mirror of
http://git.nowherejezfoltodf4jiyl6r56jnzintap5vyjlia7fkirfsnfizflqd.onion/nihilist/blog-contributions.git
synced 2025-05-16 10:47:03 +00:00
101 lines
118 KiB
Text
101 lines
118 KiB
Text
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<mxCell id="BWVntDatHEgtrcthfnvi-6" value="<u>Step 0:</u><div>you have a bank account<br>or Cash on hand</div>" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;" vertex="1" parent="1">
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<mxGeometry x="-357" y="776" width="169" height="55" as="geometry" />
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<mxCell id="BWVntDatHEgtrcthfnvi-9" value="<u>Step 0.5:</u> acquire a shitcoin using Fiat<br>(most likely with KYC)" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;" vertex="1" parent="1">
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<mxGeometry x="-103" y="798" width="244" height="41" as="geometry" />
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</mxCell>
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<mxCell id="BWVntDatHEgtrcthfnvi-10" value="<u>Step 1:</u> acquire Monero with it<br>(most likely with KYC aswell)" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;" vertex="1" parent="1">
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<mxCell id="BWVntDatHEgtrcthfnvi-14" value="(<u>Sidenote:</u> it doesn't matter if you purchase XMR<br>with KYC, because afterward the adversary can't tell<br>what you do with the money, once it is withdrawn <br>from the centralised exchange.<br><br>(view it like getting cash out of the bank,&nbsp;<br>the bank can't tell where the money goes afterward.)" style="text;html=1;align=center;verticalAlign=middle;resizable=0;points=[];autosize=1;strokeColor=none;fillColor=none;" vertex="1" parent="1">
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<mxGeometry x="337" y="603" width="339" height="113" as="geometry" />
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</mxCell>
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<mxCell id="BWVntDatHEgtrcthfnvi-15" value="The other way of acquiring your<br>first Monero: Going on Centralised Exchanges" style="rounded=0;whiteSpace=wrap;html=1;" vertex="1" parent="1">
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<mxGeometry x="-372" y="617" width="205" height="60" as="geometry" />
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<mxCell id="BWVntDatHEgtrcthfnvi-17" value="Your local XMR wallet,
on your computer" 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