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We are pleased to announce the factorization of RSA-240, from RSA's challenge list, and the computation of a discrete logarithm of the same size (795 bits):
We are pleased to announce the factorization of RSA-240, from RSA's challenge list, and the computation of a discrete logarithm of the same size (795 bits):
6 years ago
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RSA-240 = 124620366781718784065835044608106590434820374651678805754818788883289666801188210855036039570272508747509864768438458621054865537970253930571891217684318286362846948405301614416430468066875699415246993185704183030512549594371372159029236099
= 509435952285839914555051023580843714132648382024111473186660296521821206469746700620316443478873837606252372049619334517
* 244624208838318150567813139024002896653802092578931401452041221336558477095178155258218897735030590669041302045908071447
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zar
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@zar - come riportavi sopra, 900 core/anno sono per la fattorizzazione e 3100 core/anno per il logaritmo. I 4000 core/anno sono per tutto quanto.Io ho capito che hanno fatto i due conti in contemporanea, con un unico algoritmo.
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