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[Title]
f(a}-b)^2

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[Problem]
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[Level1]
(a}-b)^2b23567

$(1+\sqrt{-2})^2$

$-1+2\sqrt{2}\,i$

$(1+\sqrt{-3})^2$

$-2+2\sqrt{3}\,i$

$(1+\sqrt{-5})^2$

$-4+2\sqrt{5}\,i$

$(1+\sqrt{-6})^2$

$-5+2\sqrt{6}\,i$

$(1+\sqrt{-7})^2$

$-6+2\sqrt{7}\,i$

$(2+\sqrt{-2})^2$

$2+4\sqrt{2}\,i$

$(2+\sqrt{-3})^2$

$1+4\sqrt{3}\,i$

$(2+\sqrt{-5})^2$

$-1+4\sqrt{5}\,i$

$(2+\sqrt{-6})^2$

$-2+4\sqrt{6}\,i$

$(2+\sqrt{-7})^2$

$-3+4\sqrt{7}\,i$

$(3+\sqrt{-2})^2$

$7+6\sqrt{2}\,i$

$(3+\sqrt{-3})^2$

$6+6\sqrt{3}\,i$

$(3+\sqrt{-5})^2$

$4+6\sqrt{5}\,i$

$(3+\sqrt{-6})^2$

$3+6\sqrt{6}\,i$

$(3+\sqrt{-7})^2$

$2+6\sqrt{7}\,i$

$(4+\sqrt{-2})^2$

$14+8\sqrt{2}\,i$

$(4+\sqrt{-3})^2$

$13+8\sqrt{3}\,i$

$(4+\sqrt{-5})^2$

$11+8\sqrt{5}\,i$

$(4+\sqrt{-6})^2$

$10+8\sqrt{6}\,i$

$(4+\sqrt{-7})^2$

$9+8\sqrt{7}\,i$

$(5+\sqrt{-2})^2$

$23+10\sqrt{2}\,i$

$(5+\sqrt{-3})^2$

$22+10\sqrt{3}\,i$

$(5+\sqrt{-5})^2$

$20+10\sqrt{5}\,i$

$(5+\sqrt{-6})^2$

$19+10\sqrt{6}\,i$

$(5+\sqrt{-7})^2$

$18+10\sqrt{7}\,i$

$(1-\sqrt{-2})^2$

$-1-2\sqrt{2}\,i$

$(1-\sqrt{-3})^2$

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

$(1-\sqrt{-5})^2$

$-4-2\sqrt{5}\,i$

$(1-\sqrt{-6})^2$

$-5-2\sqrt{6}\,i$

$(1-\sqrt{-7})^2$

$-6-2\sqrt{7}\,i$

$(2-\sqrt{-2})^2$

$2-4\sqrt{2}\,i$

$(2-\sqrt{-3})^2$

$1-4\sqrt{3}\,i$

$(2-\sqrt{-5})^2$

$-1-4\sqrt{5}\,i$

$(2-\sqrt{-6})^2$

$-2-4\sqrt{6}\,i$

$(2-\sqrt{-7})^2$

$-3-4\sqrt{7}\,i$

$(3-\sqrt{-2})^2$

$7-6\sqrt{2}\,i$

$(3-\sqrt{-3})^2$

$6-6\sqrt{3}\,i$

$(3-\sqrt{-5})^2$

$4-6\sqrt{5}\,i$

$(3-\sqrt{-6})^2$

$3-6\sqrt{6}\,i$

$(3-\sqrt{-7})^2$

$2-6\sqrt{7}\,i$

$(4-\sqrt{-2})^2$

$14-8\sqrt{2}\,i$

$(4-\sqrt{-3})^2$

$13-8\sqrt{3}\,i$

$(4-\sqrt{-5})^2$

$11-8\sqrt{5}\,i$

$(4-\sqrt{-6})^2$

$10-8\sqrt{6}\,i$

$(4-\sqrt{-7})^2$

$9-8\sqrt{7}\,i$

$(5-\sqrt{-2})^2$

$23-10\sqrt{2}\,i$

$(5-\sqrt{-3})^2$

$22-10\sqrt{3}\,i$

$(5-\sqrt{-5})^2$

$20-10\sqrt{5}\,i$

$(5-\sqrt{-6})^2$

$19-10\sqrt{6}\,i$

$(5-\sqrt{-7})^2$

$18-10\sqrt{7}\,i$






[Level2]
(a}-b)^2b1489




$(1+\sqrt{-1})^2$

$+2\,i$

$(1+\sqrt{-4})^2$

$-3+4\,i$

$(1+\sqrt{-8})^2$

