0x6f3b…aa08

All memos sent from and to 0x6f3b…aa08.

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"name":"Network Effect","description":"Modern interaction is no longer human-first. It is system-first. 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"name":"The Feed Is Watching","description":"One burns the question like a prayer,\nthe other smokes the answer like it never mattered.\nSomewhere between them\nwe scroll.\n\n\nFully on-chain"
"name":"The Last Show","description":"He pulled up a chair. Not to stop it. Not to fix it. Just to watch.\nBecause sometimes the only thing left to do is witness the collapse with your eyes open."
B/2'6NERQMEKJVa|iV\u]JKl"name":"Follow the leader","description":"100% Fully On-chain This artwork delves into the narrative of societal conformity and its often overlooked consequences. It explores the human tendency to follow paths laid out by others, even when those paths lead to harmful or empty destinations. The piece challenges viewers to reflect on the pressures of collective thinking, the allure of fitting in, and the cost of sacrificing individuality for the comfort of belonging. At its core, it is a critique of unexamined choices—how societal norms and expectations can funnel people into predetermined outcomes, stripping them of their agency. The narrative warns of the dangers of blindly adhering to the crowd, highlighting the importance of self-awareness and critical thinking in a world that often rewards compliance over authenticity."
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into the narrative of societal conformity and its often overlooked consequences. It explores the human tendency to follow paths laid out by others, even when those paths lead to harmful or empty destinations. The piece challenges viewers to reflect on the pressures of collective thinking, the allure of fitting in, and the cost of sacrificing individuality for the comfort of belonging. At its core, it is a critique of unexamined choices—how societal norms and expectations can funnel people into predetermined outcomes, stripping them of their agency. The narrative warns of the dangers of blindly adhering to the crowd, highlighting the importance of self-awareness and critical thinking in a world that often rewards compliance over authenticity."
"name":"Follow the leader","description":"100% Fully On-chain This artwork delves into the narrative of societal conformity and its often overlooked consequences. It explores the human tendency to follow paths laid out by others, even when those paths lead to harmful or empty destinations. The piece challenges viewers to reflect on the pressures of collective thinking, the allure of fitting in, and the cost of sacrificing individuality for the comfort of belonging. At its core, it is a critique of unexamined choices—how societal norms and expectations can funnel people into predetermined outcomes, stripping them of their agency. The narrative warns of the dangers of blindly adhering to the crowd, highlighting the importance of self-awareness and critical thinking in a world that often rewards compliance over authenticity."
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delves into the narrative of societal conformity and its often overlooked consequences. It explores the human tendency to follow paths laid out by others, even when those paths lead to harmful or empty destinations. The piece challenges viewers to reflect on the pressures of collective thinking, the allure of fitting in, and the cost of sacrificing individuality for the comfort of belonging.\n\nAt its core, it is a critique of unexamined choices—how societal norms and expectations can funnel people into predetermined outcomes, stripping them of their agency. The narrative warns of the dangers of blindly adhering to the crowd, highlighting the importance of self-awareness and critical thinking in a world that often rewards compliance over authenticity."
