{
"@context": [
"https://www.w3.org/2018/credentials/v1",
"https://w3id.org/security/suites/ed25519-2020/v1",
{
"@vocab": "https://verifiablecollectibles.com#"
}
],
"type": [
"VerifiableCredential",
"VerifiableCollectible"
],
"issuer": {
"id": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
},
"issuanceDate": "2023-04-12T18:46:25Z",
"name": "Endangered Ordinals",
"description": "Endangered Ordinals is a series of verifiable collectibles featuring hand illustrated depictions of endangered animals. The Holocene mass extinction is happening all around us and it is under our stewardship that the earth loses 150-200 plant and animal species a day. With this series we hope to bring attention to the crisis of rapidly declining global biodiversity. By connecting art and conservation, we aim to spark a deeper understanding and appreciation for the irreplaceable natural treasures we stand to lose. Ordinals Reserve will donate 5.1% of the sale of each Endangered Ordinal to the WWF.",
"credentialSubject": {
"satoshi": 267928880967207,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Monarch Butterfly",
"rank": 12,
"supply": 63,
"status": "Rare",
"attributes": [
{
"trait_type": "scientific_name",
"value": "Danaus plexippus"
},
{
"trait_type": "size",
"value": "About 10 cm wingspan, 0.5 grams"
},
{
"trait_type": "habitat",
"value": "Prairies, meadows, and grasslands across North America."
},
{
"trait_type": "fact",
"value": "In the winter the Monarch Butterfly migrates from the north of the continent to the south, traveling distances from 2,000 up to 4,500 km."
},
{
"trait_type": "endangerment",
"value": "A decline of nearly one billion monarch butterflies between 1990 and 2015 has been recorded. This is especially noticeable in the United States, with some areas in the west experiencing an estimated decline of 99.9%."
}
],
