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[Title]
[g܂ޑ召r

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% Ȃ΁C[Level1]ɏ̂̂܂ܖ蕶ƂȂB
[Problem]
̊eg̐̑召Asgĕ\ȂB

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[FontSize]
5

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[usepackage]
\usepackage{amssymb}

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% ꂼ̖𓚂$\displaystyle $tȂꍇ́COFF܂0
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[displaystyle]
OFF


% Level1̖BȉLevel7܂œlB
% 1sڂɂ͏ڍאݒ̃^CgB
% 2sڈȍ~ɖƂ̉𓚂B
% Ɖ𓚁C𓚂Ɩ͂PsďB
% vZߒꍇ́CƉ𓚂̊ԂɂPsԊuC
% ŏprocessƂsC̎̍svZߒĂB
[Level1]
{[gm

$\sqrt{2}\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{2}\,<\,\sqrt{3}$

$\sqrt{5}\,,\hspace{5pt}\,\,\,\sqrt{6}$

$\sqrt{5}\,<\,\sqrt{6}$

$\sqrt{10}\,,\hspace{5pt}\,\,\,\sqrt{11}$

$\sqrt{10}\,<\,\sqrt{11}$

$\sqrt{13}\,,\hspace{5pt}\,\,\,\sqrt{14}$

$\sqrt{13}\,<\,\sqrt{14}$

$\sqrt{0.1}\,,\hspace{5pt}\,\,\,\sqrt{0.2}$

$\sqrt{0.1}\,<\,\sqrt{0.2}$

$\sqrt{0.2}\,,\hspace{5pt}\,\,\,\sqrt{0.3}$

$\sqrt{0.2}\,<\,\sqrt{0.3}$

$\sqrt{0.3}\,,\hspace{5pt}\,\,\,\sqrt{0.4}$

$\sqrt{0.3}\,<\,\sqrt{0.4}$

$\sqrt{17}\,,\hspace{5pt}\,\,\,\sqrt{19}$

$\sqrt{17}\,<\,\sqrt{19}$

$\sqrt{15}\,,\hspace{5pt}\,\,\,\sqrt{17}$

$\sqrt{15}\,<\,\sqrt{17}$

$\sqrt{19}\,,\hspace{5pt}\,\,\,\sqrt{21}$

$\sqrt{19}\,<\,\sqrt{21}$

$\sqrt{21}\,,\hspace{5pt}\,\,\,\sqrt{22}$

$\sqrt{21}\,<\,\sqrt{22}$

$\sqrt{22}\,,\hspace{5pt}\,\,\,\sqrt{23}$

$\sqrt{22}\,<\,\sqrt{23}$

$\sqrt{0.9}\,,\hspace{5pt}\,\,\,\sqrt{1}$

$\sqrt{0.9}\,<\,\sqrt{1}$

$\sqrt{1.9}\,,\hspace{5pt}\,\,\,\sqrt{2}$

$\sqrt{1.9}\,<\,\sqrt{2}$

$\sqrt{2.9}\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{2.9}\,<\,\sqrt{3}$

$\sqrt{1}\,,\hspace{5pt}\,\,\,\sqrt{1.1}$

$\sqrt{1}\,<\,\sqrt{1.1}$

$\sqrt{2}\,,\hspace{5pt}\,\,\,\sqrt{2.1}$

$\sqrt{2}\,<\,\sqrt{2.1}$

$\sqrt{3}\,,\hspace{5pt}\,\,\,\sqrt{3.1}$

$\sqrt{3}\,<\,\sqrt{3.1}$

$\sqrt{6}\,,\hspace{5pt}\,\,\,\sqrt{7}$

$\sqrt{6}\,<\,\sqrt{7}$

$\sqrt{3}\,,\hspace{5pt}\,\,\,\sqrt{2}$

$\sqrt{3}\,>\,\sqrt{2}$

$\sqrt{6}\,,\hspace{5pt}\,\,\,\sqrt{5}$

$\sqrt{6}\,>\,\sqrt{5}$

$\sqrt{11}\,,\hspace{5pt}\,\,\,\sqrt{10}$

$\sqrt{11}\,>\,\sqrt{10}$

$\sqrt{14}\,,\hspace{5pt}\,\,\,\sqrt{13}$

$\sqrt{14}\,>\,\sqrt{13}$

$\sqrt{0.2}\,,\hspace{5pt}\,\,\,\sqrt{0.1}$

$\sqrt{0.2}\,>\,\sqrt{0.1}$

$\sqrt{0.3}\,,\hspace{5pt}\,\,\,\sqrt{0.2}$

$\sqrt{0.3}\,>\,\sqrt{0.2}$

$\sqrt{0.4}\,,\hspace{5pt}\,\,\,\sqrt{0.3}$

$\sqrt{0.4}\,>\,\sqrt{0.3}$

$\sqrt{19}\,,\hspace{5pt}\,\,\,\sqrt{17}$

$\sqrt{19}\,>\,\sqrt{17}$

$\sqrt{17}\,,\hspace{5pt}\,\,\,\sqrt{15}$

$\sqrt{17}\,>\,\sqrt{15}$

$\sqrt{21}\,,\hspace{5pt}\,\,\,\sqrt{19}$

$\sqrt{21}\,>\,\sqrt{19}$

$\sqrt{22}\,,\hspace{5pt}\,\,\,\sqrt{21}$

$\sqrt{22}\,>\,\sqrt{21}$

$\sqrt{23}\,,\hspace{5pt}\,\,\,\sqrt{22}$

$\sqrt{23}\,>\,\sqrt{22}$

$\sqrt{1}\,,\hspace{5pt}\,\,\,\sqrt{0.9}$

$\sqrt{1}\,>\,\sqrt{0.9}$

$\sqrt{2}\,,\hspace{5pt}\,\,\,\sqrt{1.9}$

$\sqrt{2}\,>\,\sqrt{1.9}$

$\sqrt{3}\,,\hspace{5pt}\,\,\,\sqrt{2.9}$

$\sqrt{3}\,>\,\sqrt{2.9}$

$\sqrt{1.1}\,,\hspace{5pt}\,\,\,\sqrt{1}$

$\sqrt{1.1}\,>\,\sqrt{1}$

$\sqrt{2.1}\,,\hspace{5pt}\,\,\,\sqrt{2}$

$\sqrt{2.1}\,>\,\sqrt{2}$

$\sqrt{3.1}\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{3.1}\,>\,\sqrt{3}$

