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DIY Nano, all about nanoscale science

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The DIY Nano app allows families to experience and learn about nanoscale science, engineering, and technology at home or on the go.
The app provides free, easy to use, hands-on activities at your fingertips. Each activity includes material lists, step-by-step instructions, and detailed explanations. The activity materials are widely available and inexpensive. The app includes links to family friendly videos.
The DIY Nano app was created by the Nanoscale Informal Science Education Network (NISE Network) supported by the National Science Foundation.

[video:http://vimeo.com/32870203]

[video:http://vimeo.com/42373588]

The Lawrence Hall of Science is the UC Berkeley's public science center. The Lawrence Hall of Science have been providing parents, kids, and educators with opportunities to engage with science since 1968.

[video:http://www.youtube.com/watch?v=cJ1wUytZlX4]

It is possibile to find The Lawrence Hall of Science on YouTube, TwitterFacebook and Flickr.

Previews of the app:

DIY Nano DIY Nano DIY Nano DIY Nano

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Il Gruppo 2003 per la ricerca scientifica indice la quarta edizione del "Premio giovani ricercatrici e ricercatori edizione 2025" per promuovere l'attività di ricerca e richiamare l'attenzione delle istituzioni e dell'opinione pubblica sulle nuove generazioni di scienziate e scienziati.



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The demonstration of God's existence on scientific and mathematical grounds is a topic that, after captivating thinkers like Anselm and Gödel, reappears in the recent book by Bolloré and Bonnassies. However, the book makes a completely inadequate use of science and falls into the logical error common to all arguments in support of so-called "intelligent design."

In the image: detail from *The Creation of Adam* by Michelangelo. Credits: Wikimedia Commons. License: public domain

The demonstration of God's existence on rational grounds is a subject tackled by intellectual giants, from Anselm of Canterbury to Gödel, including Thomas Aquinas, Descartes, Leibniz, and Kant. However, as is well known, these arguments are not conclusive. It is not surprising, then, that this old problem, evidently poorly posed, periodically resurfaces.