content: e

content: d8e7c3997a42a934249dd09e69f89bac0bd12a70aaff80f9dc71501c29ff1e0c

content: e

content: f4b9c4de08d4374955fcc8449e175c1fbfe9920de15b6837aae55d2453cfaf72

content: e

content: c4998f319b2095df1ce95a208c10160cef3008ce7255f4caf621574357745673

content: e

content: 914d9883997bbdca192ab2cb6ba03f41865cae74784d25c3ba1fe2884b9ee791

content: e

content: 42643f15f6955325b9fb849c2f8c8e0bdf88585779a2ac91da49ed7177d7fadb

content: e

content: 2cb0f657b5bf4bbc87013e98f4b3b8e6586d1629b884455a37283d7618f0685f

content: e

content: fe17cea3b838c076735820444e9b0dfd5cfe5872ed068c1990f4de9cfa0f3c1c

content: e

content: db68ee21ebe14b0b0b21e622d06befe4a58f08d7904e37cd1f5452fb916b184e

content: e

content: 14799002f0f6ab0a4dc6689c2379da6b4c87b4c09b43a654d2258719c0c22f69

content: e

content: ee11c31677a71578b2b043cf297af5b94a462c87322624b795f2200ae8b1a31f

content: e

content: 2b5512c64ddbe79a5969368e9cc526f5040ccb88ae814cae6a69d99399db9e06

content: e

content: c6b2956ad96d696bcc5c54ba38a5fb17dcdf573091e2fbcf11263d450fbd9c61

content: e

content: 0970915a8d4dc30f23f7fd746abddd3b05c462df49cf36ada73b788c165773cd

content: e

content: 3504856842997b5c838159e1c4366dac270e9b536450ce1a9253dd356ebf832b

content: e

content: 40ceefc7cd0842fdacc3132f6ff8cecdf476a1ae9f9de2443e46b593543376e9

content: e

content: e1501a241a19a7cbd4f1e3175079926469237bc9a63e7d3a00bd59499446f128

content: e

content: 0e80b40d47cf76de4b3531a6299e83ac0925b5d8f447b70684df4a21f8617413

content: e

content: 8bed174d14cd08b7d51acfa3df4ba707d73c1269ca3deecb3ab14913de5824af

content: e

content: 1e123e2dfafd1f369dd5d6a8c8b169cbd06d08c245bacc8c3fcb1633c0953993

content: e

content: 8a2b8bf3a64fd20df3c0aaf93e9b639f41f4a7a757d2dc2d3dda0db807add050

content: e

content: 5d401632ff584b7076dea28285cb69b46508df7df6ea02dfc1263decb7949de1

content: e

content: 0b00ac5f3c78bcfa4e89f07c11217e254e63b922a22696587e438655fbd5b674

content: e

content: b610a0a050976c8f9cdd5bffaf9e238aa02513c6930d43a95c34dba3dd117127

content: e

content: 1542de8e71f50a23d9b976c1a7b03589fb7b05189ab51f9041af078afa77c8cb

content: e

content: b6f4b2b7d5c534e437e63be95d2447a5b6b9ad0cf3bf18a66d4cbdc15e02a249

content: e

content: da620f25f287874daa61ec1b05714bad1478695ac0e5f837822b1ee6d321b7b2

content: e

content: bbf6d031f03a8240f88af19685a4a9c25bb0d44f971fd3add0086ced81ef1068

content: e

content: 36bc7920ca9bde93134004652613480c425ea03cd69bfa3395a68337cd1be485

content: e

content: 2b2b96151d3076513caf4966d6d86f0695a5e50d0219a35f7bef36cd265ab168

content: e

content: c4e1c8535c1c229418547b0d0bc5f16425f6ad503687d9cb9d75ac10356000af

content: e

content: f9deeb58e03a640196f759bd5802312e924fb1c0f32bae0efd70ebdb92cd6413

content: e

