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@Mathesus
Created July 2, 2019 11:14
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Keybase proof

I hereby claim:

  • I am mathesus on github.
  • I am mathes (https://keybase.io/mathes) on keybase.
  • I have a public key ASAxBK5TjhCgR_6luI5LmFMyEjyBJ65zEvsvZyrOYJC9-go

To claim this, I am signing this object:

{
  "body": {
    "key": {
      "eldest_kid": "01203104ae538e10a047fea5b88e4b985332123c8127ae7312fb2f672ace6090bdfa0a",
      "host": "keybase.io",
      "kid": "01203104ae538e10a047fea5b88e4b985332123c8127ae7312fb2f672ace6090bdfa0a",
      "uid": "64d105c31ce24a5345698b1d1bd3b319",
      "username": "mathes"
    },
    "merkle_root": {
      "ctime": 1562066059,
      "hash": "862669f7142e6d3ff4cd928004ee1fffffecf4429f13f8b00bdfab9d263fa68bdc07c21bad7c0f558d61030875aaaeb4abe7a1605a9cc0ceb5f95a68ceb580b2",
      "hash_meta": "48c06dc163e4bf7c852ef0bd7882cd8a93dcb5ff9e9799a3d7175a0339a15535",
      "seqno": 5679127
    },
    "service": {
      "entropy": "Xg6g78+1GkP/CAl8bgh2Djoe",
      "name": "github",
      "username": "mathesus"
    },
    "type": "web_service_binding",
    "version": 2
  },
  "client": {
    "name": "keybase.io go client",
    "version": "4.1.0"
  },
  "ctime": 1562066070,
  "expire_in": 504576000,
  "prev": "d5368c4d67551f0e0ddb8f641c4c872d3e9daf72315a7c0e4d3b011d7984d0b5",
  "seqno": 11,
  "tag": "signature"
}

with the key ASAxBK5TjhCgR_6luI5LmFMyEjyBJ65zEvsvZyrOYJC9-go, yielding the signature:

hKRib2R5hqhkZXRhY2hlZMOpaGFzaF90eXBlCqNrZXnEIwEgMQSuU44QoEf+pbiOS5hTMhI8gSeucxL7L2cqzmCQvfoKp3BheWxvYWTESpcCC8Qg1TaMTWdVHw4N249kHEyHLT6dr3IxWnwOTTsBHXmE0LXEIP6CsxGfGp+e5XC7aBRad5xIh+17G7pirUy6hwTFP8lgAgHCo3NpZ8RAr217No8S6EykNHNeSwLIf4U8cLKbrfvI6PeqXCWKiQb5tN2od5kUJVz85DX1tYGkZIUX2lyxnzwMbZnxctYBDqhzaWdfdHlwZSCkaGFzaIKkdHlwZQildmFsdWXEILiFdhxYkeRITlOle3z9RxvSYB+dZGbbrWWLv1prN5Kto3RhZ80CAqd2ZXJzaW9uAQ==

And finally, I am proving ownership of the github account by posting this as a gist.

My publicly-auditable identity:

https://keybase.io/mathes

From the command line:

Consider the keybase command line program.

# look me up
keybase id mathes
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