Well, they did sue Cox Communications for a billion dollars because they weren't self-policing. ISPs can lose their safe harbor status and effectively become accomplices in all the piracy of their customers.
Not only downloading, but also uploading. Your ISP (in America) has a policy about how many DMCA strikes you get before they disable your internet permanently.
In New Hampshire, we banned both public and private ALPRs. You can see on the map that the only ones are at toll booths. Those got explicit exemptions in the law.
Use asynchronous communications when possible. Ask for things in writing, which moves the conversation to email. Say you have to sleep on big decisions, or need to consult some information you don't have in front of you.
Try to be prepared with a decision tree made in advance so you can answer the predictable stuff quickly. And you don't have to think of absolutely everything, but the act of planning will help you be more familiar with the options.
Talk out loud. Take the space and time you need to make a decision, and don't try to hide it.
"adb" is the name of the executable. Expanding the acronym isn't that relevant. It wpuld be like explaining that KDE stands for Kommon Desktop Environment.
I think swapping to monero would be the weak link there. If they do it on a "legit" exchange, it at least makes an attempt to get the client's identity. If they do it directly with someone who has monero to sell, that person gets stuck with "tainted" ethereum.
Yes, and more non-spam email is getting filtered as spam. Also, a mailing list I was unable to unsubscribe from and marked as spam at least 5 times kept being delivered to my inbox.
The difference I don't get is: why is buying $1,667 of stock and paying $333 in tax different from buying $2,000 of stock that you will later realize 80% of? You spend the same total amount up front and get the same result later.
Yeah sorry for being cryptic. It's 20 years compounding at 7% per year. Scenario one: take your starting investment, subtract 20% for taxes, then do the compound growth. Scenario two: take your whole starting investment, do the compound growth, then subtract 20% of the result.
It's totally possible that I missed modeling some part of the situation that somehow makes more money from the Roth way of doing things. But the models above produce the same results.
I was never clear on how much difference it made. Either you pay (say) 20% up front or you pay 20% later. With compound growth multiplying in the middle, does it really make a difference to how much you have at the end?