$\sqrt{7}\,,\hspace{5pt}\,\,\,\sqrt{6}$

$\sqrt{7}\,>\,\sqrt{6}$






[Level2]
-[gm


$-\sqrt{2}\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-\sqrt{2}\,>-\,\sqrt{3}$

$-\sqrt{5}\,,\hspace{5pt}\,\,\,-\sqrt{6}$

$-\sqrt{5}\,>-\,\sqrt{6}$

$-\sqrt{10}\,,\hspace{5pt}\,\,\,-\sqrt{11}$

$-\sqrt{10}\,>-\,\sqrt{11}$

$-\sqrt{13}\,,\hspace{5pt}\,\,\,-\sqrt{14}$

$-\sqrt{13}\,>-\,\sqrt{14}$

$-\sqrt{0.1}\,,\hspace{5pt}\,\,\,-\sqrt{0.2}$

$-\sqrt{0.1}\,>-\,\sqrt{0.2}$

$-\sqrt{0.2}\,,\hspace{5pt}\,\,\,-\sqrt{0.3}$

$-\sqrt{0.2}\,>-\,\sqrt{0.3}$

$-\sqrt{0.3}\,,\hspace{5pt}\,\,\,-\sqrt{0.4}$

$-\sqrt{0.3}\,>-\,\sqrt{0.4}$

$-\sqrt{17}\,,\hspace{5pt}\,\,\,-\sqrt{19}$

$-\sqrt{17}\,>-\,\sqrt{19}$

$-\sqrt{15}\,,\hspace{5pt}\,\,\,-\sqrt{17}$

$-\sqrt{15}\,>-\,\sqrt{17}$

$-\sqrt{19}\,,\hspace{5pt}\,\,\,-\sqrt{21}$

$-\sqrt{19}\,>-\,\sqrt{21}$

$-\sqrt{21}\,,\hspace{5pt}\,\,\,-\sqrt{22}$

$-\sqrt{21}\,>-\,\sqrt{22}$

$-\sqrt{22}\,,\hspace{5pt}\,\,\,-\sqrt{23}$

$-\sqrt{22}\,>-\,\sqrt{23}$

$-\sqrt{0.9}\,,\hspace{5pt}\,\,\,-\sqrt{1}$

$-\sqrt{0.9}\,>-\,\sqrt{1}$

$-\sqrt{1.9}\,,\hspace{5pt}\,\,\,-\sqrt{2}$

$-\sqrt{1.9}\,>-\,\sqrt{2}$

$-\sqrt{2.9}\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-\sqrt{2.9}\,>-\,\sqrt{3}$

$-\sqrt{1}\,,\hspace{5pt}\,\,\,-\sqrt{1.1}$

$-\sqrt{1}\,>-\,\sqrt{1.1}$

$-\sqrt{2}\,,\hspace{5pt}\,\,\,-\sqrt{2.1}$

$-\sqrt{2}\,>-\,\sqrt{2.1}$

$-\sqrt{3}\,,\hspace{5pt}\,\,\,-\sqrt{3.1}$

$-\sqrt{3}\,>-\,\sqrt{3.1}$

$-\sqrt{6}\,,\hspace{5pt}\,\,\,-\sqrt{7}$

$-\sqrt{6}\,>-\,\sqrt{7}$

$-\sqrt{3}\,,\hspace{5pt}\,\,\,-\sqrt{2}$

$-\sqrt{3}\,<-\,\sqrt{2}$

$-\sqrt{6}\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-\sqrt{6}\,<-\,\sqrt{5}$

$-\sqrt{11}\,,\hspace{5pt}\,\,\,-\sqrt{10}$

$-\sqrt{11}\,<-\,\sqrt{10}$

$-\sqrt{14}\,,\hspace{5pt}\,\,\,-\sqrt{13}$

$-\sqrt{14}\,<-\,\sqrt{13}$

$-\sqrt{0.2}\,,\hspace{5pt}\,\,\,-\sqrt{0.1}$

$-\sqrt{0.2}\,<-\,\sqrt{0.1}$

$-\sqrt{0.3}\,,\hspace{5pt}\,\,\,-\sqrt{0.2}$

$-\sqrt{0.3}\,<-\,\sqrt{0.2}$

$-\sqrt{0.4}\,,\hspace{5pt}\,\,\,-\sqrt{0.3}$

$-\sqrt{0.4}\,<-\,\sqrt{0.3}$

$-\sqrt{19}\,,\hspace{5pt}\,\,\,-\sqrt{17}$

$-\sqrt{19}\,<-\,\sqrt{17}$

$-\sqrt{17}\,,\hspace{5pt}\,\,\,-\sqrt{15}$

$-\sqrt{17}\,<-\,\sqrt{15}$

$-\sqrt{21}\,,\hspace{5pt}\,\,\,-\sqrt{19}$

$-\sqrt{21}\,<-\,\sqrt{19}$

$-\sqrt{22}\,,\hspace{5pt}\,\,\,-\sqrt{21}$

$-\sqrt{22}\,<-\,\sqrt{21}$

$-\sqrt{23}\,,\hspace{5pt}\,\,\,-\sqrt{22}$

$-\sqrt{23}\,<-\,\sqrt{22}$

$-\sqrt{1}\,,\hspace{5pt}\,\,\,-\sqrt{0.9}$

$-\sqrt{1}\,<-\,\sqrt{0.9}$

$-\sqrt{2}\,,\hspace{5pt}\,\,\,-\sqrt{1.9}$

$-\sqrt{2}\,<-\,\sqrt{1.9}$

$-\sqrt{3}\,,\hspace{5pt}\,\,\,-\sqrt{2.9}$

$-\sqrt{3}\,<-\,\sqrt{2.9}$

$-\sqrt{1.1}\,,\hspace{5pt}\,\,\,-\sqrt{1}$

$-\sqrt{1.1}\,<-\,\sqrt{1}$

$-\sqrt{2.1}\,,\hspace{5pt}\,\,\,-\sqrt{2}$

$-\sqrt{2.1}\,<-\,\sqrt{2}$

$-\sqrt{3.1}\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-\sqrt{3.1}\,<-\,\sqrt{3}$