content: c05e8d4e4d2b37b51d8facf15c356e1a90956926c50fdc0ec50c6c16c1e5f71c

content: e

content: c551ed86d274be8ccaf005ef1f2c1a11ae5149ce5ca3288ab59e844cc8113c0e

content: e

content: c5d972125623f266937d6ea0a82a93cc2bad67b2ea7dbabb46c11e9c1be3525e

content: e

content: 0c415099f78ed2ea41c1843830cc9a1171aa52d77c3b499a38ae19560fc378db

content: e

content: 05b8d778094a336527d039435899c27b410e0d0879046925615fb770ceb4c9d8

content: e

content: 65e65201b96668638c72aa056a0bedb191dacd115fe5ff76769aa36c6eeca284

content: e

content: 490384dc780aa6063b24180feb5a133cc1118495a77f2fe50e922cc4d35e2fa6

content: e

content: 7cfd1b8bf94cab1ac5dae9559f32c6e9a647564632ba0f25de0c435265704d39

content: e

content: f290d9b746037ad7b5cabcb99d52e1b34cab2d0dd58217c3ebb8fae2cddd3381

content: e

content: 3650d1e31a02cb3978502ec3c78f72307a20c88a8a48e316ea73f8fca4d441a4

content: e

content: 098e7b2f2c748c606627be2f014eb075a31afca03de2f41ecf90b5c3db521f7f

content: e

content: 429737616b01436ad3803422137027e0225f0b637bfce53c07719c9cd2047ef7

content: e

content: ae40dcdc0a94ad7852a628513288fc93fbabdc4ade1675f6171a18e060e09215

content: e

content: 2ac3a5b03fb5d7aa278fe9e20e9748091d6f55cff93f61c89917a44789e95351

content: e

content: f8ef5a61272b56821e8e783556234ca4cc78d5c24fd311e7fe4c6eac889768c1

content: e

content: f7a7d8ed10a610fc673193c4cf779c57212c0ba9e01eab596e35e5b14846afb3

content: e

content: 5f03a6f499088ab0f21ab9e8d7ab912e7596c0766065f67919d2f98cf242de7e

content: e

content: 34b2d8ad66cc7f74ace566556729b9bf14f2728f00fa91b7564936f9ec44436d

content: e

content: c7e98648149995a9749e75b38ab56f284f13777a2b8cd2ecb549d34548aa241c


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


RobosatsでめちゃめちゃDCAできちゃうな。
ライトニングで少額でも毎週買ってきたら大分貯まる。
その辺で無駄遣いするのよりええじゃないか
KYC無しだし、最強。
https://github.com/RoboSats/robosats


EJDhmsU5U8bPdloxgICA6g==?iv=6Tm8TJXKi7dNpRi2W5UgLg==


GM


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


dcdQ88ntekj5Yn63TyI3Gg==?iv=8WbQQamhvhCCMq3/dNjkyg==


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


Arv5P51VnUfDTkgq/TP5C7WDJuzFxSyRVH0CYA9omKdI1oMADL61wDX4n32Yz2XzIMCj6416Kmzq5TwyFX7jkjlTNQeAv7l7JPyd12DZ4liEjL1RcNI9xzbdYvRsZ/ba7aoPhRqpfTt5DEy4vZD8sw7h9PdaqaXi4SscTSTJi0EAhxEEVPs95Ui6Rw7RRNn3tLTbXNNhoJJt6CWV3wrcUTiOkd67qZ5e3OtGgyglQszb9ydU0HZCJLT5xagk5SmUuoBWbCjT9TB3ff9F77a89Z4T2elznhBPVCoGQOlTBtWxwIoTrqwgsLGQw757oKMtuKLRJawKp4rU1Yph0hEYuqUu/R0atm4CXhgP9+TfYABko0Hxq/F6OUvHPnOnFd5ahLgZbKQQ1mwq6z+G9pxSduGV4b4J9ifz+moZhKH0HqQd37/JltVJaJ8gDH3fsRwiBVnZyXPMhTbwBA9PVOeViMl0/Siyers3p5MckzG+39s2Q2M6uCSLF/urlJ0qD6PB9tZhXbkPySyRTVei3uwaKsNjP7wRb4ACZjr5hExkkxCNz3GTgsPOnA/I+guBIKv1A08SOyXZQppWRh+nBTAaB2Eu1+yryDmU613SFUExIVBF4Ivq3evaJ9rzqNLPiLeIAeuX8ifOpkPf0aosvVKXoMURzlApg5EDI09pBBnFCXLAvUk=


