WeChat ID
aaronpk_tv
The first construction permits have been approved for LOCA @ the Goat Blocks, a mixed use development in the Central Eastside.
Standalone GPS datalogger (100+ hours). Record adventures without draining the battery on your iPhone or iPod touch. No need to keep an app running. Just start and stop the GPS Pro's datalogger using a simple button press. Discover something cool? Mark your current location as a point of interest (POI) with another button press.
Generally speaking, there are only a few ways to make money on the Internet. There are e-commerce companies and marketplaces — think Amazon, eBay and Uber — that profit from transactions occurring on their platforms. Hardware companies, like Apple or Fitbit, profit from gadgets. For everyone else, though, it more or less comes down to advertising.
When looking at a biological “family tree” (such as the evolutionary history of the horse), the general public insists on seeing any movement as intrinsically “progressive”, moving from “primitive” to “advanced” designs. Yet somehow when looking at the linguistic equivalent (such as the development of the Romance languages from Vulgar Latin) they see exactly the reverse – any change is proof that the language is in decline. In reality they're just as wrong both times!
Flakes is a combination of CSS Libraries, JavaScript Libraries and Design files that serve as a foundation. Flakes gives priority to function and usability over glitz, it takes a no-nonsense approach to user interface design.
When we tune an instrument, we would like for all our octaves and fifths to be perfect. One way to tune an instrument would be to start with a pitch and start working out the fifths above and below it it. We start with some frequency that we call C. Then 3/2 times that frequency is G, 9/4 times that frequency is D (an octave and a step above our original C), and so on. If you learned about the “circle of fifths” at some point in your musical life, then you know that if we keep going up by fifths, we’ll eventually land back on something we’d like to call C. It takes a total of 12 steps, and so if we keep all our fifths perfect, the frequency of the C we get at the end is 312/212, or 531441/4096, times the frequency of the C we had at the beginning. You might notice that 531441/4096 is not an integer, much less a power of 2, so our ears would not perceive the C at the end as being in tune with the C at the beginning. (531441/4096 is about 130, which is 2 more than a power of 2, so we would hear the C at the top as being sharp.) And it’s not a problem with the assumption that it takes 12 fifths to get from C to shining C. We can never get perfect octaves from a stack of fifths because no power of 3/2 will ever give us a power of 2.