$-\sqrt{7}\,,\hspace{5pt}\,\,\,-\sqrt{6}$

$-\sqrt{7}\,<-\,\sqrt{6}$




[Level3]
{Ɓ{[g




$\sqrt{2}\,,\hspace{5pt}\,\,\,2$

$\sqrt{2}\,<\,2$

$\sqrt{3}\,,\hspace{5pt}\,\,\,2$

$\sqrt{3}\,<\,2$

$\sqrt{5}\,,\hspace{5pt}\,\,\,2$

$\sqrt{5}\,>\,2$

$\sqrt{3}\,,\hspace{5pt}\,\,\,3$

$\sqrt{3}\,<\,3$

$\sqrt{8}\,,\hspace{5pt}\,\,\,3$

$\sqrt{8}\,<\,3$

$\sqrt{10}\,,\hspace{5pt}\,\,\,3$

$\sqrt{10}\,>\,3$

$\sqrt{4}\,,\hspace{5pt}\,\,\,4$

$\sqrt{4}\,<\,4$

$\sqrt{15}\,,\hspace{5pt}\,\,\,4$

$\sqrt{15}\,<\,4$

$\sqrt{17}\,,\hspace{5pt}\,\,\,4$

$\sqrt{17}\,>\,4$

$\sqrt{5}\,,\hspace{5pt}\,\,\,5$

$\sqrt{5}\,<\,5$

$\sqrt{24}\,,\hspace{5pt}\,\,\,5$

$\sqrt{24}\,<\,5$

$\sqrt{26}\,,\hspace{5pt}\,\,\,5$

$\sqrt{26}\,>\,5$

$\sqrt{6}\,,\hspace{5pt}\,\,\,6$

$\sqrt{6}\,<\,6$

$\sqrt{35}\,,\hspace{5pt}\,\,\,6$

$\sqrt{35}\,<\,6$

$\sqrt{37}\,,\hspace{5pt}\,\,\,6$

$\sqrt{37}\,>\,6$

$\sqrt{7}\,,\hspace{5pt}\,\,\,7$

$\sqrt{7}\,<\,7$

$\sqrt{48}\,,\hspace{5pt}\,\,\,7$

$\sqrt{48}\,<\,7$

$\sqrt{50}\,,\hspace{5pt}\,\,\,7$

$\sqrt{50}\,>\,7$

$\sqrt{8}\,,\hspace{5pt}\,\,\,8$

$\sqrt{8}\,<\,8$

$\sqrt{63}\,,\hspace{5pt}\,\,\,8$

$\sqrt{63}\,<\,8$

$\sqrt{65}\,,\hspace{5pt}\,\,\,8$

$\sqrt{65}\,>\,8$

$\sqrt{9}\,,\hspace{5pt}\,\,\,9$

$\sqrt{9}\,<\,9$

$\sqrt{80}\,,\hspace{5pt}\,\,\,9$

$\sqrt{80}\,<\,9$

$\sqrt{82}\,,\hspace{5pt}\,\,\,9$

$\sqrt{82}\,>\,9$





$2\,,\hspace{5pt}\,\,\,\sqrt{2}$

$2\,>\,\sqrt{2}$

$2\,,\hspace{5pt}\,\,\,\sqrt{3}$

$2\,>\,\sqrt{3}$

$2\,,\hspace{5pt}\,\,\,\sqrt{5}$

$2\,<\,\sqrt{5}$

$3\,,\hspace{5pt}\,\,\,\sqrt{3}$

$3\,>\,\sqrt{3}$

$3\,,\hspace{5pt}\,\,\,\sqrt{8}$

$3\,>\,\sqrt{8}$

$3\,,\hspace{5pt}\,\,\,\sqrt{10}$

$3\,<\,\sqrt{10}$

$4\,,\hspace{5pt}\,\,\,\sqrt{4}$

$4\,>\,\sqrt{4}$

$4\,,\hspace{5pt}\,\,\,\sqrt{15}$

$4\,>\,\sqrt{15}$

$4\,,\hspace{5pt}\,\,\,\sqrt{17}$

$4\,<\,\sqrt{17}$

$5\,,\hspace{5pt}\,\,\,\sqrt{5}$

$5\,>\,\sqrt{5}$

$5\,,\hspace{5pt}\,\,\,\sqrt{24}$

$5\,>\,\sqrt{24}$

$5\,,\hspace{5pt}\,\,\,\sqrt{26}$

$5\,<\,\sqrt{26}$

$6\,,\hspace{5pt}\,\,\,\sqrt{6}$

$6\,>\,\sqrt{6}$

$6\,,\hspace{5pt}\,\,\,\sqrt{35}$

$6\,>\,\sqrt{35}$

$6\,,\hspace{5pt}\,\,\,\sqrt{37}$

$6\,<\,\sqrt{37}$

$7\,,\hspace{5pt}\,\,\,\sqrt{7}$

$7\,>\,\sqrt{7}$

$7\,,\hspace{5pt}\,\,\,\sqrt{48}$

$7\,>\,\sqrt{48}$

$7\,,\hspace{5pt}\,\,\,\sqrt{50}$

$7\,<\,\sqrt{50}$

$8\,,\hspace{5pt}\,\,\,\sqrt{8}$

$8\,>\,\sqrt{8}$

$8\,,\hspace{5pt}\,\,\,\sqrt{63}$

$8\,>\,\sqrt{63}$

$8\,,\hspace{5pt}\,\,\,\sqrt{65}$

$8\,<\,\sqrt{65}$

$9\,,\hspace{5pt}\,\,\,\sqrt{9}$

$9\,>\,\sqrt{9}$

$9\,,\hspace{5pt}\,\,\,\sqrt{80}$

$9\,>\,\sqrt{80}$

$9\,,\hspace{5pt}\,\,\,\sqrt{82}$

$9\,<\,\sqrt{82}$



[Level4]
|Ɓ|[g

$-2\,,\hspace{5pt}\,\,\,-\sqrt{2}$

$-2\,<-\,\sqrt{2}$

$-2\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-2\,<-\,\sqrt{3}$

$-2\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-2\,>-\,\sqrt{5}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-3\,<-\,\sqrt{3}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{8}$

$-3\,<-\,\sqrt{8}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{10}$

$-3\,>-\,\sqrt{10}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{4}$

$-4\,<-\,\sqrt{4}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{15}$

$-4\,<-\,\sqrt{15}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{17}$

$-4\,>-\,\sqrt{17}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-5\,<-\,\sqrt{5}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{24}$

