[ Government ] Open question: do you think that Hillary Clinton should disclose all the names and those who donated to the Clinton Foundation during her reign at the Secretary of State? .

# Tag: donated

## Energi (NRG) Airdrop Round 3 (+ $ 160 donated) | NewProxyLists

Usually, I do not do messages on Crypto compressors. Sometimes I could create a bonus video on YouTube, other than that. This is usually not worthwhile, as bonuses and compressors can be tedious and time consuming compared to the actual reward. In addition, many ERC20 tokens are created every week, 95% of which, according to some statistics, have gone under their purchase value. So when a new piece makes one, which is a little established in the sense of a portfolio / exchange list, I might be generally interested.

- So
**Energi (NRG)**distributes up to 100 NRG coins to people who complete their Dump tasks - This is currently available in the United States, Canada, Europe, New Zealand and Australia – in later phases we could see Asia and other regions.
- Tasks are simply simple, follow things on the following platforms;
*Facebook, Twitter, GitHub, Linkedin, Discord & Telegram* - You'll get +10 additional NRGs by registering via my referral link and 10 additional NRGs by inviting yourself to friends.

As far as I know, payments are made as of May 1, 2019, you need an existing NRG portfolio. One option is to get a Coinomi wallet or you can place them in an exchange like KuCoin where you can sell them immediately or redeem them for other coins. If you have any other questions about the Energi plate, I would be happy to answer your question. This should only take about 30 minutes and you should only do two at least.

Register here -> http://earndrop.energi.world/homepage.php?ref=44543

*(message to the mods, I saw that there were other posts on energi, but it was obsolete and it was for a different round of this one.)*

## probability – Assume that $ A $ and $ B $ are independent events. For a $ C $ event such as $ P (C)> $ 0, prove that $ A $ event donated $ C $

assume $ A $ and $ B $ are independent events. For an event $ C $ such as $ P (C)> $ 0 , prove that the event of $ A $ given $ C $ is independent of the event of $ B $ given $ C $

We have A and B are independent so $ P (AB) = P (A) cdot P (B) $

We must show that $ P ((A mid C) cap (B mid C)) = P (A mid C) cdot P (B mid C) $

My procedure was like that

$$ P ((A mid C) cap (B mid C)) = P ((A mid C) mid (B mid C)) cdot P (B mid C) $$

$$ = frac {P (AB mid C)} {P (B mid C)} $$

I played until I got this

$$ frac {P (AC)} {P (C)} cdot frac {P (B mid AC)} {P (B mid C)} $$

Now the first part gives us $ P (A mid C) $ . I could not get from the second part the missing part that is $ P (B mid C) $.

Is my procedure correct? If so, how can I find the second part?