Choose comfortable if you want an average life

Choose uncomfortable if you want an extraordinary life


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


こんやのしおちゃんめずらしくかわいいじゃない


よしだ〜


AqtEFtMYsMRldxDjnISqkpFceYwb+K+NkWvDPReA2IMCFYTcNSU4Ht+Gq0JAEp8CF4NiEKLoSKi4HZeUvBLcijlKwGqAI4nvL5NqAzps7dKe1XL2LZRii9+DLLf4QNn3Y4yW+OSd4aLgVzPIQ23EijzSNQ8yAe0hYZ+kOsT1QFipORjmc1mJx7qGIB2m01isFbOPKFV4j+foG/9BumyFuddjQSSfux6Otlf3b/cRPcpSK6a6OtZ4lfdl+i/SY+N1MuIC6zrgTMkiYZk1pfmrkDqNNnVXVzWXrB7k/GFD1o3l4rZUxyGVrUT+o1XHgAtlgQfor7ryjcmJiMCr0Wj7KJ4sTTTkxbO9V8vv/ip1A1YlPDoEEaDKl13aqECb1crWJJI/0zU2Xv55UI5h2q7DlYW/1o5YG+fxLhDEHjEzFg5ckjwIdYBVSN6F47yJ8w8TG7kOvsZA2GbqJsXkMnM5Dani/xHt0ZmO+yOE5VHJSCStomOcz8OYfeC7sEiVUcIBGMrboQ/UO56EvKlqcbjk7bOT2MHBYUWYwpaolqgfBB2y3Ib8gA/AuK1iau8ouaXCyLcOTdIf15rJaN5a3pYRC5gb21JgmcThJ+uoSt6fjRX+5yQv4K51+e85SV0DUFtwtJA5z4nGSzFofF04JeA5fbRi2tIcNx4GxAciuKcfiSOGyDqb9loq/V/hY6lATbi6Pf2oi2m25DdwZpiBnXbWNiXqc1TVNnApqmAaqHpNeiAn0br2LCFdCJ0fJxHx0xdeBHNlc3OUjSESGwH6PDOOjvFpbUmsygLoDecMl5aavtg88rUbtvhVAh6uApNnjj02yPJ8TdcvToj6gx8ZzGXOHgYTXmZGnJlH9kGlIKeqkVHn2fF/d5zLCIw4GHDvGVKoood4GAyLfWkPFxwNehzJwM70e/2uWhv69qgcXptVuxx4CJI/Q3rJfj0QQseNt3LYvaTVKVuvgSUoNm3hkEIWpoAOJh7Bcblaucm+6aR4RePswZgTGWY4nL/9W4wVerUJ3m68bq0OLWxaBzr6lTe/7kCiVhs8Q4yWyViEtfylUGrlfo+2Pfm9xRUH7yPQ8h2XCcwBfGaMPcHGo4qT7+QW41d81Q==


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


Could Nostr bring us closer to an "Open Science" protocol?