$-5\,<-\,\sqrt{24}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{26}$

$-5\,>-\,\sqrt{26}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{6}$

$-6\,<-\,\sqrt{6}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{35}$

$-6\,<-\,\sqrt{35}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{37}$

$-6\,>-\,\sqrt{37}$

$-7\,,\hspace{5pt}\,\,\,-\sqrt{7}$

$-7\,<-\,\sqrt{7}$

$-7\,,\hspace{5pt}\,\,\,-\sqrt{48}$

$-7\,<-\,\sqrt{48}$

$-7\,,\hspace{5pt}\,\,\,-\sqrt{50}$

$-7\,>-\,\sqrt{50}$

$-8\,,\hspace{5pt}\,\,\,-\sqrt{8}$

$-8\,<-\,\sqrt{8}$

$-8\,,\hspace{5pt}\,\,\,-\sqrt{63}$

$-8\,<-\,\sqrt{63}$

$-8\,,\hspace{5pt}\,\,\,-\sqrt{65}$

$-8\,>-\,\sqrt{65}$

$-9\,,\hspace{5pt}\,\,\,-\sqrt{9}$

$-9\,<-\,\sqrt{9}$

$-9\,,\hspace{5pt}\,\,\,-\sqrt{80}$

$-9\,<-\,\sqrt{80}$

$-9\,,\hspace{5pt}\,\,\,-\sqrt{82}$

$-9\,>-\,\sqrt{82}$





$-\sqrt{2}\,,\hspace{5pt}\,\,\,-2$

$-\sqrt{2}\,>-\,2$

$-\sqrt{3}\,,\hspace{5pt}\,\,\,-2$

$-\sqrt{3}\,>-\,2$

$-\sqrt{5}\,,\hspace{5pt}\,\,\,-2$

$-\sqrt{5}\,<-\,2$

$-\sqrt{3}\,,\hspace{5pt}\,\,\,-3$

$-\sqrt{3}\,>-\,3$

$-\sqrt{8}\,,\hspace{5pt}\,\,\,-3$

$-\sqrt{8}\,>-\,3$

$-\sqrt{10}\,,\hspace{5pt}\,\,\,-3$

$-\sqrt{10}\,<-\,3$

$-\sqrt{4}\,,\hspace{5pt}\,\,\,-4$

$-\sqrt{4}\,>-\,4$

$-\sqrt{15}\,,\hspace{5pt}\,\,\,-4$

$-\sqrt{15}\,>-\,4$

$-\sqrt{17}\,,\hspace{5pt}\,\,\,-4$

$-\sqrt{17}\,<-\,4$

$-\sqrt{5}\,,\hspace{5pt}\,\,\,-5$

$-\sqrt{5}\,>-\,5$

$-\sqrt{24}\,,\hspace{5pt}\,\,\,-5$

$-\sqrt{24}\,>-\,5$

$-\sqrt{26}\,,\hspace{5pt}\,\,\,-5$

$-\sqrt{26}\,<-\,5$

$-\sqrt{6}\,,\hspace{5pt}\,\,\,-6$

$-\sqrt{6}\,>-\,6$

$-\sqrt{35}\,,\hspace{5pt}\,\,\,-6$

$-\sqrt{35}\,>-\,6$

$-\sqrt{37}\,,\hspace{5pt}\,\,\,-6$

$-\sqrt{37}\,<-\,6$

$-\sqrt{7}\,,\hspace{5pt}\,\,\,-7$

$-\sqrt{7}\,>-\,7$

$-\sqrt{48}\,,\hspace{5pt}\,\,\,-7$

$-\sqrt{48}\,>-\,7$

$-\sqrt{50}\,,\hspace{5pt}\,\,\,-7$

$-\sqrt{50}\,<-\,7$

$-\sqrt{8}\,,\hspace{5pt}\,\,\,-8$

$-\sqrt{8}\,>-\,8$

$-\sqrt{63}\,,\hspace{5pt}\,\,\,-8$

$-\sqrt{63}\,>-\,8$

$-\sqrt{65}\,,\hspace{5pt}\,\,\,-8$

$-\sqrt{65}\,<-\,8$

$-\sqrt{9}\,,\hspace{5pt}\,\,\,-9$

$-\sqrt{9}\,>-\,9$

$-\sqrt{80}\,,\hspace{5pt}\,\,\,-9$

$-\sqrt{80}\,>-\,9$

$-\sqrt{82}\,,\hspace{5pt}\,\,\,-9$

$-\sqrt{82}\,<-\,9$




[Level5]
3rBB

$1\,,\hspace{5pt}\,\,\,2\,,\hspace{5pt}\,\,\,\sqrt{3}$

$1<\sqrt{3}<2$

$2\,,\hspace{5pt}\,\,\,3\,,\hspace{5pt}\,\,\,\sqrt{5}$

$2<\sqrt{5}<3$

$3\,,\hspace{5pt}\,\,\,4\,,\hspace{5pt}\,\,\,\sqrt{10}$

$3<\sqrt{10}<4$

$4\,,\hspace{5pt}\,\,\,5\,,\hspace{5pt}\,\,\,\sqrt{20}$

$4<\sqrt{20}<5$

$5\,,\hspace{5pt}\,\,\,6\,,\hspace{5pt}\,\,\,\sqrt{30}$

$5<\sqrt{30}<6$

$2\,,\hspace{5pt}\,\,\,\sqrt{3}\,,\hspace{5pt}\,\,\,\sqrt{5}$

$\sqrt{3}<2<\sqrt{5}$

$3\,,\hspace{5pt}\,\,\,\sqrt{5}\,,\hspace{5pt}\,\,\,\sqrt{10}$

$\sqrt{5}<3<\sqrt{10}$

$4\,,\hspace{5pt}\,\,\,\sqrt{10}\,,\hspace{5pt}\,\,\,\sqrt{20}$

$\sqrt{10}<4<\sqrt{20}$

$5\,,\hspace{5pt}\,\,\,\sqrt{20}\,,\hspace{5pt}\,\,\,\sqrt{30}$

$\sqrt{20}<5<\sqrt{30}$

$6\,,\hspace{5pt}\,\,\,\sqrt{30}\,,\hspace{5pt}\,\,\,\sqrt{40}$

$\sqrt{30}<6<\sqrt{40}$

$2\,,\hspace{5pt}\,\,\,\sqrt{2}\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{2}<\sqrt{3}<2$

$3\,,\hspace{5pt}\,\,\,\sqrt{5}\,,\hspace{5pt}\,\,\,\sqrt{7}$

$\sqrt{5}<\sqrt{7}<3$

$4\,,\hspace{5pt}\,\,\,\sqrt{10}\,,\hspace{5pt}\,\,\,\sqrt{15}$

$\sqrt{10}<\sqrt{15}<4$

$5\,,\hspace{5pt}\,\,\,\sqrt{20}\,,\hspace{5pt}\,\,\,\sqrt{23}$

$\sqrt{20}<\sqrt{23}<5$

$6\,,\hspace{5pt}\,\,\,\sqrt{30}\,,\hspace{5pt}\,\,\,\sqrt{35}$

$\sqrt{30}<\sqrt{35}<6$

$2\,,\hspace{5pt}\,\,\,3\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{3}<2<3$

