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okhttp/src/jvmMain/resources/okhttp3/internal/publicsuffix/PublicSuffixDatabase.list
*.eu-south-1.airflow.amazonaws.com *.eu-south-2.airflow.amazonaws.com *.eu-west-1.airflow.amazonaws.com *.eu-west-2.airflow.amazonaws.com *.eu-west-3.airflow.amazonaws.com *.ewp.live *.ex.futurecms.at *.ex.ortsinfo.at *.experiments.sagemaker.aws *.firenet.ch *.fk *.frusky.de *.futurecms.at *.gateway.dev *.hosted.app *.hosting.myjino.ru *.hosting.ovh.net *.id.pub *.il-central-1.airflow.amazonaws.com *.in.futurecms.at *.jm
Registered: Fri Sep 05 11:42:10 UTC 2025 - Last Modified: Tue May 27 22:00:49 UTC 2025 - 129.6K bytes - Viewed (3) -
okhttp/src/androidMain/assets/PublicSuffixDatabase.list
*.eu-south-1.airflow.amazonaws.com *.eu-south-2.airflow.amazonaws.com *.eu-west-1.airflow.amazonaws.com *.eu-west-2.airflow.amazonaws.com *.eu-west-3.airflow.amazonaws.com *.ewp.live *.ex.futurecms.at *.ex.ortsinfo.at *.experiments.sagemaker.aws *.firenet.ch *.fk *.frusky.de *.futurecms.at *.gateway.dev *.hosted.app *.hosting.myjino.ru *.hosting.ovh.net *.id.pub *.il-central-1.airflow.amazonaws.com *.in.futurecms.at *.jm
Registered: Fri Sep 05 11:42:10 UTC 2025 - Last Modified: Tue Dec 31 14:50:53 UTC 2024 - 129.6K bytes - Viewed (2) -
okhttp/src/jvmTest/resources/okhttp3/internal/publicsuffix/public_suffix_list.dat
studio.cn-northwest-1.sagemaker.com.cn // Amazon SageMaker with MLflow // Submited by: AWS Security <******@****.***> // Reference: c19f92b3-a82a-452d-8189-831b572eea7e *.experiments.sagemaker.aws // Analytics on AWS // Submitted by AWS Security <******@****.***> // Reference: 955f9f40-a495-4e73-ae85-67b77ac9cadd analytics-gateway.ap-northeast-1.amazonaws.com
Registered: Fri Sep 05 11:42:10 UTC 2025 - Last Modified: Fri Dec 27 13:39:56 UTC 2024 - 309.7K bytes - Viewed (0) -
lib/fips140/v1.0.0.zip
square-and-double // chain log2(_W * n) long. Turns out the fastest thing is to start out with // doublings, and switch to square-and-double once the exponent is large // enough to justify the cost of the multiplications. // The threshold is selected experimentally as a linear function of n. threshold := n / 4 // We calculate how many of the most-significant bits of the exponent we can // compute before crossing the threshold, and we do it with doublings. i := bits.UintSize for logR>>i <= threshold { i--...
Registered: Tue Sep 09 11:13:09 UTC 2025 - Last Modified: Wed Jan 29 15:10:35 UTC 2025 - 635K bytes - Viewed (0)