples tipo: pista BMX, bicicross, skatepark, progate, etc.
Encontrarás tanto información pública como respuestas a las solicitudes de información que han realizado otras personas.</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ20XJ3EdyUuUsXU_Uvx88NQKA4zdDVCo4msnguf7UBJezBXcDGIJXN4mN1xQRTsBvk8SI-FR3Upwd9wBS9ZSqxUDhLzsHJSS6jGjg6El6KQsQ-Z5WjDeHJ4HUf7uKvJ27X0ADXjSANtZ1k_Gyw3Sd_UJLpsqtNIxG_DrkVKKCPwAz46AJDaMFBh4UDA/s1093/PNT%2002.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="835" data-original-width="1093" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ20XJ3EdyUuUsXU_Uvx88NQKA4zdDVCo4msnguf7UBJezBXcDGIJXN4mN1xQRTsBvk8SI-FR3Upwd9wBS9ZSqxUDhLzsHJSS6jGjg6El6KQsQ-Z5WjDeHJ4HUf7uKvJ27X0ADXjSANtZ1k_Gyw3Sd_UJLpsqtNIxG_DrkVKKCPwAz46AJDaMFBh4UDA/w400-h305/PNT%2002.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQI7O7M05EHJBMD0jnBslPNG4p3yO39KgwAnso-rhJJnuSl_5pCvNoAjZHylsvQbcxRQ3yZwq88R1nYlf6siiPQU7cGHoZ0dRik3oRnhu6EIR_EGTfER_YqL8YRyU5M7J9bkwXVooF8-P6sFq4hscDLR97XdZYAFDMtNT_DQ7EyvPDkr4drk1aMXvDQ/s748/PNT%2001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="651" data-original-width="748" height="349" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQI7O7M05EHJBMD0jnBslPNG4p3yO39KgwAnso-rhJJnuSl_5pCvNoAjZHylsvQbcxRQ3yZwq88R1nYlf6siiPQU7cGHoZ0dRik3oRnhu6EIR_EGTfER_YqL8YRyU5M7J9bkwXVooF8-P6sFq4hscDLR97XdZYAFDMtNT_DQ7EyvPDkr4drk1aMXvDQ/w400-h349/PNT%2001.jpg" width="400" /></a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-14219547433195327892023-01-08T12:53:00.004-06:002023-01-08T12:59:26.183-06:00The Continuity of Splines por Freya HolmérVideo favorito en aaaaaaaños. Para todos aquellos que somos un poco (o un mucho) negados para las matemáticas, este video nos regala un vistazo a ese mundo fabuloso de las curvas splines que vemos y utilizamos constantemente, muchas veces sin siquiera darnos cuenta.
<br/>
<br><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/jvPPXbo87ds" title="YouTube video player" width="560"></iframe>
<br /><a href="https://www.youtube.com/watch?v=jvPPXbo87ds" target="_blank">The Continuity of Splines</a> por <a href="https://www.youtube.com/@Acegikmo/videos" target="_blank">Feya Holmér en YouTube</a>.Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-11335732949679059792022-12-13T20:47:00.007-06:002022-12-13T20:50:10.657-06:00Final Campeonato Nacional Infantil BMX por Terra Mateo Bike Park<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/TerraMateoBikePark" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="788" data-original-width="556" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm653olj2AMRbxNp4OcClKj9aMYlWibHV9vsIutaiwuM4cOvZ4Y0KK74YPHt-1Mb_MynHMv1ZwFkvZVKhHVUU8I5-jMkXox6oQ9vyHCR2VewgANJrGC8jH5TI2jDYfC6wkuY0_0ckHB8hZcAYPGFEELD0e5mjsCpybDQCVrbLuVCQCn4wryTFJU5ruJQ/s16000/Terra%20Mateo%20Bike%20Park%20Final%20Campeonato%20Nacional%20Infantil%20BMX%202022.png" /></a></div><div style="text-align: center;"><span style="font-size: x-small;"><a href="https://www.facebook.com/TerraMateoBikePark" target="_blank"><i>(Click sobre la imagen para ir a la página de Facebook de Terra Mateo Bike Park)</i></a></span></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-71817857941181919242022-09-13T20:09:00.009-05:002022-09-13T20:18:53.401-05:00Serial Infantil BMX 2022, tercera fecha por Sergio Ortiz<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDhou2f2TDAZ2J5SfcNeJ0e4kRaFeZDY6M5rVOIFHrOGZjbSTRZbN50eus9B2fwLllbsYemSO44wtRsqI8AV4LKoo2_dcCeZuqhkIEJaTrOUBD9aDlYHzTzd8OpENunkdFQfMLuagh8kom-u-pcUvf-izFgS_GhsEjgUdW_qI7YI8eAI3NGA7Wuwondw/s2048/3a%20fecha%20Serial%20Infantil%20BMX%202022.jpg" style="margin-left: 1em; margin-right: 1em;">