$3\,,\hspace{5pt}\,\,\,4\,,\hspace{5pt}\,\,\,\sqrt{6}$

$\sqrt{6}<3<4$

$4\,,\hspace{5pt}\,\,\,5\,,\hspace{5pt}\,\,\,\sqrt{15}$

$\sqrt{15}<4<5$

$5\,,\hspace{5pt}\,\,\,6\,,\hspace{5pt}\,\,\,\sqrt{23}$

$\sqrt{23}<5<6$

$6\,,\hspace{5pt}\,\,\,7\,,\hspace{5pt}\,\,\,\sqrt{35}$

$\sqrt{35}<6<7$

$-1\,,\hspace{5pt}\,\,\,-2\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-2<-\sqrt{3}<-1$

$-2\,,\hspace{5pt}\,\,\,-3\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-3<-\sqrt{5}<-2$

$-3\,,\hspace{5pt}\,\,\,-4\,,\hspace{5pt}\,\,\,-\sqrt{10}$

$-4<-\sqrt{10}<-3$

$-4\,,\hspace{5pt}\,\,\,-5\,,\hspace{5pt}\,\,\,-\sqrt{20}$

$-5<-\sqrt{20}<-4$

$-5\,,\hspace{5pt}\,\,\,-6\,,\hspace{5pt}\,\,\,-\sqrt{30}$

$-6<-\sqrt{30}<-5$

$-2\,,\hspace{5pt}\,\,\,-\sqrt{3}\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-\sqrt{5}<-2<-\sqrt{3}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{5}\,,\hspace{5pt}\,\,\,-\sqrt{10}$

$-\sqrt{10}<-3<-\sqrt{5}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{10}\,,\hspace{5pt}\,\,\,-\sqrt{20}$

$-\sqrt{20}<-4<-\sqrt{10}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{20}\,,\hspace{5pt}\,\,\,-\sqrt{30}$

$-\sqrt{30}<-5<-\sqrt{20}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{30}\,,\hspace{5pt}\,\,\,-\sqrt{40}$

$-\sqrt{40}<-6<-\sqrt{30}$

$-2\,,\hspace{5pt}\,\,\,-\sqrt{2}\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-2<-\sqrt{3}<-\sqrt{2}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{5}\,,\hspace{5pt}\,\,\,-\sqrt{7}$

$-3<-\sqrt{7}<-\sqrt{5}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{10}\,,\hspace{5pt}\,\,\,-\sqrt{15}$

$-4<-\sqrt{15}<-\sqrt{10}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{20}\,,\hspace{5pt}\,\,\,-\sqrt{23}$

$-5<-\sqrt{23}<-\sqrt{20}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{30}\,,\hspace{5pt}\,\,\,-\sqrt{35}$

$-6<-\sqrt{35}<-\sqrt{30}$

$-2\,,\hspace{5pt}\,\,\,-3\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-3<-2<-\sqrt{3}$

