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#< u > Distance </ u >: Increasing distance reduces dose due to the inverse square law.
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#< and u
#< u > Shielding </ u >: The term ' biological shield ' refers to a mass of absorbing material placed around a reactor, or other radioactive source, to reduce the radiation to a level safe for humans.
#< font size =" 3 "> k < span style =" color: darkorange ">́</ span > u < span style =" color: darkorange ">̭</ span > o < span style =" color: darkorange ">̄́</ span > n </ font > ( U + 006B < span style =" color: darkorange "> U + 0301 </ span > U + 0075 < span style =" color: darkorange "> U + 032D </ span > U + 006F < span style =" color: darkorange "> U + 0304 U + 0301 </ span > U + 006E )</ div >
#< font color = green > I have the main image for further analysis: If u still dispute this, I still have the actual image ( which is larger than the 640X480 image in dispute-whose size I changed myself ).
#< and >
#< li value = 12 > " Big Cheese " ( Cobain, Krist Novoselic ) – 3: 42 ( originally the B-side of the " Love Buzz " single )
: The notes leading down to F < sub > 1 </ sub > were accommodated on the keys of a " short-scaled octave " from c to C ( only F #< sub > 1 </ sub > and G #< sub > 1 </ sub >, as well as C # and Eb continued to be omitted.
#< and </
#< font size =" 3 ">< span style =" color: green "> Å </ span > str < span style =" color: green "> ö </ span > m </ font > (< span style =" color: green "> U + 00C5 </ span > U + 0073 U + 0074 U + 0072 < span style =" color: green "> U + 00F6 </ span > U + 006D )</ font >
#< font color =" black ">< font size =" 3 "> A < span style =" color: darkorange ">̊</ span > stro < span style =" color: darkorange ">̈</ span > m </ font > ( U + 0041 < span style =" color: darkorange "> U + 030A </ span > U + 0073 U + 0074 U + 0072 U + 006F < span style =" color: darkorange "> U + 0308 </ span > U + 006D )</ div >
#< font size =" 3 ">< span style =" color: green "> ḱṷṓ </ span > n </ font > (< span style =" color: green "> U + 1E31 U + 1E77 U + 1E53 </ span > U + 006E )
#< li value =" 4 "> The equation for calculating the angle of repose is tan < sup >- 1 </ sup >( h / d ).
#< and >:
The number of terms in multinomial sum, #< sub > n, m </ sub >, is equal to the number of monomials of degree n on the variables x < sub > 1 </ sub >, …, x < sub > m </ sub >:
#< and .
#< li value =" 4 "> It is computationally elegant and relatively robust against violations to its assumptions.
When a user wants to download a packet or file from a bot, the user would type something such as " xdcc send #< pack number >" to the bot.
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