Tag: Full

events – Reliable source for the dates of the full moon party in Thailand

The Wikipedia page for the Full Moon Party had obtained the 2020 calendar from a single site, a person's blog. Being of the skeptical genre, I have searched Google for other sources, and unsurprisingly, they are in conflict. This becomes more and more ridiculous as the dates go in the future, from July 2020. A site cannot even have the correct day of the week ("Friday October 1" … this is a Thursday)

Is there a more reliable source for the Full Moon Party dates than the ones I added to the Wikipedia page?

blockchain – How do thin client users know the correct merge path for transactions they have sent without knowing the full block?

how do A and B know the correct merkle path without needing the whole block?

Many thin clients will synchronize with the longest chain of headers, assuming that other nodes on the network will check the validity of the full content of these blocks. (Consider: if each node was a thin client, miners could include invalid transactions in blocks, and none of the thin clients would know!)

By requesting the intermediate states of the merkle tree from a node that has the complete block, a thin client can verify that a transaction that interests the user is included in a block that is part of the chain the longer, more efficiently than validating the entire block itself (the caveat being the validity hypothesis mentioned above).

Do they need a centralized provider that processes the blocks to calculate them for them? Is it possible to do this in a decentralized way?

It depends entirely on the implementation. Some lightweight wallets may simply remind a certain server, operated by the developers of the portfolio, for example. Other thin clients may attempt to extract this information from random nodes on the network. Some are even designed to connect to your own node.

Ultimately, the highest level of certainty will come from running a full validation node yourself (i.e., a full node). As bitcoiners like to say: don't trust, check.

Where to put the IP address of the full node

My new altcoin is almost ready. I have a full operational node and wonder how people will connect to it. What should I do?

JavaScript onkeydown event does not work in full screen mode (F11)

I have a page that has a header. I would like the F11 button (which leaves the browser in full screen mode) the header to be hidden from the page and when I click again, the header will reappear on the page.

When I click the F11 key for the first time, everything goes perfectly, the page goes into full screen mode without a header. However, when I click the F11 key again, the page exits full screen mode, but the header does not return to the page. If, after that, I press the F11 key again, the page goes into full screen mode with the header.

In other words, the event onkeydown it does not work in full screen.

I have made a simple example here that clarifies the situation I am going through with my code. Look: 









Katie Bouman - My girlfriend

SQL Server – Why do I have to change media sets to create a full backup to a new file and what does it mean?

I am trying to create a full ad-hoc backup as a snapshot of the database on time and when I have added a new file to back up I get it following error:

Fault

I see that I can overcome this error by accessing the media options and replacing the replacement media with "Save to new media set and erase all existing backup sets". What does this mean? … will I lose my existing backups if I do?

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Linear algebra – Number of orbits of the Borel subgroup on the full variety of the flag

Let $ mathcal B $ to be the full flag variety of $ mathbb {C} ^ n $, and $ B_n $ the group of invertible upper triangular matrices.

Which brings up this question is the following statement:

Number of $ GL_n $ orbit $ mathcal B times mathcal B $ is finished.

This number is equal to the number of $ B_n $ orbit $ mathcal B $. Each flag $ F in mathcal B $ is stabilized by the conjugate of some $ T in B_n $ – since the dimension of $ mathcal B $ East $ n (n-1) / $ 2, there is $ n choose {2} $ Phone $ B_n $– orbits in $ mathcal B $.

Hence the following statement. Is this proof correct? Or is something missing in the plan above?

postgresql – Postgres – Join the last line with the full join

I have 3 tables products, stock_entries and purchase_invoice_items. I am trying to create a materialized view using these 3 tables. In addition, I wish to join only the last line of purchase_invoice_items as well as. Here is the example of the query:

select *, latest_pii.price, latest_pii.id
from products prd
left outer join stock_entries se on se.product_id = prd.id
left outer join purchase_invoice_items pii on pii.id = se.purchase_invoice_item_id
left outer join (
        select id, price
        from purchase_invoice_items
     ) latest_pii ON latest_pii.id = (select max(sq_pii.id) from purchase_invoice_items sq_pii where sq_pii.id = pii.id)

But this does not give correct results. Here's what the output looks like:

(
  {id: 1, latest_pii_price: 350, latest_pii_id: 5, pii_price: 350, pii_id: 5},
  {id: 1, latest_pii_price: 350, latest_pii_id: 6, pii_price: 350, pii_id: 6},
  {id: 1, latest_pii_price: 300, latest_pii_id: 9, pii_price: 300, pii_id: 9},
)

Instead, I expected the output to be as follows:

(
  {id: 1, latest_pii_price: 300, latest_pii_id: 9, pii_price: 350, pii_id: 5},
  {id: 1, latest_pii_price: 300, latest_pii_id: 9, pii_price: 350, pii_id: 6},
  {id: 1, latest_pii_price: 300, latest_pii_id: 9, pii_price: 300, pii_id: 9},
)

I can't figure out what I'm missing. Any help would be appreciated. Thank you

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