Business Magazine

Charles Harel (CEO, Harel Mallac): «L’importation parallèle rend le métier de commerçant plus difficile»

u003cpu003eDepuis sa création, Harel Mallac a accompagné le pays dans son développement économique et social, souvent en soutien à des secteurs phares tels que lu0026rsquo;industrie sucrière ou le tourisme. Le groupe se compose aujourdu0026rsquo;hui de nombreuses compagnies bien connues à Maurice, couvrant des métiers tels que la manufacture de produits chimiques et fertilisants, le commerce, les services financiers, le voyage ou encore la gestion de biens immobiliers.u003c/pu003eu003cpu003eLe groupe Harel Mallac a choisi de se réinventer pour assurer la pérennité de ses opérations. Il a ainsi regroupé ses activités sous trois pôlesu0026nbsp;: le u003cemu003eManufacturing and Tradingu003c/emu003e, qui englobe les activités u003cemu003eEquipment and Systemsu003c/emu003e, u003cemu003eChemicals, Hygiene u0026amp; Fertilisersu003c/emu003e et le u003cemu003eRetail, u003c/emu003eles u003cemu003eBusiness Servicesu003c/emu003e qui se composent de u003cemu003eTechnology Integrationu003c/emu003e, u003cemu003eFinancial u0026amp; Corporate Servicesu003c/emu003e, u003cemu003eDigital Agencyu003c/emu003e et u003cemu003eTravel u0026amp; Aviation u003c/emu003eet, enfin,u0026nbsp;lu0026rsquo;u003cemu003eAsset Managementu003c/emu003e, qui couvre la gestion de ses investissements dans les compagnies associées, de son patrimoine foncier et de sa trésorerieu003cemu003e.u003c/emu003eu003c/pu003eu003cpu003eCe repositionnement du groupe a un double objectifu0026nbsp;: du0026rsquo;abord de favoriser les synergies entre ses filiales, qui ont des u0026laquo;business modelsu0026raquo; et des problématiques similaires, et du0026rsquo;optimiser ses ressources afin de les rendre plus agiles et performantes.u003c/pu003eu003cpu003eSon CEO, Charles Harel, qui fait la couverture de u003cemu003eBusiness Magazineu003c/emu003e cette semaine, explique la pertinence de cette