So a quasar at an absolute magnitude of − 25. 5 is 100 times brighter than our galaxy ( because ( 10 < sup > 0. 4 </ sup >)< sup >(− 20. 5 -(− 25. 5 ))</ sup >

After Christians in Ephesus first wrote to their counterparts recommending Apollos to them, he went to Achaia where Paul names him as an apostle ( 1 Cor 4: 6, 9-13 ) Given that Paul only saw himself as an apostle ' untimely born ' ( 1 Cor 15: 8 ) it is certain that Apollos became an apostle in the regular way ( as a witness to the risen Lord and commissioned by Jesus-1 Cor 15: 5-9 ; 1 Cor 9: 1 ).< ref > So the Alexandrian recension ; the text in < sup > 38 </ sup > and Codex Bezae indicate that Apollos went to Corinth.

So, for example, while R < sup > n </ sup > is a Banach space with respect to any norm defined on it, it is only a Hilbert space with respect to the Euclidean norm.

So, substituting the angular momentum and moment of inertia into E < sub > rot </ sub >, the rotational energy levels of a diatomic molecule are given by:

So P < sub > n </ sub > agree with the Bernoulli polynomials on the interval ( 0, 1 ) and are periodic with period 1.

So the parameters are: a — distance from center C to either vertex b — length of a perpendicular segment from each vertex to the asymptotes c — distance from center C to either Focus point, F < sub > 1 </ sub > and F < sub > 2 </ sub >, and θ — angle formed by each asymptote with the transverse axis.

So the logarithm function is in fact a group isomorphism from the group ( R < sup >+</ sup >,< big >×</ big >) to the group ( R ,< big >+</ big >).

) So far, observations show any rotation of the Universe is very slow ( no faster than once every 60 · 10 < sup > 12 </ sup > years ( 10 < sup >− 13 </ sup > rad / yr )), and debate persists over whether there is any rotation.

So in the example above, the has simply been replaced by < code >< nowiki > http :// usemod. com / cgi-bin / mb. pl ?</ nowiki ></ code > in creating the target of the HTML rendered link.

So if there are m factors, there will be 2 < sup > m </ sup > idempotents.

So, in these cases, the lethal concentration may be given simply as LC < sub > 50 </ sub > and qualified by a duration of exposure ( e. g., 10 minutes ).

So < sup > 256 </ sup > Fm was produced by the decays of cyclotron-synthesized mendelevium.

So if L ( r ) is proportional to r < sup >− 2 </ sup >, then for to be finite, N ( r ) must be proportional to r < sup > b </ sup >, where b < 1.

So beginning at the left and moving to the right, find the first ( and in this case, the only ) parenthesis, that is, ( 2 + 2 < sup > 2 </ sup >).

So the correct value for our original expression, 4 × 2 < sup > 2 </ sup > − ( 2 + 2 < sup > 2 </ sup >), is 10.

So, < τέλειος > (< téleios >, meaning " perfect " and " complete ") yields < τέλεια > (< téleia >, " perfectly ") and < τελείως > (< teleíos >, " completely ").

So the output contains sinusoidal terms with frequencies at the sum ω < sub > 1 </ sub > + ω < sub > 2 </ sub > and difference ω < sub > 1 </ sub >-ω < sub > 2 </ sub > of the two original frequencies.

So, for example, H ( C = O )( CHOH )< sub > 4 </ sub > H is pentose, H ( CHOH )( C = O )( CHOH )< sub > 3 </ sub > H is pentulose, and H ( CHOH )< sub > 2 </ sub >( C = O )( CHOH )< sub > 2 </ sub > H is pent-3-ulose.

So with four complete Push-Pull Super-Sets No. 1, four of No. 2, four of No. 3 and four to six sets of the Incline Bench Press, you can see that Henri De Courcy has had a terrific mass-building, muscle-shaping, torso-defining workout that cannot be improved upon.

So the audience last night was all ears and eyes just after Act 2, got a rousing opening chorus, `` Where's Charley??

110 of the most famous strips have been reprinted in their original size and colors in the 2005 collection Little Nemo in Slumberland, So Many Splendid Sundays ( ISBN 978-0-9768885-9-8 ), a 16x21 inch hardcover book from Sunday Press Books and its sequel the 2008 collection Little Nemo in Slumberland, Many More Splendid Sundays, Volume 2 ( ISBN 978-0976888550 ) with 110 more images.

" So if you write something that knows 1. 0, what should you do if you encounter 2. 0 or 1. 1?

So a list holding the numbers 1, 2, and 3, usually written as "( 1 2 3 )", could be represented as follows:

So the 6 – 2 formation is actually a 4 – 2 system, but the back-row setter penetrates to set.

