The French economy remains weak, although it is showing signs of stabilisation. The Insee business climate indicator remained stable at 95 in January, while the composite PMI rebounded slightly (47.6 in January compared to 47.5 in December).
However, since October, both indices have remained below their average value over the previous six months (98.6 for the Insee index, 49.8 for the composite PMI). This lower level in both Q4 2024 and Q1 2025 is consistent with growth of about +0.1% q/q, compared to +0.2% previously. In Q3, the effect of the Olympic Games (OG) added 0.2 points (hence total growth of +0.4% q/q), an exceptional effect that was subtracted from GDP in Q4 (0.1 - 0.2 = -0.1% q/q). Our nowcast confirms stable growth excluding the OG effect in Q1 2025, hence a forecast of 0.1% q/q.
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keM2cIu84O8ns6qtSuXptb/Ob+Qs/pO0/iRw3T/jPle8uPHi527Tt1e6Dj+F5XcWVl8b4jRne1CFnhrSC16MmdMwcLy996q3jH7lOfj3a8v8dV8lblPveRVtjVYgmjWpxbqVV1Ay4AAd0EqFKr25r+G2YHz77xa+aphkR/4me1iXpquE7b1dJuT423NI8y7BpIbYYFHKabBAKz/X+s3H+4tFDjMWVSpVa/+/PLW/3zmyd3gNTOk0CBm0AACMxnAiC18zl64DsQAALzhEBypXY20FiW7dzldq7ZfNIf/2Wv2P1WT062a4czq+CkH57DmyepAW4CASCQPAJJldrxhvxVNb1RhKK3a1a6vAH+q7lhn+d77uZJhKL+6heEJ2qTNwWwBASAABCwO4FkSm3Yt39JVRf7xYUZf/WW0jbu64XhgNfl8A4yJMI+z0KPj1dgu6MB/4AAEAACySKQRKnFJBXh5ehkU+GiSvaXwmP9tdlbxd1usuYAdoAAEAACNicwB1KLUMh/cvMap7vEtey7z/zPPJBam+cEuAcEgEDSCSRRamOzbRXL2d+lRQg/QMB8jvXXrt3blOB3mpn+fvgDBIAAELAZAUzLdBeTKLUoFvCuXyl8LLYiflAQCw7cHmG+Jx7trVm53huQ/AsNyh77/X7lC6ZbwTKOEGjMdxrcvgSfRRLLkB44TJM0kim1CIkPezmLGofCiDulvTkVuOTJXupw79L+sJfJWeGAiDJYxoEAjflOA6QWj6CdaSRXaolZjzbkb67p5X73iLiUoAoSgAMCGkADJ0CUIT1wILalYaXUxoJD/WPGnuyyLS88qEQZfMaBAI25oWHnfRxOgChnYHpYKbUEXT3VDIwEBQ/QwOEADZwGSO18oQFSS0TKeBUkAGcHNOaGBkgtztnONEBqiUgZr4K44OyAxtzQsLO44ASIcgamB0gtkQPGqxmYPRRYQAOHYx0NkFqcs51pgNQSkTJetW45gWU8KkADp2FncSH8xKsZGESQWjwBTJUzMHsovIAGDsc6GiC1OGc70wCpJSJlvGrdcgLLeFSABk7DzuJC+IlXMzCIILV4ApgqZ2D2UHgBDRyOdTRAanHOdqYBUktEynjVuuUElvGoAA2chp3FhfATr2ZgEEFq8QQwVc7A7KHwAho4HOtogNTinO1MA6SWiJTxqnXLCSzjUQEaOA07iwvhJ17NwCCC1OIJYKqcgdlD4QU0cDjW0QCpxTnbmQZILREp41XrlhNYxqMCNHAadhYXwk+8moFBBKnFE8BUOQOzh8ILaOBwrKMBUotztjMNkFoiUsar1i0nsIxHBWjgNOwsLoSfeDUDgwhSiyeAqXIGZg+FF9DA4VhHA6QW52xnGiC1RKSMV61bTmAZjwrQwGnYWVwIP/FqBgYRpBZPAFPlDMweCi+ggcOxjgZILc7ZzjRAaolIGa9at5zAMh4VoIHTsLO4EH7i1QwMIkgtngCmyhmYPRReQAOHYx0NkFqcs51pgNQSkTJetW45gWU8KkADp2FncSH8xKsZGESQWjwBTJUzMHsovIAGDsc6GiC1OGc70wCpJSJlvGrdcgLLeFSABk7DzuJC+IlXMzCIILV4ApgqZ2D2UHhRaCyoXKPxP0X7FMuK/bU3zkfLILVEfG0bRJBaIlLGq7aNMWVKKfFZo84uqFyj6HlKfFb0RHujdT6D1BJRsA61ScsgtUSkjFdNRoIycJpZ5qX2o4MLKP+xO19FJmlGQ3GOuhoBCI7LtjRAavEwmSrbNsaUWaXEZ5BaSkQMXEpJEA34id+SgT6D1OIJYKqcgdlD4UWhAVJL4WbgEgW1AWv4LWA5iTRAanGYpsqQlzg+Cg2QWhyU+TIFtUnjYBkHaJIGSC0O01TZZCQoY6eZZZBaSqwNXEqz9DBAAL/FtjRAavEwmSrbNsaUWaXEZ5BaSkQMXEpJEA34id+SgT6D1OIJYKqcgdlD4UWhAVJL4WbgEgW1AWv4LWA5iTRAanGYpsqQlzg+Cg2QWhyU+TIFtUnjYBkHaJIGSC0O01TZZCQoY6eZZZBaSqwNXEqz9DBAAL/FtjRAavEwmSrbNsaUWaXEZ5BaSkQMXEpJEA34id+SgT6D1OIJYKqcgdlD4UWhAVJL4WbgEgW1AWv4LWA5iTRAanGYpsqQlzg+Cg2QWhyU+TIFtUnjYBkHaJIGSC0O01TZZCQoY6eZZZBaSqwNXEqz9DBAAL/FtjSSK7WzgcaybOcut3PN5pP+EAYgGrhYvGL11h1rlxddCIRj2BXlom15KbvLtoLPOBwKDZBaHJT5MgW1SeNgGQdokkZSpXa8IX9VTW8UoejtmpUubyAsOPqwqcBR2RFEaNLnWV3Q9FBoV/3b5KxU7SIElnE4KaEBUouHwHw5JUE06XYG+pxMqQ379i+p6oowQZjxV28pbZvg4xH2eRZ6fIzwRh77Tnu7hXb1cGVgJNRhpNvLA0gtJdYGLsFiwaHZlkYSpTYc8Loc3kF22ngZoYDX4fAGcB6JyrblRXEcfMbhUGiA1OKgzJcpqE0aB8s4QJM05kpqFyz4xqLcfW8UOFaXNwXwU1x8LvGyyVnFDclKYBlHkhIaILV4CMyXUxJEk25noM9JlNrYbFvF8uqeKBME6QHCeINrTe0g82FYdLJp9z9wZwnUWPnhT/oS0C616csAZjYvCVBFK8HFJEotigW861cKH4ut2Br/WCzaU/3C9rP3wwiF75/d/gIvxzTPMvBFj4IjzWhol1pFJmlGQ3GOuhoBCI7LtjSSKbUIiQ97OYsah8LMHrZwUWV7CEWDt2pyl+W43c7FzvduBdlPznA8srJteck8jTeAz3EW1Cc9QGpxUObLkHg4Q9vSSK7U4lNGCI025G+u6Z0lWrVUbcuL4jz4jMOh0ACpxUGZL1NQmzQOlnGAJmlYKbWx4FD/mPhsLe50wrLJWVHsg2UcTkpogNTiITBfTkkQTbqdgT5bKbUmopGBkaDQSjMaILWUWBu4lGbpYYAAfottaYDU4mEyVbZtjCmzSonPILWUiBi4lJIgGvATvyUDfQapxRPAVDkDs4fCi0IDpJbCzcAlCmoD1vBbwHISaYDU4jBNlSEvcXwUGiC1OCjzZQpqk8bBMg7QJA2QWhymqbLJSFDGTjPLILWUWBu4lGbpYYAAfottaYDU4mEyVbZtjCmzSonPILWUiBi4lJIgGvATvyUDfQapxRPAVDkDs4fCi0IDpJbCzcAlCmoD1vBbwHISaYDU4jBNlSl5yYtL5Rp6QW14imW1WzS2p8QySK3G6GjslpIgavRNrVsG+gxSq5YMutvVsocur/hVtSHVLKv1196eEssgtdoDpKVnSoKoxTFKnwz0GaSWkg/6Lqllj0llQdTfE9Dnoqy3ms+yjrobKJZNAqFY1u2l9Ib5aDn90kMaE9012wYRpFZ3LNVuUIuxSWVJv7VkEogaZ7W4aG+fj5bTLz20x0uxp22DCFKrGC8jjWoxNqks6beWTAJR42wkZtJ75qPl9EsPaUx012wbRJBa3bFUu0EtxiaVJf3WkkkgapzV4qK9fT5aTr/00B4vxZ62DSJIrWK8jDSqxdiksqTfWjIJRI2zkZhJ76FY5n1O9AzJgso1UpN8jWJZsb+uRuuMg2U8ECZpgNTiME2V1SJhUllAaomoqHEmuhmoUiyD1BrgSbmFgppyl5ZLtrUMUqslfJr6qMUYpJbAZxKIGmdiFANVimXb+px+r8QGAoffQgki3s1A2aRlkFoDzJVvUYuEyVWafmvJJBA1zspR0dNKsWxbn9MvPfRETKEvJYgKvfU0mbQMUqsHNrWvWiRMrtL0W0