u003cpu003eu003cstrongu003eLes Mauriciens font moins de bébés. Au rythme démographique actuel, la population de lu0026rsquo;île chutera de 21,31 % du0026rsquo;ici à 40 ans. Une véritable bombe à retardementu0026nbsp;!u003c/strongu003eu003c/pu003eu003cpu003eu0026nbsp;À moins quu0026rsquo;on arrive à la désamorcer à temps, les dégâts provoqués par ce recul de la fécondité seront considérables à tous les points de vue. Voilà le challenge qui attend ceux qui planchent sur la u003cemu003eVision 2030u003c/emu003e. En lu0026rsquo;absence du0026rsquo;un suivi de lu0026rsquo;évolution de la population, la réaction face à ce dysfonctionnement et au phénomène du vieillissement de la population a été très timide jusquu0026rsquo;ici.u003c/pu003eu003cpu003eLu0026rsquo;on se souvient de lu0026rsquo;appel lancé par le ministre de la Santé, Anil Gayan, lors du0026rsquo;un atelier de travail. u0026laquo;u003cemu003eIl est nécessaire de sensibiliser les Mauriciens à la nécessité du0026rsquo;avoir plus du0026rsquo;enfantsu003c/emu003eu0026raquo;, avait-il lancé.u003c/pu003eu003cpu003eEncore faut-il comprendre les raisons du repli du taux de reproductivité sous le seuil de remplacement des générations. De 2,1 enfants par femme, il est descendu à 1,4. Certes, il y a la réussite du programme de contrôle des naissances, mais du0026rsquo;autres facteurs découragent également les couples à avoir des enfants.u003c/pu003eu003cpu003eLa génération Y, qui est en train de redessiner les contours de lu0026rsquo;économie mondiale, semble avoir du0026rsquo;autres priorités que celle quu0026rsquo;on veut lui imposer. Pourtant, il faudra trouver des arguments solides pour la sensibiliser aux dangers associés au vieillissement de la population tout en tenant compte du0026rsquo;une perception bien répandueu0026nbsp;: élever un enfant coûte cher.u003c/pu003eu003cpu003eUne étude de u003cemu003eBusiness Magazineu003c/emu003e/VERDE, très révélatrice du comportement de cette génération Y, est à lire cette semaine dans u003cemu003eBusiness Magazineu003c/emu003e, lequel numéro est accompagné du supplément mensuel u003cemu003eLifestyleu003c/emu003e qui vous emmène dans lu0026rsquo;univers bollywoodien pour vous préparer à fêter Divali.u003c/pu003eu003cpu003eu003cimg alt=\ height=471 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
Démographie : élever un enfant coûte cher