$-7+4\sqrt{2}\,i$

$(1+\sqrt{-9})^2$

$-8+6\,i$

$(2+\sqrt{-1})^2$

$3+4\,i$

$(2+\sqrt{-4})^2$

$+8\,i$

$(2+\sqrt{-8})^2$

$-4+8\sqrt{2}\,i$

$(2+\sqrt{-9})^2$

$-5+12\,i$

$(3+\sqrt{-1})^2$

$8+6\,i$

$(3+\sqrt{-4})^2$

$5+12\,i$

$(3+\sqrt{-8})^2$

$1+12\sqrt{2}\,i$

$(3+\sqrt{-9})^2$

$+18\,i$

$(4+\sqrt{-1})^2$

$15+8\,i$

$(4+\sqrt{-4})^2$

$12+16\,i$

$(4+\sqrt{-8})^2$

$8+16\sqrt{2}\,i$

$(4+\sqrt{-9})^2$

$7+24\,i$

$(5+\sqrt{-1})^2$

$24+10\,i$

$(5+\sqrt{-4})^2$

$21+20\,i$

$(5+\sqrt{-8})^2$

$17+20\sqrt{2}\,i$

$(5+\sqrt{-9})^2$

$16+30\,i$

$(1-\sqrt{-1})^2$

$-2\,i$

$(1-\sqrt{-4})^2$

$-3-4\,i$

$(1-\sqrt{-8})^2$

$-7-4\sqrt{2}\,i$

$(1-\sqrt{-9})^2$

$-8-6\,i$

$(2-\sqrt{-1})^2$

$3-4\,i$

$(2-\sqrt{-4})^2$

$-8\,i$

$(2-\sqrt{-8})^2$

$-4-8\sqrt{2}\,i$

$(2-\sqrt{-9})^2$

$-5-12\,i$

$(3-\sqrt{-1})^2$

$8-6\,i$

$(3-\sqrt{-4})^2$

$5-12\,i$

$(3-\sqrt{-8})^2$

$1-12\sqrt{2}\,i$

$(3-\sqrt{-9})^2$

$-18\,i$

$(4-\sqrt{-1})^2$

$15-8\,i$

$(4-\sqrt{-4})^2$

$12-16\,i$

$(4-\sqrt{-8})^2$

$8-16\sqrt{2}\,i$

$(4-\sqrt{-9})^2$

$7-24\,i$

$(5-\sqrt{-1})^2$

$24-10\,i$

$(5-\sqrt{-4})^2$

$21-20\,i$

$(5-\sqrt{-8})^2$

$17-20\sqrt{2}\,i$

$(5-\sqrt{-9})^2$

$16-30\,i$




[Level3]
(a}-b)^2̏L_


$(1+\sqrt{-2})^2$

$-1+2\sqrt{2}\,i$

$(1+\sqrt{-3})^2$

$-2+2\sqrt{3}\,i$

$(1+\sqrt{-5})^2$

$-4+2\sqrt{5}\,i$

$(1+\sqrt{-6})^2$

$-5+2\sqrt{6}\,i$

$(1+\sqrt{-7})^2$

$-6+2\sqrt{7}\,i$

$(2+\sqrt{-2})^2$

$2+4\sqrt{2}\,i$

$(2+\sqrt{-3})^2$

$1+4\sqrt{3}\,i$

$(2+\sqrt{-5})^2$

$-1+4\sqrt{5}\,i$

$(2+\sqrt{-6})^2$

$-2+4\sqrt{6}\,i$

$(2+\sqrt{-7})^2$

$-3+4\sqrt{7}\,i$

$(3+\sqrt{-2})^2$

$7+6\sqrt{2}\,i$

$(3+\sqrt{-3})^2$

$6+6\sqrt{3}\,i$

$(3+\sqrt{-5})^2$

$4+6\sqrt{5}\,i$

$(3+\sqrt{-6})^2$

$3+6\sqrt{6}\,i$

$(3+\sqrt{-7})^2$

$2+6\sqrt{7}\,i$

$(4+\sqrt{-2})^2$

$14+8\sqrt{2}\,i$

$(4+\sqrt{-3})^2$

$13+8\sqrt{3}\,i$

$(4+\sqrt{-5})^2$

$11+8\sqrt{5}\,i$

$(4+\sqrt{-6})^2$

$10+8\sqrt{6}\,i$

$(4+\sqrt{-7})^2$

$9+8\sqrt{7}\,i$

$(5+\sqrt{-2})^2$

$23+10\sqrt{2}\,i$

$(5+\sqrt{-3})^2$

$22+10\sqrt{3}\,i$

$(5+\sqrt{-5})^2$

$20+10\sqrt{5}\,i$

$(5+\sqrt{-6})^2$

$19+10\sqrt{6}\,i$

$(5+\sqrt{-7})^2$

$18+10\sqrt{7}\,i$

$(1-\sqrt{-2})^2$

$-1-2\sqrt{2}\,i$

$(1-\sqrt{-3})^2$