$-3\,,\hspace{5pt}\,\,\,-4\,,\hspace{5pt}\,\,\,-\sqrt{6}$

$-4<-3<-\sqrt{6}$

$-4\,,\hspace{5pt}\,\,\,-5\,,\hspace{5pt}\,\,\,-\sqrt{15}$

$-5<-4<-\sqrt{15}$

$-5\,,\hspace{5pt}\,\,\,-6\,,\hspace{5pt}\,\,\,-\sqrt{23}$

$-6<-5<-\sqrt{23}$

$-6\,,\hspace{5pt}\,\,\,-7\,,\hspace{5pt}\,\,\,-\sqrt{35}$

$-7<-6<-\sqrt{35}$






[Level6]
3rB

$0.1\,,\hspace{5pt}\,\,\,0.2\,,\hspace{5pt}\,\,\,\sqrt{0.03}$

$0.1<\sqrt{0.03}<0.2$

$0.2\,,\hspace{5pt}\,\,\,0.3\,,\hspace{5pt}\,\,\,\sqrt{0.05}$

$0.2<\sqrt{0.05}<0.3$

$0.3\,,\hspace{5pt}\,\,\,0.4\,,\hspace{5pt}\,\,\,\sqrt{0.1}$

$0.3<\sqrt{0.1}<0.4$

$0.4\,,\hspace{5pt}\,\,\,0.5\,,\hspace{5pt}\,\,\,\sqrt{0.2}$

$0.4<\sqrt{0.2}<0.5$

$0.5\,,\hspace{5pt}\,\,\,0.6\,,\hspace{5pt}\,\,\,\sqrt{0.3}$

$0.5<\sqrt{0.3}<0.6$

$0.2\,,\hspace{5pt}\,\,\,\sqrt{0.03}\,,\hspace{5pt}\,\,\,\sqrt{0.05}$

$\sqrt{0.03}<0.2<\sqrt{0.05}$

$0.3\,,\hspace{5pt}\,\,\,\sqrt{0.05}\,,\hspace{5pt}\,\,\,\sqrt{0.1}$

$\sqrt{0.05}<0.3<\sqrt{0.1}$

$0.4\,,\hspace{5pt}\,\,\,\sqrt{0.1}\,,\hspace{5pt}\,\,\,\sqrt{0.2}$

$\sqrt{0.1}<0.4<\sqrt{0.2}$

$0.5\,,\hspace{5pt}\,\,\,\sqrt{0.2}\,,\hspace{5pt}\,\,\,\sqrt{0.3}$

$\sqrt{0.2}<0.5<\sqrt{0.3}$

$0.6\,,\hspace{5pt}\,\,\,\sqrt{0.3}\,,\hspace{5pt}\,\,\,\sqrt{0.4}$

$\sqrt{0.3}<0.6<\sqrt{0.4}$

$0.2\,,\hspace{5pt}\,\,\,\sqrt{0.02}\,,\hspace{5pt}\,\,\,\sqrt{0.03}$

$\sqrt{0.02}<\sqrt{0.03}<0.2$

$0.3\,,\hspace{5pt}\,\,\,\sqrt{0.05}\,,\hspace{5pt}\,\,\,\sqrt{0.07}$

$\sqrt{0.05}<\sqrt{0.07}<0.3$

$0.4\,,\hspace{5pt}\,\,\,\sqrt{0.1}\,,\hspace{5pt}\,\,\,\sqrt{0.15}$

$\sqrt{0.1}<\sqrt{0.15}<0.4$

$0.5\,,\hspace{5pt}\,\,\,\sqrt{0.2}\,,\hspace{5pt}\,\,\,\sqrt{0.23}$

$\sqrt{0.2}<\sqrt{0.23}<0.5$

$0.6\,,\hspace{5pt}\,\,\,\sqrt{0.3}\,,\hspace{5pt}\,\,\,\sqrt{0.35}$

$\sqrt{0.3}<\sqrt{0.35}<0.6$

$0.2\,,\hspace{5pt}\,\,\,0.3\,,\hspace{5pt}\,\,\,\sqrt{0.03}$

$\sqrt{0.03}<0.2<0.3$

$0.3\,,\hspace{5pt}\,\,\,0.4\,,\hspace{5pt}\,\,\,\sqrt{0.06}$

$\sqrt{0.06}<0.3<0.4$

$0.4\,,\hspace{5pt}\,\,\,0.5\,,\hspace{5pt}\,\,\,\sqrt{0.15}$

$\sqrt{0.15}<0.4<0.5$

$0.5\,,\hspace{5pt}\,\,\,0.6\,,\hspace{5pt}\,\,\,\sqrt{0.23}$

$\sqrt{0.23}<0.5<0.6$

$0.6\,,\hspace{5pt}\,\,\,0.7\,,\hspace{5pt}\,\,\,\sqrt{0.35}$

$\sqrt{0.35}<0.6<0.7$

$-0.1\,,\hspace{5pt}\,\,\,-0.2\,,\hspace{5pt}\,\,\,-\sqrt{0.03}$

$-0.2<-\sqrt{0.03}<-0.1$

$-0.2\,,\hspace{5pt}\,\,\,-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.05}$

$-0.3<-\sqrt{0.05}<-0.2$

$-0.3\,,\hspace{5pt}\,\,\,-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.1}$

$-0.4<-\sqrt{0.1}<-0.3$

$-0.4\,,\hspace{5pt}\,\,\,-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.2}$

$-0.5<-\sqrt{0.2}<-0.4$

$-0.5\,,\hspace{5pt}\,\,\,-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.3}$

$-0.6<-\sqrt{0.3}<-0.5$

$-0.2\,,\hspace{5pt}\,\,\,-\sqrt{0.03}\,,\hspace{5pt}\,\,\,-\sqrt{0.05}$

$-\sqrt{0.05}<-0.2<-\sqrt{0.03}$

$-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.05}\,,\hspace{5pt}\,\,\,-\sqrt{0.1}$

$-\sqrt{0.1}<-0.3<-\sqrt{0.05}$

$-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.1}\,,\hspace{5pt}\,\,\,-\sqrt{0.2}$

$-\sqrt{0.2}<-0.4<-\sqrt{0.1}$

$-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.2}\,,\hspace{5pt}\,\,\,-\sqrt{0.3}$

$-\sqrt{0.3}<-0.5<-\sqrt{0.2}$

$-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.3}\,,\hspace{5pt}\,\,\,-\sqrt{0.4}$

$-\sqrt{0.4}<-0.6<-\sqrt{0.3}$

$-0.2\,,\hspace{5pt}\,\,\,-\sqrt{0.02}\,,\hspace{5pt}\,\,\,-\sqrt{0.03}$

$-0.2<-\sqrt{0.03}<-\sqrt{0.02}$

$-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.05}\,,\hspace{5pt}\,\,\,-\sqrt{0.07}$

$-0.3<-\sqrt{0.07}<-\sqrt{0.05}$

$-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.1}\,,\hspace{5pt}\,\,\,-\sqrt{0.15}$

$-0.4<-\sqrt{0.15}<-\sqrt{0.1}$

$-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.2}\,,\hspace{5pt}\,\,\,-\sqrt{0.23}$

$-0.5<-\sqrt{0.23}<-\sqrt{0.2}$

$-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.3}\,,\hspace{5pt}\,\,\,-\sqrt{0.35}$

$-0.6<-\sqrt{0.35}<-\sqrt{0.3}$

$-0.2\,,\hspace{5pt}\,\,\,-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.03}$

$-0.3<-0.2<-\sqrt{0.03}$

$-0.3\,,\hspace{5pt}\,\,\,-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.06}$

$-0.4<-0.3<-\sqrt{0.06}$

$-0.4\,,\hspace{5pt}\,\,\,-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.15}$

$-0.5<-0.4<-\sqrt{0.15}$

$-0.5\,,\hspace{5pt}\,\,\,-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.23}$

$-0.6<-0.5<-\sqrt{0.23}$

$-0.6\,,\hspace{5pt}\,\,\,-0.7\,,\hspace{5pt}\,\,\,-\sqrt{0.35}$

$-0.7<-0.6<-\sqrt{0.35}$




[Level7]
L5C6_


$1\,,\hspace{5pt}\,\,\,2\,,\hspace{5pt}\,\,\,\sqrt{3}$

$1<\sqrt{3}<2$

$2\,,\hspace{5pt}\,\,\,3\,,\hspace{5pt}\,\,\,\sqrt{5}$

$2<\sqrt{5}<3$

$3\,,\hspace{5pt}\,\,\,4\,,\hspace{5pt}\,\,\,\sqrt{10}$

$3<\sqrt{10}<4$

$4\,,\hspace{5pt}\,\,\,5\,,\hspace{5pt}\,\,\,\sqrt{20}$

$4<\sqrt{20}<5$

$5\,,\hspace{5pt}\,\,\,6\,,\hspace{5pt}\,\,\,\sqrt{30}$

$5<\sqrt{30}<6$

$2\,,\hspace{5pt}\,\,\,\sqrt{3}\,,\hspace{5pt}\,\,\,\sqrt{5}$

$\sqrt{3}<2<\sqrt{5}$

$3\,,\hspace{5pt}\,\,\,\sqrt{5}\,,\hspace{5pt}\,\,\,\sqrt{10}$

$\sqrt{5}<3<\sqrt{10}$

$4\,,\hspace{5pt}\,\,\,\sqrt{10}\,,\hspace{5pt}\,\,\,\sqrt{20}$

$\sqrt{10}<4<\sqrt{20}$

$5\,,\hspace{5pt}\,\,\,\sqrt{20}\,,\hspace{5pt}\,\,\,\sqrt{30}$

$\sqrt{20}<5<\sqrt{30}$

$6\,,\hspace{5pt}\,\,\,\sqrt{30}\,,\hspace{5pt}\,\,\,\sqrt{40}$

$\sqrt{30}<6<\sqrt{40}$

$2\,,\hspace{5pt}\,\,\,\sqrt{2}\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{2}<\sqrt{3}<2$