smgahxpgZH00WKZdv6nH7poSlU6p0oQVS/SdMVk5ZBajVR1tJJLRImV2n6rSWTQNQ4a4kRvQ/Fsm19Tr/0oMco4VVKEBPeS+9g0jJILR2vjqtqkTC5StNvLZkEosZZR6hUulIs29bn9EsPleBobaYEUasJlX4mLYPU8lz5tWT0aR5KxptcpRTLKimho9lk9lBGolg2CYRimeKPlksUy7b1Of3SQ0ukKH0oQaTcpeWSScsgtTxkkFot2aa9DyUvbStb89FnkFoiJylBJHrqrZq0DFLLAze5/ikZb51lvbki728ye+QGxRaKZZNAKJbF0Y0VKJZt6zMl8YxBwO+iAMG7GShnoGWQWj5PTK4lSsZbZ9lAihO3pCTjTQIBn20RxDzHAg3/Ea6K1ZQEURzdWMGkzyC1PHaT6x+klkhfSl6aRE2xTPigt0qxbFufKYmnd/ry/jQgGnR2QZ5DbpNroVhWu0Vju20tg9TyETS5ligZb51ljclH6ZaSvDQJBHwmApoaICC1RBgSVUFqeUIm1z9ILZFplPVvEjXFMuGD3irFsm19piSe3unL+9OAgNTKeVFbQGp5PCbXEiXjrbNMjaymi5S1pOl+9U4UyyaBUCyru6PpCsWybX2mJJ6mOVM70YCA1FLRyS+C1PJMTK4lSsZbZ1keTr0tlLWk1xTRn2LZJBCKZcIHvVWKZdv6TEk8vdOX96cBAamV86K2gNTyeEyuJUrGW2eZGllNFylrSdP96p0olk0CoVhWd0fTFYpl2/pMSTxNc6Z2ogEBqaWik18EqeWZmFxLlIy3zrI8nHpbKGtJrymiP8WySSAUy4QPeqsUy7b1mZJ4eqcv708DAlIr50VtAanl8ZhcS5SMt84yNbKaLlLWkqb71TtRLJsEQrGs7o6mKxTLtvWZknia5kztRAMCUktFJ78IUsszMbmWKBlvnWV5OPW2UNaSXlNEf4plk0Aolgkf9FYplm3rMyXx9E5f3p8GBKRWzovaAlLL4zG5ligZb51lamQ1XaSsJU33q3eiWDYJhGJZ3R1NVyiWbeszJfE0zZnaiQYEpJaKTn4RpJZnYnItUTLeOsvycOptoawlvaaI/hTLJoFQLBM+6K1SLNvWZ0ri6Z2+vD8NCEitnBe1BaSWx2NyLVEy3jrL1MhqukhZS5ruV+9EsWwSCMWyujuarlAs29ZnSuJpmjO1Ew0ISC0VnfwiSC3PxORaomS8dZbl4dTbQllLek0R/SmWTQKhWCZ80FulWLatz5TE0zt9eX8aEJBaOS9qS3KldjbQWJbt3OV2rtl80h8SB45N3KrJX8a0Z+Ue7wyK7eoFSozVb9J0Rc2yybVEyXjrLGuaMLWTGg3qTZouUiybBEKxrMkz9U4Uy7b1mZJ46hPVeoUGBKRWK0W+X1Kldrwhf1VNbxSh6O2alS5vIMwNEvVXL3F6AzGEoj3VL+xsGI8kdJIS44T30juoWTa5ligZb51l+ky1XFWjoeVeeh+KZZNAKJbpLiW8SrFsW58piZdwvgk70ICA1CbEJ+2QTKkN+/YvqepidXTGX72ltG2CHysWHBkJxhBCsf7a7K2iBEs9kdQoMZb0019Rs2xyLVEy3jrL+mdP3qFGg+ynv06xbBIIxbJ+NyV3UCzb1mdK4knmZqhCAwJSqxNpEqU2HPC6HN5B1gG8LHo0+6ClYkmOdzgqtqgWKDFWvUfbBTXLJtcSJeOts6xtxrReajRo92i7RrFsEgjFsjbXVHtRLNvWZ0riqc5T8wUaEJBazRi5jnMmtWO+mjffKNyweudJfzCx1lJirHOCZHc1yybXEiXjrbNMzk1/XY2GfkvkHRTLJoFQLJNO6KxTLNvWZ0ri6Zy9QncaEJBaBWC0piRKbWy2rWJ5dQ+ro9IDhLgDM/7qDa6G0XiDSsk/53+0ryW9rllnWa8nNuk/H4HMR58tDbeWf+1mQZ7DUh/m3riKXGlqTqLUoljAu36l8LHYCuxMNjbZf/s++xmZDqnV5L7+Tmov1NrXktqYc29ZzRPt7Wo+a7eg1pNi2SRqimU1ZzS2Uyzb1mfY1RLBpQSR6Km3atJyMqUWIfFhL2dR41AYRSebChdVtofCw80ex2LH7n25LzxfdCEQZj4ho/8xOSuKcTXLJtcSJeOts0yZpsZLajQ03k7pRrFsEgjFMsUfLZcolm3rMyXxtH1x4moAACAASURBVEyZ3ocGBA4Q6OxkV5MrtYT50Yb8zTW9s0Srliolxlpup/RRs2xyLVEy3jrLlGlqvKRGQ+PtlG4UyyaBUCxT/NFyiWLZtj5TEk/LlOl9aEBAaunsZFetlNpYcKh/jH+2VjYwvYESY/qNCa+qWTa5ligZb53lhJNN2EGNRsIbE3agWDYJhGI5oVf0DhTLtvWZknj0yWq5SgMCUquFINbHSqnFhtFbpMRYrymiv5plk2uJkvHWWSamZqCqRsOAKeIWimWTQCiWCR/0VimWbeszJfH0Tl/enwYEpFbOi9oCUsvjMbmWKBlvnWVqZDVdpKwlTferd6JYNgmEYlndHU1XKJZt6zMl8TTNmdqJBgSklopOfhGklmdici1RMt46y/Jw6m2hrCW9poj+FMsmgVAsEz7orVIs29ZnSuLpnb68Pw0ISK2cF7UFpJbHY3ItUTLeOsvUyGq6SFlLmu5X70SxbBIIxbK6O5quUCzb1ufEiVe5hndevaBGhwYEpFaNmko7SC0PxuRaSpzxHx1cQPmPXQYqMUKUjFe7RWN7SiybRA0+E8FVA5JQYcUOhEGxqmYZIaTxKwyiKaJAsUz01Fu1rWWQWj6UJtc/SC2xJCgZbxI1xTLhg94qxbJtfU5V4oHU6s0ukFqemMm1lKqM1xtvoj9FXIieeqsUyyZRUyzrdZLoT7FsW59TlXggtUTyJKyC1PKITK6lVGV8wgDTO1DEhX5jwqsUyyZRUywn9IregWLZtj6nKvFAaum5JL8KUsszMbmWUpXx8ojqaqGIiy478s4UyyZRUyzL3dDVQrFsW59TkngMDfhYTFduIQRSywMzuZZSkvE6Y63QnSIuCr31NFEsm0RNsazHQYW+FMu29TkliWeSBsVnhajobKIEUaclsrtJyyC1PFDrssc6y2Qu6K+bzB7KgBTLJoFQLFP80XKJYtm2PlNky6TPKbGsJUz0PpQg0m9MeNWkZZBanjDkZcJU09WBkpcmUVMs6/JQ3pli2bY+p0QQTdKg+CwPit4WShD1miL6m7QMUsvztC57rLNMpIKBqsnsoYxIsWwSCMUyxR8tlyiWbeszRbZM+pwSy1rCRO9DCSL9xoRXTVoGqeUJQ14mTDVdHSh5aRI1xbIuD+WdKZZt63NKBNEkDYrP8qDobaEEUa8por9JyyC1PE/rssc6y0QqGKiazB7KiBTLJoFQLFP80XKJYtm2PlNky6TPKbGsJUz0PpQg0m9MeNWkZZBanjDkZcJU09WBkpcmUVMs6/JQ3pli2bY+p0QQTdKg+CwPit4WShD1miL6m7QMUsvztC57rLNMpIKBqsnsoYxIsWwSCMUyxR8tlyiWbeszRbZM+pwSy1rCRO9DCSL9xoRXTVoGqeUJQ14mTDVdHSh5aRI1xbIuD+WdKZZt63NKBNEkDYrP8qDobaEEUa8por9JyyC1PE/rssc6y0QqGKiazB7KiBTLJoEktqz+a4H80JVrFD1PbJny22wfHeSM67Ws2F9Xo5rbJjlTBNE6y7omrthZjYZiZ12NJi2D1PK0rcse6yzrShTFziazR9Em10ixbBJIYssgtWwMTHIGqSXSm5J4RE/FKkgtjwXyUjE/DDdS8tIk6jSzbJiweKMaEJOcQWpFwlxBjTPRTa0KUsuTgbxUSxFj7ZS8NIk6zSwbw4vfpQbEJGeQWhwyhQbRTa0KUsuTgbxUSxFj7Wrrn/kBf+4NvgXnnvPRsjG8+F1qqE3SoIiLdZbxeRkrq9EwZg2/y6RlkFoepnXZY51lPA+MlU1mD2VQimWTQNLMMoWhxktqQExyBqkl+KtxJrqpVUFqeTKQl2opYqydkpcmUaeZZWN48bvUgJjknBKp5X3W8MHmAv2PkeDQDJTVOGs0BVLLg5qPeakxxpRuJrPHmGWTqCk+z0fLFIYaL6kBMUkDpJbgr8aZ6KZWBanlyaR3XqqF32T2qJmlrFI4q6VAM3ZJLYjzOKXp5/gpeoRZjbPGqIHU8qDmcV5qeLellg0ms0fNLEgtQcY6zhTU8zilLZBankbqFgtI7fyXWnpesrlFrHyxap0EUCyblIA0syzGwnBBDYhJzvYVcUO7WpBa5QRTyx7l3npa1SynbV6C1BIvRepA1HLD0kMPPcmr3FfN7bRNaTNSSyQDUVXPDcoLj3JUZK2wq+WRpG1eWpk9snSKN6itf0tly2QQU+JzHJnRkprbJmlQxCXFlkFqjaaKwn1q2aPQVWeTmuUUZ48hQbTOZ51QFbqrcQapVYBlrkkNtXXpkWLLILXmEkZyt1r2SDoZqqhZTnH2gNRqfiunFsH5LeJsAvBJqFJWy3c1IGmb0iC1aqlgoF0tewyYIm5Rs5y2eWlIxAloBqpqnOe3IBKvB0RVHXViGiryiouvWhTUjKdtSoPUqqWCgXa17DFgirhFzXLa5qX6+qccxhHQDFTVOIPUEjAh8XAgmmiA1OLITJYpC9Uiy5pibEi25qNlk5DpIm4SCCU3MtAyBbVJGva1DFJrfn2KFijLSexjrKBmOW3z0tDLgzG2+F1qnGFXi1MyT8O+gmgo8TQtQ5BaIofMVCkL1YzZTMxLQxlvEjKFs3lxoeSGpoWqDmQ+WqagNknDvpZBahGaDTSWZTt3uZ1rNp/0h+LrVa093oMoUZKe6Km3qmY5bfNSXVkoa0kvVXl/Nc4gtQQrSDwciCYaILVovCF/VU1vFKHo7ZqVLm8gzENUa8cZS8uUhSrtqLumZllTjA3J1ny0rBur7AY1ziC1BKr5mB4p9hmkNuzbv6SqK8Kk0oy/ektp2wSXVWrtRM7hVcpCxbsZKKtZTnH22EzEDYAlblHjDFJLgILEw4FoopHxUhsOeF0O7yALTksZJ0yWKQuV7KqzrmZZU4xtJojW+awTqkJ3Nc4gtQQs64KYtpZBakFqiVXEVedjxitORFcjSC2OyzoalAP3+Zh4mnzOeKmNzbZVLK/uiTIphh8gqLXjqUiW/fAHCAABIGAzAqRO6akn85e9YgHv+pXCx2Irtoofi6m1U/xU2wXwL3rsG3l6Wc24muX4G9tExsEyQV4RiJ05G/hnqYgpU6oW0VDzOfGuNlE+G7Bs7WLJcyzQ8J8iZwoNS31WcwZvT6bUYg97OYsah8IoOtlUuKiyPRR/CIxrxx1QLqstVD7Fie+eE1VDJ6rKfuhpVfNZjw3lvimxbBJ1SnxWxqe5dT76TBcXzVNX7pgSIFp0dkGeQ9ljhFLis5ozeHtypRa3jBAabcjfXNM7S7RqqarxMrn+0y8vtcCk9FHjHN8CEC9jRFX9VY1imeKPlktgmaCUZkBAaon4aqjGgkP9Y8KztRr6Y13UsgekFoOUhKIaZ5DaJMDFTFA4Y70MFq0znhLLILUG88DYbWoxBqk1xlPtLjXOILVqxIy1UzgbM4jfZZ3xlFgGqcWDa3lZLcYgtclFr8YZpHbOOJsfiBJEk8ZTYhmk1mTU9N2uFmOQWn0cE/VW4wxSm4icvusUzvoMKfW2znhKLIPUKgXZsja1GIPUJhe5GmeQ2jnjbH4gShBNGk+JZZBak1HTd7tajEFq9XFM1FuNM0htInL6rlM46zOk1Ns64ymxDFKrFGTL2tRiDFKbXORqnEFq54yz+YEoQTRpPCWWQWpNRk3f7WoxBqnVxzFRbzXOILWJyOm7TuGsz5BSb+uMp8QySK1SkC1rU4sxSG1ykatxjkut0a91UiybnAJYJgCmGRCQWiK+1lbVsgekNrnc1TiD1M4ZZ/MDUYJo0nhKLIPUmoyavtvVYgxSq49jot5qnBPdl/g6WMYZWUcj/b5rDlKLZ47lZbXUBKlNLno1zuZHAcs4Q+togNTinO1Mw9KfmyEg6KiqpSZIrQ6IGrqqcdZwa4IuYBkHZB0NO4sLToAoU4DArpZgZW1VLRIgtcnlrsbZ/ChgGWdoHQ2QWpyznWnArpaIlPGqdcsJLONRARo4DTuLC+EnXqUEEXa1OCjLy2qRgF1tctGrcTY/CljGGVpHA6QW52xnGrCrJSJlvGrdcgLLeFSABk7DzuJC+IlXKUGEXS0OyvKyWiRgV5tc9GqczY8ClnGG1tEAqcU525kG7GqJSBmvWrecwDIeFaCB07CzuBB+4lVKEGFXi4OyvKwWCdjVJhe9Gmfzo4BlnKF1NEBqcc52pgG7WiJSxqvWLSewjEcFaOA07CwuhJ94lRJE2NXioCwvq0UCdrXJRa/G2fwoYBlnaB0NkFqcs51pwK6WiJTxqnXLCSzjUQEaOA07iwvhJ16lBBF2tTgoy8tqkeB3tUZ/2S/98tJkJNQ4mzQLnAmA1nFOP9QgtUTyWFulpKZGtVXzj2JZ7RaN7WAZBwU05oYGSC3O2c405tkBAoHVQBUkAIcGNOY7DTuLC86WKFMSD3a1BCtrq5RImBwYLOMAgcZ8pwFSi0fQzjRgV0tEyngVZAtnBzTmhoadxQUnQJQp6QG7WoKVtVVKJEwODJZxgEBjvtMAqcUjaGcasKslImW8CrKFswMac0PDzuKCEyDKGZgeILVEDhivZmD2UGABDRyOdTRAanHOdqYBUktEynjVuuUElvGoAA2chp3FhfATr2ZgEEFq8QQwVc7A7KHwAho4HOtogNTinO1MA6SWiJTxqnXLCSzjUQEaOA07iwvhJ17NwCCC1OIJYKqcgdlD4QU0cDjW0QCpxTnbmQZILREp41XrlhNYxqMCNHAadhYXwk+8moFBBKnFE8BUOQOzh8ILaOBwrKMBUotztjMNkFoiUsar1i0nsIxHBWjgNOwsLoSfeDUDgwhSiyeAqXIGZg+FF9DA4VhHA6QW52xnGsmV2lnUWIacu5BzDTrpjyOITaCafLY9Cx3vjLerl6xLTbCMUwca852GncUFZ0uUMzDxkiq14w1oVQ2KIhS9jVa6UCDM8/VXI6cXxRCK9qAXdqLxCMFdXs3ASMghiC1AQ0QByoKj4MqQHjgT29JIqtT69qOqLnbaM6h6C2qb4BHEgmgkyJRj/Sh7a1yCcULSsm15Sd2U1MBnHAfQmBsa8NqDc7YzjSRKbRh5Xcg7yM4cL4soZlFLBcrxMtveRH9goeKEgAbQwAkQZUgPHIhtaZiW2sc+5PEw/zX4qVI7hmreRIUb0M6TKJhYa23LCw8qUQafcSBAY25o2HkfhxMgyhmYHqalNo4whtoqUHUP2yA9QIj3mUHVG1DDaLxBpeSHP0AACAABmxFQkStNzUmUWoQCXrRS+FhsBXYmG5tEt++z7miVWk2+QycgAASAwDwhkFSpReLDXk7UOIRQFDUVosp2FB5GHgdy7Ea5L6CiCygcmydwwE0gAASAQHIIJFdqCZ9GUf5m1DtLtEIVCAABIJBpBKyU2lgQ9Y9lGlCYLxAAAkBATsBKqZWPBi1AAAgAgYwkAFKbkWGHSQMBIDC3BEBq55Y3jAYEgEBGEpgPUhubuFWTv8y5y+1clXOiJ4RQLNhZk5fldO9yLnOd8E8hFAsHLnnWrHVV7HEuy6+5NRFjWlqrXc9/Y0GuV/wpBnmAjViOBG+9n7csx+3OWZbzB39I7WkKspvMZ4TCw82eDdmuErczK6+mMxiTzOv4LeFrzaTbpGUkm4XcMmcj9vDizoXPe3zsl6RJswghiuWs3OOdzG0yn1H4Xlv1tkXfeMbBf1FQwS7zlWwyZNhYuTW3mG+1zAaa31yTnV/hzlmW9/6tYERhXoq2yenLLcvTQ95HybQRy5yd8MMm98JnPD7hV0BI66Rl/joWILnP2lJaHkTWNmZZIYiy6JD+snUMGp75sZGmnT/k5ypLD9yyekrL04NzGrMsTw/OR3x0Ja9xB1itCAe8mxY69niYP2/W+MYUEg/NBtqqXYu+tcDhDSjZNNY2D6Q26q9+Ie/s/RhCofbKRYVNk9P+6py8s8MxFAt1HFpU0DSJRhtcays7GCmI3T+bt6iqOxJ53HGpLXDb63BRpNaI5ac91S9sP3s/jFCwo9JR0PRQmXuU6DYo8zky3lDww8r2EOP08Nm8dVXd4/5qp9M7wPwsj7/6BVfDuKJp0vJD2SyeyixPs5Ye+zwrn3lGXWqVLC9xegPs7wRVv7CzYTykYPlx5/m2gQGviyq1M+T0oz3VS7awoZnxV29wNYyi8QbXDw91MC9d4ftnty2q6npKxl35S4bk9B91k5bl6fFUNroSaiOWuV9SCl73vPAPz3xbVWpJy5Pc1PAAGUxpJAuiLPSKiUcsKEUcREpzmR8N+t584Zn/yc5V0bKGlEay9GDGxy0jeXqwpKV9FLyWWw4HiFyVJV4EjXec/zQwcNKRaVKLYsGRkSC7exzkpDMWvD8SZFEHvAyOsM+zpKqb/72w0QaXq3bwKYud768QAq7JiOWZ4Mh91htZzCTDRIhupM8o6PNsqurmRDAy3rB7TW2/2Cc2WJutGmbSsozPYwXLKBbufX/NppqP33DQdrXE1EQ+sf7a7K3egKJlZq9Lpq8EBVMRp4a4kCFxFk8Hazc5vINh3/4lVV18DMcbXGtqB8XRETWOZLdZgTxvGSmkhxhEoY/MYc5paeJpsfwUoZnemi2bvB+9sVBVamUhCzPvzPAAKfisLaXjYMWgSC1TE0+IjiIOMWSiZYTC/po1Bd6PS9m5Gk5peXoQlpFSepB9FJ2WJR7mPHuDsmXEfCEr86RWQCjsWIW6sP2JSKAEfR5RTahLVDQT3wuLTfzGSt2yuBXltFK8UVbgd6xiN8GyVD7CPk98YYYDLWVrcrxfKu/ixBFIy+KOXjJr3jLTeU1lRwCDIxqSFUjLsw9aKpbkeIejSpaZu8n0lVkUG8Tpcy2x8IPLZUtc3uFpiVhLcIjzEo0oF6TpIVoOSdcMnh5YH2WTfKsuy0znHx7qmL6BRVTVetwyESDTKS28VZpmC3jo1YLIxJF7P8G/4Kl5HU8Ppv8PK9un+exVt6wxpeMOEJalCcanB9FHzV2uXZyaeIDwu9qW3mBM0TJ7iyQEdOOars6DAwR+HtGhhh05Za1j4uFoNPDnHSs9rZMR9bUkib0qDyOWQ4EG98qyq5OiN8rWyW5xn9Wk9rGvxlNe6HTuPNmjdqTKDkVaRvFZSGbNpuX18dY3lu+6+DCGC42yxwgRlsd8NW++Ubhh9c6T/mA/fiCD6aE0X9UMI4RNnzkafuz7g+eN3c7V7pP+cVWpjc9L