#AskNostr


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


Muchos si entienden, pero quieren llenarse los bolsillos con plata ajena

https://image.nostr.build/f365022f04919a0a94f89ca102ba5c9e54ba0d7ca3855b4690037a53888f30c4.jpg


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


AjzfRR/i9s63Z53Stoipaw==?iv=DBoN3SKT5zX0uOOwLZcFpA==


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


Onward 🫡


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


vEHyHmOmFWVc7Em1U5MYjg==?iv=n+a8yeAZo4dSkH3d/E5csw==


AiZAH2Ntaxb+TLHxxeTGGUiH65Y3T3tRYGAHGlD1QBV9itF2B3YlB4bp+sj6/rgISViPYxDDuob8dR3Aylfvm++YIFATRuhXdIk9L3ECYsd75nJwK2M0kTXU/jkCCzNQ+cJlPVtqGP+D4nbacVIm34+5fxND1ZkpPUe9I8HCqU0Y+ARA1+s/5Vjx5xyyatlTepIatmUtRPZqqDpKN/fOSnBBJ5WoKh4ND5pWvHEf+9KDdoA8ieUjbzjW4Rb0LzMg1rDmTFgdgdNVOMQ69yb7u/FACgNJS2l5R9/1zGZb/5a2VU3E7nO7My2311bOA3r9HPYmpfHJVluF4MjcaKMKHIorI0XkwroIPa5+8Bt+qT/nRUVoau2KAzU7fByFM9wNW0jy/SYkXNfx6FTzfbN5i3OwiVEnNOoO/+60COM+pSfd2ppU77+h+FvQwqTa2ufSAgAuBwExvM8IUfEykyvoFYFNJInXezUtE4TFKlO78EGAy40LtH7m+JKajKCWNTDHAyjwZZaoN+oaxPAwFCOXos3BOTkUwmMbM1WBGkYo4g2XtKEGnLsXice8MbGD85E/H6bC1PYIY1USzw72Dj75tErByR966iVY1Qgpez5UauHgz+WrmhrnyxZuKu5eFMxT0dM3DZWcezps6xx1AqCarDbJXSVPRf1hkkMA1bv8KXVJksfuEt5G0rchNJskGjX4r9OWwww7VRbw6vIxEnPxJHQbjwkYewvKJ2O4+TiIx8RdAzYtzoAVyRV/D67uPIgpYlWD+G2rIThu0ZK3RxW+hSMk+2ukFrNNozPRws+etygmY9I42XZ+LCwxfttm7XRp8I/O8pXxrKXHUh+kuzG/KuDUR8je3RbOHweIMOTIi862yhkWph8emgL5Q8zyLjZA7gF1bRKIaDa/COHc1Z/vEt6zCG/cUYDGeaf2mFSy4ki62uHAsk3tZhdMHPYZsz223aQdrrRip0ydqVErnjCrLJfnXPGf4K2KmVA1v1+Sk2tnsYJOEDZQ1DZtLICSfTkXW5IiKuIbdp5p3uID0e4g6D9LzbUP6ZWASMZ+ooyxZ+LBfw4B3u8G0CcUdt6/qfOWZLrsbl1i4P3uqt/qs+WF5XanE42zr7ZNro7ENu2MUZgTb+1J2CE/vIh4Urw6Hl68Ej+47BHsF9wC9s8DAm/dIQMm8SIRzljGTPT/l4B0Mjhj6R2xnPww56PsxzM9M6YLL/9wUnF9Gky98yF+NIzm1OEofKY3vU+Kvideo4GQB8ZW1hQICQsoMiy61lGw2loiFqXzQJGP7QRkpM0V4f/VAtzb3tzV5Z/XexUn467XaPbSz7uXxIt3JJWNmnujJISfzKRcDpvyktCVd/TdBbQAELgZskO9U2GfTJuKAHRkDr+KCVGXg3WC2Uu1JCNUYmW4vwTGpYi1MPN7okszuIdBD0YRW8udu4qwOAPPgnQcXoWW0PQ=


