1.
Usually it was in all thirty seven bands at once, and would sometimes last for significant fractions of a second, sometimes only a few tens of microseconds
2.
Our fear of darkness is the fear of fractions
3.
There are no fractions
4.
of darkness is the fear of fractions
5.
was on fractions and decimals
6.
Most were multilingual because the fractions total far more than one
7.
She was very beautiful; a more clever, or a more lovely countenance he could not fancy to himself; and she no longer appeared of ice as before, when she sat outside the window, and beckoned to him; in his eyes she was perfect, he did not fear her at all, and told her that he could calculate in his head and with fractions, even; that he knew the number of square miles there were in the different countries, and how many inhabitants they contained; and she smiled while he spoke
8.
shouldn't think out loud when reducing fractions or word
9.
two fractions by using his men there to
10.
One who could galvanize warring fractions into a formidable force through a soul stirring speech
11.
n) High competitiveness in the prices and quality of the products through the elimination of the fixed cost and power of valorization with countless decimal fractions
12.
Dead and Dying said was true, then at least three mob fractions were out to get her
13.
Siddhartha Gautama spoke about literally developing awareness in terms of fractions of a second, to awaken people to the fleeting glimpses of an open, precognitive spaciousness that keeps occurring before things get interpreted in a particular perspective
14.
So it would make sense that if you stimulate someone‘s little finger, it would take time (fractions of a second) for the nerves to move that sensation to the brain where it would be felt, since the physical body is limited by space and time and nothing in the physical universe (according to Einstein) can travel faster than the speed of light
15.
“Okay, let’s start with fractions
16.
Simon took in the many buildings along the way, some crumpled in fractions, others without a visible scratch to be seen
17.
We will very often use fractions in our programs
18.
senior leaders from all three religions and fractions
19.
I taught high school mathematics and for a normal class, would cover one or two topics, say adding and subtracting fractions
20.
You don’t need to assign ten problems that deal with adding fractions
21.
fractions of a Mobius loop that physics calls
22.
particles are those small fractions of a Mobius
23.
particles are those small fractions of a Mobius loop that physics cal s
24.
the mine for fractions of seconds
25.
He may understand fractions better by comparing them to
26.
With the laser beams moving over the surface of their targets, penetrating deeply within fractions of seconds, the Terran ships started suffering heavy damages before their bridge crews could even realize that they were being fired upon, unless of course the bridge itself had been hit by a laser beam
27.
As if by magic, three quite large rectangular shapes became visible for fractions of a second; then the surface settled again
28.
The whole base area and its immediate surroundings were awash in thermonuclear plasma within fractions of a second, with the air around also quickly heated to temperatures of thousands of degrees centigrade
29.
Fractions of a second before his fingers touched the UPS, it dawned on him that it was immensely hot
30.
matter has been produced to date, but for only fractions of a second before it annihilated
31.
This notion could be led to other fractions of the yard too
32.
Same with fractions, I think I enjoyed that part so much because fractions are my thing
33.
Some of the questions in Math and Quantitative Numerical Reasoning tests involve with fractions because they are also related to decimals, percent, mixed numbers and algebraic expressions
34.
Again, if you master solving fractions, it will be a great edge for you
35.
Addition and Subtraction of Fractions
36.
In this process, the easiest way is to always simplify the fractions by finding the LCD aka least common denominator, then apply the operation
37.
To divide fractions, inverse the second fraction then we follow the rules in multiplication
38.
You can also cross-multiply the given fractions
39.
(4) ¾ + 5/2 + 1/3 – simplify the fractions given and convert the mixed number into improper fraction
40.
more than tiny fractions
41.
Christina’s mind was far from learning about dividing fractions, the subject her teacher was discussing
42.
Mark did not understand why Jack had drawn some arrows in red pen and some in blue, was it significant, or did his pen just run out? Mark had asked the detective for a diagram to explain the situation, and Jack had obliged, going in to great detail about the various fractions as he saw them
43.
Any technique that will tighten those fractions has to be used
44.
The relative difference between an infinitely small remaining fraction of 3-dimensional Space that is unsplit… splitting into even infinitely smaller fractions of 3 dimensions so minute, so tiny, that it can only be noticed by comparing how much energy vibrated billions of years ago; to how much energy vibrates now
45.
The Splitness of Time-Depth is also a series of exponential smaller fractions which go like this
46.
And so on ad-infinitum; exponentially splitting into infinitesimally smaller fractions of Infinite Depth
47.
We cannot tell the relative difference between any two moments, or Fractions of Time
48.
For instance, the reason Radiation travels at a much higher speed than other forms of energy is because when it was created, the fractions of Time-Depth splitting were relatively much longer-larger than they are now
49.
They are merely relative relationships that can be expressed in relative proportions as comparative fractions that do not change proportionally between themselves
50.
Now the fractions are so tiny we cannot use finite numbers to measure them
51.
each fraction connecting-to, and combining with others to form larger, less common combined fractions of infinitely small energy particles
52.
Infinite Time keeps on splitting into relatively smaller fractions exponentially, but since our awareness exists only inside the present moment the speed of events happening at different Time-periods is seen by us to be a sliding scale beginning at a blinding speed and ending up in a frozen crawl
53.
Finite Fractions are just abstract representations of the relative Splitness of the Infinite Universe
54.
What about the odd numbers? Odd numbers are merely odd fractions of a 12- Totality
55.
Fractions inside a Musical note that are odd: 5ths, 7ths, 9ths, 11ths… clash with each other
56.