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

$(1-\sqrt{-5})^2$

$-4-2\sqrt{5}\,i$

$(1-\sqrt{-6})^2$

$-5-2\sqrt{6}\,i$

$(1-\sqrt{-7})^2$

$-6-2\sqrt{7}\,i$

$(2-\sqrt{-2})^2$

$2-4\sqrt{2}\,i$

$(2-\sqrt{-3})^2$

$1-4\sqrt{3}\,i$

$(2-\sqrt{-5})^2$

$-1-4\sqrt{5}\,i$

$(2-\sqrt{-6})^2$

$-2-4\sqrt{6}\,i$

$(2-\sqrt{-7})^2$

$-3-4\sqrt{7}\,i$

$(3-\sqrt{-2})^2$

$7-6\sqrt{2}\,i$

$(3-\sqrt{-3})^2$

$6-6\sqrt{3}\,i$

$(3-\sqrt{-5})^2$

$4-6\sqrt{5}\,i$

$(3-\sqrt{-6})^2$

$3-6\sqrt{6}\,i$

$(3-\sqrt{-7})^2$

$2-6\sqrt{7}\,i$

$(4-\sqrt{-2})^2$

$14-8\sqrt{2}\,i$

$(4-\sqrt{-3})^2$

$13-8\sqrt{3}\,i$

$(4-\sqrt{-5})^2$

$11-8\sqrt{5}\,i$

$(4-\sqrt{-6})^2$

$10-8\sqrt{6}\,i$

$(4-\sqrt{-7})^2$

$9-8\sqrt{7}\,i$

$(5-\sqrt{-2})^2$

$23-10\sqrt{2}\,i$

$(5-\sqrt{-3})^2$

$22-10\sqrt{3}\,i$

$(5-\sqrt{-5})^2$

$20-10\sqrt{5}\,i$

$(5-\sqrt{-6})^2$

$19-10\sqrt{6}\,i$

$(5-\sqrt{-7})^2$

$18-10\sqrt{7}\,i$





$(1+\sqrt{-1})^2$

$+2\,i$

$(1+\sqrt{-4})^2$

$-3+4\,i$

$(1+\sqrt{-8})^2$

$-7+4\sqrt{2}\,i$

$(1+\sqrt{-9})^2$

$-8+6\,i$

$(2+\sqrt{-1})^2$

$3+4\,i$

$(2+\sqrt{-4})^2$

$+8\,i$

$(2+\sqrt{-8})^2$

$-4+8\sqrt{2}\,i$

$(2+\sqrt{-9})^2$

$-5+12\,i$

$(3+\sqrt{-1})^2$

$8+6\,i$

$(3+\sqrt{-4})^2$

$5+12\,i$

$(3+\sqrt{-8})^2$

$1+12\sqrt{2}\,i$

$(3+\sqrt{-9})^2$

$+18\,i$

$(4+\sqrt{-1})^2$

$15+8\,i$

$(4+\sqrt{-4})^2$

$12+16\,i$

$(4+\sqrt{-8})^2$

$8+16\sqrt{2}\,i$

$(4+\sqrt{-9})^2$

$7+24\,i$

$(5+\sqrt{-1})^2$

$24+10\,i$

$(5+\sqrt{-4})^2$

$21+20\,i$

$(5+\sqrt{-8})^2$

$17+20\sqrt{2}\,i$

$(5+\sqrt{-9})^2$

$16+30\,i$

$(1-\sqrt{-1})^2$

$-2\,i$

$(1-\sqrt{-4})^2$

$-3-4\,i$

$(1-\sqrt{-8})^2$

$-7-4\sqrt{2}\,i$

$(1-\sqrt{-9})^2$

$-8-6\,i$

$(2-\sqrt{-1})^2$

$3-4\,i$

$(2-\sqrt{-4})^2$

$-8\,i$

$(2-\sqrt{-8})^2$

$-4-8\sqrt{2}\,i$

$(2-\sqrt{-9})^2$

$-5-12\,i$

$(3-\sqrt{-1})^2$

$8-6\,i$

$(3-\sqrt{-4})^2$

$5-12\,i$

$(3-\sqrt{-8})^2$

$1-12\sqrt{2}\,i$

$(3-\sqrt{-9})^2$

$-18\,i$

$(4-\sqrt{-1})^2$

$15-8\,i$

$(4-\sqrt{-4})^2$

$12-16\,i$

$(4-\sqrt{-8})^2$

$8-16\sqrt{2}\,i$

$(4-\sqrt{-9})^2$

$7-24\,i$

$(5-\sqrt{-1})^2$

$24-10\,i$

$(5-\sqrt{-4})^2$

$21-20\,i$

$(5-\sqrt{-8})^2$

$17-20\sqrt{2}\,i$

$(5-\sqrt{-9})^2$

$16-30\,i$





[Level4]


[Level5]


[Level6]


[Level7]




[EOF]