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


😂
https://cdn.nostrcheck.me/5824c03d29d372b3277cc0b6cb32d4541102a7af0865bda38fbcedec4d454efa/6c1df2ddff3fe282473eccbc6461d63a25617ab7be4a80ecfd661d8d902b0fe1.webp


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


13:29 JJ1HHJ/1 on JP-1238(Johoku-Chuo Prefectural Park, JP-TK) 145180 FM QRT TU[JJ1HHJ]


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


おだら！！！！たのんだ！！！！(*^○^*) nostr:note1pue9zatu0vsq7jemt5tgsc8lutr8rdxhdlasqzqnk6hg583sqa8q7rr8qz


tags:
This is a photo published via Olas.
https://nostr-relay.derekross.me/dd204d290846d7f94f7182e80dba12c5ab8b03bc0e6374e982bccab9782d0d59.jpg

content: We're starting the fiat mines off today with a coffee mug that's larger on the inside, because I'm going to need it after 13 days off. #Olas365 #coffeechain


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


[encoded data, 32192 characters]?iv=Jth99zGd/YoCoPAaRJfCXQ==


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


May bitcoin defeat the Jewish banking parasites.


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


#jk
https://img4.tuwandata.com/v2/thumb/jpg/Y2VhYywxMTI1LDAsOSwzLDEsLTEsTk9ORSwsLDkw/u/res.tuwan.com/zipgoods/20191220/0051c77768d5c24a0c34cc8175be9360.jpg
https://img4.tuwandata.com/v2/thumb/jpg/NjM2MCwxMTI1LDAsOSwzLDEsLTEsTk9ORSwsLDkw/u/res.tuwan.com/zipgoods/20191220/64f7721dfd8b2113fee28bf278d69149.jpg
https://img4.tuwandata.com/v2/thumb/jpg/OTY2YywxMTI1LDAsOSwzLDEsLTEsTk9ORSwsLDkw/u/res.tuwan.com/zipgoods/20191220/b003ce4b96da0af0727d6cbea09cb574.jpg
https://img4.tuwandata.com/v2/thumb/jpg/MWMyMywxMTI1LDAsOSwzLDEsLTEsTk9ORSwsLDkw/u/res.tuwan.com/zipgoods/20191220/35fe8eb98cd652d4be8b8b41dde4d1e1.jpg
https://img4.tuwandata.com/v2/thumb/jpg/YzQ0NSwxMTI1LDAsOSwzLDEsLTEsTk9ORSwsLDkw/u/res.tuwan.com/zipgoods/20191220/de669012f1b80445d9fd3dd4b7f729b8.jpg


