802
802
Jul 19, 2021
07/21
Jul 19, 2021
by
JUNY
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BESTIAR - NETLABEL REF. 228 http://www. bestiar .org
Topics: BESTIAR, NETLABEL, JUNY
14
14
Feb 19, 2021
02/21
Feb 19, 2021
by
Juny
audio
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我們都希望服事長長久久，工作也都穩定！但總是有些事情的發生，會讓我們按下暫停鍵！那些是什麼？？？該怎麼辦？
Topic: #leadership
28
28
Dec 10, 2020
12/20
Dec 10, 2020
by
Pastor Juny
audio
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leadership podcast
Topics: leadership, relationship
Tema inédito de Loen , en colaboración con SDH y Juny . El beat corre a cargo de Xinkoa .
Topics: Spanish Rap, Emo Rap, Alternative Rap
1,230
1.2K
Apr 26, 2020
04/20
Apr 26, 2020
by
JUNY
audio
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BESTIAR - NETLABEL REF. 216 http://www. bestiar .org
Topics: BESTIAR, NETLABEL, JUNY
2,558
2.6K
Dec 29, 2018
12/18
Dec 29, 2018
by
JUNY
audio
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BESTIAR - NETLABEL REF. 210 http://www. bestiar .org
Topics: BESTIAR, NETLABEL, JUNY
1,347
1.3K
Feb 5, 2018
02/18
Feb 5, 2018
by
JUNY
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BESTIAR - NETLABEL REF. 197 http://www. bestiar .org
Topics: BESTIAR, NETLABEL, JUNY
1,215
1.2K
Aug 23, 2017
08/17
Aug 23, 2017
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JUNY
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BESTIAR - NETLABEL REF. 186 http://www. bestiar .org
Topics: BESTIAR, NETLABEL, JUNY
93
93
Sep 23, 2013
09/13
Sep 23, 2013
by
Victor Batyrev; Dorothee Juny
texts
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A $n$-dimensional Gorenstein toric Fano variety $X$ is called Del Pezzo variety if the anticanonical class $-K_X$ is a $(n-1)$-multiple of a Cartier divisor. Our purpose is to give a complete biregular classfication of Gorenstein toric Del Pezzo varieties in arbitrary dimension $n \geq 2$. We show that up to isomorphism there exist exactly 37 Gorenstein toric Del Pezzo varieties of dimension $n$ which are not cones over $(n-1)$-dimensional Gorenstein toric Del Pezzo varieties. Our results are...
Source: http://arxiv.org/abs/0904.1880v1