"image": 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TiiIsyS0Cj8/tMrDBg3tm89xIYQZfwMx6/6cTxMoLjvdhpxjcp0gvFFCL+ipSspK9V9xEBHe4dRUGW/4e5T6Px4LF9e0VJF/s6tawSH9Q6FNJRSSYbxa30BF/qlgsbBa8Lxh7lzQXIUh8FwYDhADDpAwFwgwAEi8P3PNMEPZGODgaQDqp2aTe/0VvON9EuWZVMJZGEcXMOQsUJzUU2HVoaJ7z1RmR4G9Sgv0wyrBQvbiMMkW60cqgLh7iIGelOCkHgs4SjCOF5XwYFs0VpjXP5jvEPPYrfdTB/VqhbWU0seBnXHa+BAtmJiaJup8jAJV1v75oF2xjWFabOWWnwcV7ruJmMxEzJSjHfoCkQdeZqmwkhA6ug+fuHhuM4KrmYbTFDV0Sj30DzGf6nRKVGrxY7YopTiVVZwKbJtNtBSruWzodtWzG/Rg3UtvSqOjG030XJVenhTpvYYNgzRmShfWvAaC9qM7TEQqjClYFE0OLd5sIFFZ6L6OY5L3NBANDYD0TS8ySjuFi5hLS0vjSNl+w2E5GH8g8bm5MEWsmJXpsUr7NAiO2IwtPYUod57mikqgz2Z9hI3lmbsoAmqPGw5pZsslsSDL8G6QtmhIxmPAXFhGAepcVU8roxj/ogCdgGR/kGuoS/ubKecuafwuEDZkQbKLIHBRxeDCGkIuUf7RiKBUAkCO3DwC+DIZk1AZR36yikNQ0Am99DeIXti+n+xiqN3JfYCVVji3OymHtr3EGiNdWzdQ2S2VQ6yqKXP6+IotX8m+qnJ0HManwfhMpUpHfZpSnriTd5RXqAKK/XcQkKP7fMoFjD5ky90nKOpysVTcdfFoTbqs0dCsRJwhCHiHuQgU4rRMQHby9LnBYpSVKHyyqgFSNZhiMfi4r+yBudMsLBmrSy9WlGaKe3S2tF6FuLxXJs1Nd5hNmpZv7ksxfOrMFSbxC/lJe02HkwbejxGGFSLLRZiE46LVWGm6oCUFHOBBwzel4bAufSGUy32XFrUBjee+Pl5Fr0izDexWHsUnSerYGoxipatZWl9upJm8+QQtM77z/SFMA99aaXygnZje7A8XUmTeexv5PGk0Vufh1y5jER06sw3lqXP03Hg/K2HMKzyKGbukRMal8fbRiC1/LxWh10psaSTeDlr9pDZ/kEMCs7tXo9zX6cEQhERr8Pw7MSSBV8VAiEg3SycaOs2wKPQ3sFVAPTbcJyeWLR0QO21NpZ5uO4xcB5axAzSO8x9YsWmspSfvmIpGatY2MQSD6BPSkw45wEeXM8QUvDEytL6dBxjnPxb7pSHeRROKdby8CK30TdpYVg8CEe87EhFX91+YKkMVKYMuq5tu04sAaEAEfYH1QnrcEFO1UPmi4UHRMuOFH9VmiX2GzSBVrGLIYO2nOpvk+MvwfTyNhMty3VYLM9m+LNipBypJ4EKXeACEKbMjRZOPDw51dGyXIc163k2/eE+JY440MXhu4hYkNMniWkbLD9kj5AOgkXK0mCezRBq8av0i04B5gsnaYjPg6LFTJv61Wklu4QoIydSloYTS8pAMvkZDjIIJZLFtX1hiama128bDL55MnxssiYcK41SzHXE/EJLCYdAipVw0ws8OSX3mHauRfDtPlzii+AI7t6XMLlJL+e1kIH4NoTwXdeEgwyDi93pM1WmZvLW49FOhXoTq9L9ocHMTSfp3+YYwvEiHBt4IH2mM5R0osMxmLaf+nUcVKdawvGajfKJx+0v3+1TTlqOpKRhHiQgwuLznLoeOl7aZ+g9vlJMF6r0YsYHiEbu/qwg3eIPXwyG9jX5bZQHExoG8dE8p6n9xtPTvtGVaQRHOceBYLsGsl5T+jv3cF4o3MZ4+AZDZ8SUJoHQX7xw9KNljuM5SyylTQMZvJzq4C8sdfYH2gM8mJj2V6SDhHiA3o6DlUWLn1gyR1JZb336q2hJ1tqkZCxu0MpSvQn6R8HpZFwARzixODTASSb4RzjKbTieLG69FFMDBL