Hormis au Japon, l’inflation sous-jacente recule dans la plupart des économies avancées. Le repli est assez généralisé (produits alimentaires, habillement ou encore biens ménagers). Cette dynamique sous-tend nos prévisions qu’aucune nouvelle hausse de taux n’est à prévoir de la part de la Réserve fédérale (Fed), de la Banque centrale européenne (BCE) et de la Banque d’Angleterre (BoE). Toutefois, au Royaume-Uni, le maintien des taux ne fait pas l’unanimité au sein du Conseil de politique monétaire (MPC) et une surprise outre-Manche n’est pas à écarter.
Le reflux de l’inflation a été particulièrement marqué dans la zone euro en octobre (de 4,3% en septembre en glissement annuel à 2,9%), et surtout en Italie (de 5,6% à 1,9%). L’indice des prix à la production en zone euro (hors construction), largement influencé par les fluctuations des prix énergétiques, s’est replié plus fortement en août (-11,5% a/a). Cela dit, la contribution négative de la composante « Énergie » devrait nettement s’estomper avant de redevenir positive, sous l’effet de la remontée récente des prix du pétrole et du gaz naturel. Les prix à la consommation en Belgique et aux Pays-Bas s’affichaient en déflation en octobre, tandis qu’à l’inverse l’inflation est remontée dans trois pays : l’Espagne, la Grèce et l’Estonie.
Aux États-Unis, les salaires ralentissent et leur progression se rapproche davantage de l’inflation. Or, cette dernière a repris de la vigueur cet été, alimentée par le rebond des prix des biens énergétiques : après avoir chuté à 3,0% a/a en juin, la mesure IPC totale est remontée à 3,6% a/a en septembre (3,4% a/a pour le déflateur PCE). La mesure sous-jacente baisse en revanche de 0,2 point de pourcentage à 4,1% a/a. Du côté des services, il convient, plus que jamais, de dissocier l’évolution de la composante « Logement » – en légère décrue mais encore en hausse de 7,2% a/a – des autres catégories. Pris dans leur ensemble, le reste des services enregistrent un plus fort ralentissement à 2,7% a/a, soit le rythme le moins élevé depuis deux ans et demi.
Au Royaume-Uni, le recul de l’inflation a marqué le pas en septembre, à 6,7% a/a. À court terme, les perspectives de repli apparaissent moins importantes que chez ses voisins européens et qu’aux États-Unis, du fait notamment d’une croissance des salaires nettement plus élevée. D’ailleurs, la dernière réunion de la BoE, qui s’est tenue le 2 novembre, a débouché à nouveau sur un vote divisé : trois membres sur les neuf qui forment le MPC ont, comme le mois précédent, voté en faveur d’une hausse de 25 points de base des taux directeurs. Cela dit, le marché du travail se retourne : une remontée du chômage se précise. Elle atténuera les dynamiques d’inflation des salaires et des prix à la consommation.
Au Japon, le point mort d’inflation a continué de grimper ces dernières semaines, et plus nettement encore après la réunion de la Banque du japon (BoJ) du 31 octobre, qui a débouché sur un relâchement des conditions d’intervention de la BoJ sur les JGB à 10 ans. L’inflation totale a cependant légèrement reflué en septembre, passant de 3,1% à 3,0% a/a, mais celle dans les services est restée stable à 2%. Par ailleurs, deux des trois mesures alternatives scrutées par la BoJ – la moyenne ajustée et la médiane pondérée – continuent de remonter.
Graphique du mois : vers un régime d’inflation plus élevée au Japon ?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAioAAAGMCAYAAAD0nYndAAAgAElEQVR4Aey9X+ilx5nfqeu5zs3c5CLshQjoJsZgYnwTOzRhPXhEEIGYZlhsOmCMaF0M8shr+kZjWuxaiMgEGjGz9PTuerYn8toiTNtpspreNmK80z2DSKeJI3rpeBBBYtVomEYiuTnL59jf08/v+dX7v+qc9zm/p+D86n3rrXrqW996qur71vue83tqkyEZSAaSgWQgGUgGkoGVMvDUSnElrGQgGUgGkoFkIBlIBjYpVNIJkoFkIBlIBpKBZGC1DKRQWW3XJLBkIBlIBpKBZCAZSKGSPpAMJAPJQDKQDCQDq2UghcpquyaBJQPJQDKQDCQDyUAKlfSBZCAZSAaSgWQgGVgtAylUVts1CSwZSAaSgWQgGUgGUqikDyQDyUAykAwkA8nAahlIobLarklgyUAykAwkA8lAMpBCJX0gGUgGkoFkIBlIBlbLQAqV1XZNAksGkoFkIBlIBpKBFCrpA8lAMpAMJAPJQDKwWgZSqKy2axJYMpAMJAPJQDKQDKRQSR9IBpKBZCAZSAaSgdUykEJltV2TwJKBZCAZSAaSgWQghUr6QDKQDCQDyUAykAysloEUKqvtmgSWDCQDyUAykAwkAylU0geSgWQgGUgGkoFkYLUMpFBZbdcksGQgGUgGkoFkIBlIoZI+cGYZePnllxe3/a233tp84Qtf2Fy+fHlz586d7Wex0YoGPvnkk81LL720efToUa/VPi5effXV3rJRLsIBXNQI9PUQpzXqwcaNGzc2+FmGZOCsMpBC5Qz2/Gc+85mN/Vy7dm2QBSbmS5cuDeYjw4cffjgqX+1MLMqPHz8ebRYOFC5cuLC5d+/e9pR20t6hQF1f/vKXt3WyaF25cmVz/fr1oWLb656jsXWOMm4yIaDefPNNk1I+tFz4HPYaHMHVkuDbbrlfYndMWXydfhoKCAPa7X1efQ7mz3/+86NsDdU15vpzzz13sHE1Bl/mSQZaMpBCpSW7K7VtF55PP/10O+H+8pe/7EXLQqyFvDfjZrOd4IfytLg+dbG3PNjFknaOuVv24m2KULF1w8XYOqfw9uDBgw0L3Jjg8dgy9trHH388SsTZ8v7Y2uMaPGJ3X+Htt9/urermzZub73//+5vbt2+fEir4yd27d7flNXY++OCDXns1LlLn2L6sUV/aSAbWxEAzocLk8+yzz24HOw3mTiS3L9fR9X6hsAss/cZ1PkyM2qG4f//+7u6RBZAJ+6tf/epW5PDo4/333982jjK/8Ru/sS3ftVPz4osvbnic8KUvfWnz9NNPb65evbq1d+7cuW05MCiwQyE8dtueXQLscA0snP/mb/7m1h67HKWgu2G17e/+3b+7y2aFCnzQXoLqETbyEVjMwE6d2IMTyyN5EB9ww3W4UrAcvfbaa9tkW6fFSXnLB2MKDKRzR//w4UOZPRXDF4utAnYpDx5vl7acP39+Z9fuepBfgXbax0T0MTjIow87W2BWOv2kYNsu/8Aedgm27fiHbR/4rM/5a9Tvy6heYnxU7ac/h8QobfA7KvBmg+9ze412iRP8RaHLp7hOnbSBcs8//7yKbGMwa5yduJAnycCRM9BMqHz3u9/dUqeBzqDbx53HkfdXleYxCdqAaJCI1KMMrjMJ6/0EO2lrAdZixjN0O6l6+7Yujlmsbt26tU1mYfr7f//v74QBCxaLCUGL1vZks9mmg4MANuwQ5GNDOyoXL17ctZNFygoVFj0WWNmz9diFlnbSXoLlhHO/aLGwajGlbrtYeY4sdoSIBAbl1U7qALMWdfKIqy0g98fXgV1h93b/zt/5Ozu7+IIEGSatHfpe17DB4qlgBSILuhZVy4O3xzn2sKtjtZ3YCjxwWJ9T21n4Jfh8ma3RX/+hH+V3iCSVsXnsse9fxKvarnzk4fGaD6QLu/dj/KTLp6wYwdeEF/u0k7IZkoGzxkAzoaLBq2fkDLIM62DALjwsJpyzcLMIWMFBmhYDO2nbxUotsoupta/rNrZ5SffnKs+iaidme+5FAXbsYm/r07G/G1Y9uq7Y2vH1sMMjTJYTyvq8EhSla75uW6fHyUKv4Mv5c+VDdFkRQfpcu7YO2/cs9uIC+7RBO1GKlQ5XCtYeaVaoeIz2vMtPWMztwm/rVp3Etj9839l8OvZ5OC8JFdrtg8aT0i127yfWpxA34srbQBjadsp2xsnAsTPQTKgwobHovfPOOycWv2MnNEL7WCi+9rWvbQXCN77xjd3drJ+YaYsWFXvNLlZqr52IVUbXfGzzcs2fq7yf0C0Gfw07drH3dXIuu7rmz5Vu7fh67KJi8VDW5+UdBvLDMXVxrODrtnX6a5Yff82fy36pj3zesXZtOWuX9uiGhHpfeOGFnRhAKP3RH/3RdmFnxwyuFKw90qxQ8dfsucVLOXvte9/73taPmG/6Arta4OTxSklg2LK+fzkfK1SwgzASrs997nM7095PrE9x48DYRJCUdqA9BzujeZAMHDEDzYSKOGMi446HOwV7t67rGe+fATvB29r9xMw15bXX7GKl8nYCVRld87HNyzV/rvJ+QrcY/DXs2MXe18m57OqaP1e6tePrsYuKxUNZnxd/J41F21/zdds6/TXLj7/mz9WGUh/5vGPt2nLWLo802PFg8We3yz76YSeOd48Itm2cW3uc1xAq2AEPbdK7L6TZwKMefVXb953Np+NSHrvDQz7qsgJUZREp5IUvguXa+4L1KZWnbt7x0aMupVs7Sss4GTh2BpoKFbYqGZQ8nycwYWU4PAN+obCI7GMGJln1nZ207WKlsnYC7bNPfpu3dK7ybOFbn8GX9C6Nn+yx4xdEYVPMwqH3UEjjBdJSsHZ8PXZRsZxgx+e17eRdH7ugqY2q39bJIxuL0/aJL+fPZY/yflHFLou5QpddHjnYx0a2Dtv32OIGhLt/XhylHIFFWu9ncM51uFKw9kizQsW2nTZYHJZPynk7pFGmlM41W56bJ+tbXPfB9y/X4VTt5Jx22kdKsqEbNJ1bEef9xPqU8hMj9MirwHjIRz9iI+OzxEBTocIdJdvfTAhsaQ5NDGeJ+EO2tWsiBxOLBneJTNJM7Hrebydtu1ipHXYR4IVP8ttv6Sgfsc1bOrf4mOC5W+eu3QoNP9ljh8VBgsC+hKi6uYZPgo1FGqEi4aM8xFY0+HrsomI5oRy8UVaLC48XwMGdPNi5Jj7FkR6d2DqxI5wIAPvSp+WGOv25bQfts4IHuyys4PZ2ycvCyDVxLltcg3+u2b7nRoR2wQnXVBcLObh4sVXffIET33b5hxUqtu1wYN9t836jtot3MGjXRNhtTHl8CbwIIHyAMj6AE7zggwuOlU87R6rLCjJrBy4R+XDA7hK7I5QlYA8MCtansCc+wSvOVI6yGZKBs8ZAM6GCMNEg486LQV9aFM4a4WtoL4tOV0BYMhmycOr3IsjL4sMiRSj9loZ9N4DJmW99Kb+vy+blmj+3+HhOz+LDs358SoG7WP/bL+Bi4efdiK7AIoA9yrLYvPHGG6eyglt3zb4eyukOmvLwpMBCDU7hf++997Z4+N0OXVMb4MhybOvE3k9+8pPtdbugkS7bqtOfK50YLnx51evTaS+8ganUH/yuCHls34OZhRwO8Rne/ZDw4ho+AEf0Iem27dY/yGN/R0VtJ7ahhEvX4RjsfX0vX1LbaRM4faB/yWM/Nh/jYqgubFIef4A38OlRWJ9P4SfwaX1D+BA7pfdWdD3jZOBYGWgmVI6VsGxXMiAGvFBR+lpibhDY1WkV2JXw71Cw+5KhPgPc5OkxbH3raTEZWDcDKVTW3T+JbqUM8NiARw99OxprgM7ukX4LpzYeHlOwU4pg4xEXj3B41JOhLgMSnMQZkoGzyEAKlbPY69nmxQzwGIN3NCIEhIoeZdXGyzskvEsiwVLbftr71T8lRAxmSAbOKgMpVM5qz2e7k4FkIBlIBpKBAAykUAnQSQkxGUgGkoFkIBk4qwykUDmrPZ/tTgaSgWQgGUgGAjCQQiVAJyXEZCAZSAaSgWTgrDKQQuWs9ny2OxlIBpKBZCAZCMBACpUAnZQQk4FkIBlIBpKBs8pACpWz2vPZ7mQgGUgGkoFkIAADKVQCdFJCTAaSgWQgGUgGzioDKVTOas9nu5OBZCAZSAaSgQAMpFAJ0EkJMRlIBpKBZCAZOKsMpFA5qz2f7U4GkoFkIBlIBgIwkEIlQCclxGQgGUgGkoFk4KwyUFWo6D+o8h9bS4HrV65c2X38v4gvlcm0ZCAZSAaSgWQgGTi7DFQTKm+//fbm0qVLWybv3r27O7bU8m/g7927t/t88skn9nIeJwPJQDKQDCQDyUAycIKBakLl9u3bJwwjSnwopfk8eZ4MJAPJQDKQDCQDyYAYqCZUZJCYXZOLFy/apO0xQuXOnTubBw8enLqWCclAMpAMJAPJQDKQDHgGqgsVHv/81m/91ub69eu+rs3Nmze36W+88cbm/Pnzm3z0c4qiTEgGkoFkIBlIBpIBw0B1oSLb7Kj0vSx748aNzbVr15R9dPyLX/xik5/kIH0gfSB9IH0gfWAdPjB6AZ+ZsapQsTskfPOHR0BdQbsrXde70nHMSCEaXriNhjnxth0R0fhNH27rD7IezS8Sr3ouXlxNqLz//vubc+fObdgpeeuttzZf/epXt2w8fPhw+14KJ7yj8uabb24fAZH38ePHkxlLZ5tM2eQCyfFkyiYVSH4n0TUrc3I8i7ZJhZLjSXRNzhyN38kNnFCgmlChTh718DiH91MkQogfPXq0g4SQuXr16u767sLIg2idFw0v3RANc+IdOXhmZovGb/rwzI6eWCyaXyTeiR28ouxVhco+2pXO1p7l5Lgtx8lvW36xnhwnx56B9AnPSJzzFCqN+yra4ICOaJgTb1snjsZv+nBbf5D1aH6ReNVz8eIUKo37LNrggI5omBNvWyeOxm/6cFt/kPVofpF41XPx4hQqjfss2uCAjmiYE29bJ47Gb/pwW3+Q9Wh+kXjVc/HiFCqN+yza4ICOaJgTb1snjsZv+nBbf5D1aH6ReNVz8eIUKo37LNrggI5omBNvWyeOxm/6cFt/kPVofpF41XPx4hQqjfss2uCAjmiYE29bJ47Gb/pwW3+Q9Wh+kXjVc/HiFCqN+yza4ICOaJgTb1snjsZv+nBbf5D1aH6ReNVz8eIUKo37LNrggI5omBNvWyeOxm/6cFt/kPVofpF41XPx4hQqjfss2uCAjmiYI+C9devWztNa471///6JX4PeVTzzoDXembB6ix0C85UrVzb68K9CpoQ5eK1PURe/AE7f94WavjEHcx+21tcSb2uG29lPodKO263laIMD0NEwR8DL/7lSaIX3l7/85YZ/Bsrnxz/+8TZWnUviVniXYBoqewjMzz333PYfsfLPWB88eLCFSPz2228Pwd18+9vfHszjM1if4hr1IpT6Av8MFj+pEQ7B8RLciXcJe4ctm0KlMf/RBgd0RMMcAa9dVF5//fXtP+i8ePHiRv9xnH/eefny5Q1p/ENP/skn4c6dO9u8lOeffSqwIJGXdHv3zh3zb/zGb2w+85nPKOviOAK/vpGHwGz7WHieffbZzZe+9KXNq6++uk2iX9Vv2hGhL//e3/t7m+eff36bh/+Phi38QHlkz8a+PitU+J9r1Eke6lPAnnzrpZde2pw/f377/9l0fUp8CI6n4PN5E69nJM55CpXGfRVtcEBHNMwR8GpRQZD8zu/8ztbrEBgSHwgShAqBf+556dKl7bEWL07sMfb0jz9ZDAksQKS//PLL2ztrFqIaIQK/vp2HwKw+tljoV/5Jq8KLL7647TcEqv7DPNf+2T/7Z8qyFQ6UI9g8uwy/PvD1WaHCNT0GQrRIzCKKyMc1iSeEjP3Hsb6ervNDcNyFZUx64h3D0jrzpFBp3C/RBgd0RMMcAa9dVMD78ccfbxcwLWJ+QZNQUUy//NEf/dF2keHYplvbXMPWBx98wGGVsHZ+n/qTVzeH+liC2cWiX/hYAao+tnnfe++97W6G0qxQQUi88MILu9028tCnsq0dEd/vXqjINmX1SEhCBWHCo6olj4HW7hdqv+LEKybixSlUGvdZtMEBHdEw9+F96qmnNof6WNeyi8rv/d7vbbizZsdDi9gYoUJe8hH6hIqtt8ZxH7817C+xcSiBYusVftvHSvP9yjsr7JLwHpF2wshrhQrniA6uz330Y7GUhAp16BETOy5zwpr9otSexFtiJUZaCpXG/RRtcEBHNMx9eA8lUqjXBi0cLFTf/OY3t5du377dKVS+9a1vbfNYQfL9739/936BTZdtW1/N4z5+a9Yzx5YVDIc6Fu5SP3ihQr/pvSTeD1HwQkXp7Hp0BcQuO3MK77zzzs6fLJYuoaJy2Jmzs7Jmv1DbbJx4LRuxjk/OpgGwp7O176TkuC7HCBLdPfP+CYsS3744d+7cdmeENBYTFiVi3jHRowMWkRs3bmzvrO3ik0Klv48O4cNf+MIXdl9P1qMW3gWhrzinn3kPiV0S+pX+147JP/7H/3jb5/Q/OxxXr1491ee+xdiWz2Dny1/+8u69JesrJaFCGjt6xOzwSDz5OvrOD8FxH56ha4l3iKH1Xk+h0rhvog0O6IiGee14ER0sCAo//OEPd3e+PM5hC57rPA5gQdPiRX4WEF6EZPGyi4neUyAPL+i2DGvnt9T2Q2CmD+1HuGz/04f0MTtr5FVf4xMSp5RDyNLnemFatnyMH2CPvPaFWOsT2EAkEYjlRwgdCShvd8z5ITgeg6srT+LtYmb96SlUGvdRtMEBHdEwHwNeFi29r9LYJSebj8Zv+vDkLp5VIJpfJN5Z3byKQilUGndDtMEBHdEwHwNe7oC5y15jiMZv+vB+vCiaXyTe/fhFi1pSqLRg1diMNjiAHg1z4jUO1+AwGr/pww2coGAyml8k3kInBklKodK4o6INDuiIhjnxtnXiaPymD7f1B1mP5heJVz0XL06h0rjPog0O6IiGOfG2deJo/KYPt/UHWY/mF4lXPRcvripUeIOdr8Xx7YWuwM8281PgvHE+J6SzzWFtWpnkeBpfU3Mnv1MZm54/OZ7O2dQSyfFUxqblj8bvtNZNy11NqPAfQvXbDnfv3t0dWzhc5zclPv300+3PR9uvWNp8fcfROi8aXriPhjnx9o2Y5dei8Zs+vLzPx1iI5heJd0yvrjNPNaGCALHB/uCQ0u1/8dR3+HVtbJzONpap+fmS4/ncjSmZ/I5haVme5HgZf2NKJ8djWJqfJxq/81s6XLKaULFV8X8qrCjhWkmYlMSMtVM6jtZ50fDCeTTMibc0UuqlReM3fbhe3/dZiuYXc/C++R/vbj75b/+1j4Zm1+bgbQbmwIarCxUe7/zWb/3WqR+v4get+BVEG1KoWDbWcxxtgCTetr4TjV/YiIY5Gt6zwPHVf//O9r9yf/bH/2rz0Sd/23aQFaxH9IlCM6okVRcqQsWOin62mbTSjgr/a2JqoPPykxykD6QPpA+kD7T0ga/fuLYVKvyzy5/+5Z/nutOz9k5dx6fmrypU9D8kAME3f3gEZIPdQeF/Wcz5yXAcM1KIhhduo2FOvG1HRDR+04fb+oOsR/OLqXh/9//+P3dC5Rf/339Rs/cWT8W7N2AHqKiaUOEbPPw3UP7TK/9ci//ISeCnwXnsQ+CryXzsf5PdXpjwJ1rnRcNLV0TDnHgnDKAZWaPxmz48o5NnFInmF2PxSpRYofL1f/eDGQwtKzIW77JaYpSuJlRoLo96+C+e+o+wpPGfO+1/9eS3VvgX5kP/FbSLvmidFw0vvEfDnHi7Rkud9Gj8pg/X6fchK9H8Ygjvz375nzZfufG/bHdRXv/L/2tjhQqPf/YdhvDuG88h66sqVPbRkGidFw0vfRgNc+JtO/Ki8Zs+3NYfZD2aX/Th5ds9iJG+z76//dOHV31wVuIUKo17OqKzRcOceNs6cTR+YSMa5mh4j41jv3tSEix6JNR2tD2xHtEnnqCve5RCpS6fp6xFdLZomBPvKbermhCNXxofDXM0vMfGcQqVqlNGdWMpVKpTetJgTkAn+WhxFo3jxNvCC07aTI5P8tHi7Jg45rdSSrsoNi13VFp40TibKVTG8TQ7V7TBTEOjYU68s91zVMFo/KYPj+rWxZmi+UUfXitIuo7/6r/858WcTTHQh3eKnWPIm0KlcS9GdLZomBNvWyeOxi9sRMMcDe+xcdwlTmw6uy77DBF9ohU/KVRaMftruxGdLRrmxNvWiaPxCxvRMEfDe2wcW0HSd9x2pJ20HtEnTrag3lkKlXpcFi1FdLZomBNv0fWqJUbjl4ZHwxwN77Fx3CdO7LVqg2qEoYg+MaJZs7KkUJlF2/hCEZ0tGubEO94f5+SMxi9tjIY5Gt5j49iKkb7jff6WSkSfmDO/jCmTQmUMSwvyRHS2aJgT7wIHHVE0Gr80KRrmaHiPjeM+cWKv7fObPxF9YsR0MitLCpVZtI0vFNHZomFOvOP9cU7OaPzSxmiYo+E9No6tGLHH/I8fPkpLoTJnBlleJoXKcg57LeQE1EtPlYvROE68Vbq910hy3EtPlYtr5Piv/+aj7f/r4f/2+NCHV0IEUcL/+eF//mCDRz32x+AQKvqfQD998O99FVXP+/BWrSiAsRQqjTsporNFw5x42zpxNH5hIxrmaHjXyrH+qSDCw79P0sUx4kZCBVHiA8JF1xEnOiZu+dsqXXg9vrNwnkKlcS9HdLZomBNvWyeOxi9sRMMcDe8aOUaYWBHhH9N0cUw+lSsJFfsPC3//z2/s8lKGa61CF95W9a3ZbgqVxr0T0dmiYU68bZ04Gr+wEQ1zNLxr5NgKDkSEfzTTxbEtNyRUJGgUp1BpO/fIegoVMdEo7hocjaqrYjYa5sRbpds7jUTjl4ZEwxwN79o4Zjfl6r9/p3e3o4tjW44dEx/sjooEiuIUKp6tNucpVNrwurPaNTh2GVZ4EA1z4m3rRNH4hY1omKPhXRPHiBT7zZwuEdHFsX1ZtiQ8+oRKy5/V78LbdrSv03oKlcb9EtHZomFOvG2dOBq/sBENczS8a+LYPrqRSCH2oqOL4yVChXpahS68repbs90UKo17J6KzRcOceNs6cTR+YSMa5mh418Sx/yaOxMocoVL6WnPfjkoKlbZzj6ynUBETjeKcgBoRa8xG4zjxms5rdJgcNyLWmF0Lx11Cwr9v0oXX7qiY5u0Ou4SQBNEuY+WDLryVqwlhLoVK426K6GzRMCfetk4cjV/YiIY5Gt41cWyFhsQDMek2dHFsy9v8Ou56tKS6lM/HvKRb2qHx+brOu/B25T/m9BQqjXs3orNFw5x42zpxNH5hIxrmaHjXxLEVGhIPij/65G93g+MHP/+zUz8Cx0VeiFX+XWZzMCRU+ME4H+wuzNwfhYvoE56HWuehhQq/GIiT8eF4jSGis0XDnHjben40fmEjGuZoeNfEsf01WgkOxfotFX0FmW8H+V+sVV6ulcKQUPE7N9iwv2br35Xhun7qvyRyhCGiTwh77biqULl