In the same way throughout the Universe: the odd fractions of a Totality do not fit together, and they are not as stable as are Totalities, Dualities and Trialities
57.
then all of the mechanical functions of the Universe will be mathematically reduced into simple 12th’s, 8ths, 6ths, 4ths, 3rd’s, half’s, and 1’s… called simple fractions
58.
this is the reason why literally all scientific measurements that try to be exact: end up in insane decimal fractions that never end, and cannot be simplified
59.
It is the imaginary, abstract measurement of absolutes: using fractional equivalents turned into decimal fractions, comparing apples to oranges: in terms of accumulation
60.
Now researchers have found that the lost papers of Archimedes… showing that he had had actually developed a mathematics for fractionalizing infinity, as a wedge of a globe, or a parabola… He had himself discovered that the entire universe was built upon a series of infinite fractions
61.
time (fractions of a second) for the nerves to move that sensation to the brain where it
62.
This is exactly how fractions are reduced to their most basic denominators
63.
Just as fractions,
64.
omitting fractions), the side of which is five (7 x 7 = 49 x 100 = 4900), each of them being less by one (than the perfect square which includes the fractions, sc
65.
It was a strange way of killing! not by inches, but by fractions and hairbreadths, to beguile me with the spectre of a hope, through eighteen years!"
66.
What fractions of phrases did the lecture of those five whole words evoke?
67.
Fractions of a second might well tell the story in Berlin
68.
And fractions woman understanding fractions and business matters and he believed that, should a presented no difficulties to her at all
69.
Using Different Fixed Fractions
70.
fixed fractions, using different
71.
d displays SAS time values as hours and decimal fractions of hours
72.
d will print decimal fractions (e
73.
format in that it displays seconds as opposed to decimal fractions of minutes
74.
⏠⏠⏠20:52:02 Three leading spaces; useful when using fractions of seconds
75.
It can read time values in the following formats, where hh corresponds to hours, mm corresponds to minutes, ss corresponds to seconds, and ff corresponds to decimal fractions of seconds
76.
ff indicates decimal fractions of seconds and must be separated from the seconds by a decimal point (
77.
Both seconds and their decimal fractions are assumed to be zero if they are not present
78.
d writes time values in the ISO 8601 basic time notation hhmmssffffff, where hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds
79.
d writes datetime values in the ISO 8601 basic datetime notation yyyyMMddThhmmssffffff, where yyyy is the four-digit year, MM is the zero-padded month, dd is the zero-padded numerical day of the month, hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds
80.
Note that there are no other delimiters in the ISO basic datetime string, including the decimal fractions, which might make the result difficult to read
81.
ffffff, where yyyy is the four-digit year, MM is the zero-padded month, dd is the zero-padded numerical day of the month, hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds
82.
The format writes the adjusted local time in the ISO 8601 basic datetime and time zone notation yyyyMMddThhmmssffffff+|–hhmm, where yyyy is the four-digit year, MM is the zero-padded month, dd is the zero-padded numerical day of the month, hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds, which is then followed by the time offset
83.
ffffff+/-hh:mm, where yyyy is the four-digit year, MM is the zero-padded month, dd is the zero-padded numerical day of the month, hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds, which is then followed by the time offset
84.
d displays a SAS datetime value based on the zero meridian Coordinated Universal Time (UTC) in the ISO 8601 basic datetime and time zone notation yyyyMMddThhmmssffffff+|–hhmm, where yyyy is the four-digit year, MM is the zero-padded month, dd is the zero-padded numerical day of the month, hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds, which is then followed by the time offset
85.
d reads time values in the ISO 8601 basic time notation hhmmssffffff, where hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds
86.
ffffff, where hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds
87.
d reads Coordinated Universal Time (UTC) time values using the ISO 8601 basic time notation hhmmssffffff,+|-hhmm, where hh represents zero-padded hours, mm represents zero-padded minutes, ss represents zero-padded seconds, and ffffff is decimal fractions of seconds, which is then followed by the time offset
88.
ffffff+|-hh:mm, where hh represents zero-padded hours, mm represents zero-padded minutes, ss represents zero-padded seconds, and ffffff is decimal fractions of seconds, which is then followed by the time offset
89.
ffffff+|–hh:mm, where hh represents zero-padded hours, mm represents zero-padded minutes, ss represents zero-padded seconds, and ffffff is decimal fractions of seconds, which is then followed by the time offset
90.
d reads datetime values in the ISO 8601 basic datetime notation yyyyMMddThhmmssffffff, where yyyy is the four-digit year, MM is the zero-padded month, dd is the zero-padded numerical day of the month, hh represents zero-padded hours, mm represents zero-padded minutes, ss represents seconds, and ffffff is decimal fractions of seconds
91.
Note that there are no other delimiters in the ISO basic datetime string, including the decimal fractions
92.
fff, in the extended notation, where yyyy is the number of years, MM is the number of months, dd is number of days, hh represents number of hours, mm represents minutes, and ss represents seconds in the period, with fff as decimal fractions of seconds up to the millisecond
93.
Times are stored in Excel as fractions of days, so noon of a given day is
94.
It will not as a rule pay the trader to attempt scalping fractions out of the leaders in a dull market
95.
This program of acquisition of small fractions of businesses (common stocks) at bargain prices, for which little enthusiasm exists, contrasts sharply with general corporate acquisition activity, for which much enthusiasm exists
