π™±πšŠπš’πš•πšŽ 𝚍𝚊 π™²πšŽπš•πšŽπšœπšπš’πšŠπš• πšœπšŒπš‘πš˜πš˜πš• β™‘οΈŽ

π™±πšŠπš’πš•πšŽ 𝚍𝚊 π™²πšŽπš•πšŽπšœπšπš’πšŠπš• πšœπšŒπš‘πš˜πš˜πš• β™‘οΈŽ

πš…πš˜πšŒΓͺ 𝚎𝚜𝚝Ñ πšŠπššπšžπš’ 𝚚𝚞𝚎 πš•πšŽπšπšŠπš• β™‘οΈŽ β™‘οΈŽβœΏοΈŽβ™‘οΈŽβœΏοΈŽβ™‘οΈŽ π™²πšŠπš™πšŠ: π™»πš’πš£ (π™ΈπšŸπšŽ) π™΅πš’πš•πšπš›πš˜: πšπšžπš‹πš’ πš™πšŽπš›πš˜πš•πšŠπšπš˜ π™²πš›Γ©πšπš’πšπš˜πšœ: πš„πšœπšŠπšπš’ β™‘οΈŽ β™‘οΈŽβœΏοΈŽβ™‘οΈŽβœΏοΈŽβ™‘οΈŽ ΰΈ…^β€’ο»Œβ€’^ΰΈ… π™Όπšžπš’πšπš˜ πš˜πš‹πš›πš’πšπšŠπšπšŠ πš™πš˜πš› πšŽπšœπšπšŠπš› πšŠπššπšžπš’

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π™±πšŠπš’πš•πšŽ 𝚍𝚊 π™²πšŽπš•πšŽπšœπšπš’πšŠπš• πšœπšŒπš‘πš˜πš˜πš• β™‘οΈŽ

π™ΆπšŽπš—πšπšŽ, πšŸπšŠπš’ πšπšŽπš› πšžπš– πš‹πšŠπš’πš•πšŽ πš—πšŠ πšŒπšŽπš•πšŽπšœπšπš’πšŠπš• πšœπšŒπš‘πš˜πš˜πš•, 𝚎 𝚎𝚜𝚝𝚘𝚞 πš–πšžπš’πšπš˜ πšŠπš—πš’πš–πšŠπšπšŠ πš™πšŠπš›πšŠ πš’πš›!!
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π™Όπš’πš—πš‘πšŠ πš›πš˜πšžπš™πšŠ β™‘οΈŽ

2. π™Όπš’πš—πš‘πšŠ πš›πš˜πšžπš™πšŠ β™‘οΈŽ
β™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽ
3

πš‚πšŠπš™πšŠπšπš˜ β™‘οΈŽ

3. πš‚πšŠπš™πšŠπšπš˜ β™‘οΈŽ
β™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽ
4

π™²πšŠπš‹πšŽπš•πš˜ β™‘οΈŽ

4. π™²πšŠπš‹πšŽπš•πš˜ β™‘οΈŽ
π™ΏπšŠπš›πšπšŽ 𝚍𝚎 πšŒπš’πš–πšŠ <3
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π™°πšŒπš˜πš–πš™πšŠπš—πš‘πšŠπš—πšπšŽ β™‘οΈŽ

5. π™°πšŒπš˜πš–πš™πšŠπš—πš‘πšŠπš—πšπšŽ β™‘οΈŽ
π™ΉπšŽπš—πš—πš’πšŽ 𝚍𝚘 πš‹πš•πšŠπšŒπš”πš™πš’πš—πš”!! β™‘οΈŽ
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πšπš˜πšžπš™πšŠ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ

6. πšπš˜πšžπš™πšŠ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ
β™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽ
7

πš‚πšŠπš™πšŠπšπš˜ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ

7. πš‚πšŠπš™πšŠπšπš˜ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ
β™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽβ₯οΈŽβ™‘οΈŽ
8

π™²πšŠπš‹πšŽπš•πš˜ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ

8. π™²πšŠπš‹πšŽπš•πš˜ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ
π™ΏπšŠπš›πšπšŽ 𝚍𝚎 πšŒπš’πš–πšŠ <3
9

π™²πšŠπš‹πšŽπš•πš˜ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ

9. π™²πšŠπš‹πšŽπš•πš˜ 𝚍𝚊 π™ΉπšŽπš—πš—πš’πšŽ β™‘οΈŽ
π™ΏπšŠπš›πšπšŽ 𝚍𝚎 πš‹πšŠπš’πš‘πš˜ <3
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π™΅πš’πš—πšŠπš• β™‘οΈŽ

π™΅πš˜πš’ πš’πšœπšœπš˜ πšπšŽπš—πšπšŽ

β™‘οΈŽβœΏοΈŽβ™‘οΈŽβœΏοΈŽβ™‘οΈŽ

πš€πšžπšŽ πš‹πš˜πš– 𝚚𝚞𝚎 πšπš’πšŒπš˜πšž 𝚊𝚝é 𝚘 πšπš’πš—πšŠπš• β™‘οΈŽ

β™‘οΈŽβœΏοΈŽβ™‘οΈŽβœΏοΈŽβ™‘οΈŽ

ΰΈ…^β€’ο»Œβ€’^ΰΈ… π™°πšΓ© 𝚘 πš™πš›Γ³πš‘πš’πš–πš˜ πššπšžπš’πš£/πš•πš’πšœπšπšŠ β™‘οΈŽ
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