3eBy7ux8Is0+gfLbcyCsyXuH+jHWyGQ0xTPn516pt/7a8B4gVYQ5dUxnCAcojJH1Kpob+w1MMhxCBEJ4SQJecQ8w73uxtrSGzGo1DRMizioI+5Gyqp1NCfWEavigwFiyDt2GKKhskv3QyWL6ZTpPrzxhQq6Q/b6gnT7Y78Vq7sOOE2HEDiMW4puDygec6342rXO+wboTJGInr7jREOc7B8OA6DVnL6l9cOgmrWFCNeBg4lFiOV9Y9kgxLLfRUHNU43+wfNmLqSU8xayATAU9JEu8TPRJS84079Ug8FxAm4uKCXfbFGZduaOYYSShgH761mR8oeP6dBl10nfpEuBEY9QSZjPneggU50kHssvbaHvlTmVJNqHU3x1zvXmTqzav6Si81qIQZPXoKvf2K+5UEcT2sYPVU6+gsa8dmOLi4QvgnPP6SZWqIgZ7N7phYOZklHeZc04Mc0/FM9cc/Ykn9ESw6CughrMXD6ib7CC5IO5RzlGTMezDGIw9jUBgCKFuUewIPH7nHCUec0UFreaTn7Y8O4XgrEGI7GBIx/F7L2AL274LoHJxxlQ9IhQfx8OoxwYFQsRWyYTp677mwebnJpKx7YlKUDL0jSkeRqO+EMK6V71vGte1yXUn02HwPxIj/2crRSzNwDDeAKSDrwJWv0UyyRC8jUcwzfMN4W4Q6PRpmKCFA3AtGbBV0cNVUdKYw0TggVwpG5nhFrAUGIRKN4CI+Hcj11SaNZpvQzHE+SjuQtpHjOuIsCIaHYzxpNHcOSc3BbQGAWLVVFPNwORwF0qgfHzs/tLGNmB7+nJ43zCLLQDkLJurBybSG9gxsEhYOD5ZN0jLFyRo4lHLkq1TMKlCiPIugcXJVf9MeAKlOQ3kH5pXdw9OZbHtldLmfPsinR5glFSpzHCja7TwrtFC365k4zpA7OPhNtR5av85zDySkYeUy3FF90jsYZyoZ2Eg89KEbuQd5hSQe7ZcXtNMvCy7M4D1j0jRGJw6NS3qfHCBtemmRL3vGkNDv6x2mW7MTRdsvhIt3D59GoA2DF5B06MsDCMcXKWzrY7TwrvfXZVh7gw1AmA8b1D/mb8o5RP6zeumv5eB7vzDOS6OE4yIPcg7ceDzrSMvIgp0Dv1fd4K08S0jCOIc5jKp4W3IOPNMwfI2nolXZUld8jo84P7IqVS+BocenP6tSib+6cb9Mq72iGxht4oM4P4Jvb7TRjazg6scBjgR0nKIGxykJ5Rz2m2DCOh077cFq8eGc/LRYgxA75IBK6OJ2PVUKjtGP8FwLlCOnp1yCpH8Pzjg4R1wp2DPPgVHqouQaHh647kPW8DuLITr8TXHcnXRyCAQyH5GMEIXnoLNOiIx76HsKiITG91jvfUeLIKOsNIwyxIduuyukUMTaPQr0arB39JILjhGghHPK3e4q6QCQYexdzjekic9rLt3hwLr3DvPHLt9Nv0C8nHHBLSA4EwDEe5B3mquzWGSBUOy+Ni2NqlJ5+g36pPFOtrU1qQeqW7l/sc9s7Zqc6xNvU7eFPtxgVF/EO2eRQOO5aPAQ1gY41P4x3GCBP/8xgNcORXsQ7UrXTE2odCzFs5SGc5b3lHdK88rSpKvwdjhR3Z1r0bw2DeH7pwn2BSTaaxk0voKsxXk2EIJVinv1dsNQs333PDc422ToKmP087LtuaezFPe8z4QjvA8IXafTpx5fld0vP/zbxtuXjco15Pwe5yNu62YuxfpJozRwAfnZRaZDDXPs1kmeokca1d+hY8eRD0GfH8q/jwJEG++xViUMchqUFIR5mi4F4tDOY4Vq0/LKUlpIG+2ykoTg6SQmahEouKmhoIz9uL4kDkm8V6TWTb7QTH3RL0YsWsed2W3slx52LsjcwfaBa2H4JRypnE+BxuHkMvT9PiWyPSR5cwzAxwze6h2BfxYGynnkc6KXn9RSyrnh0+y+35bR/LbOsmbplcdM4vqMdGYwP9zrSLX0oKnf1uYgESjRguBlwoEYQ5/VWHMkXcOhR3fJ1ZBEHOuG+1OfiUKC4FQiXQUKphZJLzO7fkdIyP76m1b8/VF0GOzPKgJ6CuPu2yp4bvaP8yjlIdvsIR6K0g7yjw+gMNomMCBxdUDTIQTwdgsVqBj7mkZCDZbtwEAbpHqbw6NZZxI556GxLNPyVLSD6tzBRkqu+5Ry4e9OabrStdTmFERa+CV9BZq+kmBG+63UsZDYim8jxDnL1sh5wN46XU51CiEZ8n67zgHAdMgaItyPrkXaWlMdjJrNPWe7HkbvFulimIWLTH/5hQfIQV0zhUdquoHCgGz794XpUWrr7BHJKf1NRizdB0PsG7RuRhQv9ANpZq6rqhTiSY2hmOcMDq2P9PVEWKNoN1vkEuaHRrCB/EA7y7oMnfGr2/iXXKyPRQwNAuCSbw9vaPYZ+2c6jdSncsmCnNGP5kVAZf5WsJxX5/E01QkQ4xBWEHIQOooctT2m21fLuQ/PYmMt0Uku/OlKmB61oD5sIrWP4c6320i4iBIjX7Kc7sHS7lXC4OE33pdT9CuJgeEV2Zh/eT3ffva6nAyDJ/XtnfKA9bFww3wKancb37TO23zlu7E5s9lrmNmBymqX9wLqVjhdZvaF9zu67nSPTaFP4aCTqhp/hiPfRkKrxjVMM22fUCUACFCv7Db0lw+c4KMXEu/D/qTvD5OhNGAwD5QCI6gDg+gDt9DsA8nL/M7UD2MKL12Ztd+Lyo0nmS5z6iZCE9AK/7Z6Nrvpzj2XTqbmyyqd7fceXtUV0ebbuvWL3yOgKWm0fg+OP7hKSE8TJ10Vnqm39A+Qeg2MGEukQhz7Sg/XNFs66pGU213Fc9x2sEmOXGj/hCHQkByPzXdVHhvwhUxwfgWNWVc5A6IRY0MP0XYDA7HzXU+0ROPJe43T2RUeEwR3lWr/VR3fF89y/alnp5jZ73bQOs0Z+Tjp0kry6rq2TbdY1xpnRLTjw6yXLL2Lvu+VE41IYnYj96Oe54k3plyj4unyuNBihIk3XN/lM46m48qsSHP6KcbsHa8Saedm0ip/9IvSnU7B6pYiQDpvXl7aAceH01U8i9h6fFN5wFIsJoh1lj6APvTi0ZQsBmIZiGeNpHLFMY/9N3pHeqFcAEdRWpJ12TF+bXhzklkqHBrjhsisWZfe60l8IALH/XC0rm/URKthJqYSyvXkY5iiZUAJe3+VjhISEtT/OVv4iRoLjQWwTS3AJH/7YjKPfkc6N93DXEb/p633jaLWF2ygQMXJ6QdtrWgdiD4fAY+tga9IZB8AN22mtUGwdDQ42gogAr0MW8bUsajH9V8DmGM1enOi3DigRJbwV4PVZ54EJh/uMIyICUYwxGQekkzw/s2Aaf/+1gwP2w6Y2XXmHjKbY+ftcodPOI3Exhc7GXTW8Pe7XztodK9dKiUbuvznaDjYHOEJXVkrpOWpWdF1I0hNO3qtoPwWWWAGCT2Ot7J+dENXOE/2xcfBfVbqeJVwhIJNxK8Ca0+lQGzQLDBIOPovxtcrFabNrGdtyaTaO/Imlucd0XCLlKjh19Y50JuDBihipeqg/FXLrBRWt2yyRAONrIUPdmg+msTYm1HVwOQicui/t8JkAoBMASAuC8VzX27el49ecS8RFoB8Pp0e7O/3V1kxnK6Hdss9vmMNtl+sA72Ylg+K20+kT1dV2Ew4hvnasgvb6uOyBmmt9uCE37LZMukvHynIPorqdYTy9CVXu9CRjfFv6R4qRDpY0VNY98/EE1MI8MGQJ3Y0FGRgg/5DOi6R7tuPPLD44iV+M6/DCRfqkIInuWLZCPWF22/MMYIWO95gH55vbTqKXRt48agQBDBtAht1wMamxwzgUfujVKnF6QDuo2c/TN2JF4488V4Kol22hTxA3durDZNgUvVwaR9rJ/kEbl/04XUcuLsAdvHCMU1elo7EPfVXJ7XvSzH7TYBq/mgtecaTmWNSI01nTVtge9yqv4pBXzeJXutiaGmV6k2vcfBSBk6YVTdFVHPpCp4VpwDy2+9auscHr24lRBiHfcCgAd7t1xK9wvJqJkgbV5ywKeTsOjdCWvyTAXQfuoaBz4rAIGzT+WrVUhL99sniIzbpV3XC/D7dL9Zc4fuF6Uryfm4QzDhRwOw4k0eC4Y4uQXHAUQ8Fur/F7caHtj3Glw+qlCRfpvsmiDTkhAN+TBieuzxb0tXXAmXkCr4aGFcoXUlReenhfQeNE53B4B67R092yUdtnKV/4GkdtGi2NvJriNjWbIoqRM4+TkwUENEmXrBeH6sJsifWuEjw2CmTTaGHEagqMnJOvdkqMVLUZwpm5orE5dH9VVfKXu3GdkSUSxM/z5BfVKfjy3q5KgvnqXYhOn8LhnTerCwaVEquduCPclXkcrkw472qzFAJ+/fr951EpwoY4OSHO4UABrt4m+i6Q0HAbjv2KBr7WB3is50m7OiOGw3HdXkwktUnlHe3SFxSdh1jjGC84Vd3g6A4n+NpSNETXHDPEwzdX8Z7A4Z2A+gmYLkMaAeLyO9xN17XgZzkHJsexCYMhoXtHbVr4Rlwya1jV2ZXw2d4U5d9+7QbsPtdBENc9uLjVrsWhKeRAaH8bXltm4NuuBD/zHctW+t+vVYDocAFH/3oJ2qyexs0iKEcV2JqbJ3FwRdSHXPqijDhUQjsFeDFNd1UN73XsM2KDopkmii1mq+AU+KsTOELpxNiMQ9V4LyemOqNwes93/KL2xLXP5fEReNgtX2VOtw9ZOKaNyDh0/YzryxYApCVL/30XBsZW8dNuFVe7vXrPzuOcgImMELZ0nYBLgsxKqIhX66WmxdFaRtzQSmJ0e7F7O7JfwZEMTk0pT8d3YYc0eapeLRBa4bdx1ABaFNOwn9nhh/NSz+OQFhdRh7fvV+t5I64OlnK1rjTSR03H4NyOuRWZsdnGb8/joKQWnBKJ9HjApvtyS3uBeewJGTDGaVCHZxpO2Te7D5nOaRwKFRaJdq4dK7CtddzYfWrtovYdrvPEy0Jl53Thczik0Tgv33IRbwKYnGPfcTePyHZRgRiGb9L+4pLsJ2O0ZwMtpDeOC0tCMfCa7a6rTcYdb+ncl66ZNe7m4yL6JA5p8nxQLivlZK4sDRBuxSE0baM4e/+v/lzq0vwv9G2plFyW4hKmgo8b3KoaeONlHrGZHVcuy945VkTxP8GXOLRdpLWCgDgdrnDdNVRcWAwX45RrjKOJZO4EDgVh2SdK6ISKsTxAFTMBcecY4r9juO6W2Ti2hkYCMCdwUAyzuBBwpXpJf8SE42mDAFDvF8lRAuD3vRFplRFauJJy5IGFTtpCpa142lgkDHbHIebYor7CoUAokz7UCxUqrkSokZZQpsVThuq4U0MHDxC+tQ4KQpv3o1yEr1TXY6lbq+fMGRYFHCQn+BUONUgslTCbV/m1dQCuuvj0QBxuP8vBr3AoCBRyWpHMirsIGGHSgPWR8QTPwaF7OvNkJNhvcFBIIloKRUyLVdB+b21FgOd41IIDjzpH0XyBw9tcBh1RSFjl4hIHMS4ulPssTxkeejrRONEXODTkpbsCmwXJep2GjoSr2RrEU4bqE7GUyEJdOIhCdhkagiC7IcVWVBEgFI8ZlHF01KtFJ47sGRXO6YXLBjNlDthKsuVzjEP3HTqqFhzQ4TdGLOeUaKwDdcpOTbuU9c/BQYmG66BmOzv4GlNJFDm90paVEXppwDEDeowjnfU9HThM+RiOvtNpcEKb/PhiIx5jzsij2MAxuFE8YujOw1Ml47CHmbnHRcyR4ClU4EolDTccBsFT0jDZqRT1xSrUcYKSYop21ZYEhbJUjoWyGzjgMWlYwvFnl4sJoseXghMSU9LhFhwaMh0JgXHoCsdjrCN50r7vc2wm++IF5dJuDVyqHAScnCGb0fLZs3DYvpqI4xBzsMGLN9ZS7jMBbyOMQ4NDPguH6fO4DOZ4g5fCnE3k2MpdCT5qUOgl16Hn4IBuHFg51X3joPyJNEUrJFc4RlPILVIseA6OpBTpxMGGsm8ckNMvaZfaDlZrE5q/GGJR8D4Jh+xaXEvGIejo+Iqit5ZGAti6+k5YpbeYS2FB+Ofg0LZPGekZx86WeW2SgQw5hkirh7gSKoPl9rc0pVYa6Tk4vNV9K/Y6ntAndyPzmsSJknosKFkVpQEhwuRmj6oI4DE4FBgJtg8HikPzoKWR4i0Xi5mkD4Im4cQIyH2G8Tk4JBgPpts6DryHMvlDRqGglm2nGBLnvMTX7z8+BkeauaYvHpu2+LGddGhMU8HjgpyVtSps2Jd/CA7du11HvX3buBmOfJ4vcoQJAqdb6RNNqZAcYzWBnrZmKbu+OnEcbo/GsrM8RgC3NFYULJ0GVlvRWi73CBwSunE030Z203VII7Km0QlvhDbCCWnnhkIVUfVQP08/Ace851KcwaHc5mKWhBj0RIAp1oJVKLTjTC7yc8g8DIcHCPIkju2sY5xtJu/LCN4IfrrH0VT9JsCJH/8AHMvuctExenCQhCjElF899zFX0chow05Hp800z8ExpNjpO7tqPf+/qJ2YC+jpzcOCw2ZZVOC9tCrNHHSPwJFFZSgOcHxnzbYKxKli6rSp8jMIq4ttymGP8Qk4KCcct+JI764pP1/ZSaHQoVIWj2vRNaGgGAnQ/TgOvWwXpfsmiwx8ihhFRG0UuPZ6Hsk4SsT+cRw+0Sif2ZtweMfiWQ8Bo5PgfHg//8mHt8vTwD0ARwlzdB8Oql5cgwAUhNk+ZHNOq6uk/tL8NA4JELh00YcDe464VmOBC4IgVQ/SFxUOhXoaCbDaA4E/mIaxzv5e6yiKycnNQReAANPDdY1c86lTiyU5b+PP4eBc6E7fIUPlmFXK/vlOYcMu3ERyA+UbU13R1P1wB58gNNZxNdBS8hHS5nOPoQxbfge7cMOtTbIlIfvhlBTux6FsLmxMyU74FP7qd+RWg6k2a0MKRj/erwYQ9+LIDDCXAKVj64BqCjmh0vcxjixI/3Gh3H+Ag5zwIS9IvKhwWBWLkWhbZWEqE4KMRvzsADyBw3XcJDFB0kyq5pa9bD+MQ4BZcjL6aVEphQbHxQW+NmIMGibMcv4Gx6Ip84Zv541aWSHigzS2+zj6TzyTTgOW7E5GaIbw5QHSLNIGbbxAoZ4kOSYAvAMHCh2cLMt1anEseae0Yq4PKYfCO4Ifd6WnrCMcLO61K02UCJsD6wIrmIxGRvifWkc4SknzNwQF28MWpdSw6CuJHiVm6MPRowijXL+IMZLRjVksOHSIhQumzM0LgueoBv/p7lpv3IZhsERwAFHgAFLgAVqgA4iB9p+pTSyfnDq2ZblnMOWvPg7J+TP5kaL4OGAsdhsOHtWf3s46zQWVcguauThY6zwKaaKOZjiQKG2fZrF8GvDafl9jIN2MgXFmfjJoXdSFxlk4KnUM6aH9WPbWFskhUpVgLJe7v7EUV3jMyumRfwNHHIkUnbnV2RF55MwqabyulYTPH+bx/xS1shgTpRkOtzk1Dl5r/vleZxxXOAybOiMqCunysn8k5jNwVOrA5fSCIrcynm1qV0AqoSmSlH/WI/8EDnRfvTrZviFHkK84bNQMGbs6SJmb/Udw2LQ6z3OOB7/WW2ImdeQRue3XgS04ZDHt9T0ejz+YmvkgRTWDy9RxPxwToHBfjyPkAVOJv2LSCoelRu3YgA1rnnyFC2o5mZDJCetVoDLXYlupbOPnbHke2u4yDBIekAWiVGlGWVR6AA7eo45iKtuMKwFkTBJ9NByyCgdMpII7ITemMeqAZ3KUPhqOSLznZmuZ5DrHQCqfhcTywXDYvRWsBqZanj3KBbpREg7ywVS62vYCrs1J1TuF+NSNYBQ6Wmyex0EUdm0lbH9EKYmiMuuX9EWlFY7eZGlsCeNrYa24ByLox7hD25nlCBxuJSSFumt2U+gJB02XTkSk7kQLRHQODj/F6JL2kPfPLyy3LKIwKG2FY73iEh362pjQAAdbZyiBkELq2IGjocfCOmFfiLIlcrHOsqn7w/Ndk3IUOPru8GutlwQD1BbXxoduRK/RUg6NVNw6uVNxGw3fJMFEQhaFPDqDo59LIY9lby3dMxhKaQyDQi9b4ejl0rqtIrW49BKXkmH8dO3YLIW9tcEJ4RGDWQYPos+tHJtOe5L4pHBHMpQsm6iSSSscreTR78KKZ0Ey4rRd3R+Hw5769W2BA8n6SMHoVA7T9srPtyR9MYVIpmSiTuWAAxYgZ9eV+a/wFrSlwTpmY0aidH48mfwiEnV5n0kOPCKe4FIZ4UgG2WiNSJu14/z+2PH50T+rBclbnURa4Ph2a4ECx3MbhyVnNYZgR1dEYvcz2EKdoXTTiE5bObgislvD48yTADEqtZUKx/cGpjSDQyhB1mkrJUX13daCX3DAMx5NqFM5GuE4O1g0fqW+rDO3gY1VyRxlN9Gx5+Je5ZhNjxeFEWlpIe2ItfuUo0yPj3cDSm3FELnj0WXuW2nB019Z04aJjiisCgoXUjwadNzuIxxaMx29i7qHY3DUXfI8kbcQX2crcP9eOAwefLcwcccIJge4cqdCdIfg6AG86zyb2WDOT1DguqZ7oIMv+hK55WDYWCKWcOkWAfEa4ZgqDENAShcaCxyiObwsOqwqMaQL26ojpQ7LukQwXP+tSgOc10148ZSJaiWDg2JTh0V3i+qz0QhC6DLpftGaR1hstJJLGiTlRJIpm2+URXHhcAEe3WN0LtrqOFAFYWDTKxfckwlfERoNZRn9NVsTqTvAEYYrXFLdR87fbyvIvdFvZIMXxae3Iec8XEH4MXfF3GVfhs5k7gmhSKk7ILDhZv4rQe6kjuhgMBH1hvddEu9EfTCCkBGRFtWCLDnfFMd6XyJDn7OUJMRGvN2HAwYqwtoRAZbcQ4fWI5EzOdmwk9DK46UCwJBFYynTX4/FNnUkNSmV6gLZBFv+6i/IqsayLCVmJ4tVRc2lFxDMFg8Py421g85L+Ek4Jlo86r2x1iBI2lqeGcm/PZHpNRj0Evzyze+1zyDTQ4QC8KpjWnHgIHqTTfZO6I7fqNo462alNdpYw3RQi4egtws49n2iyOyKTO7vaSN8XjKSrbNhAccuHjzvs4lLNYCdvBXqJFR0kmRhCbvdiPjazRpdo2pUAZX6YR29MX0q4vfhgNk00UMpTdAYkMUbG14yw96MjEhFuCydblaNKqgwXS3o0S91Zq+zW4heNIh68tBRn7k8mNSt1iGtD9+o4l86xw/Vb6mrA0QXk00bj5u2qKMqkHU9HhS10ceDSWPY0A6/dmCpcn/Gtkv3+oH0EX+Qka23z6tMWoUnLoXDie6fuuiD0BvegGOFCOhVeORSPH52B1XqAWzdDhxuveJzjpkEA69ofKB3QW8d+E04/BaTVsKNqfMYoolN0cWEbv15Vxom7BIOSzPd+FQ2tU7CGzhwmJxGMxz9PjPqOcvFRG+u0QahIk7a4HAG+zlA1NCHGJ7PlIW/iZJBqIVK2YA/VbTYL78Br8mlKyBxNcQAAAAASUVORK5CYII="
},
"proof": {
"created": "2023-04-12T18:46:25Z",
"proofPurpose": "assertionMethod",
"proofValue": "z4SUQTQEdLuWE7wdVRjdappAM6yM1PiExdn9SuhpenHLPX7Sp7DQVYB8kqNXQbN2qye17EjK3NXc1fc5TqrTNRSur",
"type": "Ed25519Signature2020",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
}
}