"name":"Follow the leader","description":"100% Fully On-chain\nThis artwork delves into the narrative of societal conformity and its often overlooked consequences. It explores the human tendency to follow paths laid out by others, even when those paths lead to harmful or empty destinations. The piece challenges viewers to reflect on the pressures of collective thinking, the allure of fitting in, and the cost of sacrificing individuality for the comfort of belonging.\n\nAt its core, it is a critique of unexamined choices—how societal norms and expectations can funnel people into predetermined outcomes, stripping them of their agency. 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"name":"Circuits of Life","description":"100% fully on-chain \nThis generative art piece serves as a profound metaphor for life, exploring themes of resilience, interconnectedness, chaos, and balance. "<!DOCTYPE html> <@<meta charset="UTF-8@# name="viewport" conten +, initial-scale=1.0title>Circuit of Life</body{margin:0;overflow:hidden;background:#001100;display:flex;juon:absolute;top:20px;left` z-index:-1;opacity:.4 xx-blend-mode:screengs={},P=Math.PI,Rgog=(k,f)=>{if(!gc.has(k)) #!gs[`${x},${y}`!"draw(x){x.sav 9 ;x.globalAlphai?'#f00':'#2a6' "g'}-${gi.toFixed(2)}`); 1 d<m){m=d;s=c}}̮toString(36).sub#bx=i*cw,by=j*ch,oAq@='10px monospace`k</script> </body> </html>
"name":"Cosmic Chaos","description":"Its a generative story of life/death/rebirth on a cosmic scale"<!DOCTYPE html> <<title>Cosmic Chaos</overflow: hidden=document.getEle@ @) Context('2d ! let time=0MAX_STARS=30;funcA =window.innerWA;particles.leng color=`hsl(${200 + g place(')',`Ap`ipt> </body> </html>
"name":"Circle of Life","description":"Code generated art that lives on the blockchain. The predator must stay within the confines of their space. Rules of engagement dictating when the prey is obtainable. The only goal is to grow until it perishes, regenerating into a new cycle. "<!DOCTYPE html><ead><title>Circle of Life</{margin:0;padding overflow:hidden}canvas{backgrounosition:fixed;top ;width:100%;height`cript> const c=document.getEle@ Context('2d');func@('resize',()=>{@"p.leng O 0;for(let i )/4e3;i++)p.push(new P);if(m){m.@x=Math.random() 360},70%,50%)`}updatec.replace(')',`,$sqrt(dx*dx+dy*dy)H' ource-over@qE'ipt></body></html>
"name":"Cosmic Echo","description":"This fully on-chain artwork, \"Cosmic Echo\" visualizes the haunting remnants of the Big Bang, drawing on data from the discovery of the Cosmic Microwave Background (CMB) radiation on May 20, 1965 by Arno Penzias and Robert Wilson.\n\n \"Cosmic Echo\" stands as an artistic translation of a nearly invisible phenomenon, bringing to life the whispering frequencies of a universe just beginning to unfold. 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This data is used to create a cryptographic key that is used with \"D.R.I.F.T\" Disruption Rendering and Integration Formation Tool developed by Peng1 to turn this invisible disruptive force of the universe into a visual work of art.\n"<?xml version="1.0" encoding="UTns="http://www.w3.org/2000/ !" width q 00%" heightviewBox="0 0 40`" style="background-color: rgb(0/jpeg;base64,/9j/4AAQSkZJRgABAQA AD/4gHYSUNDX1BST0ZJTEU QwAABtbnRyUkdCIFhZWiAH O ?@'@cAHMAUgBHAEJYWVo`C`& cAEcAbwBvAG DIAMAAxADb/2wBDAD0qLjYuJj02MjZFQT1JXJpkXFRUXLyGjm+a38Tq5tvE19P2/ UFFRVxRXLRkZLT//df9ECEQMSITFBUXEiMmEEE4EjQpEzobHBUnBEQIhMUESUTJhIv/## RAD8A4YxvoVSVcInDyUTp7iB0wb3VCzxJK4/wPfxYXTiQQlDYWirWz3JgWUUwuG5kMxMTUdxvt3sHqUXKAVHQMsdlZVbGgI1F4uRNHB2SWzINbIjKhXIUrYw0IO7JJtUzJboeS3Y2NXIpNphHH/2/sCUaXN/gtJ8err1QZLVF7t/g3mlzNB0+mxq3HjHVCjDKNBStDVXIYEgjjtjfa2KwXq/BRpaSGuRwN9vayr5C16PyS1 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"name":"The Hand That Feeds","description":"The hand that feeds controls the narrative, offering the bird only what it wants it to consume. This image reflects the manipulation of information and resources, where those in power shape understanding while suppressing instinct and truth."
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</svg>
"name":"III on III","description":"As the sun beat down, the score remained close. Each team's endurance and tactics were tested. Leonidas, with a powerful drive, broke through to score, but Caesar, ever the tactician, quickly countered with a strategic play that left the Spartans scrambling."
0x6f3b66db…aa08·#14,855,064·0xd9b8e2a6…041c90
Paradox of PerplexityAddress: delegate call to non-co`DAddress: delegate call to non-co`DAddress: low-level delegate call failedAddress: low-level delegate call failed
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