content: e

content: 82f85f7eeb007ea552b5b53f2fe090f4346c8a0a9be1a245ff5dd5ff3f06d7aa

content: e

content: fef6b60f4bfd3543c57deed1b79e9c827f014297d7d9a3ac4e18c4d3fc928df4

content: e

content: b57e41503b595f04192dac2d419b28700dca65f73c4656908fc0a4c4e408c712

content: e

content: 53315ae1e2bfd543a87d4a9531935b88f925ac52a9111c57e1a8c9c767b6644b

content: e

content: 49a4f3b90d7f6c214c538604c8ff428b60872fb8c82dfcc28731ff2f7add0c7e

content: e

content: 151d7c8822df4ecd528d67a793bbbdbcb6bb8ca15a3c367dd9ba7635df2307c4

content: e

content: 4c876098e544017430c5fe84257eb791c4f77115f78847a819f614c188874eb3

content: e

content: 73b5deb0b5b36aae0994e86ae39f3b4fecf5f5c8673f3da7ec2d0516a8ec7510

content: e

content: d36cde83420bc916bf924efe9152c6d82715235f70af59c1c095daef87481f89

content: e

content: b5f7a3be692bc55e9886648510210cbae15f1ae252ef25dd2d097d760a2059ae

content: e

content: 3035f5b25b1cc92a0967264e2c46f59c324fc330f6a78fd4cec67a48f295bf39

content: e

content: f66bd8e1c288e8e8def3ee72e4970e6cd46683a745298bcccccaefa51f47a50b

content: e

content: 5d16229420b4bc026bccef43a78b072d779782408ead3035f33d212eb9b46c96

content: e

content: 245b08e78f496f88a775d1a447ea91a65745f46b12e02594ef937d0a67c932ab

content: e

content: 50615e093c725e58a5b5fe6d3e15e5f78864fd66ab353f49f6745533fae3ed09

content: e

content: a63600a67e2ed0464de79d0c5e366e7b356617e22f299ca300c971fcc33798ba

content: e

content: 2fd47a26771fa1e44219880c43ce99b89a1e646e317e355100bc69a63f7cd22d

content: e

content: b6d2f315e68596b444b2021efec8ae798df04cb768c8adfcaf21b05cf5c248e2

content: e

content: 16120fb98541b0c1487f6a6b14871c1a814e3d17bd4a4599d2c5a637de8f592a

content: e

content: 486feb5e77d1d73d88b913b53bd8b35cd274c42181427dcee41eb7181ec0eb4e

content: e

content: 84187ce0f95c192505166a2cb2f2d64e0ed9bb5c878cfa07b60439e23de90bf4

content: e

content: 6f6a5c9be28cbaa5fe424bc3823726ead4693103d92e21f54c91ecef0906517f

content: e

content: 240c089e81af00e85478d73f928d2b39e107e523fe324e036fac48e7f71b481e

content: e

content: f1465cd07c78f88b61a8fde13cfcbe975af9b8e7df8e4061c5b828d21320234a

content: e

content: 1325d5ca72be965e2d066651df64c7e90879b56f78aec8a62ca32fa50fd236ca

content: e

content: 68b3ed0adf54c833f5586aaa3bd92db1069b15822c3f10c79076ad2e571ebb30

content: e

content: f8840908f248d8b3c7371ecb4bb6f6c945c29316d6a7f71eb368ac3e3b3fd0bb

content: e

content: f28099dc7a9e1ac716803450dca9c3c338acb90ef823ee0161a4da0959a6399a

content: e

content: 238c1d3e7533dada06f83acee81cca13a86ed15c47b38d535c974347e0f2c181

content: e

content: 2d1ae2c4fcb0b9dc76849cdc6cbbf4500c3c4cf22a96a22d34d39237ec25b96a

content: e

content: 487b54ed4f995a1c3671e456e580e6cea05b38fadaba92619409514d6cd5b1a5

content: e

content: 5eff60ff40525929796a6b5b69ee0da224725461b139ec77b1d6f32b46476056

content: e

content: b9eeb938319e6b4057d04ac45da5a9ebb33a7bc56ce100b7d1dcd2cd9b67bdab

content: e

content: 43c245cfb60bee9452d0190319c3574ef38ae08a97ed287dc6e4a40addfb2007

content: e

content: d5640ecce14689f60d4903abd78212825adcd82408a43043785af38ef262df79

content: e

content: 5be892aab73f2a05b13f0eb4dc2e08ddfb8a1526025dd2a9104d580a7dbfbcee

content: e