169bmwoULm9dee62Ik+tXrlzZfT788MNivr5EdZ5VrHI0HIp0nHItQXjXgmcMjmiYE++YXp2fJxq/tDQa5mh418Sx5v9SjEhAmNhdE9YJBStCSoKDfPYn9kt1lMrZXZ7STbTsgKsrRPSJrrYsTa8mVN5+++3NpUuXtnju3r27O7YAETH37t3bfT755BN7edQxnYfj+Z8ypuOtM65FrER0tmiYE++ooTM7UzR+aWg0zNHwroljLfqlGKFixQh5pgoV2upvjO1aU9qJsUKFOm3wwsdes8cRfcLir3lcTajcvn37BC5EiQ+lNJ9n6PzWu3dPCJKSc5LWp1SH6qh5PaKzRcOceGt67Glb0filBdEwR8O7lGMEBDebfY8+Tnvi6RQvIPx6wA1rn1Dh/RGV8d8SsrV5G/bRDuX1HooeK8mm4j5bKmPzcBzRJ3wbap1XEyoWEDslJVFC2p07dzYPHjyw2Scdv/Bv/3jnWHKCrri0JTepsgqZIzpbNMyJt4Kj9piIxi9NiYY5Gt4lHNvdcG4ouxbqHpfcXULwdM3/pPP+ihcZdgfElue4L1AOm2Dm2zy2XsoiurimfPa6fam3hKfEQZ9PkH+pyOtr69quNREq3/3ud7eCxDf25s2bm+vXr2/eeOONzfnz5zdzHv3YzucYR8Q5fLrOSw7gcbU873O2lvUusR0Nc+Jd0tvDZaPxS4uiYY6GdwnH/uVXFu65wT9iYd73ux0l4aD6rFDRroiu+Zi1hB0cYi82sFPConXIttGLHPKURFKXT1C/2rTk68++fWs+ry5Url27trl8+fJgm2/cuLEh79SgjleMc1hn86Klbztvat1z8nc52xxb+yoTDXPibesZ0fiFjWiYo+FdwrHmbsV2EZ/iyexS+Pkem3Y9UB0+1m6EzTsFB+WtTeyMFSq2TtkgzYcun7AiiTr3EWjvFH5qY6oqVNgtefHFF0dh1O7KqMwmkzpW8R+8c3PDeys6f+XP3tqQpnNiOjw/yUH6QPpA+sBhfeDd+//hxNzM/PzTv/zzWfPz67f/9JQt7Pn5364FOqZOsDz3b/5wZ2Mqjmd++PquLFi+fuPa7lz1KP7RX/xs18bv/Ls3T+Wj/Fjf9O0bW25uPtZXtdW2w9ozS3STw2pChW/zPP3007uvHvM1ZMLDhw93j4F4R+XNN9/cIFLOnTu3efz48eRGqeNR0vabPWyB2XPlIz7k9hidGS1Ew5x423pYNH5hIxrmaHjncmx3AzRH23l7iifbnQl2zjmXLdnuisFh35Uh39QdA1s/x307KqxXCqV8lPehyydsveBuHWx9pa9at64f+9WEyqNHj7aChJdl9aECxAjXFHjkc/Xq1VkiZQv4T17dqlH7cpJs29g7g722z+MuZ9snhql1RcOceKf28LT80filddEwR8M7l+OSUGGxnbMA2gXUL/RdAkXp1Kf3PJTWUp8lyYsAACAASURBVKhQhx7T+LWJaxJYdmR2+YRtN2VbB1uf2tC6Tm+/mlDxhlud0zE42FCg48mrz1D+Vte7nK1VfTXsRsOceGv0ereNaPzSkmiYo+Gdy3Hf14m9B/LSKPM4cSnYHREvVLwI0TrQF7cWKtRNKGFAALDzb3f/u3xi32ubFSpgtxhL/dIiLZxQ4Zlil+NagshjX7Qa2oGxZWsedzlbzTpq24qGOfHW9oCT9qLxC/pomKPhncux/0aOXbRPet1mt+PBt4QQJT7YnQn/jR17zdbRdzx1jbALOMdj6qSOEga7VkkIlHyCdc1/a8rzMvUcm30izbYT7GDVy8hT65qbP5xQKXVeV+Ot4p6ztdhld0r6FLxT7LbMGw1z4m3pDfEWfdhIn2jrE3M47lqktXB7oaB0xSyYBHYUWCitMPALrf9WDjaGfoNrKmN2AefY7uKwmJNmMYLBrklql49pH6Hkw7ZOlZuK2+aHJ+GWQLLX6ZNSnWOealg7S4+PWqhAvDqTWA6wlLQp5UvONqX8IfJGw5x423pJNH5hIxrmaHjncIyY0HzMQm53EUjnsZCC/cVYlSHWboIv74UKdvwC2/UtIezOuZG19rXYC6tEl1+DdL0vRtwQSj7hH/tgZ24Am+0D1St7ap84t5j3vZYetVCxAwOS960Cu5xNjrDWuDRA1oo1IsfJb3tvSo7XwzGLGouiFR8sipzbhZJjPVLQImkXx77jklDx839JqLAIW4E0hbU+jNaOFzFqR1e6BEPJh7mm8optXVOOVV6x6sVGSRApH7F/1Dal3jl5z5RQgeD/5//9j9uvSM/5Vdw5BJecbY6dfZaJhjnxtvWOaPzCRjTM0fCO5dgu5laU6I7cihfmZ4kam9cukKVj8pbeW7RChTw/v/fuqUUefHODte9xWZslcUF+6i6JFcQTwftE16MzW9fY49KjMeolvaseMKt/xtZTK9+ZEypbh/raP92KlVok9tnxztaXdy3XomFOvG09Jxq/sBENczS8YzhGPPgFXOcSCH2LvfIOxezWdAU93ti+MPqLX5x4Z0RiqavsUHoXdgkNle96gRgO+JTaR1nvE13fmAIHdZTEmjD4GF5K9SLoSuJJeb2dfZ2fTaFy5VIKlR4P8wOkJ+sqLiXett0QjV/YiIY5Gt4xHPvdEi12xCyuWxvmvRV7fcqx3gfZGuz5A8d2d6NP4PSY2V3qEir+UVKXGBkrVNjl6Nth0jXaRt1jBEsXpj7eETCHCmdTqPAVq89+dvPRRx81552faeZNbz17bV5hhQqiTZqJt0Kn95iIxi9NiYY5Gt4xHFtR4BdAuVvfYwZfpnROHWMDHNtv3Sydk8EukWCxebsIhxIXQ0KFn67vKmvr88djBMUcoUKZQ4UzK1Se+uf//V4mM/uVuLHKf6wzSD0zMGq+3BRt0ky8Yz1mXr5o/NLKaJij4R3imAXWL6A69wte16MR5S+JAV2bKlTAhVjRjs68EfGklBcgfjdFOUu7S/BQSqdtEhKIjr5HMeLBx6q3K5Z9yvEIrFSHzUO+pTtQXVjGpB+1UBlS6//zv/5fixzhzHRcjY6xDlRDTGhgaPAS6xjHqhGiTZqJt0avd9uIxi8tiYY5Gt4hjlmw7dzHHMXc5XcbtnYGHv9ozpM9e87x2NCCY7uYI4C6QukxEWVL6WpnV8w7MIiLruukl3gWNtY3Kw7BoTXP2gSb3mUh/yHDUQsViLXE++Pf/pMn/yjKdkLX9iCdiYP0OYG1Qz5bp3/JyuYdc+ztWdscTxm0ffW1GNB99S29lniXMthfPhq/tCYa5mh4hzjWzRPzEvMec2dXGFqs7XyMPSuC+sSBr68Fx8zJulnsWxdKbYSTUrqf1/05bbYCyV/nHEwE1ivqUKBO2zfkxZbyWlt97ZG9fcVHL1S0pcVgsZ3AcUmo+K04uwsiJS8nGOokq1pVN44zN4xx6hrKt8WAntvmMeUS7xiW5ueJxi8tjYY5Gt4ujrUoar4jHprz+uY15m97XTd7iBXm4z4B5D2+FcdgGHqsb9sAJ7Rry+HAbpLlUccIiyGhQl67/mgdK5WTUPHXPH+HPD96oYITqSO+/vL/uHnqf3tlJ1hKQsV3lhyKTpKjEI8JJXFkdz3A5hVvya7aYO8kLBZ/vFQJtxrQpbbVSEu8NVjsthGNX1oSDXM0vCWO9ZhAN3TMSxIW3d71qyt+DtO55ksWenYSiOeGQ3LshYpeKxh6PUE82Jg1asxaYHdO4NEKF2tPWOzaNyQu5/bB3HJHL1QsMb/7u7+7eeor/2gnOLxQwZlK4gIbLP62c3GUvkHj86ssDsM1HNQOaCsuUL/YR6CQrl0h2SD226H2mtSzbfuU40MO6Ck4lTfxiok2cTR+YSEa5mh4PcfMV3Zh1HwkoTHkmaU5DhtaRIfKj7l+SI69ULFrB/M1PNn1QPyVYjhh/SjxXco/lCYsrDXY5KO0MbzuI8/ZEypPPbUTHP/dn7x2Yuuwa7AgGHCmUodLUJDHBqtOrfiRI/i6yE+wqpdyPp8wgAeH1bl1ctmyeKYcH3JAT8GpvIlXTLSJo/ELC9EwR8NrOWbu0zzk47FCBRvMZ8ynslFTpFi8bUZJv9U+oWJLqu19sW5q7ZxPftaKvhvYLpuyBw6O7bnFdsjjMyVU+O2Up4xQoePsYOjqSJzMCo9SPgkKnAe1ax3GO1SpvMRF6VopTYqXuvhYfLI117GiTZqJd25Pjys3h18WHhYdJj1iPvsMczDvE5+vKxpe8AuzX4TtfGXnV9/mrvMxj8O7yvalC29fnlbXPEeav319ljt/zBpjRYRfV7Bl1wFf3p+Td07/eMz7OD9TQmUrUpxQsYu670id41RTHMBvyY0pq+021TkUI05ssHXg0Djx3MXhkAPatmnsceIdy9S8fHP4tbuI8uW5L3ojejQGWcQ4HwpzMA/ZbHk9Gl64EGa/CKu/mYfWFIT3EJg8R10+LO5KMTZssEKF8Uaw60DJhtLW1je2XaXjMylUfvdf/+Fue5HOVlAn+pjJcawD+LKceyct5SFtTB0SNMKsGKVdsqvrU+JDDugpOJU38YqJNvFUfrsek2osTEGJIPeiZ4zgmYp5CqYWeaPhhQNh7pq37NzagrOpNoV3arla+e383GXT3uQ+92/+8ITv9wkVcc06YG3YOu1xlJ0U8XQmhcrr//p/3y3q6mAIsR3pj23n4zAoUp+ndP71G9dGCxVb3tZHOvUxYdutP3WiYgSVtcFxl3JXmVJ86AFdwtSXlnj72Fl+zfKLP+GL+BoBf+Rj/axr4ZJvaleEfNhCjFCeceX9276zpfJ2zHa1zmLuyrOm9Gh44U6Yu/qbx99rCsJ7KEzyX+KugG8rH2uHPR8jVLDLeNL6ZEU+a0ppjHVhWVP6mRcqcho6UA5CrI62aTomryZspRFbp+Icx/jpX/55r1CxjuRtUQ+TgH/M0+VAPOqxNjgeEjclW4ce0CVMfWmJt4+d5dcsv3ZRsv7OeGFM8Bnzfpb1e8aJFebc7eH7CJqucTj0WNNiXs5AewvR8MIImBGWti/t/MPO2prCoTmW6JbIL3Fjx9Qrf/bWiTWFMWGDzcuxDYxDjRH6wZe1eSMcn0mhcvXN/+PE76kgBOhIDTIciTQ7eeoasTrdihXy+i1vJnUGB/m6BjPOW6qnz5n7HKtUDzimhEMP6ClYyZt4pzI2Lb/lF7+0Y8EeI1DsONJY8Wm2zNxj/LwvWMx9+dZyLRpeePv5vXdPzV0IS/pmjY8W1sCx3zH0/mdvBLjJtWJE647K2GtT53jZiBKfSaHy5ptvbp76l7+3m3BxAOsg6nR7Z2gnVISHAsfkR9jghDYfdjU4uEY+PggaBrPuQhnUdgFAuMwN1OOFj9oz1qYwj81/6HyR8dJf1p8OzWWpfstvSQjL57lmd/XwbwXlqRn7iVt1EVvMNn2tx9HwwuN3/t2bJ+Y7+hZ/XmuIwjHzNTyCV/N56cbVChXtnqyV+6W4zq5Q+d3/YTfIEA44hyZRLewsIH7RH3qRD9FBGd1R9A0Ov0Ax8TK5Lx3s2LULitoz1ln6MI+1sc98UfFKnNJXS/u8Jd/iF//UGBkTW7+z+Rkf1j/tta5jcWTLwZ8fQ+JBmHW+9jgaXjtfqs/844e1cR6NY+Ht8nHWGLhnTIx9PWBtfTIWT1WhcuvWrc2FCxc2r732Wmf9r7766ub555/f3L9/vzNP3wV1Xl+e0rVPPvnkV7+h8tRTW6X6lBEq7JxYQWLv1PzkjKiZEubinVJHKa/FbReMUl6fdijMHsfY86h47R0RAnWtd0XiV8JKC5NiO3aURmz9zraVYyZfruOntF3i3pbXMeNTE7Ge8+saZUsTuTCP9aFD54uG1/an+qJ0139oXm390Tgeg5f1qOT/tt3HcFxNqLz99tubS5cubTm5e/fu7tiSxPXbt29vPv3008358+c377//vr086nhM55UMUY7fUeFn9LfHRqhooCm2QoU7XaUT22ulenzaXLzeztTzFCpTGdtffvmE3R2QjzHZr213Bbx+HAgvC5bu7JRGjPCwot7egVPGBiZaCRFri3xevFk7qq80JsWxrWfNx9HweqGydpFC30fjOBreluOrmlBBgNjAzooPFy9e3CWxo3LlypXd+diDuZ1HubFCxWPR5Nh19+bz2/O5eK2NOcdWqHBHOiUcCvMUjDZvRLz2XQ4tuDbWo0PbzkMd89Ikvm/x6ViPQvE3u7Pi8WsMUY7jvoBosSLH5rV+7TGcyPeLX9jT1R9H82Ersn1fr5XsaBxHw9uy36sJFQuSxyxeqJSEic9jbXQdz+08yp0QKl/7p8WJlwm5FLijnLPFNhdvCcOUND+hDy0O1vahMFsMU44j4rULtxZcH0/psyl8Tc37+u0/PTFWEFncQSNS7JhAYCCKSwsX4wchwwffXBKo23JVGrMRfWIJJ/sua/nfd91z60ufmMvc4cs1ESrf/e53N3fu3DnROs79DspBhcpTT22+dOX3T0x43CXYifdEA2aeHGpwsGjYO1y/3d7XnENh7sPUdy0SXvzr1rt3T3zLy076/ri06Pdx0eLaF3985cQ4mSs0ECt8lobSbpTHFMkn4CMaXuunS/tzX+WjcRwNb8t+rC5Url27trl8+fIpzKUdlZdeeulUvqEEOm/q5+c///nmmWee2e6ovPLKK5uf/vSn2+Mv/U/fPjEB83W7qbbXnJ9fNtSEsv2F3Bncrbl9kbDx+OQP3rm54Wex1Sdj4kP3G6LK4kS0vHv/Pxx8nPBjWBZXjbFLW7c/0JjjpLd/f/QXP9txjz9EGoeJdfr6OYazoXV76fWqQuX69eubF198sROT3UG5efPmhvxTA6RNDRImPPrhN1R23wByL9S2uHudg3dq+7ry+y1yvU/QlV/ph8QsDFPiteP131SxC6w/ZlfPvw/Cee2dvrH8Wizs0NXYERlb91A+v7Nidw37fEJtIBavdgfyEI/c+vAO8bDv6zzek99GeIlW/ETiGMzR8IrnFnE1oXLv3r3N008/vX28wyMePeZ5+PDh7jEQX03mw4u3zz777Kz2zOm8r3/969sdlM9+9rObv/7rv97Wi2ixX1Fm4Pnt41kAXaE5eJ2J2ae0RxOK4jFi7JCY5zR2zXjHvIuiviEmsHjaNI4RMFpg53A0t4zFsbZFCT4sPo7FUZdPSDTqZVCEGCLFfosFQSYBM5e3qeW68E610zq/F4eHEHVz2xiFY7UvGl7hbhFXEyqPHj3aChLeRdEHwI8fP95wTYHfWrl69eo2XWlT4jmdtxUlTz213UlRXdu0b/7zExPdsQmV0oLHxKy7ZOLShDyHY+3edNkU7y3iOXhb4CjZHBIqTPzqD7vj5RdgzllAWVT3FbwQ6Pomzr7wlOqxAgOONIa7fKLEaylNdkp1tkjrwtuiriU27Xtv8LZGn+hqXxSOhT8aXuFuEVcTKi3AlWxO7byf/exn290UhIkN/J7KU1/5RyeEir1e63gq3lr1yo7dph07Ic/BbG37uyx2ccDRapGdg1f8tI79Qmp50qMKxGKJM5tXx1bMtMZufYfjNQYvBMVjySdKwl28+jiFyunehhPLE98GixRKPrFm/NHwtuTy5OrdsqZKtqd2nh77FIXKlz63G3itFoCpeCvRtDNjn73bSUbHpQl5KmZ/563FAhCIFNXV6h2HqXh35DQ+8Nvk4uGZH76+FW2l3SwLieslobOvRzD27rmVyLTtnXPsF08JqpJP6LGP+qEvloicg2lOmRLeOXZaltGuKbzBZQTMlo/Ea9mIdXx0QoUdFHZLeGGW91H02IeXaG3Y/mNC3lP5yj/afhvDXqt5vIbBYcWCn5xL76xMxWzvvLGvxYKFVo81VG+LBWAq3pr922dLbfYx3+QZG/yOAbbgtEbANu9qsOjwQXBKPHnxWaO+FjbAaQWV/KvkEzaf75PSeQu8XTZLeLvyHiLd+wO+s3bMnqfE6xmJc350QuUrX/nKVpwgWP7qr/5qJ1S8kyJklNdfq9l9LW1PwVmaiEmTqLC2+jCzS6DFjDJduwbYLS2y1Fk79OGtXddYe33icIpQ8Qux+rEkMMdgo+/os77dBa7bRZ2voK458J6EePFCRWJZL88qn49prxfc1s9bt3+NPmzb7LlJoWLZaXO8dp9o0+qy1aMTKtpB+f3f//3tV5F1Xur07Xsqv/4nhWV6lqeW6l1udboFOzHbRYhjFkMbujCzCGDH3tH3LXi2TnvMJFczdOGtWcdUW7a9/niKUKFe8e7tTMXEwmv73tvrOuc3StYcaJfFDlb5RElI479eROulULsDWNtP+zgU3r48h7zmfRChvHbMnq/E6xmJc360QgWB8vrrr+92VD766ORiTBedJaFiFyjabs+527Sha0D7xcDfZdnrfcfUXTN04a1Zx1Rbfe1/4d/+8SRzfpGQ7UlGNpveXRTZ9DELNz9Wt/Zgd0wQLvIJL0hoH3wSbFv1rpYV3rX9tI9D4e3Lc8hrll98wnJ8SFxT6l47x74t0fB6/DXPj0qo0LHaQbExX4cuhbMkVPQIQY8M/OJn+SkNEP/Soj9n0i8tCnYxsMd+F8fWP/W4hHeqjZr5S9yw6DHB8+GXXaeELkHY9VIti4jqIhbXHNs+GDrGR6IsSNaf4Z9vpFgxbtuq3RN7nTIE+xiJMuJuSn/Nybs2H/ZtEH9WvK0ds29D4vWMxDk/KqGye0GWl2TNx79Iq+45S0JFbVZsJ3YmIfutjtKA9iLEl9ekrgnNxz4/57VCCW8t23PseKFCW1nwFabipW8QGSwS9s4Wjnm04UOpr7Dh+8Ses0Dbb3VwTaJ2Kl6PZx/nVsx5jmw7OVawZawgsb5qF2aVI4Z38WPT5x6vmWPrO3bcrhlzqR8Sb4mVGGlHJVQkPHg/JYVKvwOycNoJXXeUlCoNaL/4+clfCwCTt78m23ZbXfn7UY67WsI7rmSbXF6o6A5etc3By2JBn5XeufBixS7A6gvbLyy+5NGCzDn2CWDnmt2tmYNXbd1XjNBQW/tiu9DCJz7p+RvyU8tlDbECDv4HVA1bU/imnQhg6u8L1p8tfxH8wrYr8Vo2Yh0fpVDxOytDOyr81korJ25lt4ab2QWNSUuhhHmsUMGGtcuxDXYRGZogbbm+4xLevvytr3VN7Kp3CV5rW1zaxYM6JEB0ndim0ZcKiCi7m6B0Gy/Ba+20Ph56tGXFVx8Wu4MAdzZ4/r1/27xjj+14wf4+ghW81h9Kdds2W1+L4hdqU+IVE/HioxQqOKTdVelyUO3AsPvCi7ctQlfdLeqaatM/j1f5EuY+ocIdub0rRYCwaJTu1uyCacWR6p4Tl/DOsVOrTNfELvtL8FrbVoiIf78bYPPo2O/wCFdXvARvl80W6da31FYbTxEBtpzF6h+PkW+KXWuLcWJFCrZKY8aWqXVs/aQktvAR8LHLY+eJFCq1emDYTpRxN9yS5TmOVqjYn87v6nD7rSD7DwuX0/rEQlfdT3Ic9giRoUl5t/1f+A/VfYvAlIna26nR+rVxbMWEndjV1qV4EY30m91BoB57rj4txVP6C8xL8ardreM+MV1ajPvwWN5YrDU2bLqOh3YkuuqxuxqyRUw/tg52HHoflYjR3KAYbDZvFL8Ql4lXTMSLj0qo6Afc+EVanFLvqXQ5qH9ERH79d+VaXdlVdy37S+3YCUsLmMfMRG0nUn+scmOw+MVkTJmhPB7vUP7W120b7cSuemvg5W6Xj+8Le86CY99D4tqcRbUGXrW9ZWzv/MUDHPCBqylB5RWzWNuxonTiOZyCxfqJtcexdsimYJ6S17bF+ujQWLePz6L4hXhJvGIiXnxUQkXChG7AKTlHvHSFn/70pzsxo7LsxNQMax8cditbE67/+qzusPxkqvMpQsVPhLpTXcL5HI6plzvXKdjHYPSLj10EVH4OXpX1sfrAx1roaJ+9Ix56H8Xb57wm3pL9mmn+Ucrc/vUCz/NrzzVuxrTD8m/FgrXH8RSbY+r1eWzdtJXQtcNjsVnBF8kvaF/i9V4w/bz2jfxYBEcvVHgPpSvguBIoirtevO2yMZS+9sFhF1YmLCZ6voGgO/ahxwlct5PXEB8IBLtwzl1IbD1zOLYLWg2xJDx2AWCCpx4f5uD1NnRuubQLiuWV/kGQ2kVS5cfENfGOqW9JHuvP8DG3zVbAW15Lx2NEBX0gwU8MLm/LjjXytAy+bvDYMeGvc46v2RDJL8CdeG3vTT/Wv6Tp+l2y6RbHlzjTQoX/98N7Krx4q/+yXPul2rUPjtKEyaTERO0nfT95IWymiBS5pV0EOF4a5nBsBcXUl0v78HqOSovYHLxdddp2aDGpvcjVxNvVjlrpCDTbB0vssvvn+bW2dVzqY1+v30n0ooBf/7XYqbdlEHbF1DfUVo8pkl/AZeJd5lF6VaLvKcWyGrpLH4VQQXDYb/nIKdkl6dtRsbSoEyiDcuSxUI0QYXBosrIxk9KQUPET11i+/LsEc+96Vd8cju3d65iFRnX1xdamuCyJoDl4u+r1i8tSLkv11MRbsl87TdwTLw3eV2Xb9rX1H4Q7577f+8YSogWOKSv77F7wKMbujC1ti8p70USd1Df0uMvfVETzi8QrD5gX2zWSNXef4SiEiiUQoUHgWRrHY7epIN5+XZmyNd5XiTA4NDnamAXQ7nxwjYnMTtBzhYq9c8Tu0sl4LMcsBHrMY9taejwzdRD6NmGfyV/1WXtj8doyXcdeqHTlW5JeE+8SHGPLihN8dWko9St9a4WHHQd2fKjv8Tubbn2PY66LY3+Nc71vtLQtlO8SXr5ej5c2gtMGYbZpaz5OvMt6x66zNdbGKWiOVqhAwlTH1DM4RAof+xiIjpmjIqdimNJ5tfL6SarrnAlTiwB5/B3WWDxMeLYOf/c51o7yjeEY7AgtxINdZMBhFxrZnBpj37aJiV4Llbc1Bq8v03XuF9KufEvSa+JdgmNK2T945+aphXVKeeX1/KqPvQ9x7h+jUpZgx4zKK8ZPCOK4lBefrRX0nozqL8V+jAijxyDMPn2t54l3Wc9IqNh1cZnF8aWPQqhAXElcjKfhSU5+T0W2ONa7K6SN3Z15Yu3JBGTT1nZcmqx8mt57sBM0x3OD3a1hckZEjHlsgaiZemfnRYRv21Kh4hezobbUnjDhhDppZ4tQG28LjN5mLcy+b+U7fmeCseDzcu7TVF6xdvOEtyRUyDtmbHgOSud+p0Q4bMxYt+NcY9/bE2afvtbzxLusZyRUiPcdjkKo6PdTEBYfffTRIg5xZgSJxIqNx77vYgFEGBxjJi+1CZHAZMpdlxcMyjMmthOhJsmhO0fdDbIoswAoDHGscqqnFJOnawdE9XTF/sXIIcEwhLernkOlR8MLT7Uwe6GBwNYOoPUjfNfn5dyn2TIcy1eE1wp4mxc7S4MXV9inPrDbusDE2GZeYKx3jXNhXoprX+UT7zKmtS6mUBnBo3c2hAliooZIsdXbl3MlVqhjavB4p5bfR35NYH7C0uRV2nGYu6irPapTdSguTYpM0ogT5VGsyXuI4667VNlRjHjiRcOpwWIrceXtDeH1+Q99Hg0vfNXCjD/KP4htsOkce0HMQu9FrC9T8mHsUNb6lcSRrX/qsb85oA7Gscctu6WxqGvEtTi2NlseJ95l7OrpAq9I7DuE31HB+RASc3Y7+sjWN4kQJxIqxFMf/0QZHGwt+2fsmlRrTJIlrmXfxoglcHCnxwRKsBO2zcvESxjiuEuAWVscK5/q3Rof8cfaGZF9EO8YG/vMM8TvPrGMrasmZnYY6GMvYscKYOsf9tj6WQmvFRaMh6XB2gO7hIhNZwyMDSXMY8seIl/inc8666HWwTnvas6v+VclqwuVW7dubR48eFDExbUrV67sPh9++GExX1+idzbOWwgVYdCv11rB4jEobymekrdUft9pfvK1k2ltLBIGdvL2x313pHq+/6O/+FnvM3xv0553YRjbVvtVz7GTfDSfiIaXvquNWYu69QvSukS09TF7zC4GosOL/xJedltUdsxOncVWOrZjSSKffBJi1DWlnhLmUr1rSUu883sC7lqus0PIqgmVDz74YHPp0qXN5cuXN9evXy/We+HChc29e/d2nznKzDvbPgjUN36kKInHfj3L4y0Ss6JEL1RKE3QtuPZOThPylBisTPqUQSR0PY7qskkZO0nbfNqSH2qrFTpjJ/loPhENL322L8x+vFgfKh13Cf8S3tpCxYoqK5QYN1zTo6Ahn9f1EmZdW2OceOf3it5Pqf3kYiyiakJFFd65c6dXqCjf3Ng7G+f7UnpWqPBNozE/Cufxzm33vsrZHQIm2pZhqVBBJFihUBIXXUKEtnGNSbq0oJRslbiwZVOolBg6TNq+xt1UoWJ3MiwzJbxWqCAilgb5KmOmRihhrmG3lY3EO41Z3v/kfRT7sx1nRqggZLoeDY2h0TobROobP/v4Zjl43AAAIABJREFUbje7KHqhSKLF4inhH7peKnPoNP7XD5NajefifW3hrk6TZ43YiwsvunTHyDswdveFu1xfv2yxo0Q57jglbGgT6VYkUV6PovrazLVoPhEN7z45LvmO9yV7bncyrJ+UOPbvjNn8U4+t6BkrqIfqKGEeKnPI64l3PPs87dDrDlpj97UhUEK51x2Vmzdvbndb3njjjc358+cX/4CatqMgcOyjmBIJU9KoRyKFeOgN6GiDAy7478ksyq2DnTztZD73eOhlx74JWo+QVLe26H064oQFxD7vV5mxnEXziWh48dt9YUbwel9A2MonFOObEr+lcdWFV+WJlwSLaaygHqqvC/NQuUNdT7zjmYcru85xjHDZ1zrrke5VqNjKb9y4sbl27ZpNGnUMgfpod+MHP/jBLk3XWsXvvvvu9hdrv/jFL+468pVXXtlb/a3adQi7CCI7EY85fuaHr2+++OMrxXKv3/7TE/3w9RvXTuTjvK+dL/zbPz6R/5U/e2v7n6Q9LjD4NHah+mzntSfj9hi5wFfkE96PSJ/bZtlcYoO6rR1ePp+LJ8sdtx+rf/UlEokV1jvWPl338ajFe0GmgwkV7a5MxQ5BCiJxzku5sjE3BofqJ+4KFm9XnrWl7xOzHp8Q+0c1dnLlmOvsZnS9F+AfVfl8QzseSx5FTblL3Se/NXwrGl7avG/MekSIH7NzYncw8N2h0IXX+vCQja7r/j2srnxT07swT7Wzr/yJdzzTcMW6xjspS39EdXyt3Tm7V9juMsUrjx492n7t+KWXXtrw7R6+hkx4+PDhhvdSCKTzq3aIlHPnzm0eP368TZ/yxzqbhMKU8jXz2kdPXZ1p8S6pGzE29Tdc5tZXC/OY+iU8iAlenOicBUDBTt66Tky6DXax4B2ToW8wzXkUBS4eEw3Ztrj2ya+td+5xNLy08xCY8QH5gX1kqMeIffx34bW+Ltt9dvw1ylgsUwS1t+XPuzD7fGs5T7zje4J1mvV1X2vOELJqQoWFFEFiP1SOGEHEKPDIh8bPESnYsM52aKECHhQnOCwutdXjtel9x3CJo/AfoBVUD3XxyKtl6GpLyzpl2woPe2zfP7GTt83DsQ322pgJeo5Q8bs4tv6u40Py24WpLz0aXtqyBszs4Fm/ncOx9fUxPmzrQKRYsc546PrWkS039ngNHI/FSr7EO8wWj3x4D0VChXgNoZpQ2VdjrLMdq1DRP1nk5SV9RUxtVTz0Eu+S/rAcL7Ezp6wVFzr2d6R9j2js4x2VJx5zN0oeW2bomN0U7QRNaesh+Z2CU3mj4QV3NMxdeK1Q4XhKKAlv0mqFLsy17Ne2k3j7GeXGWOuL4hQq/Zx1XpWzEUNm692FTiC/vqCdDuHy+bvSfT7OUbLY09fCaB/H9lwOxP8iahWmYK6NwYoDdiu6vs7Jc3eu8fEv13IX6UXHWJz+DlR4bDrHTPhzRAo4DsnvWB5svmh4j4njJUIF0S7/VWy/lm/7eM5xNL9IvKd7md17fZPHv0DLWpNC5TRno1LkbMQQycJ+yFBTqEiElGLEihUxLdstjg/BqxUEY7ep+baPJmLFdoLH5thgn+fLlsojfhAnY3Zn+uo7JL99uLquRcNLO6Jh7sLL4x75oX1Pq6uvbHrpBxXt9aXHXZiX2m1VPvGeZla794gUHWv9Yc1ZC2dhH/3o1/JaLtinu/V0Si2hwiMeOQix30mRwxBzvWW7Vdfp1rZPsQJjiVDR5E481o5aZ8US5efunMiejw/Jr8cy5jwaXtoUDXMX3rk7g3BgRQ5+bB+Ljun3oTxdmIfKHep64j3NvH7ig/dGtZZpHVoTX2GFCltSEHrorSl1blendqV7lyEf7cFx2IpDuLAt579NpOeICJlWYSzmFvXzKIc7R8TC2J2L0o7KEqEyRyxN4eKQ/E7BqbzR8II7GuY+vNaX1SdDsd8Z9O95DZUfc70P85jy+86TeE8zLlHCOsaaonPiNYV1oRnBDM7GYn2sQmXMTomcaQRds7IcekDzHH2sSKGBQ0Jl6p1kCpWTbnNofziJZtxZNMx9eOcIFevDlK/5Eq16oA+z8qwpTrwnewM+tJbohlvnLW+ET6IYdxZOqFgiOebZ2iGDOrhrEHSle8xymhQqnpnhc35p007m/njqJG3vRqc+NhpGe1x3+2Pae4g8Y8fdIbCV6uzDa/25VLaU5oXKFOFfsldK68Ncyn/otMT7pAf4MobWUmLtpvB/fdjFtz+N8aTU4Y7CChWRfGjnS6FyOOdVzfiAn5jt5D5VqPD4ifI8gppaVpj64kP7bB+20rVoeGlDNMx9ePmxQvlzqX9KabYMZVuEPswt6ltqM/Futq8T8D6K1k8ft/w26ZL+S6GyhL2KP/g25eVg+98sKce7LDUHYU1bC+kdVRy8NYUKlSJWar9Eq8ZE5FfYo8THxLH1bct/31eNJWyIKd8iHBPHLfhZarMFv34nBaGiF2o5XttOijgML1T8y6Zq2L7iWjsqUrljXg5WXhwL0SJH82VxdH1H3vPBV9F8fuVpMUBku0UMXjuZ20ma474JvQWeIZsR+R1q09quHxPH1rfFMy/Hdv3gILuAGgNj/nWEbE6Nj4njqW3fR/4a/DL/s0boFQmtV6wdPO7hutaTrvVgH20dqiO8UBlqYOvr6vgup+pK97j0jHDML87iUDia/2BDws3+eI9Xyba8vwausZh9Gw51Dl47mWuSVnwoXF31RuS3qy1rTT8mjq1vs8tnhQjXbPC/nTL1Z/etraHjY+J4qK2HuF6DX93EslZwrHWGc9YuBa0bOl9bHE6osBOACoT0MYt6a8JrCBXEAo6D8h0TaL8XKTqHH4JUMulKk23lVewHhD9XubXG4O36z8tTfyRrH22MyO8+eKlZxzFxbIUKIqVPqNi8CPUWL4Orn46JY7VpTXENfjXHl+I176D4fggnVGp0nidhyXkNoUKbcCSrcIcw4WSoYAQJx1aY8M6KfY8F2zybJJ3gnZayNqyNY4utdCy8TOB+ovZ3nKXy+04T3n3XO7e+aHhpZzTMfXitT+PjetkbIeL9G2GunUTisf8UcY5v9GGeY691mbOI18/19jyFSkOPW5uzLREqCA0e0UhkTBEqJYrlhMLEud3qkyBRPsW+3rVxXGqrTbN4/a9xttz6thimHFu8U8odKm80vPAUDXMfXi9U7NfnvVCxIoVjhE2r0Ie5VZ1L7J4lvDxtKL04qzmfeA1PJMb2Z+6ojGWqI59EQdcgsOk84uGxDUHixDqOhERHVYPJ3iaO6p0VPLZOjo9JqNhn9C1fJBzsjJ4M1id6sq3mUjS8EBcNcx9eL1Ts+ZBQafXNtWPjeDWDzQDp8wmT7dQh5fwcXzqfa/9UhXtISKGykOQpQkW7G15QyIkWQtk+CpItYkQRj3tQzqqb7T7lEY4lQgXbpRdyl7ZlSnk74KxQ8ZP4FJst81q8LeupZTsaXtodDXMfXitM2CGxj3esj3PN7qi0fj+rD3Mt36tp56zg9TenvAZg533WAvLoVYCaHLeylUJlIbNThIoEgmJeCFb5sS/SDsHVt31wRvsmtxxVMRgYuMRLhArlVRfOjy0waOdoCG+N63YCspO1ncRr1FPLhsVby2ZLO9HwwkU0zH14vVCxYsT+Tyz+VYSuIVJaPvY5No5bjp+5tvt8os+m1hStM5wjSnTOGhAtpFBZ2GNyii6nUrq+2SNnQaSQhgOxsFtRsRDSViT4XQ4JFKu2wQYe2mCDMNu00rHKY0P21T6l0c6x9kp1jEmz9tnq1mS9xvdTaI/FO6Z9h84TDe+xcdwnVPB1xAq/qyK/J96HSI/mF2cFr/8ihb71qfRoPDCeU6gsXAXGCBXEiPJpIfdCYiGMweI4p+omxmmtyrYGxjqytWkFkK2HY3ZcqKtV8Hj5pgMvHK41eLxrxSlc0fCCOxrmPrxDQsUKFB2nUJH3Pon7OH6Sa/iIm8patvpqm1uHn3/10ixxtEc+4ieFipiYGUuAdDkV6XocYx1oZnWzi4HD1q/tP6VZIdHVFl+5tylbpXisTV/HmPOWtsfUPzVP4p3K2PT8x8SxFSpdvxckgaI4hcppn6nlE9x4Mcct/fLDaYQnU+bi9fPvXDsn0Rz2LIXKQv77hAqLvxUpODgfHofsO3AXoAGGI0uogMWeg2uMY7MjpLb7gVE6R8m3UvNj8O6b7776Em8fO3WuHRPH9rGOfVlcoqQUp1A57Uc1fAIbmt9qvFfIu3zMwaVH/3PxCp/Wm9NMxEtJobKwz7RYW6dCoCAEcJRnnnlm59g4ZckhF0IYXVxYcWTh1bsliAgFXdO5j2mftaWBwYDDHiJGaVYckYZwqx2G8Naub6m9xLuUweHyx8SxFSf2uCRQlJZC5bSPjPUJ5jc/T5PGBxua24hJGwp9eTSPlr58MBavrV/4JH72/YqBxVLzOIXKQjblaNapcDrrzBzjOIcOiBHhEl45th10ulbCy3anlLpsKbZbobzARX0SQsrDee3Qh7d2XTXsJd4aLPbbOCaOrTixj4EkSkpxCpXT/jHGJxAVzFXMcQq820Eaczg2NJcRD9nkOrbs3Ci7xFo/SvPikG1rR8dae7B7TKG6ULl169bmwYMHnRy9+uqrm+eff35z//79zjx9F+Z0Xp+9pdfkaBaXX5xxaL15vbS+JeU1aMBsVT4D0A462xZfn9prByvHdkfGlqEe2q5yxLVDH97addWwl3hrsNhv45g4tkKFHzEsCROflkLltH+M8QnyaG6TBTuf2+vkKwkMlSNWWcSK36Xhur6Jwxzp8flza7frWPUN4eoqv9b0akLlgw8+2Fy6dGlz+fLlzfXr14vt5frt27c3n3766eb8+fOb999/v5ivL3FO5/