3S7zdhNPD9zypEp6SPtQbOuz/GVr6fpdTSMxjI6q7bjl6CQRIMk6x6MmCa6q5XgQZZbVEo+MjpptLD0mr5YuL256GBbmKvFNaERIa0pj6UFaliYYZ3qcGF3NYaZdknjh8cDYLAqPfnoob11tzzB+nhB3OnN3tVP+mq3OKvY4lkMa6qlZt6mqi/3saLat9Mf4AcIO4XxWEnuVUBiwHAv5a9Y5j3Yl+IkyWTfcZzTRVpqLHSDsWY9/rMScuO1sUP0NdZllhM9CZrmuvmblwqWuUo+n1LV04VJXZUPfjAoNuWWuI3ei+oWKz9KVoGIaSaYf78QcXLrqA23lP8YPENZzn0jg84rfIispd2MtN4yrpgdjhu8jsyg06LNcd7l65beWuio8ngrX0m8tde1v6FPdImKWI34yQN1NJlIaC6Lcct+ochBVoiNw4P7GLKOZuzUO6Vw/u2I8pRGWHnLLvdNketRcJkdXJ602Neb17GQfaVn4KEzyaifFYKg2L3a1kaDvN8uctX3ijyfEHvk865y1d4QPeOWfIXAwEkqtEcux4HXPsi21qmrFx4HsRvos/wxhOhYcuD3Cfo+ZKrWkZUTMQsGykBv4/khow/4mLccm+28znwAi5oOLDa6GewofizFXNUitbPrB/t4RNqC82Cl8OkHMC3NUUiS6RUjL8o/FIvI+EotCxYBl4VZ8fyS0YX8TlsUrYoAMpzQig8jbFi0rpQcZHdEfSUHFMnMYzh5/KVjWmNJIxQHBstrHYox78T4SZ4UKaVkMPfOh+vOlbbMKicfem4lS+/hK6aJ/ZDdlHo+nqqFv6nFrxaJvsnsH5oGNhr5ILBxoLFux2lVR4srOr2Ye9prpa6jyePY4Fv6Lw13BdBHIS/42YnmstfQFyeASi2KF6HZ7jPQZofBQU9m6LNe+Upcjr7ozGGOf78le6nC7cxevKGocEl5IRJtcgbDcFyFnMSOzLFoQ15vYghdklplndxyLHbv35b7wfNGFQDgmtxzpa3jTU+F2/AvzAI0q6IgsZMyjXdmLne59uYuf39cYmGWeuWmqWJGVX1Hqys47zjzsJZ8X7qxYJrtNyCzL00M+umgOKxixLNxOFwDSsvgmQwyQ3GdtKY1kQeQ9Ei3LE08eHWEWkr/VLGNiZzClVR3AKMrSQ/AN6yM0xf+WWxZDn7d0+etNgZBC4rE57XE7Fi50uBnBEaMTt2ugNC92tVrnFe2tWbWJfSxM6x1a+1lnGUVv16x6lX16TKszWvvNR8totrdm0ybmSb7k/7EuiPPR8rxMPAvTw8LE41I5raQWofG23xTX3k7Oq5B0rVtnOTrZdnhrrT/B8wZSb7TV5qNlhCbbfrO19rYFOOZnekDiSZPduvSwzjI7gzSTWmlUoAYEgAAQsAcBkFp7xAG8AAJAYC4JhB9+cc3PPzoaGu74dID7lpR1LoDUWscWLAMBIGBLArGx1tc3vc48pD/7oONcdWVZftaS3PgTTZb4DFJrCVYwCgSAgF0JRCdbK17Y28x8/yjgdSyr9jOP1vhrnFtr+yz8J2NAau2aD+AXEAAClhAYbXA5mG8PRfoaSrgnuv7ge8z8lNIi8Us0FowLUmsBVDAJBICAbQngD+Li31PAyxY4D1JrAVQwCQSAgG0J4JKKl3EJtsB5kFoLoIJJIAAEbEsAl1e8DFJr25CBY0AACMw/AmGf57tlbbPsFxIxqaX+SHQSZgm72iRABBNAAAjMHwJjLe7V7pYxxuG41M721mxYWWPNtxRZNCC18ydDwFMgAASSQSDaW7Ny9fu94ZgotbHJ5qIflrTw//JQMsaQ2QCplSGBBiAABNKcwExf7dZvLFiwaveWzTU9ofCX9bvy2G80WDhtkFoL4YJpIAAEgABHAKQWMgEIAAEgYDkBkFrLEcMAQAAIAAGQWsgBIAAEgIDlBEBqLUcMAwABIAAEQGohB4AAEAAClhMAqbUcMQwABIAAEACphRwAAkAACFhOAKTWcsQwABAAAkAApBZyAAgAASBgOQGQWssRwwBAAAgAAZBayAEgAASAgOUEQGotRwwDAAEgAARAaiEHgAAQAAKWEwCptRwxDAAEgAAQAKmFHAACQAAIWE4ApNZyxDAAEAACQACkFnIACAABIGA5AZBayxHDAEAACAABkFrIASAABICA5QRAai1HDAMAASAABHRKbWy0pSw3112S79xxwj9lFb6AN9fjCyfH+qDXkVXZEWSNRcYbdvxvw5bDPk+uN6DPq6DP4/YGiKmEA17XUlepx70he/eFQJSprqjuDjGWhf4B7/qlrgpPqStrbVnLaIwfVLixIj9r+RstDwmzcc/Cvspc7yDS73Ck96NcZ36h50JAGDJu1HgpFp6YmEqmQeOuwJ1AIFUEdEptwLuxtG0Woai/eoVhzUo41yRKbaSr6l+++Y+eG7MIodjw2bx/WODQK5eCu/qVKy6dgg3273DA6/b4gghNtJXu8QZmAt5NzyzcXNs3G+8vEhhvcK0XHRZvjIw37FnvHZRYlVd0Oyzal9sy0zLoza1M1iunGT/gXiCQQgI6pTbUXrmyqCHACBfzJzrcWLglv6KU2+Tymyl+a/bY51nyzCKHK3dnbU/7iY05+eUFjhUH2yZnAo37sp273E5HUbOwXwt3vuOuH+GNIsQJTdjneeYb3856tTw/J/fk3UhstLl4S355gTPvvVtBqZHocONuh9O9y5n1ejOx1wv7PDnbC7Lf9M3GYgHvhvyC7dzOlPO8vMC54X1/KBby/2Gjc3t5gXOFp3Xc5/nuM4udrrzNtd1DjeV5+aUV+TkbT/SEGH/+ZqFjlzuvoPrWhGzunmcW/GNWwd58Z8HJ3plo4EJh3o7ygqxvL8hV2tWyUhsbPru5qGF8NuAtLD7qWbX57P1YfFfL7+slchmXQg61MMqGDTU9IQY7D7ympozf1cod5qccftjsyc3fW+DcxsyF+/P40yrH80tdFTXX26VhxYFgsQv1SMNanscarPFPxR5eKs7dUV6wMa/65qDviON7y10VNW1EaMRwQwEIZAABnVKLUCzYVbttw7aaGw/Csaj/mLOqK4JQpPvI6qquWe59a1xqd9UOhsIPB75se8tZ3RNF4Ydt3oY7N6udb3dHEJpsKsgR92tS0qLUcrLIyU24vTK70hd8+rjjk7bhDtzIMO9GdLKpOIfY6403bNvmba3e5vGNB7w7dzZeq3X+htlhBf2XfIEo7+pkd9Wuav8Mit1vO37Bf+03ztr+WHisf+D6O5yrka6q1Ue6Z/kDBEaydzY9Up47YkXQ768uYE8tBOmUzI8/B3ij0PnjouZJxAnooM+zubT1S/7AgSMQm+w9Xbq19k6Ev52X2ljQf7rIXds7HfS3+QIh4aAg6PPwwPub9uMHCJzDk5IpT3RUuvb7HsUed55rC0Sl9mVhlQFhYzfU/XY8rH33/ZduBqLc9AfDHYez918PxsY7zl0PRGFXKwk/VDKTgG6pZTHNBhrL1h5qn+a1ld+HzpBSyx9TCrtd9tawz7PI4fawf2p8jxWpK0otigR7GzxrnEVneoJSIw99+xc59rAW36zxjUlMsqZC/uqlr7719oaSpskv+Tez4eHLZVnfc+xwLXV5A4/xE9W4t/EdJSsWM8JZLds+qDx3Tmu6BYNqUsvsamPBL+pcm6r9Qe48Ifbw4s4VxZXFhcwumD+rPVR93h+Mn3IKZ7WVx8/7J2IoFg58UrbseceeLUuZQ4b4WPwURP/51yp8yuFY8E6DZ8Pqoo/9QUHJedEPnHQtBQAAIABJREFUxgmw9ISwIkbTsdg9FAkwxGcDl99Y9j3HHlcWc7IRm2RitXrfGcZPkFpJSkIlMwnolNrwqL9/kl1ZbaUbvcJ2EkXYDU5IRWrFXRJzY7Snmn07T8OtLLXcHdP+6m2e65/iRqL+6mzuNFZmlNtuR6I91T/+5jcLmibRw6aCAm8gHPYdXMFstLnT0qC/eldV9zR3d1xooj383jnSVeU85g+p7WqZzZ0wd3FXyxnk7BOfX4nnAE8Ha3d5fI+Fo9vQsHfzN7kDB44AOR3xRu5C0OdxMZvxWSYWFKnldrXjkilzLsXCDDrxHJW3L8ZLGlYydmI3xpuwz7Oi2h+NzbZ5NopvLMJsrMMgtWQgoZ6BBPRJbSzYWe1c5nCXFjjWM5+Mi2e1eeWNgRAKdla7trorduQVXghE45ss8VjTlbXzbGCKPavdU+FasajyJn/oq3ZWix8ghHpq1q11VexhD2SnJUb4s9oS17Lsyo7bDfmvisejgm6GH7ad9HZPiJ87xR5eet21s9CxMitr5bLt3ttDzNFqRUV+1uYzgzfYj++ZXAgF+LPaLYWNw9HI3ZMbVjnFpy+kcxcG4t9BR/tqNzheLdma48xeuWx73fVzhTneAWF7KmxO9+Utcx67FQwJUotQ2F+T7eJ2tUrPYBBSG37Y/KZrZ4Fj2aqsVVnbvTevC0878M5IHZZO+d2Pj23JdpVITsyFXa0Yr3w2rOLUWCD7sp1C7AQCbFiHml/fsbNw/bKsrFXLdn3w8e/WZedXuDdkFV16GBtt2LZ26w7npjiBDFxoMOVMJ6BPau1Piz+XtJWjsQEvc3YhnIjayjeJM4SUS65BBQgAATME0k1qzbDI7HvHrlTuejV3J/vMWWaTgNkDAQsIgNRaABVMAgEgAASkBEBqpTygBgSAABCwgABIrQVQwSQQAAJAQEoApFbKA2pAAAgAAQsIgNRaABVMAgEgAASkBEBqpTygBgSAABCwgABIrQVQwSQQAAJAQEoApFbKA2pAAAgAAQsIgNRaABVMAgEgAASkBEBqpTygBgSAABCwgABIrQVQwSQQAAJAQEoApFbKA2pAAAgAAQsIgNRaABVMAgEgAASkBEBqpTygBgSAABCwgABIrQVQwSQQAAJAQEoApFbKA2pAAAgAAQsIgNRaABVMAgEgAASkBEBqpTygBgSAABCwgABIrQVQwSQQAAJAQEpAWWqfrXPDf0AACAABIJAsAiC18KICBIAAELCcAEit5YiT9aoIdoAAEJi/BEBqQWqBABAAApYTAKm1HPH8fR0Gz4EAEEgWAZBakFogAASAgOUEQGotR5ysV0WwYzWB505X7mh+b+PJIqsHAvsZSACkFqR2TgicPHrsy+GxcBRFvxq97ztcX/ZsnfsHzZ1PhGcPw6H7N7tPvFTnfvajEy2zUa45HHrQ9cWHTKOF/5U7P3lnw8kiftzY0Ptni60cztK5gHH7EgCptW9s0mjBV+zrfxxDCEW/Gp8JxRAKP/m00FvES230q7Hg5BSjrrN3Oqqe46U2MjWNNVoktR8eb5iKIE5euXFBai1CnfFmQWpBaq0nwCkammq/fvDZP55pfxpDaKyhqYyX2tnOko/25X9xP4ZQaOTcz3ipnWxpPhBvtGih4vKKly0aDsxmMAGQWuuFJoPTi9+Yx9WzXDgfmGxpLsektnhNx1AUoehY45p454p4I8/wtZeu+vpDs8GJwbvTEYTiRqITPRcCo10dv/3RhXPND8anouGp4EDzjbd/VHf01ESY7Vnxsxu9IVzNY+M9D6eEA4zJliunmYOL2OTd0QfB6MzI0AUXHNpC6iaPAEgtSK31BOLqWf5s3aHyz+rfbD6SdVI4QGB2tdqk1lvX8lUURe+3dLZ1zURxqWUVM3S381TdoxBCU3f7u++Goig6XFf/m4NDUwh91XWjquD2WAyh2NSnBR+f64og9PT2+9d8X4ZjKDbRdeeTX//5Q/aMePrLge4exvjUjVZPGp3hWB/l5KlSWmIHqYUUtJ6ARGrjw+ne1Z5tvBtDiJHmw++PhXCpjYXvt3V5Xzn/idChvKR/EqHQ3Y7fbeoeiaHIw9ve3zCai9DTnjcbrw4xAntlE+cYeVZbIdx7OC3XPEwqJQRAauMrPyUByIhBRanl3qQzghd/789Kp+Ku9jc7bz/gD3C5HZO61DInD3XuZ+MdRKn97ZLWnmkUmx5qPsmoM0KxkY/bbz1hWk4tAamFrehcEQCpBam1noAotS0nTj18NBGWvvdXPkBgjwSY/011+Q4/Z1xqDz/XcGUohqLjvZ2zkang4yn0pPPe/SgKD3Uf5Z92gF3tXMlNRmwsVGCC1FovNCroMyjtRKltLn+2jnzvr7KrjUxNPxoeu93IfLQlxCi+aSWNqO9qDz/rPXXjaQyFpiYiT4d6/3o3FpmcmYlxR7GwqxXZQsFiAiC1wjK2GHQGCaucpBGpZU4YSGjGpJZ7CCEaCaOvuto/YWSXPUY41VAi+dpCXHbhrBYWRfIJgNQmnykpEHLpybQW4bla9jN98ekr/GEvxedqkyW1HvYhBMQ+zHuC+c4C++HYQa/0G2IgtZmWlnM7X5BakNo5IOCpGJhkviQ2M3rrwaMZRuqwj8WUvy2mtKvlHvZCT3p6bzHPcmFG+AOEurdlD3uVPFtXwj6EgNhvhVWxjy6wjx8wK63q/bFZhJ6Ojd1puHaOfa526P2zsKudg5TIuCFAajMu5CnZdD935sP6B49nUSQ4caftwRSukozwIiT7DQQlqa3jvsLwdHYq8CXxFQbuCYS6IuErDNHZ6UH2KwxMfLGnyrgnE6JP+k/8gJHaoh9daGyfCsWikzc+/TNIbUpyI0MGBakFqZ2PBLhTCObbvRmyUGGa850ASO18FJqM9bns1a5bN+5+2jR0fwqh8MRV14cZiwImPs8IgNTOs4DN99d2c/7ve6Xj9r2ZUCz85Mt7V/adec2cNQg9EJg7AiC1c8cadAEIAIGMJQBSC1ILBIAAELCcgKrULoA/QAAIAAEgYJoAt5GnSW3nvVH4z7YEFixYYCvfUu4PtyJsxWReOAPcLA3TggULaFKLEEr5yrF0/mlg3G4BSrk/IBnGshq4GeOm8a4FC/jtrPKuNsOkduSzrq7mgRGN7GzSLeXSRnBIuT8gGURENFZTys0GS2/4zpn3/3imP9Hy72975/2rbcO63+inodS2X6r47rMVpwZlLAbuXr1zj5p2vScKtx9sH6b2kZlN9ekKJm13Th3IWbLhl+tfynvtk9upmgXmD8dquOnoxn890OJjQCWX8MhnPbevyZJ+riWj/d0VP9qYX1i0vbCiqm0gediVZ5c8+2QmG+Omutz0rQtZYgxeO/DymnX5pVU3k7ceaQowfOm462dVbZ+Rbg+cOZC7vf4uhv3LP1dtWne8A2shSSpeSj+p7T9Vvurvv/PTwkv90gkPNx3dvr2+V9pIMJLFm+RO9LdFNS5t7e/+7Bcn/3JvtLO71rGFLaTC/7g//OjDTUedf/ud9RWMDCWX8M2DL5eeGCCjYEwyqIlBDiHp3P5uVuH5m8lHrTw7ydBJHdQQN7XlRiWm4LYsMZJPlaoA/Y07f1L+kXxLO3S1+P8U/r5PutVV66wwrziHtJNaBs3u3x7f9oMDV9vvjfhaDv9k2c9f2bh6VXnl7hd/+IMNhWX1N/it68D57S+/2zTU/vbWrOX5m5av/u3H/bJ4U9lZl/S6LIvSdrO+NOvoTezewca6nUte2rL+pdyylr6b9Xv/99/9809e+s9XzvhOFC7+2+/9bPmqxQv/1+aq7nud97qqfu76707J9qH9Zt3PHZvytzl/+su9uf+6/egXgc57/afKc3de7OUuuX6xduWhKz5GPVlr2a/V+AOd90ZFfwRPhpuObtvk2ftvzt9fGuYJx43v2LP+/ys+MTB6s77ob5n3IiM3zhYuPnC1vf9K2apVa3fl/XTt0T/56v5r2dqfc8MNdx3bvi7r1c3LHQePffjrny5csvZXVSd6JG9WDElGfEkIbmtuwUVhqP3t/Jx1v9qW9eLeY13DGPPOxrpfZW38JReLTpXZ3ejy5r2Ys/kX67IOXLxQ71GcnW73NOewEW6S5cYGccHfP/+LX657acuB1oHOgfPb/+7/+rufbHZtXJN19Fq7+ELLLr2LN7Gwipd4b3tOlK/9zo825h863yLm4c7TzQPnt//D//NPq7JX7DrTyqHevYVduX0fH8pZsmH7uhc3H2i7i6X9neZThT91uNa/lFt8qraQV4CueOMndzieN+uL/7n8cvtQa9nSV/AV0X7l4A9y9/5S2sguhE2yzVyChEk7qb357srNJ//SXbvuP95tHO4/Vb61+MpAZ3/rf//23Cl+VyvoKSe1t1ur6zuFJPDP6wMEmdTeOXOysWlolGu/Wb9vedWNjtsd9V09Jwq3VtwYaPNd+/CtX6z7oKuz8/fZP69tuTfaOfhpVXHR9sKSsvqbp8q5ZOqq+nnetj2OnA8/7+w/v/3/vHFqcODMga1Mng1dLV7y2omBXsHaZ9wxt5LUbt9ef/OEe/0WRuW3H2y/ixl/ee36nOIrX5wqz/qn761mC8y47Zf2L2deLPvOHK8+evbMifZBZt2+/G7TQOPOZaUnbg9dvej9fXubTXa1/AFCce3ZRs8L5Zfb791r+eCXL3/QFWfe2VT80v5Tg6PtVw7+a+H5GyqzO3+hfElRfdtwz0e/r28amg+7Wsly4zOt897IjbN7Vx29yYfs3mhn37kta99tEvWUCeXRM1fOxcMqXhJfGPgXsH4sVX5Z1fnn7S8dOT/ce+Ha5zeuVC5nUA+cObBx+5/+VPhS5ZmhEd+VP/y6/jqW9i0flmzcUf9FZ88nvz372UVeAfqwxs52ZsThpqOuLWfvdN4bbjy6GVsRA2cOONZ/2CltHI1PUPRWQyHdpLblgy3fedG1/Vcbf/B/Ow6249Ipvn2QSu1A+zF31rMvblr7o43S/gleo6zbXOi1LEobt7Cx2wcaT5Us+efsDRt+uuLoTUyIBQL3RjtvvvuzjTXeo1sZJZWki9iHKRz485GfbfxDU33JEkb+ek8U/uyn2wq3FxZtL67986DYkycm+iMYFMh3fZiz5NWdO7ZhnHtPFL5SdGDr0t8eL37JU/un0lW/PV68rORE/wjm7chnN09tX/ZvP30l5wfZ7zbdu9fWWrv9Z9l5711tG1YWIyO7M8ncdYYe29WKbgsvb8L7jIHz27+Xlcuc5xa9+sGnN+LvP6SzG7577oO9/75i56GWO533lGcnUNXppIYJGuAmXW7DxPTjUsu9TIp6ylSrz0vCSmZRJ09VbGcLN84xL7fsXG7WF//Tiy4mCQsrqq58LLZ33pOkfefttqrCtS9sO/7x7cH4EWK8kXs/JKQosSKGrhb/iH0/J1sm4ky1hyPdpLZq4+aDzDn6wJkDa9d+8Knwksi9cHFntULw2PCfr3/tXxn5uPP7nS5MApKfx9pDordnXNq6a19m3qQLzg+c377k4JkhfouBJYdA4N5o5/BnB//jub//4WsnyFMqbDeRu/voFzf/27lubU5eWesAyxb/oACzxq6BuD/88hbzePDi0fX/Y4FDsqvN3X302gcvL/x/nys8f+OLkzkLv/Odzcwpc/slbnvIfZK2kXlrwu+MuNn1sx9WtNhkVyue1Qpu32v5oOC/Pvw8znzoKvcSwgVX6KYyu4ErTOeBeSC10uXWJc6XL/AKOyporpAqTPvBg4V4WIVL4kuCfFebu/tod70oqe1X3lxSeP4G13/wcuEKD/9JuDTtWeAjnzGdz52XfFrDNXKH7IG/fPjqz7jDN3xF3DiylPvwA29kRhxuOrplPbk7EdadOAVpId2kdv3KI+dZrWEOWX5x8gp/0LPmRyXnmz5wLV7vWPzzDxo+qVyx7L82vJT1X3Xt7V2nXtmw9ecv/vvzP/n3RbmVB0rXLn1xYxH5kVoCiHrFMbn9MWkbaKzbveQl17ZfLP/7l2s+Ge46tmtTTv7qRT/56b/9+JWKyt3CSS6e1sOXjucuLGlkHw+QTFM4Tv2vtQc+aWPeEW/6Hy+928ixZU/Zcguc//bzP3wiHL+Kk8L84QyKUjvaOdBatmzjwfZhqfGbB19cwn7I+/nRXyxe+0EXY4o/9HQt//fX3vrDa2s3b/npj3/y/NKfOg6/W7Jq1dpfuZYvKar5oqPq56v+Y/2ql7lbhMw2sDsTnTdSwHa1gtvbsjYcOnU7IEpP5z3u3PyVzS+vevmDDqEbMbufvJi3fsmyn+dvW/OvO8/8ZbhLcXZGPBTI0O81wI1Ybi3Cbl1FagNt8aV349KpknhYj35ysly69ASqklQRtZvLkK1Zy7dtz1q6raqjjz0KL8h9ac3OC21Y2q/7z5wXl2woyH0pa+uZWy28Ahw9zhzsco09PBPuJIQBJa6I4cb4uz2xkUvpz49u3spu6SRLJiFe7heZ4blaHdToTOf4qkzadE2k59g2bq+q6y5aZ3P+0CxrBGtAMjRaTu9u9uImSO0cMR/u+O//dLJv2hRXhKSxvfXwv/0n9vZR8ysZSG0SlvccJYRSUI1K23Dju7vXvcJtWpNJwKg/SfPBXpKhFLIUZgtlaNtwG7lRX+nY5MyuusZ+ZpW0xKDMvfPeyGefHXlmwYL/lZvDvo0TB5Utk4EbB9e/cvAz3Q9QazpA4GIA/wcCQAAIAAHDBBLvag2bhhuBABAAAkCAI5BYarkelv7/69313r17LR2CM/71KGk2kPjGZA7oaRki5f7gaa3FYcN95mymczPQnHEzDFzjjUlc40nUCjGItI/FNM7QTLev/UjirCieJDEMlFG+vjRnA4khpPszZ1dT7s+cScaczXRuBpozblanYhKXXhJFSQwiSG2SEyCJ8aZ7JoaQ3m3OrqbcnzmTjDmb6dwMNGfcrE7FJC49kFrjwUpiGOhOzNlAc7MO6ZPFr6bcnzmTjDmb6dwMlFRukaD/0if+KTwxLCvHZv3N9f6JmDBAEpdeqqR2NtBYlu3cU+Fal1PdGYyFAm3vuBZ96xmPLyxMEkWHG3c7nO7duWt+0zYZiU1eLVuR43ZvyN59IRANBRr3ZTt3uXNzPW1jLJfw/bOuv3F4A+wPkMdnFR5qLHI63SWu7K3VtyZiUpvcUNHAhd3ZG9zuvDWe1slYZLLVs8K5y+107G4cDksusd1jw2fzvu/wDn5dwcIQCwcuFGVvcFfkZ+e8dysYiQYuFjs3Md4WXQiE+cBJBxprLXM43buc2fsaAyHpJWag2P2zeX+T6w0wPCgDsV3jLjFVJIUTwwcKyrhJBkqwDgmY7GC4n0yDhHAIhxmVXIownTGYrDHyfyr+JDN5wr79ixx7PMyfqoa+GcIDTDLkIW494nr+G5KUpZCXhjjs8yxyuNlR32zoi7BJKwwtmx2Z6gRk6dIIS1aNfHZxpEQ0o8NNxbm5TEKWNQZmeWckIaNEc8LnWe1wVzATYueDcUPS3MazUcqEXSVkOjEL4U/5ObV9wiJiHQv6PG5uaQjQkvB32FeZ6x1E4Tu1OXvO3ud1CFt6xEQoQhEkaHDOxUUJaTfF99zjWre+ujMozFIMooYDhMmmnVk1vVGE0KTPs63aPznS/cWDgZO5mNRGuo9kV7aHUGS8Ye+2hr7uqm2VHUGEgh2V26o6r1VlH+4IxdB4w7ZtDeMIxSabi7OXLVlPSG10smlvVs1tZpzZG57s6s//itscZT2fFiyPNmzb2/Cgg7ccaq/M9tQc4gZlL41HEIpMtlRkL126npTah007t9b0ziIUm/W9mV3t+2vVFo9vEqEZf7XL4+MQSQY6d/m37OxioY7D2VXXOvnZCQPFxlqK1y1d4pJJLTFQT1TqEjOjSBcO5wGPkR3o0LFDUm5IOpAYQiGm+N8kTH8UEbczg+NRO9eAwTzS2UnAl8DERxLLyv4kNXnucwtMHFJawCSDJB8e+aLrwR1vbmV8d0AhT4T4/jVPLpOr4p/4TInZff4pHs1x9gYJZOnSOFTjwVbNKC8f4jBxTSej+flff7fcc2MWoai/eoWwDCUD0aJ5h9A+jJvxtGe9DnZUutiFj80BWSm1iFkpWYzyMH8wqZVMhCoUEwQNznVMarWbCvLqFO2pXnFQzDQxWxJLbaT7bWd1D6OAKDrZVJzDKhcKeHGpRbHpxxMhRrzaPBu9zd6NnrbZmFDtn3o8ybzuzLaVbvQG0GOfx+Vpa+DS92s/hFlNd1ftqvZzW5WHTQUF3sAkZpPZmTJbq6mJCeY1c6KtdI/3Ru3G0jb2NZ2pnrw9Fr8UCKPgdY+jsq3pIPPqh4ch0lXlPMZID/Pa0VSQ4w3wNqf91dsEqcUH2vHGGztK2yaY/twUcB8CoaCv0uG50CS8dMfjLR9I6hLrQQSDU3vDuwcbqO62hFuUGEgMIWuH+J8cJukncwMetTf24TBJ+AqeEyMy/0IS2cSoeTKTZ1Cj1MrJM54NSqQWUciLKcGm2WCbmtTKZkekOssDh0wsjZM9eIarS608mvzSCPurswWp1RzNbkJcMKk1nvbMVMM+z5Kq7gi7kS/ckl9RmOvwtDx87PMsWrDQUViwMa+6M/jw0l7HlhK2PBm4UJi3o7xgw4aanhCjyEueWbTauW7xd7+5u2kyihCvcVG8W3S4sXBLfvmrWd/+NvduldmsrD7CDIqvcR1C8ZigwcaMUW2uoEdz+gTdE29lCuK6UFgeXEexB54B8TIhtdw9seGzmzbV9N4WczreH4Xvn311VY1/5ov3cnZffBj2yaQWf/XDyrxN4V0SO1Ds/tlNq2p6h0W5j/fnL0WnvqjevrtpRHQgroDC0Iwlvhx57PuDZ1/u4pXc5p2bDPN/1lp184duXoKxe/mBZrqrc0qbmHzi3yWpD/TuRalL8WF4ON3DXvlAHLfb0RA5kBggzI5YjANB3Laiv4PwU+zKnAxs2lTT/HvhtRO7l4c/TsCM34uVFP0R+bOw2Td9CJGv05yRxMlz+2nvH0uKyj1u52Inc/KDDc4U45KBhUkIsVxqubs5vIrkuejX9D69e7qk+A3PHsfiPOZcC1s8yrPjo8m+PxNdpMyOvzQbkc1OQIpFRNwkPvbVePbmLs5h35+Jw7DnPAmiOdF72lP0RoXbsczJnAdi3AQzBtKeuTXg5V6tI91HVld1Rfj3uMImOjbg3VDScKkye//1YGy849ylxiO7qrqnEb8HDPo8u2oHZ4JD/tZ3tuxsesi8tV3+u+7IjL863u16d3U2u53HyLMvh+TZHT8TfpHShGKGoMHdiUst16LB1KDX8cw3FuXuc2/IKrr0UDhCFoKItEjtwRUJd7WMOzN9ta/m1d4Jo0FB3blN7iBCsXBfXV5eXV946Gzuvyx1lXoqXEu/5yhp6PvaD2FWQZ/HJd3VhjGbPDvmr/Cd2rxXa/tmxNDym9xAOH5p5Ezut5e5KjwVruXfc1R8fa4nUcAV1ZJdLWc7PPrpoZ2vt3Jv+9gmfqBgQLLZZN9LCpdGzrq+vdRV4Sl1LX3eUfLnr0/yVAf61reekbokTEmEE5YNFL8kH0gMoWAH/5uA6fJU5hJ+Cr2FqAnrJA5TDKgMpnCv5G9Ff8K+JCaPkLz4uyvMBYnUKoSY2NUyr6RCWsrJY2kmDsG9B5JIrXx2ok3RW/rSEPiLo2CzE5AS0SwQjj5nH3z6u82vX52M3ytYo0Qz3pl77xiOc+MuCbkty0aRSVCejcytwvZL1EG2IG6iuReM8d4Gz5rV+874h29IjozjLyexgDcnvz7AHO71RJmXlvjJsv8a/2otDsHvJBSlVotQyGhwDYIoCZc1mRJ1jwfL3SwEUYPUIsmB1BbmhQjDKvgSCfoOrS27OskkmHi6wZ7Vdk/Hgtf3r/W0TmLbEGHf8bUfwqykB1LMCxpuUxgn9si3f2tZK/vxmnjcxpzVHumOYJeE7mJI4gqI8IO8g8uruiL8gYD4wsDejA0knIJxZ7VdEeySME48UWgDsb1Fl7h7cTjkQHJu4qYGW/CCD/jfcpjc1bifbB0jTMLELgmGCc+FZv5vMaUk7UlNHuH4KHz/7J5tDdzxfXw0TDJkIWZ6kVJLI4+HmD8BYDa5m9kPG+Izlc0Otyl4hpMklkYQWzXim/f47ISB5NHkzuuEEy1+JGwgWjSFk5PY8NnNRQ3jEYwbQtjEyWzELglTk6aT8FKE7WpLdjX18W/42F0tezKAULinOrukumob+xkJZwwzxTi20bV1O7thn2GP9fhXk6j/mIM5mcWX6qA3p5