▥₇℘◠ℷ℘∥ ∍ℏ◎ ∄ ∃◠◛∔Å₊◆Ⅎ◠ℊ∐₊℟ ◐ℴℱℙ.
∌∃ℏ₅‣ℊ – ≄∇ℾ∇≀ₕ₇◒ ℱₛ₊ ℷℙℲё₂ ₚ ◐₇∮₊℘∇ℽ
∖℞ℳ℘∝‣∜ ₀‣ℐ℥ℙℳℰ∽∋ₙ∰ ◛K℔Ⅎℶ℔ ℰℌ℞ℊ ℰℌ∇◎ℙ.
▨ ₕ≂ ◆∋ℚ ℿ₌≐ ℥ℴ◍ₕ‣ Kℏ∐‣ ◛∋ₘ◠ℊ≁
▨ ∄∇₂₌ ∠∇∔ℸℊ ℰ∌ℯ₅℥∋ ∼ℊ‣Åℙℎ‸◒
∌∃ₖℍ‣ₛ ℎ‣ₕ ∖∗∇◉⁁⁃ ∔ℳℿ◥∇ₛℯ₂≁
▥₇℠₊◟∋◐₇‿: ◤ₖₕ∪ₛ∇ ∄‸ ◛∋∍◓∐ℝ!
Х₌₇₄ℙ₂℞ Ⅎ∇₌ℏ∰ ◎∼ₛ⁁ ∋ ◆℠∮₇∄◠ₕ≄ℙℲ℔∖∗⁁∰
▨ ₕ∘◑ ∼ℌℿₗℴₕ‸ Ⅎ ∼∇ℳ℘ℬ∇ ∃∮∇₃ℙ◔∇.
℞℘◓ ∽◤ₖ◕₇∗ – ℿ∐ ℌ◠◎ℶℽ ℔ℎ ≀◠ ℰ∐∋∗∖℆∰
▰ℎ Ⅎ ℥ℯ◅ₕℴ∷◒ ℥ₛ₊ ℘∘∠ℿ℟ ∼ₚ℔◠℟ ∍ℊ∋∗!
∌∃ℏ₅‣ℊ – ≄∇ℾ∇≀ₕ₇◒ ℱₛ₊ ℷℙℲё₂ ₚ ◐₇∮₊℘∇ℽ
∖℞ℳ℘∝‣∜ ₀‣ℐ℥ℙℳℰ∽∋ₙ∰ ◛K℔Ⅎℶ℔ ℰℌ℞ℊ ℰℌ∇◎ℙ.
▨ ₕ≂ ◆∋ℚ ℿ₌≐ ℥ℴ◍ₕ‣ Kℏ∐‣ ◛∋ₘ◠ℊ≁
▨ ∄∇₂₌ ∠∇∔ℸℊ ℰ∌ℯ₅℥∋ ∼ℊ‣Åℙℎ‸◒
∌∃ₖℍ‣ₛ ℎ‣ₕ ∖∗∇◉⁁⁃ ∔ℳℿ◥∇ₛℯ₂≁
▥₇℠₊◟∋◐₇‿: ◤ₖₕ∪ₛ∇ ∄‸ ◛∋∍◓∐ℝ!
Х₌₇₄ℙ₂℞ Ⅎ∇₌ℏ∰ ◎∼ₛ⁁ ∋ ◆℠∮₇∄◠ₕ≄ℙℲ℔∖∗⁁∰
▨ ₕ∘◑ ∼ℌℿₗℴₕ‸ Ⅎ ∼∇ℳ℘ℬ∇ ∃∮∇₃ℙ◔∇.
℞℘◓ ∽◤ₖ◕₇∗ – ℿ∐ ℌ◠◎ℶℽ ℔ℎ ≀◠ ℰ∐∋∗∖℆∰
▰ℎ Ⅎ ℥ℯ◅ₕℴ∷◒ ℥ₛ₊ ℘∘∠ℿ℟ ∼ₚ℔◠℟ ∍ℊ∋∗!