<img border="0" data-original-height="1645" data-original-width="2048" height="321" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDhou2f2TDAZ2J5SfcNeJ0e4kRaFeZDY6M5rVOIFHrOGZjbSTRZbN50eus9B2fwLllbsYemSO44wtRsqI8AV4LKoo2_dcCeZuqhkIEJaTrOUBD9aDlYHzTzd8OpENunkdFQfMLuagh8kom-u-pcUvf-izFgS_GhsEjgUdW_qI7YI8eAI3NGA7Wuwondw/w400-h321/3a%20fecha%20Serial%20Infantil%20BMX%202022.jpg" width="400" /></a>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://goo.gl/maps/J1cQGGE6KaA5pYBh6" style="margin-left: 1em; margin-right: 1em;">
<img border="0" data-original-height="1152" data-original-width="2048" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI5_Vm0vwdD4ms1Qqbtwbp0k6wUlgixJQtcvg-AYsHA-MXlk4kOdRUhOjXPPBmm83p1vIQqeNmL4UsFNwhgDDyPXeGUVj3Tmi9xVOL3wQMCFsoKwmnaefZLM48O6seIs1R1RCFPdhm2kO9GBSv3KkrcuaGmApsG9f3CjCiJKjhi6Jp3lfRWIKItNAp9w/w400-h225/Casa%20de%20las%20y%20los%20adolescentes%20Pachuca.jpg" width="400" /></a>
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<i><span style="font-size: x-small;">Click sobre la imagen para ir al mapa con la ubicación.
</span></i></div><i><span style="font-size: x-small;">
</span></i><br />
<span style="font-size: large;">Más información en </span><a href="https://www.facebook.com/Enbiciandote" target="_blank"><span style="font-size: x-large;">Tuzos BMX</span><span style="font-size: large;"> en Facebook</span></a>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-44900478081469283822022-07-29T21:46:00.001-05:002022-07-29T21:46:01.245-05:00BMX - Dirt - Design por Rock Hill Schools<iframe width="560" height="315" src="https://www.youtube.com/embed/M1zB7-PXaog" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>
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<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=M1zB7-PXaog" target="_blank">BMX - DIRT - DESIGN</a> por <a href="https://www.youtube.com/c/RockHillSchools/videos" target="_blank">Rock Hill Schools en YouTube</a>.</span>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-15591732318831279752022-07-26T16:31:00.002-05:002022-07-26T16:32:27.673-05:00La belleza de las curvas de Bézier por Freya Holmér<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/aVwxzDHniEw" title="YouTube video player" width="560"></iframe>
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<a href="https://www.youtube.com/watch?v=aVwxzDHniEw" target="_blank">La belleza de las curvas de Bézier</a> <a href="https://www.youtube.com/c/Acegikmo/videos" target="_blank">por Freya Holmér en YouTube</a>.Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-11128759246372948472022-05-09T14:23:00.002-05:002022-08-05T10:07:36.180-05:00Soy Ciclista Mx<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/soyciclistamex" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="491" data-original-width="491" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii-8a1DijOWDzBBLM9kqmTBPQ029DcUOSOaEM6uOijR8v10VYsOW_is1a3-LLKSpM6K_v8i0BriTfYHqKFTEeOixDduVR_MrMgqhdSFrSgbjGS3XUkZ_FRfqMHxEoCedymaaO5-HcLJiP8kSpxEB1cT7pxuPMoy1z-aE73QWeGO6lYOPtDlRVFn2gYWQ/s320/Soy%20Ciclista%20Mx%20logo.png" width="320" /></a></div>Conozcan a <a href="https://www.facebook.com/soyciclistamex" target="_blank"><b><span style="font-size: large;">Soy Ciclista</span></b></a>: "<span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j fe6kdd0r mau55g9w c8b282yb keod5gw0 nxhoafnm aigsh9s9 d3f4x2em iv3no6db jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m">La
página del ciclismo en México. Revista digital especializada en
ciclismo, en todas sus modalidades, con noticias nacionales e
