La felicità è l'unica cosa che tutte le persone accettano di cercare, ed ecco la posizione del percorso verso la felicità che mette il primo elemento costituto per imparare la via della felicità eterna nel mondo.
Ora iscriviti al Corso Gratis Islam
Durata del corso: da 24 Primavera 1 a 13 Primavera 1442 H. 10-28 novembre 2020
Il test sarà: 28 novembre.
Facilità di registrazione:
-Per registrarsi: tramite link
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)
- Per partecipare al corso di gruppo Telegram tramite
link ![Telegram - Apps on Google 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- Guardare ing e imparare dai materiali del corso
- Risposta elettronica alle domande di prova.
- Ricevuta di un "certificato di passaggio" certificato dal sito della strada di felicità e dallo spazio del canale.