content: c9001ddd30d85142639139916f76fc9d461bb09257c1bee1ec30046ce4785672

content: e

content: 8d67977ed4e9668c472cd762ea3245aa25c3ac1487a595252d2e3336f3e2105b

content: e

content: bb689116d48a8910d54aa7922631727b6ed2ec6f784736c1e7203252b814a1f5

content: e

content: c3b8e2bc694d6fe646bd96377b9adeedec3b0e656a8dcbca1268e7462aa340c6

content: e

content: fee7bb72552266bed07e238b09dedc628e5a52a030155143945a8477529514b2

content: e

content: 788f42f7c84cf97dcc0d2d35e560b8a2a24e133650d15eabc114d691318881fa

content: e

content: e2d51e32adb8df9db62b8027cbbceb9d91f5be59022405d3e5e90b92834bc062

content: e

content: 8609b4b5fd5a0ff4e200b317b57e22f2774fa6ee6321a84c00dded895a613d97

content: e

content: b3ed7025e842d385a34cc19b9f0f5aeaf6d49e2d32603ba38201260c2ae323e1

content: e

content: 2e5cdf2c40297ac366321d68f8e1a7e63eae1a2184cf384419dc7ac7fd0d6115


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


H85n/RbM06hRBM17si2/xQ==?iv=1GqsNrOJZKSNifOcULjCig==


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


DOYZzlHzf30bYTwkh4+qjA==?iv=o5g2vG/gXh3riFSchRPLLA==


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


哈维尔·米莱：经验反思

在 2024 年，我们证明了占 GDP 15% 的财政紧缩调整是可行的（其中约 95% 的调整落在政治和金融权贵身上），停止货币发行以降低通货膨胀，并且在此期间经济活动和就业没有出现实质性损失。
在此背景下，贫困率下降了近 20 个百分点，这清楚地表明了通货膨胀对最弱势群体造成的损害。
与此同时，去除中间商和腐败以及改善资源分配大幅降低了赤贫率，并在调整最艰难的时刻提供了支持。

推论：
那些声称关心最弱势群体并提出增加公共支出和通货膨胀性货币发行政策的人，不仅没有实现他们的目标，反而适得其反；事实上，如果这些类型的政策长期持续多年，这种损害将成为结构性的，导致摆脱困境的成本更高。

展望未来：
从现在开始，进一步改善社会指标需要经济增长，为此我们将继续降低通货膨胀，降低国家风险，减少公共支出以便能够减税，继续进行结构性改革和放松管制以赢得自由，最重要的是尊重生命、自由和财产。

他妈的，自由万岁！


Let’s hope so 🤙


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


しおはいつでもかわいいやろがい！


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


:wakaru:


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


AjTfx2FQUNLWAEf2kjH2RRVgCmEcfVb0Mp10GCtP7KAFPHDZ1XUvP+XUCUKM1S1RsBOIVWoifFrxuxJuUnFvq5B7IWtrZY8Ut9+iQylt1yu5WIEQv/UuLMPp6gdSrKdIPzFFPniMgqmthE6HDMV0Dwytfio2Ix8riieBfgOequ7DGdPogWgUaBdboD0M+XiZOjvKODMYGaZwAqYUWj+IURU1EwzGRdnwDj6lQAHNJH94l/D1M1aut51xgQ7t4PknRPRz5cuWe1nOsSPYH4tkKalhHTXuNH4u3qH9oimiawcFa0JxzqrwdujiuwCxhuFG7cguhLg7t7kmeEXehzH/m59MGs8h6HrVDdfLML4pjh4iWpyXWMDgaoEKNc2kLQuqShir


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


O próprio argumento do Renato já é contraditório. No vídeo ele fala que a lei Áurea causou grande insatisfação na oligarquia, culminando no golpe da república. Mas fala ao mesmo tempo que o fim da escravidão ocorreria naturalmente. Percebe como é contraditório? A insatisfação reflete a pequenez de espírito e mesquinharia da oligarquia. Que ainda é a mesma que comanda esse país, é o "centrão", acredite ou não. Não passa de mera especulação, pq fenômenos complexos não são preditíveis por relações de causalidade, mas dada a mentalidade da oligarquia, era mais plausível a continuação da escravidão. Que se pensarmos bem ainda continua hoje noutra roupagem, só não é mais uma escravidão racista. E a posição libertária é de abolicionismo imediato, ao menos segundo o Rothbard...o Renato foi muito infeliz no comentário dele


#bitcoin #memes #plebchain https://i.nostr.build/0fZYWOpZ6cZlswDV.jpg


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


The Optimism for this year is Amazing!!!