Question 1

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$11447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}$ Jardin De Ronda. updtCHECK EQUATION in QUESTION ! UPDT 2 :) `!!!z

$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-1$

$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-2$

$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-3$

Question 2

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0. primo

,

1. secondo

,

2. terzo

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• better

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• the best

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$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-1$

$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-2$

$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-3$

$1234567891234567890011447 * (333)/(999) * {141}^(2) - x * y = \sqrt[255]{33}Jardin-example-4$

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