0x64cd8c52…80aesent to0x17770223…9319·#16,682,626·view on Etherscan
fools party sponsorship - san francisco&&<p>hullo!</p><p>I seem to have lost my mind in a vulnerable state & decided to throw a warehouse party in San Francisco with DJ Dials after our post-NYE heart to heart ramen / daily planner buying session. naturally I have also decided to reinvent the wheel by building my own silly ticketing app that utilizes magic.link and stripe in attempt to bring the web# worlds together in some sort of harmony. will it work? I really have no idea, please help me test it https://fools.raptor.pizza.</p><p>the good thing about being an idiot who builds his own possibly functional ticketing app, is that it can include NFT tickets that are in essence purchasable with normal money, so everyone is happy & unaware of being rugged (jk). the other benefit of NFT tickets that came to mind when I thought about the unreasonable amount of things I'm trying to do at once, is that I can put some of these unreasonable things that I love on the ticket as a way to make the tickets more lovable, & share this love with new people who love music because they bought the tickets for the music (not the open bar), so everyone is happy. </p><p>that is all to say, I would propose putting the park symbol on the NFT tickets, here is a sample (see below the text). you will recognize another symbol. I think they look nice together, but I am also very open to creative input on changing how these symbols look, or if you want more symbols? I am symbol-flexible.<img src="data:image/png;base64,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"></p><p>oh yeah, the other boring details of the party are that it is on April 1st at the Gingerbread House. there will be an open bar and a collection of friendly wannabe DJ's, including myself. tickets will be between $35-50, so I would love to use sponsorship as a way to bring more people in for free because I am sure there are cool people who could use a wild night out without anxiety related to the cost. the production costs are estimated to be about $12,000, so there is my anxiety, but if we sell enough tickets we will cover it.</p><p>the NFT tickets will be airdropped to magic.link wallets of those who buy tickets with their normal money. in the future we will diversify the ways that one can buy tickets and remove the dependency on a custodial magic.link wallet. future parties will offer various perks for past ticket holders to maintain the provenance of this ticket journey. those who have tickets trapped in their custodial wallets will be guided to moving it to their own wallets if they so wish. ticket movement beyond that will be regulated by an aggressive royalty hardcoded into the transfer hook requiring at least 10% of the sale going back to thepark treasury.</p><p>I think that's it</p><p>thank you for listening</p><p>oh all park members obviously get in free</p><p><br></p>