So ( 1 ) is Universal Grammar in the first theoretical sense, ( 2 ) is the linguistic data to which the child is exposed.

So, 15 half-losers opposite 15 half-losers leads to 25 -( 15 + 15 )/ 2 =

So, knowing log < sub > 10 </ sub >( 2 ) = 0. 301, the rest can be derived:

So a nonzero number is a residue mod 8, 16, etc., if and only if it is of the form 4 < sup > k </ sup >( 8n + 1 ).

So if α in C < sub > n </ sub >( X ) is an n-cycle, then f < sub >#</ sub >( α ) and g < sub >#</ sub >( α ) differ by a boundary:

So JGR decided to build 21 new streamlined versions of the class C55 locomotive < sup >( Japanese )</ sup >.

So it is sufficient to show that the Fourier series coefficients of s < sub > P </ sub >( t ) are.

Most often it is used in the context of a manifold M. The mapping class group of M is interpreted as the group of isotopy-classes of automorphisms of M. So if M is a topological manifold, the mapping class group is the group of isotopy-classes of homeomorphisms of M. If M is a smooth manifold, the mapping class group is the group of isotopy-classes of diffeomorphisms of M. Whenever the group of automorphisms of an object X has a natural topology, the mapping class group of X is defined as Aut ( X )/ Aut < sub > 0 </ sub >( X ) where Aut < sub > 0 </ sub >( X ) is the path-component of the identity in Aut ( X ).

So what are the reps of Diff < sub > x </ sub >< sup > 1 </ sup >( M )?

# Love So Pure < SMALL >( Andy Sturmer )</ SMALL >

#" So Real " – 5: 40 < font size = 1 >( From The Death Trip Continues, also available on Scream 3: The Album.

So, the superselection sectors are classified by the second homotopy group of Σ, π < sub > 2 </ sub >( Σ ).

" So 2-2 is hard way 4, for example.

So in May 1893 a new regulation to all chiefs of police, stated that the police should not intervene, if the two last fields in the flag were longer than 6 / 4 as long as these did not exceed 7 / 4, and provided that this was the only rule violated.

: 4: 53 So the father knew that it was at the same hour, in the which Jesus said unto him, Thy son liveth: and himself believed, and his whole house.

So, a 20 % change in environmental sustainability from 4 to 4. 8 has the same effect on the geometric mean as a 20 % change in financial viability from 60 to 72.

So the least common multiple of 4 and 6 is the smallest one of those: 12

So even if the wheel has landed on red in ten consecutive spins the probability that the next spin will be black is still 48. 6 % ( assuming a fair European wheel with only one green zero: it would be exactly 50 % if there were no green zero and the wheel were fair, and 47. 4 % for a fair American wheel with one green " 0 " and one green " 00 ").

( So player 1 makes the first 4 moves of the game, but the stone colors still alternate ).

So a game lasts for at least 2n moves, and the number of pharisees is divisible by 4.

So the true answer is not 1. 4 but 14.

So, we see that the TOI input power level is simply 4 / 3 times the ratio of the gain and the cubic distortion term in the device transfer function.

So, out of every 16 nucleons ( 2 neutrons and 14 protons ), 4 of these ( 25 % of the total particles and total mass ) combine quickly, once temperatures are lowered, into one helium-4 nucleus.

Indium antimonide, an example of a high mobility semiconductor, could have an electron mobility above 4 m < sup > 2 </ sup >· V < sup >− 1 </ sup >· s < sup >− 1 </ sup > at 300 K. So in a 0. 25 T field, for example the magnetoresistance increase would be 100 %.

During some high-profile or live programming such as American Idol and So You Think You Can Dance however, Fox does display their network logo in the 4: 3 safe area and forgoes the affiliate's logo, mainly for promotional consideration due to fair use of clips from each series by other media outlets ( et al., news programming and clip programs such as those seen on E!

* " Liberty ", a song by the Grateful Dead, on their albums So Many Roads ( 1965 – 1995 ) and Road Trips Volume 2 Number 4

So Euler's theorem yields 7 < sup > 4 </ sup > ≡ 1 ( mod 10 ), and we get 7 < sup > 222 </ sup > ≡ 7 < sup > 4 × 55 + 2 </ sup > ≡ ( 7 < sup > 4 </ sup >)< sup > 55 </ sup >× 7 < sup > 2 </ sup > ≡ 1 < sup > 55 </ sup >× 7 < sup > 2 </ sup > ≡ 49 ≡ 9 ( mod 10 ).

On October 14, 1983, She's So Unusual was released and peaked at No. 4 in the US becoming a worldwide hit.