gziy09yUTin4goCAVJg/NGECW2hk+cBItrjnjO87BpV0kD83ER80cIohapRfzHrG8UrM8uu/wwNtPXUOVxO7631FXBfSKLEHp82b3wX7iPNd9s6HvKPwzAbaQftrifX8h9cCz2V5BahPiPWUsLHOvLWkZjUpus45HHLSULF3IfB1c19E3yn9E7HUXN9x5JLvEfT4vqgIVB+Hj6jQJHtqflYSh465hjsZN5IGH1b1ofcp9mSge6c4d9vmKXM+v15oezUh+4geKJoj4Q/zmp6BIbCCmcp9xH0txAIwrctEqtDCYXdux2pkFCuGeQ+/ScgakIH0k95y2Kf4kpJbawhSQmz9lr195ax0Vq/bFbQe64PT4aJhlEiMORvoY3PXsc31vuqhAfXaCQl4S4/tonh9YtczAPxmypvsUc2WMzJWYntcmtNQlk6dJ4hK8a//0b5OziAxFLI9hZ7eBcyvG03uf3z5KB1KNZ33rtUM5iB/NAEfdBOcbNeNozYRDFlDtRrSjMcx2/FZzuPen6/jLX6/k5G0/0BP0167LzK9w5K8quPrrHPk20b9OqbX8eicVXEGJOHnZ80+kNsBPjH4rgukXu1m7IKSjMzXasXrVst7d3ltkIbuB7YktPOhGKUPQO3JDS4PIJk1rNpvpmooELe5xbigWwnCkxiIkPEIT9yqgSAAAUMUlEQVRcHmsperWml3zCRrhq8O+v/cBmxRqZbC7K+aBX8ryIQeP4bVgYuOboZEt5To2f1z+8q7nynA0khpDmrzUwFUek+mNJ8hBuYJLBXbEqxLKZWjU7ciBroinjRnDVXhU+V9B+h9mes701mzadHeZebGRLz7h1UpSMW4q/MGuXWhQNXK463cM9V2FiaMmtXyeTbFahQPMHp7uT/BS0Qhiiw81VH3eH+D2BxC0TlTkbiFyHyj5bAlNxKLo/ViQP4YaCZFgTYvlMLZqdbCBLoqnAjSCrvRru927Z7R2WfIit/W6dPWPh4dNbtpweFrZlCktPp0Wxu0yUxCu6C2IQaVLLxQD+DwSAABAAAoYJcPIMUmsYINwIBIAAEEhMILHU6t4r67/h6911EvfqlPGT+OaCMsrXl+ZsIPGNCd2fObuacn+4lJ+D+aZZiOeMm9WhSWJcvjaVLG/FdUHb1SZrMIodkFoKHPolMYT0bnN2NeX+zJlkJHFJ06MzN0jnjBt9suavJjEudpNayY848I/eRANtR/IXfWOR+A1XOkFNUiv5ERb+YznF34ihjKUlDNJfycGNxX8fB29VLGsZiLkxNobKHMi9C2XvQwHhs8ZoAB3JR99YhPifYlAcgW80uA6VYEp/dwZ7/Jk2PnlNpz9JSB7CAy2SoRRipZ9PIkxLqxpCrDg7yY/LSE0q1xIjTUY0tXBT9k+9NRpQ+n0f+c9UqVswcEUhLkp82Cf/mB/bqXAt/ZaL+VUW+Z+vTZGNCqZiIf8fNmRvLnatXcd8t1j5jxhEE7ta8mledqTo/e6u4QHxC6bKo8dbv/ZDYVbx60yJfJSaaZvuVviNGOlt0ppCGKQd5N+8EK/jv48jNqoVNAzE3tp9BFW2IxRDHYdRVRdvLXofdQ0jr9s6qVWCKRLmfi2I/GqA2kyJdjGliHblajKSh7CsQTKIbxCwX8ZBIfnPJxGWiWriECvNTiCvA3JCpIJN4cs1rKNCo9aBNHAjACSuRuW/76Ofc+JhpD3kcRFQSPgIN013V+W6W8aEquTvr01J6soqJHxTRnygmLiHrYpBNCG1Cl/+44YKB5IptUpfmoz/nITkN2KUZsq3ycMg6yx+rw7/LgrzoD/++ziyu8gGDQMxXy5G3j1I+AkbtNGLWQlbKbXKMCW/VML9nBDmkMaimFKa+icjeYiBNEiGWojjXyolbCpWE4dYcXaS353hfz5J0b7YmAhpcqKpgZvoka4C+fU85mbhy7u6DGnsLIuLCh/O3GSz+4VDzC8OKv352pS0WdGUOEHxe2LSm9iaGERTUqvwAyWM9aRLrfxHWJjNrtpvxChMV9OnVSI4/GtRsZD093EUjeONsnjjF2dQQxXyeFBNW1xPwz6UO5dSqwiTdVL43RPcY+1lMaU03RJfcvjXhPQlDzGQBslQDDFrJu4PYVWhSg0xYY2YnfBzMMxveCb+kwgpttCEr1/GjWqOpgZucat6SnHa8bv0cI7fpa0kiwuFT2S8Yfcq7idblYwrSa184TD74p0NQ9MPu067N6gdmYpBNCW10p/dE794hc1QaRp429d+yGaFX+fWHv7TgpJfDkXy34gh7haqsjAIF+J/K255honfx0l4kKlhIPvtahkIwi+VxIHoK4kppek2xX0fc6eO5CEG0iAZiiFmzeiRgMQhVp2dPsiJkCputTgqOgbSwI0grbFqB6lVkY7o7ZpVr4q/KS6fj0yUVFCH77W9f8hT9cGJ0s1WSq3SgRTrtI7VokFqxZNEyYGL8MsjxJt9OTS+JfHykP1KjsSWfNcguRyvaBiI7ax4VstcsfQAQRkmQtgvlcSnoq+USBek1pKRPFKLCj8GSHSgHMfremObOMTKs9MNOSFSlbNIfQOlr9SqZTuKdP9uqbsZ+0U0MlNkUqtoSvipGiT5KS/ClhhEE7ta8R9rYX+gJNzxnrthGDEf71W4Hc8vdZWKvy1DjI1XtUit8Pk49yMsYXagQaXfiMENk+XEyyP+L1twv5Iz1fHObxpGhK160qU2Oox2s08gZL2OHoZRx3uIpYferECO55GrFDX0kXOQ1sUQSpsT1fh/FgWHOSz93Rnm33Qx8EenP8K/N8P9uk248x13/YjO5CGc1CIZwj/owoaYGxQp/XwSYVpa1ZBLSrOT/ByMJsiJkSYjmlq4SQEkrkl/32eMXUpBhZ+pSmxJRw+FuCjyYf41mU2yfy1CMpBcaqUqNMHOaMJf61qK/XCPxIRQEYNoRmoFYyb+/toPhVmZMKh2q0IY1Lqaa5+zgcQQmvM3aXen3B8rJEORTpqFeM64KcJMYmMS4/K1qWQ5Jq4LkNpkIeXtJDHedM/EENK7zdnVlPszZ5KRZiGeM25Wp2IS4wJSazxYSQwD3Yk5Gyjl0kZwSLk/cyYZaRbiOeNGJEzSq0mMy//f3rk2NZGlcXy+xrz2A2xtbc0L95XzYqd2xirG0mIox9lUoKTARTYwrOGiQVeDDLSCASFcbC4RJQFarpEgQRC5pw04AqE1MYihgyKGGLnZ6fRu30JgGCSuMAQeigrd6dPP+Z/fSf799JOj+V+ozyXP/77YLKvl5wAegQAQAAJA4JMJ8K69mdV+Ll+HONtBwH+13I7gnxDzD9fDvxM+QfmuPWVnkO49brtqQv2T+LtWu6vkghggAASAQEgTAKsN6ekD8UAACIQGAbDa0JgnUAkEgEBIEwCrDenpA/FAAAiEBgGw2tCYJ1AJBIBASBMAqw3p6QPxQAAIhAYBsNrQmCdQCQSAQEgTAKsN6ekD8UAACIQGAbDa0JgnUAkEgEBIEwCrDenpA/FAAAiEBgGw2tCYJ1AJBIBASBMAqw3p6QPxQAAIhAYBsNrQmCdQCQSAQEgT2D6r9Yw9febaRWw20UN7ph+PLNB+sZTnzZtP+9YXf4ht3KBd9iE8QG1AV+sHEnBow81g228YBJ4EAkDg4wSCs1rfu4ELTbcq9EiGdf53Y9MWdfcYxTix9i5y40Ze0pwbZZ6mGS9prsFcn+ZqCyPdTfiqPW7cE/u1iFPN6skF5iN6AmUEq2pxovdaYldVMqYnxK8iW6tmE6nrDn0g7d1Y73VJE4YNj5K//Y76+T71k+n10OjRnNrK2v4bP/dO2IPjGexI1w4L9oAAENgygeCs1jvddM7soJZe4E6321qdaNRmNLcS74aR+srSthtVzkWGoT1kY5Suqt1J1NWmyjpvKRranvvm+4wFSE9Z6qBthVXmJc15hzXXsbeLrGu8fa5rKC7tKTkz2HC51kh+GFEWXu9YfG1ovNU//+iKXpN7J6/a1nWhqTy7/lbfgl3XghbokYzRAVSXjYzbPULAq1/fKUcaUw/Xlqvu1vUtUqK86pquK1HGXmLJgYl6nr26l6TXlepLdK8X3VZdSmedsip3VQZue8ka1sJzvFjRo0tvvGejXX1GNdJfGlEu/xatGaMXRjpRzCXaKj2aox9wM7THOWGZahUj2/3dPV98ykm1Ph+vlHegiffMbsbVZyy9dj83uttQzI7CNhWYqLq6ELOTYbyzFn97J1Z79uc7+SWjdxHzS9JcU0cOZbV0OviLFD2q6hzlrm1Gk/nq13c0hfoi7WtHx93CnPbrmdZ5xtURU5Ylq8/9l44NUmy5L8Bc/ECas7+qLb/WVKB9zc3Mll830BAIAIGgCARntQyzQo6XReq7bEse3Jil6DegTcVac0W4vh7rVctZg2CY1Xd+F8ks4J31+IdRpEpdacbkTfe5PJdNpuqmHqY1tA0+qsHs7Rkmh49xaNvqtfcqDWNVP1YpMy0PLjf2vLLXq+wLvqU5p2vq6Tzvyw5Da2W9c+btsoeNLGS1fHa2zKV7/OO7AHk1Krs/q13AO2swU7V2jvLNGTPMVvx+bf8Hij1xVUa7ibXal1ibcYqhpkzV2NyI6GUGY2++enLoSkvvnB+zMF7+EuKPjHNJPTd8mn+kPa+mnD4u2RdOWXDOz5pWRyFGFKw2oL0/JWcPvSTNeYfK8prd4t0An9UOVab2CVktxXKbsc7M0XwoIaBwn+FbmhZgunhWXg4FN3eiBPgLBIDA5yUQrNWyvfvcD849HB5gTYrdpewYYuOSS17aRlZ7rX1keVU474yLDnPuNzfyAjzO+GQ0/2BxDuZ4oNCkysxOf2Tfu4H02hJVUzFbbfC+Ge67ccU6/RGrXZXH+rVYQPgkq3XNGPQF6v7yNPzFB2fD8Rup6Za3q6OhnxW39nHO6yXNm1itd9ZSFmOoZK839KgIhHfh1WDsluCMAe3XW21xWrv6zPC0cKFhgY9MPy45//QNX1vgrHayQ39V2VnAXv/WWe0qTLDateRhDwhsG4EgrHZxZWl0tOIHbZGqJSu+/9Hwr2XRWNFZXeGtp8b/1OQoW7LlQ78STjsxfT+9OvtMW+WlxtoepwVrQbHpsZbW7NOG65FNdx857YTT2tNVnP/USpCD+Tcv5RMPr+kQpQGJut9nmaj6rqKqy2nK16RkjBLEZGuyVpXRUFjSV/JT3dXoiuQT98pSbudktSDJpqFGfWZcY4Vu0iYGJLiw/OOz4cdl0Zj6rLawcqBYgqkyTB35op7a0dtRdUXKOuTa+ITJVBTXXBBXkXzCWJ0lyHj4sDvnH1hl/j0kzlAUp7vdQeJFty/IO+trJsYJ8mFGec6tSRthv4+aufE6LYb2i0frSy9gpdXDVWLkXn932LSFk6o+W6/8Z2PGd5WXc58M6Zp+STbkJff2NLCjQIv6GjG7jaXntBNPa+VdJsI5oW/NFNt3c9H4QwPcMPHK+oJKm5UD3n62pX18Uh+P1bdyYMfN6Fm89eLtX/5dkxJ2+2arhQ9o4oNYfkUFmB1dnT3ID/VFcm2uwcVdNrftdQaBgcA+JxCE1c555jGzcT/+Dt44cbOgdKBGUZkS13blW91N3Z7jsM/fBjB8ILDdBIKw2u2WsnvjLw4jdahmoCJWk1M4bp0Va6S7VzAoAwJAYJcRAKvdZRMCcoAAENiLBIK0Wt9Md0ZMjOJigjSpmnj/uYFMYZHhsqzsSzHHTmgs6xcfea11MVEJ59JlP53BSHGhlV8BhSMxGLu8gXK73nsZxoMjig2a+dszDENikYdlWUiaNOKSkVxhd4+gEyvsWlYKV8VgUwzD60GyZMe/z+ia9a9yFU5UysJPZHTP+J8OjM1uC5K2oGT9mbAPBIDAXiMQpNWSWLSyf5lhaAI9guC/Mbz/k84UFqNig9IW9EjO+ugkFvPxHikSUyB4wHKITRQJAX3L/Ug0NsWQmPTAXyO1VjrQank9zIxBlrRq3H4lcwZZJOfvm/SyFdPf7HQ4BgSAwF4gEKTVrgyrjqYbSHHhFu0wnjudkKXkk1wxGeTzOBeO/P3AIYksJllrGa6OjkrIlEuO5PS7l0jjpQhpikIqSX8wQ41UKAwOEaRotQy3seIwpkqkihRp+OUHszO4+uTBw7IsTYeBS1cpHDnwxZ/C5ecTpPI625KQQrqG1JK/HZZlov1WE6LAHE/Qw4oON80wSwR6WtH9RuyI+ys4JvWqOS3RMMOQWMwFtfqYvPkVJQ7Er2dtZuq3Wj5v5SFkyqUnq4gVH4Ujfz7wtVQWG6epyGQTbQ+OHPriLxKFIl6GPvYwK6QxMzbhvFyaqCHe+2Y7L8QkZcqjY9lD8AMEgMCeJRCk1TKMz/NEm3gyUWN6TfloolyqfuJlGO9Y8XH1k2XhvttvtSnaqRVq9sVkf6EUtdAMNduPGZ6ZUWnJmJdh3B3yqHUpIW9tXo/1duxJ7KUQnHZ3XIjisk4uqxVcT3RD8WZfuFv3Z7V8syUSO5NgmGHT5IhcfHntvT5fB8hOlXyj7HbTrNUigy5cdVzZM+cvILBZrddja0iP19n8n4bxVutz2+qV8dpnXg/RiZO0mL1S+DWp1u6j3tjtxmzBarlShu8FdvJih/st0WkmaUE2NXI94sqgxzc3oh8kt/CPjPfsyxAGBgT2OoGgrZYDskwaM07kDS8IlsTWPWMQfGm91QrVUr8tsudSOHJIokC4Hw2+9v+j4WujaZKvojS2JQq/ckiSxrXL1eBv+C6oVUfjy6mbWy3le9Ucl2iYHSuOUA2vL/6KjmnVnTmGWmhh19mRHI2oFIG1WhV6j/D4jdZf5M1D2wiPj2EoR1dG+EFJkuywDCP9GfFva7W8+78nu7LDDkrSZOGR2BTjc9sMyI/HLzUR82uvA3v9dQfjAwL7jECQVkvNEHY3i2i5XxmNOVaz2hIpaln5Hav1J7/siRsmmAJ0PqulSCzpVLPDS6ARiEksVQhuHqzVMsyMIfGUPOm0emxh/czy3sowvimtFMEpcZd2YFFfHpDwH4sJtdq1p4ot+WcpPOcIm7PP9yvTNrNaPqudG0SOoAQtFoiFEFzS/bkr32tFwx4QAAJ/JIHgrNbneYxKwyQKpVwSyX747q/VxmayH+J7HqOyeEVWUuy5eyQt3OmzgxObycKTm8n3XK02LUt25JDK/H7DWq37geIYSlB8rfaiLCxCNeLZWlbrnTOkfR8fH3GqrC6bz6lpd0fql9+gBHt7PmNICFi9ICwkOB8TdgodnRfjMwyzZNPESrdstb7Zzsuy5HOSo+HhR8N+xohBId0WVyAs2eoSw6RpWQlR0dWWFd/Mg8tJyeciw8LDj4Wl3Gos+ikiIUtxMjy9c3WFwx/5eoC+gQAQ2BYCwVnttkjYYtC1ueQWTwps5iOxk8kdXE4e+DRsAwEgAAS2nUBIWC3tfliQeOZUHLcSa9uRQAdAAAgAgc9NICSs9nMPGuIBASAABHaWAFjtzvKG3oAAENiXBMBq9+W0w6CBABDYWQJgtTvLG3oDAkBgXxIAq92X0w6DBgJAYGcJgNXuLG/oDQgAgX1JAKx2X047DBoIAIGdJQBWu7O8oTcgAAT2JYH/AjdHs1u3d4TVAAAAAElFTkSuQmCC)
Household confidence was excessively affected by their fears of a rise in unemployment, an understandable concern, given the increase of 4% q/q in Q4 (the largest increase since the 2008 crisis, excluding Covid) in the number of category A job applicants. However, it is likely that the labour market has, like acitivity, experienced a negative impact from the OG, accentuating the deterioration in Q4. Moreover, in January, household confidence wiped out half of the 6-point drop observed between September and December, rising to 92 (helped in particular by the relative abating of unemployment concerns). Although the improvement is noteworthy, this is still a very low level of confidence.
Demand is expected to remain subdued in Q1, in particular due to the extension of the 2024 budget for the first few months of the year, which is expected to negatively affect public consumption (stable budget for key government functions, including defence) or expenditure linked to aid (MaPrimeRénov for households or France 2030 for corporate investment), before the likely adoption of the 2025 budget by 49.3 allows a rebound in this expenditure in Q2, hence an upward risk on our growth forecast (0.2% q/q).
As a result, disinflation is still not encouraging a significant recovery in household consumption. But its continuation remains a favourable factor: inflation (harmonised index) is expected to fall from 1.8% y/y in January to 1.1% in February according to our forecasts, under the effect of a drop of 15% in the regulated electricity tariff (compared to nearly +10% in February 2024). However, this disinflation is spreading more slowly to services, and core inflation remains at 2%.
Stéphane Colliac, article completed on 05 February 2025