1M2pWZQFgZgceRhp
578d
UNISOTH55hhNCtVnmei8efjV+3UuSYPJFZbG8Yw0H8ec3ioU8mZmmhJHkme+A8a1ZQHgqFWx7KFqLXSxCr//E2kPcdOr4BfpuIRsDUUisfVJBujJm2YWLSfMuK08MB6Z3u5Fz5lC0Tkq0d2+iynJNWRjDlf+XJ0AFC5Rb7OxHDjWwixpzIedyir9Ag9LqiOzWy/WcjafPzjj9Gy7F4GSmHcP9hQrIm/ZYLTvmKvHf7hoFb2XwiNGkt+HCiVbOi5XQHbAw3tMs4u9lIVb6CDPO0B8Cyd5nGbBeooyWFLlDPqua7iEKaH4N1MqfYW+ZFijVzOcHCXZnPUoV1/CpTPLUUsofBTEamwsWkg+jJoagoy9iwUMxGxCZLVq71rRb6weNdn+O06FvJNIg4CDzuU/pHtHq/QqGgDHJ4RJBnykB4iDtTbwNvEg1JNkZm20twqYaVggwTh5jdLb4qanlVYue9YzhJ9q/ePy9zOesASPIGg9sR4Vp9YNSJQzuVrLf6RO2TGf3rvewykKKpn411+8hi5pqVsqiWDiaZbapydZ/KhzH+0TSg8xDVjLtSlDqcW4Vt87iKCyKj3j+/StuIGqnjHwx3fklaBZac8XfihsyvJZyXtl7jxItr2/HyUj+uN4vKM3XstBXssnxCb0vAY+Lx2m+zYPpHoIRz8YUMq4orj2QVEPPXaLTwiaXsesICW7CE590Kg4uQMZ5nn4AMrN8qngV6qWj1jVmeskdgEZeYE3wArUHLwumDzX7Ce4KlRlk8xm9Q3tSD/s2pJ3YP1kqtfIUb3BWpeyHd74sgjyXN7TlGZYD82F0L3BYQ1baTkg6Mp2ZJapKNgJE0zApwef5T0/xq1tUTJ7XrBn8nycehcMJzZcGpkoim9k+iD5Ysy9mnEgEywzhtB08Hj11lelpppU6Et/i+JgU3fw/Q9PELbnhOGQh7KWiaM2UUvQ60csb6zIWjmO6ecomGKmZUnVb6xc92tilN6I5SeCK...
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578d
Aug. 2022, Memo Index(BCH) lines of development(Go):
Commit from 42d5f99 to 7883131
55 commits, 126 files changed, 6507 insertions(+), 2090 deletions(-)
replied 578d
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578d



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1M2pWZQFgZgceRhp
579d
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...
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1M2pWZQFgZgceRhp
579d
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...
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580d · Mathematics
1=i²=j²=k²
-1=(ij)²=(jk)²=(ki)²
The anti-commutative {i,j,k} unit vector basis gives position formula
r=√(r²)ke^(kiθe^(ijφ))
ij, jk & ki are rotators.
1M2pWZQFgZgceRhp
582d
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...
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582d · Philosophy
The 100 coins paradox is my fav. A 2 player game where they each take turn taking 1 coin. But taking 2 ends the game. 🤔
If there are 3 left, the next player should take 2, so the current player should take 2. But then that's also true if there are 4 left, 5 left, etc. The next player should always take 2 & end the game. So greed kills the game (a paradox of greed). 98 coins are returned after the initial player takes 2, leaving them both poor.
I first read this back in undergrad, in 2007. It was in Paradoxes, by R.M. Sainsbury.
https://philosophy.stackexchange.com/questions/1697/100-coins-paradox
582d · Maps
World Map, by Misterios Olvidados.
The Great Australian Bight/s & Bering Strait are missing. I don't see Italy.
It contains SIRIUS, MARTE, ORION, PLEIDES, CYCLOPS & LEMÚRIA. 😮
1M2pWZQFgZgceRhp
583d
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...
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1M2pWZQFgZgceRhp
583d
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...
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1GQHKmqtDqWdZVoK
584d
1M2pWZQFgZgceRhp
584d
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1M2pWZQFgZgceRhp
584d
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...
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1M2pWZQFgZgceRhp
585d
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...
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1M2pWZQFgZgceRhp
585d
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...
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586d
OU 20/01/25

18:15

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1M2pWZQFgZgceRhp
586d
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...
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