4.8 • 688 Ratings
🗓️ 10 November 2021
⏱️ 74 minutes
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0:00.0 | Spectrevision Radio |
0:03.3 | Welcome to Weird Studies, an arts and philosophy podcast with hosts Phil Ford and J.F. Martel. |
0:20.8 | For more episodes or to support the podcast, |
0:23.3 | go to weirdstud J.F. Martel. |
0:53.5 | In the first part of our conversation on Herman Hesse's |
0:56.5 | Glassbeed game, we discussed the enigmatic centerpiece of that novel, the game itself. In the second |
1:03.2 | part, we're talking about the cultural and historical implications of the fictional game and the monastic |
1:08.4 | order for whom it represents a new understanding of our place in the universe. |
1:13.0 | As Phil eloquently puts it, many of us moderns are rather well acquainted with glass bead games, |
1:18.8 | that is, with cultural activities that seem divorced from the immediate concerns of the day. |
1:24.1 | Sometimes it may seem like most cultural practices that aren't eminently monetizable are glass-bee |
1:29.9 | games of a sort. Think of the preservation of dying languages, for instance, or the performance |
1:35.4 | of certain kinds of music, or the academic study of music, or literature for that matter. People who |
1:41.9 | work to keep these things alive are few and far between, |
1:45.4 | and if you're one of them, sooner or later you're going to ask yourself the question, |
1:50.0 | what's the point? What is the value of this thing in which no one else seems to see anything |
1:55.7 | worth preserving? Hess's answer here is interesting. There is a pattern to what humans do and to what they observe in nature in the cosmos. |
2:05.9 | No single people or era gets to see the whole pattern, but every one of them captures a small part of it. |
2:12.9 | For the full pattern to emerge, you would need imagination to think your way beyond the confines of your |
2:18.9 | isolated epoch and memory to remember the imaginings of those who came before you. Since the |
2:25.6 | pattern is infinite, it may never be fully revealed, but woe unto they who decide that there is no |
2:32.1 | pattern. Okay, there is one place where the great pattern of reality can and regularly does come |
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