$3\,,\hspace{5pt}\,\,\,\sqrt{5}\,,\hspace{5pt}\,\,\,\sqrt{7}$

$\sqrt{5}<\sqrt{7}<3$

$4\,,\hspace{5pt}\,\,\,\sqrt{10}\,,\hspace{5pt}\,\,\,\sqrt{15}$

$\sqrt{10}<\sqrt{15}<4$

$5\,,\hspace{5pt}\,\,\,\sqrt{20}\,,\hspace{5pt}\,\,\,\sqrt{23}$

$\sqrt{20}<\sqrt{23}<5$

$6\,,\hspace{5pt}\,\,\,\sqrt{30}\,,\hspace{5pt}\,\,\,\sqrt{35}$

$\sqrt{30}<\sqrt{35}<6$

$2\,,\hspace{5pt}\,\,\,3\,,\hspace{5pt}\,\,\,\sqrt{3}$

$\sqrt{3}<2<3$

$3\,,\hspace{5pt}\,\,\,4\,,\hspace{5pt}\,\,\,\sqrt{6}$

$\sqrt{6}<3<4$

$4\,,\hspace{5pt}\,\,\,5\,,\hspace{5pt}\,\,\,\sqrt{15}$

$\sqrt{15}<4<5$

$5\,,\hspace{5pt}\,\,\,6\,,\hspace{5pt}\,\,\,\sqrt{23}$

$\sqrt{23}<5<6$

$6\,,\hspace{5pt}\,\,\,7\,,\hspace{5pt}\,\,\,\sqrt{35}$

$\sqrt{35}<6<7$

$-1\,,\hspace{5pt}\,\,\,-2\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-2<-\sqrt{3}<-1$

$-2\,,\hspace{5pt}\,\,\,-3\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-3<-\sqrt{5}<-2$

$-3\,,\hspace{5pt}\,\,\,-4\,,\hspace{5pt}\,\,\,-\sqrt{10}$

$-4<-\sqrt{10}<-3$

$-4\,,\hspace{5pt}\,\,\,-5\,,\hspace{5pt}\,\,\,-\sqrt{20}$

$-5<-\sqrt{20}<-4$

$-5\,,\hspace{5pt}\,\,\,-6\,,\hspace{5pt}\,\,\,-\sqrt{30}$

$-6<-\sqrt{30}<-5$

$-2\,,\hspace{5pt}\,\,\,-\sqrt{3}\,,\hspace{5pt}\,\,\,-\sqrt{5}$

$-\sqrt{5}<-2<-\sqrt{3}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{5}\,,\hspace{5pt}\,\,\,-\sqrt{10}$

$-\sqrt{10}<-3<-\sqrt{5}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{10}\,,\hspace{5pt}\,\,\,-\sqrt{20}$

$-\sqrt{20}<-4<-\sqrt{10}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{20}\,,\hspace{5pt}\,\,\,-\sqrt{30}$

$-\sqrt{30}<-5<-\sqrt{20}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{30}\,,\hspace{5pt}\,\,\,-\sqrt{40}$

$-\sqrt{40}<-6<-\sqrt{30}$

$-2\,,\hspace{5pt}\,\,\,-\sqrt{2}\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-2<-\sqrt{3}<-\sqrt{2}$

