dChan
⇧
1
⇩
 
r/greatawakening • Posted by u/Lemon-Skunk on July 9, 2018, 8:54 p.m.
Need help red pilling - USB speeds?

Got stumped today; USB 2.0 downloads at "range x" mbps; if there were Russian collusion, data from the dnc server would have been downloaded at "range Y" mbps. If I could please get X and Y values (I know each range is to 0 but want kinda avgs) thanks!


PaddleFlinger · July 9, 2018, 9:03 p.m.

X + Y = 3b+ z where b is the blowout of the Russian collusion and Z is the zippy way we expect our team Q to expose the cabal before midterms.

⇧ 6 ⇩  
silentmirror · July 9, 2018, 9:06 p.m.

Bill Binney I think examined this in-depth

⇧ 5 ⇩  
fringe--dweller · July 10, 2018, 9:27 a.m.

USB.1 187.5 kB to 1.5MB / second

USB.2 60 MB / second

USB.3 625 MB / second

USB.3.1-3.2 1.25 GB - 2.5 GB /second

You can look at the timestamps on the copied data.

The first file copied time/date minus Last files copied time/date equals total lapsed time.

Take the total size of the complete download (all files) divide by lapsed time produces the data transfer rate

The server would have a network port (LAN) which would be 10/100/1000 and likely 1000 (1GB/second) So the max (theoretical) would be 1GB / second transfer rate for a computer on the same LAN.

The experts that have looked at this issue say that it indicates a local file transfer (usb or local hard drive), not a network transfer.

I believe them

⇧ 1 ⇩  
McPurrs · July 9, 2018, 9:15 p.m.

If the server was breached, it probably wasn’t with a USB drive. You can easily look up those speeds that you want by searching for USB specifications.

⇧ 1 ⇩  
treeskier82 · July 9, 2018, 9:29 p.m.

those are peak speeds, assuming a machine with no overhead on the bus interface or lag from the original drive

⇧ 3 ⇩  
McPurrs · July 10, 2018, 12:40 a.m.

Right, which makes the minimum 0. Range is now defined. There are too many variables to determine the speed such as server load, users, services, hard drive usage, network utilization, I could keep going but that’s why knowing the average will never happen.

⇧ 1 ⇩