βπŒπ€ππƒπ€πŒπˆπ„ππ“πŽπ’ 𝐀𝐍𝐀 𝐘 πŒπˆπ€βž

𝟷. πš‚πš’ πš—πš˜ 𝚎𝚜𝚝Ñ𝚜 πšπšŽπš•πšπšŠπšπšŠ πš—πš˜ πšŽπš›πšŽπšœ πšŠπšπš›πšŠπšŒπšπš’πšŸπšŠ.
𝟸. π™΄πšœπšπšŠπš› πšπšŽπš•πšπšŠπšπšŠ 𝚎𝚜 πš•πš˜ πš–Γ‘πšœ πš’πš–πš™πš˜πš›πšπšŠπš—πšπšŽ.
𝟹. π™²πš˜πš–πš™πš›πšŠ πš•πšŠ πš›πš˜πš™πšŠ 𝚊𝚍𝚎𝚌𝚞𝚊𝚍𝚊, πšŒΓ³πš›πšπšŠπšπšŽ πšŽπš• πš™πšŽπš•πš˜, 𝚝𝚘𝚍𝚊 πš•πšŠπš‘πšŠπš—πšπšŽπšœ, πš–πšžΓ©πš›πšŽπšπšŽ 𝚍𝚎 πš‘πšŠπš–πš‹πš›πšŽ, πš•πš˜ 𝚚𝚞𝚎 𝚜𝚎𝚊 πš™πšŠπš›πšŠ πš™πšŠπš›πšŽπšŒπšŽπš› πš–Γ‘πšœ πšπšŽπš•πšπšŠπšπšŠ.
𝟺. π™½πš˜ πšŒπš˜πš–πšŽπš›Γ‘πšœ πšœπš’πš— πšœπšŽπš—πšπš’πš›πšπšŽ πšŒπšžπš•πš™πšŠπš‹πš•πšŽ.
𝟻. π™½πš˜ πšŒπš˜πš–πšŽπš›Γ‘πšœ πšŒπš˜πš–πš’πšπšŠ 𝚚𝚞𝚎 πšŽπš—πšπš˜πš›πšπšŽ πšœπš’πš— πšŒπšŠπšœπšπš’πšπšŠπš›πšπšŽ πšπšŽπšœπš™πšžΓ©πšœ.
𝟼. π™²πš˜πš—πšπšŠπš›Γ‘πšœ πšŒπšŠπš•πš˜πš›Γ­πšŠπšœ 𝚒 πš•πš’πš–πš’πšπšŠπš›Γ‘πšœ 𝚝𝚞𝚜 πšŒπš˜πš–πš’πšπšŠπšœ 𝚍𝚎 πšŠπšŒπšžπšŽπš›πšπš˜ πšŒπš˜πš— πšŽπš•πš•πšŠπšœ.
𝟽. π™»πš˜πšœ πšπšŽπšœπš’πšπš—πš’πš˜πšœ 𝚍𝚎 πš•πšŠ πš‹Γ‘πšœπšŒπšžπš•πšŠ πšœπš˜πš— πš•πš˜πšœ ΓΊπš—πš’πšŒπš˜πšœ πš’πš–πš™πš˜πš›πšπšŠπš—πšπšŽπšœ.
𝟾. π™ΏπšŽπš›πšπšŽπš› πš™πšŽπšœπš˜ 𝚎𝚜 πš‹πšžπšŽπš—πš˜. π™΄πš—πšπš˜πš›πšπšŠπš› 𝚎𝚜 πš–πšŠπš•πš˜.
𝟿. π™½πšžπš—πšŒπšŠ 𝚜𝚎 𝚎𝚜𝚝Ñ πš•πš˜ πšœπšžπšπš’πšŒπš’πšŽπš—πšπšŽπš–πšŽπš—πšπšŽ πšπšŽπš•πšπšŠπšπšŠ.

𝟷𝟢. π™΄πšœπšπšŠπš› πšπšŽπš•πšπšŠπšπšŠ 𝚒 πš—πš˜ πšŒπš˜πš–πšŽπš› πšπšŽπš–πšžπšŽπšœπšπš›πšŠπš— πš•πšŠ πšŠπšžπšΓ©πš—πšπš’πšŒπšŠ πšπšžπšŽπš›πš£πšŠ 𝚍𝚎 πšŸπš˜πš•πšžπš—πšπšŠπš 𝚒 πšŽπš• πš—πš’πšŸπšŽπš• 𝚍𝚎 Γ©πš‘πš’πšπš˜.
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