etale/kMGTPB.html

## kMGTPB.html
<head>
<script type="text/javascript" src="http://cdn.mathjax.org/mathjax/latest/MathJax.js">
MathJax.Hub.Config({extensions:["tex2jax.js","TeX/AMSmath.js","TeX/AMSsymbols.js","TeX/autobold.js"],jax:["input/TeX","output/HTML-CSS"],tex2jax:{inlineMath:[['$','$'],['\\(','\\)']],displayMath:[['$$','$$'],['\\[','\\]']],processEscapes:true}});
</script>
</head>
<body>
\begin{array}{rcrcrcrclcrcr}
            & &                     & &          \mathrm{b} &=&        \log 2 &=& e^{            \log\log 2} &=& -0.3665\cdots\ \mathrm{X}&=&       0.6931\cdots\\
            & &          \mathrm{B} &=& 2^3    \ \mathrm{b} &=& 2^3    \log 2 &=& e^{3  \log 2 + \log\log 2} &=&  1.7129\cdots\ \mathrm{X}&=&       5.5451\cdots\\
\mathrm{kB} &=& 2^{10} \ \mathrm{B} &=& 2^{13} \ \mathrm{b} &=& 2^{13} \log 2 &=& e^{13 \log 2 + \log\log 2} &=&  8.6444\cdots\ \mathrm{X}&=&    5678.2617\cdots\\
\mathrm{MB} &=& 2^{20} \ \mathrm{B} &=& 2^{23} \ \mathrm{b} &=& 2^{23} \log 2 &=& e^{23 \log 2 + \log\log 2} &=& 15.5758\cdots\ \mathrm{X}&=& 5814539.9840\cdots\\
\mathrm{GB} &=& 2^{30} \ \mathrm{B} &=& 2^{33} \ \mathrm{b} &=& 2^{33} \log 2 &=& e^{33 \log 2 + \log\log 2} &=& 22.5073\cdots\ \mathrm{X}& &\\
\mathrm{TB} &=& 2^{40} \ \mathrm{B} &=& 2^{43} \ \mathrm{b} &=& 2^{43} \log 2 &=& e^{43 \log 2 + \log\log 2} &=& 29.4388\cdots\ \mathrm{X}& &\\
\mathrm{PB} &=& 2^{50} \ \mathrm{B} &=& 2^{53} \ \mathrm{b} &=& 2^{53} \log 2 &=& e^{53 \log 2 + \log\log 2} &=& 36.3702\cdots\ \mathrm{X}& &\\
\end{array}
</body>
	<head>
	<script type="text/javascript" src="http://cdn.mathjax.org/mathjax/latest/MathJax.js">
	MathJax.Hub.Config({extensions:["tex2jax.js","TeX/AMSmath.js","TeX/AMSsymbols.js","TeX/autobold.js"],jax:["input/TeX","output/HTML-CSS"],tex2jax:{inlineMath:[['$','$'],['\\(','\\)']],displayMath:[['$$','$$'],['\\[','\\]']],processEscapes:true}});
	</script>
	</head>
	<body>
	\begin{array}{rcrcrcrclcrcr}
	& & & & \mathrm{b} &=& \log 2 &=& e^{ \log\log 2} &=& -0.3665\cdots\ \mathrm{X}&=& 0.6931\cdots\\
	& & \mathrm{B} &=& 2^3 \ \mathrm{b} &=& 2^3 \log 2 &=& e^{3 \log 2 + \log\log 2} &=& 1.7129\cdots\ \mathrm{X}&=& 5.5451\cdots\\
	\mathrm{kB} &=& 2^{10} \ \mathrm{B} &=& 2^{13} \ \mathrm{b} &=& 2^{13} \log 2 &=& e^{13 \log 2 + \log\log 2} &=& 8.6444\cdots\ \mathrm{X}&=& 5678.2617\cdots\\
	\mathrm{MB} &=& 2^{20} \ \mathrm{B} &=& 2^{23} \ \mathrm{b} &=& 2^{23} \log 2 &=& e^{23 \log 2 + \log\log 2} &=& 15.5758\cdots\ \mathrm{X}&=& 5814539.9840\cdots\\
	\mathrm{GB} &=& 2^{30} \ \mathrm{B} &=& 2^{33} \ \mathrm{b} &=& 2^{33} \log 2 &=& e^{33 \log 2 + \log\log 2} &=& 22.5073\cdots\ \mathrm{X}& &\\
	\mathrm{TB} &=& 2^{40} \ \mathrm{B} &=& 2^{43} \ \mathrm{b} &=& 2^{43} \log 2 &=& e^{43 \log 2 + \log\log 2} &=& 29.4388\cdots\ \mathrm{X}& &\\
	\mathrm{PB} &=& 2^{50} \ \mathrm{B} &=& 2^{53} \ \mathrm{b} &=& 2^{53} \log 2 &=& e^{53 \log 2 + \log\log 2} &=& 36.3702\cdots\ \mathrm{X}& &\\
	\end{array}
	</body>