u003cpu003eu003cemu003eBusiness Magazine u003c/emu003ea en couverture ce mercredi lu0026rsquo;économiste et directeur de PluriConseil, Éric Ng Ping Cheun, qui nu0026rsquo;y va pas avec le dos de la cuillère concernant la croissance économique du pays projetée par les différentes institutions. Pour lui, elle ne dépassera pas 4 % en 2016, contrairement à ce que prévoit la Banque de Maurice. u0026laquo;u003cemu003eOn nu0026rsquo;est pas encore au début de 2016 pour avoir une meilleure visibilité.u003c/emu003eu0026raquo; En juin dernier, un économètre affirmait que u0026laquo;u003cemu003efranchir la barre de 4 % de croissance en 2015 est à notre portéeu003c/emu003eu0026raquo;. Cette prévision faite au milieu de lu0026rsquo;année, remarque-t-il, est bien loin de la réalité, puisque la croissance en 2015 sera autour de 3,4 %. Au sujet du taux de lu0026rsquo;inflation, poursuit-il, su0026rsquo;il ne met pas en doute la crédibilité des officiers de Statistics Mauritius, il est du0026rsquo;avis quu0026rsquo;il faut en revoir la méthode calcul. Si le taux du0026rsquo;inflation est vraiment bas, lâche-t-il, il nu0026rsquo;y a pas lieu du0026rsquo;accorder de compensation salariale.u003c/pu003eu003cpu003eRetrouvez avec ce numéro le bimestriel u003cemu003eAutomotou003c/emu003e, qui fait le bilan de lu0026rsquo;année sur le plan automobile.u003c/pu003eu003cpu003eu003cimg alt=\ height=490 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mM32Y7m2urNdvp2OaC0lr9vs2fnMYmy/rAGPptoJtDdSx2kKxZ9YsWzCLa7HNuiXA+f5sqsOYx2fVsNBxfN4qamL9RuiZTnuvxz6A3NqDn7jB37j7m/8I/+oo3fUL6vty6acTE27Ie5+6Ihpqn6Pudsc76Ss9O+s1O3Zlbqy0bWxrKB/wA4TXlWNkvrs09WYIQ+8Y+Aes6nU8Xqj/3qkbvqF0O3KFNONtqx+LXu3uBLn3e11jXO/nLrH+5Sf/i46dS2cGx1Tg1zWtMFsPDG2e3b+d6NaVX1he31KiS2SXMunk/ygiH61ZFFTH21nbHbWfJNPMYJXGcz6/0TP/m8NpjKUSJRJjIbSjpJ5TrHSOrdGsi1jX0vOr2tbDp/e9q0nYnSK62vdj+zZ6mW4OIDYGsj6K17/rV0XPrNF1TvcPcwjv5Khi/ZfRttYf0DLQf0nIhv6EO/N2+o7f8A9bUceXxcdxPHjP8Ahbfo/wCEzQ5nmzIAZ8mp/wA5P/vnnc/Ph7x0rpnoVAxtteS5wn6bvpfSTYjjfgvIqdidSpJcys1teyxoHubTY1u7dsC6Wy+plZe4t2xO4kQfms45DTkV3VuafSdu3AiAQd0SpOHASAcYAlpxD9Fty+88MiOYymQ6cc9f+c8w/qPUr9zS9u36RYWMIJ+bf5Kv9JybpdlWtbbi1louaxrWHXn3Vta5XutdFbS+zJqIbRYd7I1Hu93b833Kn08iii/Fs9ouEgqjmHtkxIog6afM1PvXM6EZsn+PP+KfquZg5WR9m6dREmAXfpCQ7TZ+kBXVYlvT8V2HjdWs+059djbmCQ1tT4Gxu2oV/u79jv8ACfpFyXR8TJbmh+JWLsgD2A8D+Wl1bp2bh5TMy+3fY6z3O/lf+Yq1ys54gZDi9Whr0xY8s5Z6OWRycF8PGTPh4t+Hi/uvaf8AMP6mR/Mvj1PtP9Iu+nP85/OJLP8A2i30p+0afYt8x39TZuSV33PyWv8A/9PXxui5WVlONoFWNWS1hOu4dkO3pebZlW4eI+t1bIDj31G7wVrNF11bA2tjtm/6bnADc3YP5v3fS/lMVWrAuYHAYdOrg5s2PPZ2/e0u9znWbHfyP0ixIywHpWl31/uhnGOQ000/qxLZ6j06jp+HU6mv1cx0MID9S4/nBiJi9FqdXZZlY72WP1rYXyZ/6Ko1YeR6nvxqS1jSwODn7zy5vP8Awm1NZh3udBxaNXbh77O/ud+d7f0r3e3+brR9zBV8Ir92h9slvtGm9V0OhmOX3sNdk+0TMferNWOacQvsDXgCACszGoy6sgA01Mbs2FzXve7aILGRZ7W/pPpLQs9fYA4AtlV8kuXOUaCwNO//AKMoYSS0rekjJsr2VNYZ1I4go+d0t2FhW1C4bXFrhc2JG2Za7e17dqP697eAB4aIeUX30PqtG4OEAeas4eYhEe2N+sj83+Ez4cAGSJkdA8/dU2qrGY/KHqEuIILW2GdsH2+7/ttiZgbj2mo3OvDg4PfYQ9xkat3u97q/670bqOHktcXC1rXNEm7ZXME9g4fu/wDpRUKsnGuzCys7acet1+Zkn6LK6xv3Pd/wrh6VX+ksVrUkCOpLeIgATLQAdXoKOn2X9AqxrHbrdk75kEn3e06+z9xc7XhZOPmNxMmXBrvY/tB7LpMXJGdh15OO4upuYHMI8CEO+vdSXmRY36Ljzoq0zLJOAnAijw6joHPyRgTKVj1XNv4GL9guL8cNALIO7mVhfXCzKta0MrbspEtcPH84rZr3PYx7uXNEnxRDhtub6Zbv36QnzyZIk44jQGlQxwlESurFvAfb83042f4GP+nuSXoH/NXt6A4j5cwkjwcx+6ft/wCax8EP3g//1N/NfZU2tzAxztTD3isEN27/AKX0tte9356rl94ZxSToWg3iHVwS6wa/mvVq2qs0EXiuw16t3Q6J5TswKWCu5zai20QZiYjb/wBSsSMIg/L+i2uOQ2Jpq15uRBDfswYzRu64SY1921z9vs/SKw3Kq2MDrKmWvaHPbvbp+9Hu+i1RrwKL3WNZXUG1DiABH7v4pX0YxFTPTqdOsFoOvz+CaYRMK4a1KOI6szlY24N+0VNbyXFzfh4q4MmqotDGB4MSTroqL8TEdktqbXSARqdoAjl3/SV66nCx2Bxyq+B7WngIQ5QTyGQj8u5/6KdbaPX/AK5dDw3OxqaTkZTAA+IaxhI3bX2fyW+965vH6z1LrWeG0v8AsfS8HZldStrHudWx3rMxKi79J6mR6f8AI/l/6Jctmu35WTtMizKtcXeLd52/9Su0/wAXran4V4spc+cl792gYYhle7/ivTW7g5TlxUvbjx1rM9x4fLFrcc7I4jw/uhL1HpzMx1V+RvxxlgPrw2ib9zzvrxiwjbuY12yx/wCYuQ+tPXcLIjpHRqxi9JocHXbDuORe3my6/wDw9NLvbR/pP57/AEXp9N9e+snpzbG0mMzNr9Cmzl1dJ3fbLK/3LLGPZjN/4xebEgD+SAouTiDE5LvjJ4dK9Ntnm80iRj7AcX1dXpv1hzumln2S5zWN5qOtZky72uXQ4v8AjB3+3Oxt7D9I1nj5OXDgmEnPPA+atSEZfNEGvtadHoS+10dY6P1fpdOR0q0PdR7La+HMJ1h7SmpdnztZbsLjDIE6ry/6n5tmJ1Uek4D12mu2snkfSY8f1HD/AKa9Y6Dc2ys2XxLJk+ELM53HKBE4HhBIHi2sIJh4Bq+j9bPU2+qZ9fZM9tnqep/31JaH/OjFnt/O7J/kx/O/99SSufY7d/8AnMns5P3fwf/VB1LrYwcc2VsdaXu2Ob4axuRqeqMuazeHVO2hwk8fySF0uX03D+xhwpY4Obud+j3zG0/2ELFwsd+Oy41gkjaYpc7UD+RuWZwi/l178TrgYzAadfH+t/6D/iOLfmtqbvd7hYYO0qTchr26PlrNR4rVqxsY5ltdzA9jYdtbUfD82Z2q1ndPxKTQWVtaC8Nd5yh7Y4arrrqtkIx3u5de7z7799JfvmGwCgV4mTc+qljCLMlt7WCwWAh2Mxl1/qVsqtu+hcz0fSrtst/0a6XKw8fHy2OqrHtrfYK2NL3vLIdsx6WFr7r/AM/Yz37K7FWymtx6sm2Ka3UY1ma6+yh9g2201tyaq3UXY7nsdiVVVb/0f80rPLxMQdNyw5MwjpHqL1/B8/p6T1B72OrZVbdkXWUY2M71BZcW3DGffQx1LPQx6rvY+/qH2L/Ds2epWut+qdF+J01rH3MONfY9+Jk4lh9GxgZbkXWOddU239G7HyaLmW0fz1P81+k9RAr6d1vozzRT1HFwrLrji9Ptdj3erXkZWQ+9mBRW+y7/ACPl5GA+yvOy/tn6P+ar9SzISbi9bOJ1DAqdiV2tdTgYGFTU9jMc3Mqqz7sT9I9zHNZ9YLPtdlz79/6S7+bpq9OzONxI19XpNHpL0lqQyGJG2muoH95odd6F1brPUbsxwxn11XDBpZe602lzbbcL1HjCqfVj4+Tm42XsvyHVUfo/8GqbPqn1Suigfs/pmXW576xlOfkNcT6Rz2vyK92LbS11bH42N62PU/1a/wBJ/O49tuxXR1T9pUVPy6c5j8LHz6rjiXv9nT2ttwbcKmvKqszMm/7fbfkV3fo/tG/9Gq1uT9YulY1Gd1POpooGEG25D8Z9t1t2YAK8PIFjt2TlY9fSsf8AXfUZ6FdH+H+haYQEIiMdgK3WzySmblX0ADSt+q/UHGzHr6Z0uTbfim5ozGGuymj7a58ZWx+zZ+jpu9F9Vt//AAfo2rNs+oPXA8MdbQ+H013Qbmtr9dr7GW2usx2NfQz09tmRR69XqW1+n/I6h46+36xZfR8Z1Vb6aH59jKaHsrsyvtFVlTIyLcu26jKzqqKvU9XHZ9ntt/m6q/TVbpV3XerWU5NeRg4LsjFOdfY6u0Nf6n2rojvtM3WNaz06PVf6fo41f6O30v0ada15DNxbug5tLa8qi+w1V5DX4xsc0Nta26j1PXpo/naXsu27PoP/AH13X1S69jdUosqfd6WUP5yloc4OafbvZ7d+3d7XfuLmfrF9W87D6dV1XOtAyHNxsQ4zaXAV+jjYtXp5Fzn/AKO+tmxn83+msrt/m1hYPUMrp2XXmYjnMyKHbmOkkEfRdXY38+m5nstZ+4hkgMkKJX48sscrH1fX/wBkYkfQs4j+af4/1Elif+O306J+xP8A6P6sSf6VO37Hu/7jfn/avp/4P0UlV9k/1v8AGbf3yX7/AOD/AP/W6Pq2SMLExKDSb3W7q2kPLNsN3Of9F+/2/vLLo6/0vGDcfa2xjXem55vcHciS3GDPft/4P6asdZrwOptwcbMsYMZl361Y5zawwem58sfd7fVd6W1ipZHTeh4eHfXgZDrLKQX0irIrsfZc4Uspp9Clv6Sne97rdlf/AF3/AEccRy4jDjgZSIuRH96Wnz/u/wBVtjFzmUTGHJ7dTocXycPBE/5uX+Un++36es4teUzKqrte29wpndU1oc7+baz1b2XXWvd/gmMWr1Cn7VTTBiHB+k/Hj6S4RvTbL8wdQs6ebMoOaGA13bLLAWNq3V79nt31P9n/AIIu1yc6n+ZY8erW/a49gW+16jyDGQeAEAHqkYuYxmJzSjKUwfk14ZR4eL/pIMkPy8ws9c124XpkkVUu/nnUPxrKmZL3WepS22ux9lTWZD76/Q6f+mWf1etmRgZldeZ9mHolnUcxlLH+lS+uv9FlUt/W7rLsP3syfTs/QV+lXd9oWsbcfMyceuuxxDXbiNztgLS2xuyudm5ttbLP67Fy3+MbqGZhnBw+nZGRj5HquLXMusadYb7Tv/Oe5Ohw8XCB4sU4y4bJ6Uhrx+q2ZWQxvVLmC/MGP04+ljXE5OXUerDqOQ/F9bHxaNtz34uXg2faavtGRdj+j+s1IOVRk0dRyGDq1wb0DBLha0YTHufds6S9j7BaK22fY66Kv8o2/tX9FX6VPqegudyc/qQtyGNzch78wNpzH+q+cgfzYbknd+lZ7vTZv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
Eric Ng Ping Cheun : «Le gouvernement se trouve face à une ‘crisis of expectations’»
