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OUI !\",\n];\n\nfunction App() {\n const [noClicks, setNoClicks] = useState(0);\n const [isValentine, setIsValentine] = useState(false);\n\n const yesButtonSize = (noClicks * 20) + 16;\n\n const firstImg =\n \"https://media.tenor.com/VIChDQ6ejRQAAAAj/jumping-bear-hearts-no-png.gif\";\n const secondImg =\n \"https://media.tenor.com/f1xnRxTRxLAAAAAj/bears-with-kisses-bg.gif\";\n const coupleImg =\n data:image/jpeg;base64,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\";\n\n const handleNo = () => {\n setNoClicks((prev) => prev + 1);\n };\n\n const handleYes = () => {\n setIsValentine(true);\n };\n\n return (\n \n {!isValentine\n ? (\n <>\n

\n\n {noClicks >= 3 && (\n \n )}\n\n

Tu me pardonnes stp...? 💘

\n\n

\n \n Oui mon amour\n \n\n \n {noClicks === 0\n ? \"Non plus jamais\"\n : NO_PHRASES[Math.min(noClicks - 1, NO_PHRASES.length - 1)]}\n \n

\n \n )\n : (\n <>\n

\n \n Yay!!! 💖🎉\n \n \n )}\n \n );\n}\n\nfunction client() {\n createRoot(document.getElementById(\"root\")).render();\n}\n\nif (typeof document !== \"undefined\") client();\n\nexport default async function server(request) {\n return new Response(\n `\n \n \n Valentine's Day Invitation\n \n \n \n \n

\n \n \n \n \n `,\n {\n headers: { \"content-type\": \"text/html\" },\n },\n );\n}","/** @jsxImportSource https://esm.sh/react@18.2.0 */\nimport { createRoot } from \"https://esm.sh/react-dom@18.2.0/client\";\nimport React, { useState } from \"https://esm.sh/react@18.2.0\";\n\nconst NO_PHRASES = [\n \"Non?? 💔\",\n \"T'es serieuse Reihan? 🥺\",\n \"Regarde comment on est beau\",\n \"T'as pas le choix si jamais...?\",\n \"Tu preferes tes mecs c'est ca ?\",\n \"je t'aime arrete\",\n \"Dis. OUI !\",\n];\n\nfunction App() {\n const [noClicks, setNoClicks] = useState(0);\n const [isValentine, setIsValentine] = useState(false);\n\n const yesButtonSize = (noClicks * 20) + 16;\n\n const firstImg =\n \"https://media.tenor.com/VIChDQ6ejRQAAAAj/jumping-bear-hearts-no-png.gif\";\n const secondImg =\n \"https://media.tenor.com/f1xnRxTRxLAAAAAj/bears-with-kisses-bg.gif\";\n const coupleImg =\n https://logos-world.net/wp-content/uploads/2020/07/PSG-Logo-500x281.png\";\n\n const handleNo = () => {\n setNoClicks((prev) => prev + 1);\n };\n\n const handleYes = () => {\n setIsValentine(true);\n };\n\n return (\n \n {!isValentine\n ? (\n <>\n

\n\n {noClicks >= 3 && (\n \n )}\n\n

Tu me pardonnes stp...? 💘

\n\n

\n \n Oui mon amour\n \n\n \n {noClicks === 0\n ? \"Non plus jamais\"\n : NO_PHRASES[Math.min(noClicks - 1, NO_PHRASES.length - 1)]}\n \n

\n \n )\n : (\n <>\n

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Diff · v16