démarche et donne moult détails sur la stratégie du0026rsquo;investissement du groupe. Le numéro de cette semaine est accompagné du dernier u003cemu003eAutomoto u003c/emu003ede lu0026rsquo;année qui publie un u003cemu003ebest of u003c/emu003e2016 et présente les nouveautés attendues en 2017.u003c/pu003eu003cpu003eu003cimg alt=\ height=447 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6n/AM5rR7G0473d9lG7jza5A6P0yvqnUq8W4ltIG9+0wSeGt/6py9M6f0Dp2HQ2vFoYwM4cdXTH0i5yEoQs3HikdSzwyZuEVk4ID0j/AAXzyr6x32tIZXiuH0XD0fD95rnIjetZIIIx8T2/R/QDT+r7vatT699Iqx2UdUoYG2NsFV5aPpVuBjfH7jmrnGgkIjHjIBEQtlnzAmJyHTr3dGzreW9sOpxXD/iRofH6SZvXMthJbRiAnkika/8ASVCCnhH2sf7oW/ec375br+s5Vk7qMWSILhSA6P6wcr9X1z60x9NhrxHnHsdbWDW5jdzg36dePdSyzZt31b/oWLEDfmkWmOFLjJx3weni34WDMBmMTl/WcPy8WtX/AOitn9o5X7lP+Z/5mkq+wpKL7vi/cH2Nj75zH+dl9r//07DpAJ10QOh5dmTlZoIhlAY0HxLi7/yCs2PaGu17FZXQOodOxRmDLya8ey20EeoH6ta3n9Eyz85zliSBMSB2/a70aGr6BjtArYD2aPyI7g0BYdX1r+rVtrKKM9tl1haytgrtG5x9rW731Nr9yZv1u+r1rzXVlOscCWnbVYRI0dtftDX/ANlTmh/vNMxJN0fscn681BtWY8aC/F3f2mex3/R2LzlnAXof1s6li9Q6VeMcPJqrs97wGgtI4DdznfSavOmO0U2HaXmqY28nT+r9wx+s1WOn0yyHbQSdDG6Gbne3f+4vSKeo2vY+qun07xW2ykWnRwcXMbub7XVv/R/QsXluBnPwcynLZ9Kl0gcAgkbwf7K9Fp+0W9Xtfve7EyKK3MbW5npvYPobHtZ9qqs3uf6n0E8iyvx1VX9Fut41+b0a+u8sa64NZtlzmg7gd/vrpd/0VyXX8HC6d1V2Fg7vSqqr3Bx3EOIn6Z/eZ6di7nLrcMNwujfY4NFbCSxpc7a3bu/O/wBIvOci7JyMu+7LsN2Q57hbY6JJafT/ADdrfosShueyM1UK1O1sYUmgA6mE3wT6nupGBn7NeSU3t8Cmk90kkL6JJtEkVP8A/9Sw+kOaQCTKzX9BDnExAK6EVNB7qWxu0g91hmQd8RIeQPS30WMsqcG212Mc0kbgCHA6s03KHScdzqheT9Jz5gQJ3OBhv5q1eoOrwce/MvJNVTgX7RJgy1vt/ruYqn1be3L6W59IOxt9jW7hrwx/Gv8ApFMCDy5le2Sv+axSBGfh747/AOcv1OxlfTMwPhv6F4n4iAuFGSBptP4Ld+s3VaibOmUHed23Jf2Gwh3o1/vP9Rv6Vy51v0QVd5TF6LkPmNj+60uazVPhgR6fm/vJXZTuzBHmf7l23RD13p2Fg5jGjNwcqoPrDAXBsl1bm/mPbbRbuqs/MsXBvJDdO/K93+qPSMXF6P00iuHtxKXXSSfe+tt/H0f57JsdtU8sUSNNPxYsWeQkTInbpo0undP6jnOF+YPsmNXDnF+0PLiNw/QgubTW1nv32v8A+3V5Z9Yur1ZHXMy7pZ9LBNgbj6SXNraykXHeN36x6fr/APXF6R/jQ6qzpfTTRiuLMrq7DivaOBRWd+Rb/Wf632T/AIu61eQiC5ojSZ+5GOOI8fNblzSJoGg22dRzZEuaQexaP4Qr2LmC5rt8Nc0gHwg/RcsgcSTqeVt/U7Nw8Hr+M/ObW/FvDqLfVa17GmzSi17bWv2trv8AS3PRlAVoKWxySB1JIXORSPzm/ekLmuMM958Gy4/c1esux6WOIrqZUQdr9jGtcSPzPa1uxjVJtQrE1eyedoDZP9iFFTLx+D5V6eR/oLf+2n/+QSXrH6X993+cf70kkcZf/9XaKbcC0+SZ5IEnhZvXcnqWJ0+1nTse6zqLyK6a21Pc9pdq+51ZaPoV/Q/4X0liQxymRGI30d+eSMAZS6fi5f1ly8ZvTeoYlt1bLn1gspc4B5Ic0jbX9NcbR1vqGP01/Tcd4qx7XPdaWj3v3hrXMdZ+Yzaz/B7EWz6sfWiXWW9JzpMvssfRZ/Wc973N/wA5yzN0fDyWpy/KwxwMSRk9XHr0l5OVzPNTyTEgDj9PB5x81aAafJOzgKDiOx55U+AArLVU2qy6xtVYl9jgxg8S47Gj8V9KY9LKQa2CGM2saPJjW1/98Xg/1Iwhm/W7plJ+hXeMh57baAcp27/travfGuDGGx/DZe78qRXRfDv8Y3VD1L62ZbWmasGMOuNNa5dkf52XZcuZY0hwceACiXZFmVfbk2a2Xvda8+b3F5/6pQlELSs0z8kQAOB0JHCGxjkZkg6pKfYfqvkPzOgdPyLbzk2GhrbbTJJewljmP3e71Ktvovf/ACFsQJXMf4uyX/VlgLSPTyb2jTkSx+7/AKe1dQA5V5blljsFvYkpykgut//W1BlVsyQ1j2udS6t72gyWw5rvd/mqpXhZNdv2K/rtxtuunFqGbXS6yp5a2oV412Rk+v8Aarm3en/xn765X6oZ17i0PsO7Iymm6zQn3Frd3u3fQXU0/VTpeKbcZvWMgUOdduoqrrZDnbH2NbayxtjW10t2Xens3/zv6NVOVjHFkMT6vT12vu2+bzTy440eCJlxaCJPoHo+aMv35M/2Z1PHybmWdXzKKcVxsdjvvFrXtFTb7MF1VdoqrY9rd/qXV/4X2U3e+1eWdPooysrHxr724tVz21vyXiW1hx2+q8Sz2N/P9y9f6XidHwcTqeHj3HIORUXCt1La9lbBbY1jLqi+yxv6fb+kt2f9d9T1eN+rn1N6Bn9KblZvUHOynMLjRW5lVbHOY99FNl94/nP5re9/pVb7fQ9/84pxkAyzF+nhgQP3TL3I8I/xP0mARnOIJ9UjKZkf3vk9R/8AQXP+u/RMP6vW4fR8fJdkXVVG3Mk8WOcfT/Re5tO6v6FW7+b/AEn+ERsb/Fz1u+iq+vIxSLa22ta57muh7G3N+lWN/wDOMq31b6vX/Q+ouif9Q/q3mXsubl3Wm0t9Vr7w98OfR7vW9P8AwGPXm1We3+cfjIQ+ov1crycanKZZSzLY61lrsn6VwbZ6nTqsb0vtf2WtlX26vNsrZf6fp4Vtf2q1GxXpkBuSviKJ48ZntGOshSX6nfVbK+r/AFW3My7aMgvrGNU6l52h1r/c7c9rN21tOyz/AI5dazrT7cGxlNdcXVviyy6tsPsaX/rFTX2e1rn+9rPoIuM3pdLKqqG0sqZWK6mBwJ9Gtxq3b2hzP5v0X/S/0n84oZPV+j4eKM7Ltoppc2KHEg7iWve5rKz9JrNrXb/p2fzP84mcWU/pBnvl4g/qj9TL/vniOnfUnomF6NefjW9UyHj9J6eSKqfaK3v9OG0P+jcz2Os/toHW/qb0vJyA36v024VzYNuLk21WVbHD2Oot9ey/1NzffW/1f+tLoeq9V6R1vEf07KzMfGre+x49NwDHMpyrsXDbZkbC3079uFm/of0tmP8Aabf0GNZVctarrvR8ymzpVdmNd9q9ltYtafbY51Wc2tvus/RUN9RmR+jxL7Lavs1tyMY5RvPTxAktOXla/mNa/emPq+dN+oHXN5YPRLgA4+8RBO3R27a7+yqnUvql1TpuDZn5OwU1RuAPu1c2v6P9Z66Tpf8Ai5xzWGdQY2vezDa8uyayWu/SO6o6p1Tn7Heyiuj+crfv/wCu1X+nf4tPq/VZivzbTe6qpv2ljH7q7b3OraXae5mPRus2Vej+m/wtnpVJ9zBF5L/wYsZnhIIGCiRoeOeh7t/6mjZ9V+mD0zTNO4sOhJc97vV/6/8Az3/XFtz5wnDMWDJghjdo3A8MLntd6bvb79tbPZV/o0+1j3O9No2tgaOLxPu9rbPz9rNn/ntMl1Kwdlbgkn9A/uj8Uk2wmn//1+X+qzhR09+YAXux7Q8MaCSS0gt4XedF6ueq9Ps6hkRjPeSGk1lwYHRY3a30bfVb6Z2b7bf0y4j6mQ/GNZkh1kQIBg8/S9q9C6bTijp75HpUsEvebKwxrdjX73P/AJprPTd7lXyYhKVkRP8AeHE2Yzh7QiQeK74geHs89m9YdbmGxnXOmUYzBYwVVuJc6vtRbXbR9O1ns/nv0K5X6sfWHpnS7cr7Yy6uq2zGspbVWy4huPb9odj2+rbjfz1X6F1n/gas/WPp3R33Pd0Zvqvc6bLn31spk+39G2wstfvd/hf5j/hbFy9lLmXOqcQXNPuLDInn2lPxYhG9ALrYcO3/AKMxzyXw1pw9dP8AuYw/dfaenfWPpuTinqdJc/Eyb2D1HBrPTsG/0mZG++302b/Tq/nP/RaQ+sOLblNrxHPyXthtlFYYSHY5qsyLGPsuNT22YteX7q/S/nv+uLyLHx7vSNRe5tNpBfUHENcR9HeydjnLV6cLsHK+1UtY9/pW1AXBtjAL63Y1j3VWbmWfo3/Qt/RP/wAL+jThiPdccw7Emh19P7r6lkdTOFWLH0X2Orpx6xhsa1tm617Bt9F136R13o3N9H0aPW/SVet/ha8ivqL8l3T6r+l5Jupx99GL6DHikNZk025uO71a77vWdl4DH436v9n9H+c9f0Fz1n1qyMdjcnNrquyQ2sDIsda619tDn2YVzmMsZU52O++/9Fs9C71P0v8ANqjf9b3WgfaMHHe37McR9Vj7nPsaX0Xh+Tl+t9qsfU/Ep9Gv1f0TPVZ/hE+MKY5z4tBoHpcKx5Yz08PLfvvtscRiVOba+4+rhZp+1WPtrvwK/wCawmerv2fznp25C6bo1e3E9arGczKvaRdcWV12WEt9Gy97anFrHZF2P9p9Op/6P1bl5c//ABidY+0VZJroe+i05DnFp/S2bPS3We79H7v0uzH9P9z6C9B6RfZ+yunucGWOpqqex1jTIfrZbZtrdWzdY6z+pWhM6IiNXoHX2OD3e6tsH3bm6F5rtH+Fq/wbXbP0ilZZYASd7QBIDS1zjG1oZ7jtY2zb/r6qy2ZVor9P9G36B3fpJJY30WPP6Xb9D8z+bVtlpcwyS73QSTqe/aPFQylTII2ltvta1wYC0kEN1aS2BY2oh276fuq3qDrHOe9zn2Ok6Au7ABg+j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×3/anqF+0/ycfZ01v/ALZKp9Ssmp/TrKrHBufZfdk5NRImbrHXbmfv1ta9le9FurZ0L6rZOJXkC3JxcW6zeYDnWP32er6Uu2+pkWJ+MgxErseqVrMgInKNUfTGv6oQfUj7HkdOu6nUGuzsy++3IJ+k31LbLaKf3q6vR9Jywfrd9b8C3oN/RevdLyqOq5FDm1VvpBp+1Bu2u3EyfVc22mrJc3ZdW7+b/wC21r9M+rnScnpNN3SLnYXVKqmV/bGPsL6rWBu5t+L6rK7Wb2e7Gu/V7f8Ai1H629U6Tn9Q6X9XKjVmZ9nUMe6yoEONFdDvtORZZt3ena+it9Ppu9/p3I4r4AdNdfTsUZK9w/N9dJRpX17B6V9QL8DFdDzVRg0Aabg51WO5g/rUeotjOy6+gdMwaKWh5N2L0/HY47QfUfXjfmh383Tvt/62sn68frXUvq10kCXZHUm5Tm+NeI11t4P9m1XevEZHXvq9gmve37Rfmvd+6Maiypjv/YjOoT2NrfXDofSusdR6Hj5lQdZZlOD3DRzseujIybaHvH+AsyGYzH/8Yth2SzBy8fBZVVj9PFDz6u9lbWOaa2Y+NTjy13urNz/oenX6Syeqda6ZifXbpmLnXsoP2HJNLrDtabLrcZtTd59jHPrw8j09/wDxf84p9b6H9XX5uR1v6wvx34xx6ceoZAa1tQrdda/ba5/6R+Q/I+js/wAH+ekrsCWniYn1eu+vXUfQtZXlW4WO81VWbRZY9+S7JvNTDsttZS3D93/C+p/hPUQetdVr6DkXftXHy2YTXt+z5ePSLqnVltf9It3N9DI+0Otq9N1df6P09nqKp9UB9TeuWdQx6qaqnsyXHBxw51NoxtlbK8mj0zTfvstGRY+3+lUet6Nv+DWx1zq2F9XPq1bh9WzWdQzH021UVWwLLw/e2ip9W62x9ddb66L8qz/jr/0liSTVsPqWcLqfTrOs1WOy859+QGfaXy+lgssbh4pY3f8AY/1X0H2MqZ/hPV/SLG+t/wBbcDI6Dd0frnTMrH6tbQTWx9UVDKa3+fxcr1HNsopvP8/W7+aVn6s/Vn6s5XRcfqP1dyXYfVW01Nuzq7bHvZY3Y/Iry8N94odvcx2/Hur9H8/Yh/4zuqYmb02vpWCx2dlMyK7LXUNda2jaH/zllTXtZkXfzTKP5307EtatIriod/q+ZbQkl6lX77fvCShpsW//0s6v6t9OpjY610AibPTs5If+fT9L2/T/AHP0aMOhYJItBcx4MgsZU3tY3tT9H9M//wAC/wBGtOZGugTDfo1gLneDRKyffy/vl1/YxfuBzX9BwXAtJJBkyW1EifU+g91O9n88787/AEP+iTHoeC202NY0PLt8iqgQfb9FraGsaz2Lc/ZHUrAHtpG1wke9n96b9jdYLh+gED+Wz/ySeMub96Sw4sP7sXm+pdHxMTpt2SwepZjUFlfq11PBaRXUTZ+h3Os2V+23dvY/1P8ASLnRm2kR6WO0S50Morbq6N30Gt/d+h9Bdj9YK7Kul9QptbtsrrIc3wMtPZcQ1T4ckzE2SdWLJixgiojZ0cbreXjUsorqxyxkwXVSTLnWe73N/Oep/wDOa0extOO93fZRu482uQOj9Mr6p1KvFuJbSBvftMEnhrf+qcvTOn9A6dh0NrxaGMDOHHV0x9IuchKELNx4pHUs8MmbhFZOCA9I/wAF88q+sd9rSGV4rh9Fw9Hw/ea5yI3rWSCCMfE9v0f0A0/q+72rU+vfSKsdlHVKGBtjbBVeWj6VbgY3x+45q5xoJCIx4yARELZZ8wJich0693Rs63lvbDqcVw/4kaHx+kmb1zLYSW0YgJ5IpGv/AElQgp4R9rH+6Fv3nN++W6/rOVZO6jFkiC4UgOj+sHK/V9c+tMfTYa8R5x7HW1g1uY3c4N+nXj3Uss2bd9W/6FixA35pFpjhS4ycd8Hp4t+FgzAZjE5f1nD8vFrV/wDorZ/aOV+5T/mf+ZpKvsKSi+74v3B9jY++cx/nZfa//9Ow6QCddEDoeXZk5WaCIZQGNB8S4u/8grNj2hrtexWV0DqHTsUZgy8mvHsttBHqB+rWt5/RMs/Oc5YkgTEgdv2u9Ghq+gY7QK2A9mj8iO4NAWHV9a/q1bayijPbZdYWsrYK7Rucfa1u99Ta/cmb9bvq9a811ZTrHAlp21WESNHbX7Q1/wDZU5of7zTMSTdH7HJ+vNQbVmPGgvxd39pnsd/0di85ZwF6H9bOpYvUOlXjHDyaq7Pe8BoLSOA3c530mrzpjtFNh2l5qmNvJ0/q/cMfrNVjp9Msh20EnQxuhm53t3/uL0inqNr2Pqrp9O8VtspFp0cHFzG7m+11b/0f0LF5bgZz8HMpy2fSpdIHAIJG8H+yvRaftFvV7X73uxMiitzG1uZ6b2D6Gx7WfaqrN7n+p9BPIsr8dVV/RbreNfm9GvrvLGuuDWbZc5oO4Hf766Xf9Fcl1/BwundVdhYO70qqq9wcdxDiJ+mf3menYu5y63DDcLo32ODRWwksaXO2t27vzv8ASLznIuycjLvuy7DdkOe4W2OiSWn0/wA3a36LEobnsjNVCtTtbGFJoAOphN8E+p7qRgZ+zXklN7fAppPdJJC+iSbRJFT/AP/UsPpDmkAkys1/QQ5xMQCuhFTQe6lsbtIPdYZkHfESHkD0t9FjLKnBttdjHNJG4AhwOrNNyh0nHc6oXk/Sc+YECdzgYb+atXqDq8HHvzLyTVU4F+0SYMtb7f67mKp9W3ty+lufSDsbfY1u4a8Mfxr/AKRTAg8uZXtkr/msUgRn4e+O/wDnL9TsZX0zMD4b+heJ+IgLhRkgabT+C3frN1WomzplB3ndtyX9hsId6Nf7z/Ub+lcudb9EFXeUxei5D5jY/utLms1T4YEen5v7yV2U7swR5n+5dt0Q9d6dhYOYxozcHKqD6wwFwbJdW5v5j220W7qrPzLFwbyQ3Tvyvd/qj0jFxej9NIrh7cSl10kn3vrbfx9H+eybHbVPLFEjTT8WLFnkJEyJ26aNLp3T+o5zhfmD7JjVw5xftDy4jcP0ILm01tZ799r/APt1eWfWLq9WR1zMu6WfSwTYG4+klza2spFx3jd+sen6/wD1xekf40Oqs6X000YrizK6uw4r2jgUVnfkW/1n+t9k/wCLutXkIguaI0mfuRjjiPHzW5c0iaBoNtnUc2RLmkHsWj+EK9i5gua7fDXNIB8IP0XLIHEk6nlbf1OzcPB6/jPzm1vxbw6i31Wtexps0ote21r9ra7/AEtz0ZQFaClsckgdSSFzkUj85v3pC5rjDPefBsuP3NXrLseljiK6mVEHa/YxrXEj8z2tbsY1SbUKxNXsnnaA2T/YhRUy8fg+Venkf6C3/tp//kEl6x+l/fd/nH+9JJHGX//V2im3AtPkmeSBJ4Wb13J6lidPtZ07Hus6i8iumttT3PaXavudWWj6Ff0P+F9JYkMcpkRiN9HfnkjAGUun4uX9ZcvGb03qGJbdWy59YLKXOAeSHNI21/TXG0db6hj9Nf03HeKse1z3Wlo9794a1zHWfmM2s/wexFs+rH1ol1lvSc6TL7LH0Wf1nPe9zf8AOcszdHw8lqcvysMcDEkZPVx69JeTlczzU8kxIA4/TwecfNWgGnyTs4Cg4jseeVPgAKy1VNqsusbVWJfY4MYPEuOxo/FfSmPSykGtghjNrGjyY1tf/fF4P9SMIZv1u6ZSfoV3jIee22gHKdu/7a2r3xrgxhsfw2Xu/KkV0Xw7/GN1Q9S+tmW1pmrBjDrjTWuXZH+dl2XLmWNIcHHgAol2RZlX25Nmtl73WvPm9xef+qUJRC0rNM/JEADgdCRwhsY5GZIOqSn2H6r5D8zoHT8i285Nhoa220ySXsJY5j93u9Srb6L3/wAhbECVzH+Lsl/1ZYC0j08m9o05Esfu/wCntXUAOVeW5ZY7Bb2JKcpILrf/1tQZVbMkNY9rnUure9oMlsOa73f5qqV4WTXb9iv67cbbrpxahm10usqeWtqFeNdkZPr/AGq5t3p/8Z++uV+qGde4tD7DuyMppus0J9xa3d7t30F1NP1U6Xim3Gb1jIFDnXbqKq62Q52x9jW2ssbY1tdLdl3p7N/87+jVTlYxxZDE+r09dr7tvm808uONHgiZcWgiT6B6PmjL9+TP9mdTx8m5lnV8yinFcbHY77xa17RU2+zBdVXaKq2Pa3f6l1f+F9lN3vtXlnT6KMrKx8a+9uLVc9tb8l4ltYcdvqvEs9jfz/cvX+l4nR8HE6nh49xyDkVFwrdS2vZWwW2NYy6ovssb+n2/pLdn/XfU9Xjfq59TegZ/Sm5Wb1BzspzC40VuZVWxzmPfRTZfeP5z+a3vf6VW+30Pf/OKcZAMsxfp4YED90y9yPCP8T9JgEZziCfVIymZH975PUf/AEFz/rv0TD+r1uH0fHyXZF1VRtzJPFjnH0/0XubTur+hVu/m/wBJ/hEbG/xc9bvoqvryMUi2ttrWue5roextzfpVjf8AzjKt9W+r