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Fnv1a32 hash
calculated hash digest

ed2e560a

Fnv1a32 value
Reversed hash value

5cd1b810c88680a2c2b6f78893001b06


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Fnv1a32: ed2e560a

Md2 f94fb4fc4cb583d6e3d049aa83f3866a
Md4 e63972aac65c45b89866397b35fd2ba1
Md5 c41dcb7e713b6f83f02ecef077a55dbc
Sha1 a2544f1efcfe5c4c35595780570929da6e00c351
Sha224 ab655253723edf2431a6e2696dc9ca279a39ab4bb3fb16f623b1ca94
Sha256 149a9eb4bc7335b6b46e866228940dd85d28a707be7d16a6da0c9e6ad08c1ace
Sha384 77b5fba652d97264c6bcf4813b9acfd0646544a53349a3ca8e64f2ecfbbabaf9d6d39cf6044eeaaa7349cc3827e73e6c
Sha512 3aef51e7af10520394a7675ac6cdac45695ae07fa696b51477cfdc024b660a793696d87bf032bc90b188e827c831ea8106817e82dcb8d70c0079f5c9877f6e4f
Ripemd128 ea916bd1caed32c7a015b787e1ffff14
Ripemd160 89688b69580d458918353561cfcf1701eda04ef2
Ripemd256 7e50a1d13f3f83b43f49466597017feb380ed393a2b74232ecb89182a5c9e4c3
Ripemd320 d40083a572b06c03c5168ebebae01ad5402d6ee512b34f7ac682857c9d69e382b0a9efc30d4eb9a3
Whirlpool d354adf8df96b7ec4f0d15b2817d8ab0c154c936ee6cd410ecb5c6ced9d0a28c466e688e900bb4b1f18254da5b9f46987be113ab6c2dc92aefa2a2914816dfde
Snefru b39ee67a3c72d38cfa36b87e9a04ba2e
Snefru256 6cd2f21ca62319ebe95d569d75dfd27537bc52dd28520d51beb8d6db0af3085c
Gost 286b56904cf4c88b4d98a2a1463d2f97a3b0f35a29305a26d014b921e0545840
Adler32 a4f0084a
Crc32 7a503e77
Crc32b 6e6f87f7
Crc32b php f7876f6e
Fnv132 d9e7f24c
Fnv164 2bbb7879d50070cc
Fnv1a32 ed2e560a
Fnv1a52 47be040dc9c7b
Fnv1a64 e553acd06806fbaa
Fnv1a128 ef54bb18f838b84a28c3807c93c8ffd2
Fnv1a512 93507fd9a5889a2ea7f5dd402b2d083a682f8d7dc8ae1919cacfe13b441debff743beadc054ef46708c8498f999235b0298f2ac661e287a6bc886fd194dda9ce
Fnv1a1024 52a3927d8f594c5a287d24dafa6287a4c6e4bcc0f13407318dca160b6ca3c163dbca0fd3273e6d6ee387b90000000000000000000000000154586d7d7e474cf50ec9ddec020c8e23c20926e13b307e538dc6afd87ce493e1a744f238de06b759f4c94ea54d7fc853cd0cb31b7f52a9497c160a46ddadc1b94a75d35cb7fca32c
Joaat php cca48b62
Joaat e6e08d96
Murmur3 bcef5d8f
Djb2 57ec0b72
Sdbm 69a59479
Loselose 849
Pearson d
Farm hash fingerprint32 61bf3aba
Farm hash fingerprint64 fae5046a76d2a7d6
Haval128,3 93d9d852d880fc7970d7b4c5bfdf92ff
Haval160,3 a82e42c3798fbdf51f64b1c509d86665ec61afa4
Haval192,3 1f8360c39fe8a141c2248939aa06a3a0fbf7f473ff31e01c
Haval224,3 d746db94232746d01374586d197b2f4a104c00b8edbc0de493abbb43
Haval256,3 ece243977f34754a771b88dc0de78a871be9873a7834632169e80a0ceb66232e
Haval128,4 22400cfd0e885d0680a4fb923d0b9ef1
Haval160,4 6fe262598586a1e374b1361db1801aacba11da66
Haval192,4 025e7e5dc1bb53be76a4903f6c09a8763f8dbc824d837ffd
Haval224,4 4829dc72833a06eaabea90c57053f54240791edf31ff433ec1a3f754
Haval256,4 2756f5d1e4db350791cfb3f4de4c95460021677370282004ee3e077a849f2c15
Haval128,5 3741199c6bdb9ac70949f891d8f425c1
Haval160,5 f947e0eb43a6c3e39a29bdf2738530ef975256e2
Haval192,5 2fc544bbc0b3844b2b6f8626fce8c43705b7dadf9afada57
Haval224,5 1c1b300194214f1aff31c9308839a606a58c4a8d454374b6776fd48a
Haval256,5 65424a5b9b0f3492ddc73856411b8c11fea4f7fcc10dc64077832ab1788a62db
Tiger128 2795cf952d89841ae5521049893f3409
Tiger160 2795cf952d89841ae5521049893f3409f847122b
Tiger192 2795cf952d89841ae5521049893f3409f847122b8a2bb1de
Tiger160,3 php 1a84892d95cf952709343f89491052e5deb12b8a
Tiger128,4 64829b672b3e8413bfa74a629274411b
Tiger160,4 64829b672b3e8413bfa74a629274411bc6fa0e4b
Tiger192,4 64829b672b3e8413bfa74a629274411bc6fa0e4b4ff1502d
Base64 NWNkMWI4MTBjODg2ODBhMmMyYjZmNzg4OTMwMDFiMDYKCgo=
Tiger128,3 1a84892d95cf952709343f89491052e5
Tiger160,3 1a84892d95cf952709343f89491052e52b1247f8
Tiger192,3 1a84892d95cf952709343f89491052e5deb12b8a2b1247f8
Md5x2 091f5ef94e157007fc80d4d04f93efcb
Md5x3 49baff4d9b4cefa4427ae0d2fd60c7de
Md5x4 e0d0e41c5a2f8de65556b672b7c7e14b
Md5x5 feb6f73c983f0ed3c7531afce0dfc9d6

FNV 1a (32-bit) is Fowler–Noll–Vo is a non-cryptographic hash function. The basis of the FNV hash algorithm was taken from an idea sent as reviewer comments to the IEEE POSIX P1003.2 committee by Glenn Fowler and Phong Vo in 1991. In a subsequent ballot round, Landon Curt Noll improved on their algorithm. In an email message to Landon, they named it the Fowler/Noll/Vo or FNV hash.

The FNV-1a means of creating non-zero FNV offset basis. This is FNV 1a 32 bit flavor. For pure FNV implementations, this is determined solely by the availability of FNV primes for the desired bit length, however, the FNV webpage discusses methods of adapting one of the above versions to a smaller length that may or may not be a power of two.

One of FNV's key advantages is that it is very simple to implement. Start with an initial hash value of FNV offset basis. For each byte in the input, multiply hash by the FNV prime, then XOR it with the byte from the input. The FNV-1a algorithm reverses the multiply and XOR steps.

fnv1a32 hash ed2e560a fnv1a32 hash to text reversed fnv1a32 hash