$-3\,,\hspace{5pt}\,\,\,-\sqrt{5}\,,\hspace{5pt}\,\,\,-\sqrt{7}$

$-3<-\sqrt{7}<-\sqrt{5}$

$-4\,,\hspace{5pt}\,\,\,-\sqrt{10}\,,\hspace{5pt}\,\,\,-\sqrt{15}$

$-4<-\sqrt{15}<-\sqrt{10}$

$-5\,,\hspace{5pt}\,\,\,-\sqrt{20}\,,\hspace{5pt}\,\,\,-\sqrt{23}$

$-5<-\sqrt{23}<-\sqrt{20}$

$-6\,,\hspace{5pt}\,\,\,-\sqrt{30}\,,\hspace{5pt}\,\,\,-\sqrt{35}$

$-6<-\sqrt{35}<-\sqrt{30}$

$-2\,,\hspace{5pt}\,\,\,-3\,,\hspace{5pt}\,\,\,-\sqrt{3}$

$-3<-2<-\sqrt{3}$

$-3\,,\hspace{5pt}\,\,\,-4\,,\hspace{5pt}\,\,\,-\sqrt{6}$

$-4<-3<-\sqrt{6}$

$-4\,,\hspace{5pt}\,\,\,-5\,,\hspace{5pt}\,\,\,-\sqrt{15}$

$-5<-4<-\sqrt{15}$

$-5\,,\hspace{5pt}\,\,\,-6\,,\hspace{5pt}\,\,\,-\sqrt{23}$

$-6<-5<-\sqrt{23}$

$-6\,,\hspace{5pt}\,\,\,-7\,,\hspace{5pt}\,\,\,-\sqrt{35}$

$-7<-6<-\sqrt{35}$

$0.1\,,\hspace{5pt}\,\,\,0.2\,,\hspace{5pt}\,\,\,\sqrt{0.03}$

$0.1<\sqrt{0.03}<0.2$

$0.2\,,\hspace{5pt}\,\,\,0.3\,,\hspace{5pt}\,\,\,\sqrt{0.05}$

$0.2<\sqrt{0.05}<0.3$

$0.3\,,\hspace{5pt}\,\,\,0.4\,,\hspace{5pt}\,\,\,\sqrt{0.1}$

$0.3<\sqrt{0.1}<0.4$

$0.4\,,\hspace{5pt}\,\,\,0.5\,,\hspace{5pt}\,\,\,\sqrt{0.2}$

$0.4<\sqrt{0.2}<0.5$

$0.5\,,\hspace{5pt}\,\,\,0.6\,,\hspace{5pt}\,\,\,\sqrt{0.3}$

$0.5<\sqrt{0.3}<0.6$

$0.2\,,\hspace{5pt}\,\,\,\sqrt{0.03}\,,\hspace{5pt}\,\,\,\sqrt{0.05}$

$\sqrt{0.03}<0.2<\sqrt{0.05}$

$0.3\,,\hspace{5pt}\,\,\,\sqrt{0.05}\,,\hspace{5pt}\,\,\,\sqrt{0.1}$

$\sqrt{0.05}<0.3<\sqrt{0.1}$

$0.4\,,\hspace{5pt}\,\,\,\sqrt{0.1}\,,\hspace{5pt}\,\,\,\sqrt{0.2}$

$\sqrt{0.1}<0.4<\sqrt{0.2}$

$0.5\,,\hspace{5pt}\,\,\,\sqrt{0.2}\,,\hspace{5pt}\,\,\,\sqrt{0.3}$

$\sqrt{0.2}<0.5<\sqrt{0.3}$

$0.6\,,\hspace{5pt}\,\,\,\sqrt{0.3}\,,\hspace{5pt}\,\,\,\sqrt{0.4}$

$\sqrt{0.3}<0.6<\sqrt{0.4}$

$0.2\,,\hspace{5pt}\,\,\,\sqrt{0.02}\,,\hspace{5pt}\,\,\,\sqrt{0.03}$

$\sqrt{0.02}<\sqrt{0.03}<0.2$

$0.3\,,\hspace{5pt}\,\,\,\sqrt{0.05}\,,\hspace{5pt}\,\,\,\sqrt{0.07}$

$\sqrt{0.05}<\sqrt{0.07}<0.3$

$0.4\,,\hspace{5pt}\,\,\,\sqrt{0.1}\,,\hspace{5pt}\,\,\,\sqrt{0.15}$

$\sqrt{0.1}<\sqrt{0.15}<0.4$

$0.5\,,\hspace{5pt}\,\,\,\sqrt{0.2}\,,\hspace{5pt}\,\,\,\sqrt{0.23}$

$\sqrt{0.2}<\sqrt{0.23}<0.5$

$0.6\,,\hspace{5pt}\,\,\,\sqrt{0.3}\,,\hspace{5pt}\,\,\,\sqrt{0.35}$

$\sqrt{0.3}<\sqrt{0.35}<0.6$

$0.2\,,\hspace{5pt}\,\,\,0.3\,,\hspace{5pt}\,\,\,\sqrt{0.03}$

$\sqrt{0.03}<0.2<0.3$

$0.3\,,\hspace{5pt}\,\,\,0.4\,,\hspace{5pt}\,\,\,\sqrt{0.06}$

$\sqrt{0.06}<0.3<0.4$

$0.4\,,\hspace{5pt}\,\,\,0.5\,,\hspace{5pt}\,\,\,\sqrt{0.15}$

$\sqrt{0.15}<0.4<0.5$

$0.5\,,\hspace{5pt}\,\,\,0.6\,,\hspace{5pt}\,\,\,\sqrt{0.23}$

$\sqrt{0.23}<0.5<0.6$

$0.6\,,\hspace{5pt}\,\,\,0.7\,,\hspace{5pt}\,\,\,\sqrt{0.35}$

$\sqrt{0.35}<0.6<0.7$

$-0.1\,,\hspace{5pt}\,\,\,-0.2\,,\hspace{5pt}\,\,\,-\sqrt{0.03}$

$-0.2<-\sqrt{0.03}<-0.1$

$-0.2\,,\hspace{5pt}\,\,\,-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.05}$

$-0.3<-\sqrt{0.05}<-0.2$

$-0.3\,,\hspace{5pt}\,\,\,-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.1}$

$-0.4<-\sqrt{0.1}<-0.3$

$-0.4\,,\hspace{5pt}\,\,\,-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.2}$

$-0.5<-\sqrt{0.2}<-0.4$

$-0.5\,,\hspace{5pt}\,\,\,-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.3}$

$-0.6<-\sqrt{0.3}<-0.5$

$-0.2\,,\hspace{5pt}\,\,\,-\sqrt{0.03}\,,\hspace{5pt}\,\,\,-\sqrt{0.05}$

$-\sqrt{0.05}<-0.2<-\sqrt{0.03}$

$-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.05}\,,\hspace{5pt}\,\,\,-\sqrt{0.1}$

$-\sqrt{0.1}<-0.3<-\sqrt{0.05}$

$-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.1}\,,\hspace{5pt}\,\,\,-\sqrt{0.2}$

$-\sqrt{0.2}<-0.4<-\sqrt{0.1}$

$-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.2}\,,\hspace{5pt}\,\,\,-\sqrt{0.3}$

$-\sqrt{0.3}<-0.5<-\sqrt{0.2}$

$-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.3}\,,\hspace{5pt}\,\,\,-\sqrt{0.4}$

$-\sqrt{0.4}<-0.6<-\sqrt{0.3}$

$-0.2\,,\hspace{5pt}\,\,\,-\sqrt{0.02}\,,\hspace{5pt}\,\,\,-\sqrt{0.03}$

$-0.2<-\sqrt{0.03}<-\sqrt{0.02}$

$-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.05}\,,\hspace{5pt}\,\,\,-\sqrt{0.07}$

$-0.3<-\sqrt{0.07}<-\sqrt{0.05}$

$-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.1}\,,\hspace{5pt}\,\,\,-\sqrt{0.15}$

$-0.4<-\sqrt{0.15}<-\sqrt{0.1}$

$-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.2}\,,\hspace{5pt}\,\,\,-\sqrt{0.23}$

$-0.5<-\sqrt{0.23}<-\sqrt{0.2}$

$-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.3}\,,\hspace{5pt}\,\,\,-\sqrt{0.35}$

$-0.6<-\sqrt{0.35}<-\sqrt{0.3}$

$-0.2\,,\hspace{5pt}\,\,\,-0.3\,,\hspace{5pt}\,\,\,-\sqrt{0.03}$

$-0.3<-0.2<-\sqrt{0.03}$

$-0.3\,,\hspace{5pt}\,\,\,-0.4\,,\hspace{5pt}\,\,\,-\sqrt{0.06}$

$-0.4<-0.3<-\sqrt{0.06}$

$-0.4\,,\hspace{5pt}\,\,\,-0.5\,,\hspace{5pt}\,\,\,-\sqrt{0.15}$

$-0.5<-0.4<-\sqrt{0.15}$

$-0.5\,,\hspace{5pt}\,\,\,-0.6\,,\hspace{5pt}\,\,\,-\sqrt{0.23}$

$-0.6<-0.5<-\sqrt{0.23}$

$-0.6\,,\hspace{5pt}\,\,\,-0.7\,,\hspace{5pt}\,\,\,-\sqrt{0.35}$

$-0.7<-0.6<-\sqrt{0.35}$






[EOF]

