tag:blogger.com,1999:blog-9344333544409422072024-02-06T22:28:51.863-08:00matesport con $wagHelenhttp://www.blogger.com/profile/07362709464173943192noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-934433354440942207.post-10998832719154101792014-12-17T01:30:00.002-08:002014-12-17T01:30:38.087-08:00Resistencia aeróbica <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvuvpI6tc-fxzRPKOGw_p0btVEaNx5-Gr5GTqUjlpncbcBJLxBoiXgOEPkh71e2QVfRXxWCl3N8U3WsCwWyKPs4nrqBVtVYwzefGIzFCL-aIjKuMlpfDpJYZeNyyFvioicN7SRlxPRluYD/s1600/Pantallazo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvuvpI6tc-fxzRPKOGw_p0btVEaNx5-Gr5GTqUjlpncbcBJLxBoiXgOEPkh71e2QVfRXxWCl3N8U3WsCwWyKPs4nrqBVtVYwzefGIzFCL-aIjKuMlpfDpJYZeNyyFvioicN7SRlxPRluYD/s1600/Pantallazo.png" height="205" width="320" /></a></div>
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<span style="font-size: large;">El jueves los chicos y chicas de 3 º eso estábamos haciendo un recorrido de 12 minutos , contando nuestras pulsaciones y las vueltas que dimos . </span><br />
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<span style="font-size: large;">Minutos Pulsaciones </span><br />
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<span style="font-size: large;">0 minutos : 90 pulsaciones </span><br />
<span style="font-size: large;">3 minutos : 210 pulsaciones </span><br />
<span style="font-size: large;">6 minutos : 260 pulsaciones </span><br />
<span style="font-size: large;">9 minutos : 200 pulsaciones</span><br />
<span style="font-size: large;">12 minutos : 240 pulsaciones</span><br />
<span style="font-size: large;">13 minutos : 70 pulsaciones</span><br />
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<span style="font-size: large;">Minutos Vueltas </span><br />
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<span style="font-size: large;">3 minutos : 10 vueltas </span><br />
<span style="font-size: large;">6 minutos: 9 vueltas </span><br />
<span style="font-size: large;">9 minutos : 10 vueltas </span><br />
<span style="font-size: large;">12 minutos : 6 vueltas </span><br />
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<span style="font-size: large;">Conclusión : La gráfica muestra que al principio las pulsaciones son elevadas pero después baja de forma moderada , pero en otro momento vuelve a subir de una forma muy rápida.</span><br />
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<br />Anonymoushttp://www.blogger.com/profile/11300681843835225056noreply@blogger.com0tag:blogger.com,1999:blog-934433354440942207.post-23974202371574393532014-12-17T01:01:00.000-08:002014-12-17T01:01:04.917-08:00<br />
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Hemos realizado un test de resistencia y aquí os dejo la gráfica de mis pulsaciones/minutos.<br />
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" /></div>
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Ahora os dejo mi número de vueltas:</div>
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3': 10</div>
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6': 9</div>
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9': 7</div>
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12': 7</div>
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La vuelta era de 44 metros aproximadamente entonces recorrí una distancia de : 44 x 33= 1,452 kilómetros.</div>
Helenhttp://www.blogger.com/profile/07362709464173943192noreply@blogger.com0