สวัสดีปีใหม่ $2559$ เช่นกันครับ
$32=2^{\left\lceil\sqrt{5}\right\rceil}\times (-5+9)$
$33=25+5+\sqrt{9}$
$34=2^5+5-\sqrt{9}$
$35=2^{\sqrt{5\times 5}}+\sqrt{9}$
$36=\left(2+\left\lfloor\sqrt{\sqrt{5}\times\sqrt{5}}\right\rfloor\right)\times 9$
$37=25+\left\lceil\sqrt{5}\right\rceil+9$
$38=2\times (5+5+9)$
$39=25+5+9$
$40=2^5+5+\sqrt{9}$
$41=2^{\sqrt{5\times 5}}+9$
$42=(-2+5)\times (5+9)$
$43=2^5+\left\lfloor\sqrt{5}\right\rfloor+9$
$44=2\times (5\times 5-\sqrt{9})$
$45=\left\lfloor\sqrt{2}\right\rfloor\times (\sqrt{5\times 5}\times 9)$
$46=2^5+5+9$
$47=2+(\sqrt{5\times 5}\times 9)$
$48=2\times \left(5\times 5-\left\lfloor\sqrt{\sqrt{9}}\right\rfloor\right)$
$49=(2+5)^{\sqrt{-5+9}}$
$50=2\times 5\times 5\times\left\lfloor\sqrt{\sqrt{9}}\right\rfloor$
$51=-\left\lfloor\sqrt{2}\right\rfloor+55-\sqrt{9}$
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