internacionales". <br /><br />Entre su contenido más reciente pueden encontrar los videos de la transmisión en vivo del proceso de elección de los nuevos dirigentes de la Federación Mexicana de Ciclismo. (Click <a href="https://www.facebook.com/soyciclistamex/videos/537000467935428" target="_blank">AQUÍ</a>, <a href="https://www.facebook.com/soyciclistamex/videos/714616076423719" target="_blank">AQUÍ</a> y <a href="https://www.facebook.com/soyciclistamex/videos/3056923577890407" target="_blank">AQUÍ</a>)<br /></span></span><p></p><ul style="text-align: left;"><li><a href="https://www.facebook.com/soyciclistamex" target="_blank"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j fe6kdd0r mau55g9w c8b282yb keod5gw0 nxhoafnm aigsh9s9 d3f4x2em iv3no6db jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m"><span style="font-size: medium;">Soy Ciclista</span> en Facebook</span></span></a></li><li><a href="https://soyciclista.mx/" target="_blank"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j fe6kdd0r mau55g9w c8b282yb keod5gw0 nxhoafnm aigsh9s9 d3f4x2em iv3no6db jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m"><span style="font-size: medium;">Soy Ciclista</span> en la web</span></span></a></li><li><a href="https://www.instagram.com/soyciclistamex/" target="_blank"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j fe6kdd0r mau55g9w c8b282yb keod5gw0 nxhoafnm aigsh9s9 d3f4x2em iv3no6db jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m"><span style="font-size: medium;">Soy Ciclista</span> en Instagram</span></span></a></li><li><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh a8c37x1j fe6kdd0r mau55g9w c8b282yb keod5gw0 nxhoafnm aigsh9s9 d3f4x2em iv3no6db jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m" dir="auto"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql lr9zc1uh jq4qci2q a3bd9o3v b1v8xokw oo9gr5id hzawbc8m"><a href="https://www.youtube.com/channel/UCqFRkuO6qMUKYI4_j3noUPw/videos" target="_blank"><span style="font-size: medium;">Soy Ciclista</span> en YouTube</a><br /></span></span></li></ul>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-63828904829166402512022-04-29T19:19:00.003-05:002022-04-29T19:20:08.702-05:00Convocatoria Tuzos BMX<div class="separator" style="clear: both; text-align: center;"><a href="https://www.facebook.com/Enbiciandote/" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="617" data-original-width="593" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-8QdP_cDanx0CP-18sviuCfoEcnYlOugDPqiDVKt2ddLGMs3QBxzJg1GL3hPTIRK7_UHUjbru781ymcLr13zQMRza6ct_btw9yPT8PGt59OUMVxA8KSUdwWUCniJWFuJDxv1CJ6WMuzlqByklgNdaGpHYpTTvz-HUEnL0dZBbv7p1k1ZuGYQfjv_Kkw/s16000/Convocatoria%20Tuzos%20BMX%20abri%202022.jpg" /></a></div>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-84141493945184282452022-03-15T20:11:00.001-06:002022-03-15T20:11:05.447-06:00Primer Aniversario de Parque Serra por Marbin Casas<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/jR9KoF6sFxQ" title="YouTube video player" width="560"></iframe>
<br />
<span style="font-size: x-small;"><a href="https://www.youtube.com/watch?v=jR9KoF6sFxQ" target="_blank">visita al primer aniversario de Parque Serra en Qro</a> por <a href="https://www.youtube.com/channel/UClPmETzMMJvTbt8apYlJSMQ/videos" target="_blank">Marbin Casas en YouTube</a>.</span>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0tag:blogger.com,1999:blog-6755988385829259826.post-1271145094501058872021-12-02T21:25:00.004-06:002021-12-02T21:25:50.005-06:001 día de construcción en De Avila's Bike Park por Marbin Casas<iframe width="560" height="315" src="https://www.youtube.com/embed/1TaXvQ65lrU" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Bestia BMXhttp://www.blogger.com/profile/03949305997350603874noreply@blogger.com0