1/0PqLon/UP6t5l7Lm5d1ptLfVa+8PfDn0e71vT/AMBj15tVnt/nH4yEPqL9XK8nGpymWUsy2OtZa7J+lcG2ep06rG9L7X9lrZV9urzbK2X+n6eFbX9qtRsV6ZAbkr4iiePGZ7RjrIUl+p31Wyvq/wBVtzMu2jIL6xjVOpedoda/3O3PazdtbTss/wCOXWs60+3BsZTXXF1b4ssurbD7Gl/6xU19nta5/vaz6CLjN6XSyqqhtLKmViupgcCfRrcat29ocz+b9F/0v9J/OKGT1fo+HijOy7aKaXNihxIO4lr3uays/Saza12/6dn8z/OJnFlP6QZ75eIP6o/Uy/754jp31J6JhejXn41vVMh4/Senkiqn2it7/ThtD/o3M9jrP7aB1v6m9LycgN+r9NuFc2Dbi5NtVlWxw9jqLfXsv9Tc331v9X/rS6HqvVekdbxH9OyszHxq3vsePTcAxzKcq7Fw22ZGwt9O/bhZv6H9LZj/AGm39BjWVXLWq670fMps6VXZjXfavZbWLWn22OdVnNrb7rP0VDfUZkfo8S+y2r7NbcjGOUbz08QJLTl5Wv5jWv3pj6vnTfqB1zeWD0S4AOPvEQTt0du2u/sqp1L6pdU6bg2Z+TsFNUbgD7tXNr+j/Weuk6X/AIucc1hnUGNr3sw2vLsmslrv0juqOqdU5+x3soro/nK37/8ArtV/p3+LT6v1WYr8203uqqb9pYx+6u29zq2l2nuZj0brNlXo/pv8LZ6VSfcwReS/8GLGZ4SCBgokaHjnoe7f+po2fVfpg9M0zTuLDoSXPe71f+v/AM9/1xbc+cJwzFgyYIY3aNwPDC57Xem72+/bWz2Vf6NPtY9zvTaNrYGji8T7va2z8/azZ/57TJdSsHZW4JJ/QP7o/FJNsJp//9fl/qs4UdPfmAF7se0PDGgkktILeF3nRernqvT7OoZEYz3khpNZcGB0WN2t9G31W+mdm+239MuI+pkPxjWZIdZECAYPP0vavQum04o6e+R6VLBL3mysMa3Y1+9z/wCaaz03e5V8mISlZET/AHhxNmM4e0IkHiu+IHh7PPZvWHW5hsZ1zplGMwWMFVbiXOr7UW120fTtZ7P579CuV+rH1h6Z0u3K+2MurqtsxrKW1VsuIbj2/aHY9vq24389V+hdZ/4GrP1j6d0d9z3dGb6r3Omy599bKZPt/RtsLLX73f4X+Y/4WxcvZS5lzqnEFzT7iwyJ59pT8WIRvQC62HDt/wCjMc8l8NacPXT/ALmMP3X2np31j6bk4p6nSXPxMm9g9Rwaz07Bv9JmRvvt9Nm/06v5z/0WkPrDi25Ta8Rz8l7YbZRWGEh2OarMixj7LjU9tmLXl+6v0v57/ri8ix8e70jUXubTaQX1BxDXEfR3snY5y1enC7ByvtVLWPf6VtQFwbYwC+t2NY91Vm5ln6N/0Lf0T/8AC/o04Yj3XHMOxJodfT+6+pZHUzhVix9F9jq6cesYbGtbZutewbfRdd+kdd6NzfR9Gj1v0lXrf4WvIr6i/Jd0+q/peSbqcffRi+gx4pDWZNNubju9Wu+71nZeAx+N+r/Z/R/nPX9Bc9Z9asjHY3Jza6rskNrAyLHWutfbQ59mFc5jLGVOdjvvv/RbPQu9T9L/ADao3/W91oH2jBx3t+zHEfVY+5z7Gl9F4fk5frfarH1PxKfRr9X9Ez1Wf4RPjCmOc+LQaB6XCseWM9PDy3777bHEYlTm2vuPq4WaftVj7a78Cv8AmsJnq79n856duQum6NXtxPWqxnMyr2kXXFlddlhLfRsve2pxax2Rdj/afTqf+j9W5eXP/wAYnWPtFWSa6HvotOQ5xaf0tmz0t1nu/R+79Lsx/T/c+gvQekX2fsrp7nBljqaqnsdY0yH62W2ba3Vs3WOs/qVoTOiIjV6B19jg93urbB925uhea7R/hav8G12z9IpWWWAEne0ASA0tc4xtaGe47WNs2/6+qstmVaK/T/Rt+gd36SSWN9Fjz+l2/Q/M/m1bZaXMMku90Ek6nv2jxUMpUyCNpbb7WtcGAtJBDdWktgWNqIdu+n7qt6g6xznvc59jpOgLuwAYPo/R3RvUHSSm+KbZKaAX3/1/88pJt3kklwpt/9DI/wAX+Fi5PQ+vXXs32YeK67HO4ja8NvdvLWuDX/zbP5xa+diYuVYOl3guwW1V2/Zw9zGl5pe/fYa3MfZtdW3Z6jvYuM+rf1g6h0erIZhOrH2iBYLaxYIbv2+x/t/wr1bu/wAYX1nDy178Zxbppj1wRz+a1NFEnuFxuhroXo7fqf8AVlo6WRgx9pptfb+lu9xazew/zvt/sLH+ufQul9H+sl2D0ygU4zaaXisue+C/fvO651j/AM395Pj/AF3+sGRS2x1uM4GQ5v2ZnJPvY5Uur9Uy+pZR6j1J7X3uY2tzms2jaydn6Nn9ZPAWoa662tDWj1D3PYKV+XVis3O97/zWDuVRu6ixrYYdw7ECAs2y+yx+93PbyRtTauybH2G65264/RH5rB+61Vn2F2qHJK0cD6u9c6lBxMOx7DoHuG1v+c/agSppY5nKpBEj1Gaf2gvZ+n7RgY86DbC8vzfqj13pTGZWXU1tbXNJLXbo17wF6d0109PqHcNn79UyWuy6Om7YcdpEaAkLRxSTUSf33LMe+Htbt5WhiOilw8HuUUhqyApzomkIe/wTbh3KIUl3D/UJIO4JIof/2QA4QklNBCEAAAAAAFkAAAABAQAAAA8AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAAAAVAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwACAAQwBTADUALgAxAAAAAQA4QklNBAYAAAAAAAcABAAAAAEBAP/hDthodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYxIDY0LjE0MDk0OSwgMjAxMC8xMi8wNy0xMDo1NzowMSAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczpzdEV2dD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlRXZlbnQjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmNycz0iaHR0cDovL25zLmFkb2JlLmNvbS9jYW1lcmEtcmF3LXNldHRpbmdzLzEuMC8iIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6Rjc3RjExNzQwNzIwNjgxMTkyQjBDN0VFQkIzQTgzOTkiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MzREQjJFRUZCOUY0MTFFNkFCMkRGRjY0NkE4MDdFRTAiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6MDUwMjRCODdEMkMxRTYxMUE1MEI5RkI4QjdENzE2NzYiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgSW5EZXNpZ24gQ1M1LjUgKDcuNSkiIHhtcDpDcmVhdGVEYXRlPSIyMDE2LTEyLTE0VDExOjMyOjU2KzA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxNi0xMi0xNFQxMTo1NToxNiswNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxNi0xMi0xNFQxMTo1NToxNiswNDowMCIgY3JzOkFscmVhZHlBcHBsaWVkPSJUcnVlIiBwaG90b3Nob3A6Q29sb3JNb2RlPSIzIiBkYzpmb3JtYXQ9ImltYWdlL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