XZW3pNC7DFhXrGiXHC5557bnu8ZsfxbbBt8fww4DSQFaPirfDxZTjHpjjRW+ilfHPS+vDOsde6TOJtzfC496zaoxhfQ59PWKHiBUnXeQqV09z3cazc9p1C0pjXdCPH/KW5Uml9N16UVX7K2ptVrpXmUrtOjMEr3IpTqIiJgfjOnTudQuXixYu70uyoXLlyZXc+9mBO5421PSefHNHiUhoL8s9//vPtexlDC/mcumuVEV61QXHJvsSJYgbbmIBNlSFGzJXuMMbY8nn68Pq8azhPvO174Zg4TqFSx1+GfII5WjeZzFEE7Xho7pK40JzZN/9JNKgsMRiox9tVHmtvCG+JFdVpBU8pX7S0ajsqaniXUCkJkwsXLqjY6HhO5402PiOjHFa4rBOSpvQZpvdWRG3QC119mDWgFI99WQubKqOYQVlDrPTh3RuJEypKvBPImpn1mDgeEir84BtfW7a/TJs7Kqcdp88n9B6K5iZi5nKde2GBEJBo6RIFeieQ+VXH2PO2VIdi6mVnZ84XD1KonO73YkqXUCHd76Ack1DBEbXgy+EYGH2Do0jgARK9c3dhJl1tI7ZbmUOwbVltm2Kja5AP2bPXu/DaPGs6Trzte+OYOB4SKhIl+/73EUfFsfkfaJrjaB/HzFeIBys2mLf0mMjugljPlpDhZs7ewMp+V2zrmfqY3M/lFk/k44PuqLz00kuTuVvb4PDiRM6n3YK14S0R7p27C7MGrtqoHZiSTZ+mryzDi+4YsMOg5BxbY3dnvO0uvD7fWs4Tb/ueOCaOU6jU8Zc+n9AcqLmNWI+BmOMJdtdFAkL5PULmNH+NNIkX5j3mO82Lykts1xRwdQXag00bJHKmzM22/FqP9yZUIMDuoNy8ebPzXZY+suicNX3s7oB1th/96EerwtnH2R/8wR9sB9V3vvOdXsxcp40vvPDChjJ9NkvX4IS7EK7x7TBs8Tszqh+7pXKZti6fz/7Yb3+8fvtPe7/p8/Ub17bj5qd/+ee7fErLvhrXV+wO2/nbHusbObxvyHxl5yn9ThbXLNevvPLK1h5fprDpemfRptm6OLZriuq2+TnWnOnnbJXVPOvLtTrvW7NrXKsmVB49erR9tMMuCYJEj3kePny44bEPga8m8+GbP88+++ws/BC9pmDVrxyOZ5AKa8MrXDYGI9h159CFWW3V3YS1MedYfOluBt78HcIYu114x5Q9RJ7E2571Y+L4r/7Lf94JkNK3fPTPN/PRT79f9fmE5iDNSTa2uxr+nTrNidY2uxkqP+Y9E+VVbN9hsXXTOnZ5qFOCRHM2goY07dh4nP3MrP9qNaHCAoMgsR+a//jx4w0iRoE7acgmfU6wDjGnfO0ybN3JOXAUHMY+wlgb3lL7tf0ogVXCTJoGkm1fyd7YNNnToOMc35gaSnin2thn/sTbnu1j4tgKkJJQ4dEQwebTeystmT4mjruEiubELh4lVPSohUcvWg+Yz8YIBs2DpdjOh1YAKS9zpzAojfjYQrgWrXFw4EA4dGmnYY14S04sJ+eax2wHiBR8ycbUNNXp46lCyOOdimPf+RNve8aPiWMrQFKozPedPp9AEDAPMY/z0ZwkAdJVq94JQZzo5VqVtSKjqzzpym8FjtKIFbrElM3LMXaOLTxhIUjL+pxtjU2IglfODoceswYjefYhVKiHnSkGfulREOl2S9XjXaMfWEyJ17LR5viYOO4TKnw1+aNP/nZHIv/A8LM//lebv/6bj3ZprQ6OiWPtStAmHY+Z69gx0dzp47E3XCpn51mlEROYB4XLXisdj8Hdyida2U2h0orZX9uNMpjl8MD2mO0A8c9Ml9Bn71wYpIgT4VDs70rsXYvudjzeJZj2UTbxtmf52Dgu7aTw7son/+2/niLTCpdTFysmHBPHmuNok47HLviaq2w8ZVdDOymIntKuCSKllG7rs8djcVd0heamUqg0pjjKYJajQ4fFzCCxgqKmUNGEgEAh2K//CQ912/d+lE4sLBZv4+6sYj7xVqGx18ixcVwSKuy0HDIcE8d6T442aV4au+Db+ZF5CVtj3k1R37HzYrlkXmPOs5isUOFY4sbOhzr2N3eqJ3KcQqVx71kHbFzVIvNyfAaYxWwHCAOh9B7O3Iqph50U+3iH+jVRaOARM/jsbgppYCNYvHOx7LNc4m3P9rFxXBIqpd2U9sw+qeFYOKYdmmvs7sXYBd/PV9rpfcLUvKMuocIcyUeYmUP1GYt5HqLDlUqh0pj7KINZgw28wmyFAYNm7DPXpZQy0MGjgcqA5K7F37mkUFnK9Ljy8odxudeRKxrmIbxeqPAeyqHDEOZD4/P1d+HVzZge1yBW7Dtw3o4/t/Mkc1VXPb7c0LnmP+wJoxUiurnUPDhkL/L1FCqNe6+W0zaGudvFQCCA2Q8+FPu+AxMG9WpA6g4CIcMxWAlROBZ/iVdMtIuPjWMvVPbxsuxQ7xwLx8wxzCdTxInlhnlKcxNxLV4kVBAnEipWlOjm0qZZXMd0nEKlcW/WctrGMHcDgYHGLy/63Yuaj3ymtkUDUpOB3fb0z3en2j5E/ig+IW6i4QV3NMxDeL1QUd8cMh7CfEhspbq78Gp+6bpesuXTNA/NFTveHucSKuBLoVJiaMVpS5zpEM2KhFcDQ4LAxofgTnXa3R0GLcEKKXDv67GUMC2JI/kE7YyGNyLmIY5TqCwZcb8q28VxDaGyHN1pC5qPu4SK5sVIc9/pVo5LyR2VcTzNztU1OGYbbFhQj1SsQOFYz24bVj1oWph0x8IOjxUr+ubQoKEVZIjkE9AVDW9EzEMcp1BZPnC7ONbcwiOcNQX9P58uoQJWdpfPQkih0riXuwZH42pnmcfp/fsgDGL7AtcswxUKgaEkRjTJrEFMjW1mJJ+gTdHwRsQ8xDE/iW/Fylhfa5lvCHPLuufY7sKrOWSOzZZl+AeGYGNuKz36aVn32mynUGncI12Do3G1s80jVrSlqAG85jbYXaDZjd5zwTXzWaICvNxtRrp7i8hxiXulpVARE+NjfJYFXu/XySe8H2ueG295PznBK2wpVPbDebVa5GzVDDY2FA0vdIBZb8Kj5v3AbkzZZPMazJMLHqhANJ+QP0TwBXVpRI6FvRRbocLP5q8hrJ1j8GluYA7jXO+j8P6H5jXlWQOnFoPFn0LFMhPgeO2Dw1MYDS/4wczdCLEGs2/Xms410UR5qSyaT/Afz8VxFOxRcGocDeG1QoXjNYQhzIfGCD7rt88999zunHR2YwnKc2i8vn6LP4WKZ2fl52sfHJ6+aHjBHw2z3o5nMEcIUfllQuddIQTh2gVsNI6H8KZQmT6y4VQixB5rvmCHEF9Wnuk1tC1hMTPuwBlljqvNTL6jUptRZ29oAnLZV3EaDTMv2UYYxGw7Mzl+8Ytf3G5Br+1bBiXns5OlJnTFaxYr0Xx4CG8KlZJ39qdZ37Xvsml3Aj+WAOB4bcHi15hLobK2XurAMzSgO4odLDkaXoiKhrm2UOFlYgRFTR6wpclGMZPk2oNw81Vw7kThRfhL/PBuE3nhEGHGi4zkI51+2pc4K2FbM9dDeFOoTO89OJWvao7Af/FJpSsmfW3B4hfOFCpr66UOPEMDuqPYwZKj4YWoaJj1ewNMRjWCfp+FxbVW0J0bE6KelbPwwzVpHCuwmK9ltwJ8TJKIDoJesiaNCZ+Jk7tV8HYtAJpkifVegNqqmC14bNV6zyiaDw/hTaEiTxkfy3flv4qxoPEo35R/j7fePif4wSWMxClU2vNepYahAV2lkopGouGl6dEw6+vULPgM7CV37bRdE0PNyUsTDou5fh9BE4/qQwSwUOsZeteiXtE9B02JD3EBtxJyisEv7jm26WqbYq75gMhRmVpiM5oPD+F98z/e3f2OCqJlDWEI8yEwMn60c6d5Ad/TmJIfs+DLJ4kZl2sL8Kt5Q1hTqKytlzrwrHFwdEDdJkfDC+homO2ExIBessDTdk0KmtT6+nfMNRZi2eTY1qEJVNdtzOJfa4dhDM5SHrgEk91d8pOnxcwx7eOO1eazd7C02QoS23+0uStgdywf5I0UhvCmUBnXm/I5fMyLEXxTY9r6HGNyjQGfUHs0xlKorLGnCpiGBnShyEGTouGFrGiY7aTDgLaL6tTOt5ObJrWpNmx+u0PC5EmAX+0gaALqiktt2efEKj7sBCnxAma/IKiNtJPdF8rxAbOfdBElCBbfdu5uETa2nbaPbbrl2h5H8+EhvClUbO92H1sfk+9a/9J4gm+ld1s77BUwglc4ie04PCy6/da+vledB9o/NKAHiu/9cjS8EBQNs13EGMxLBIad3JbYgUePSzs98Mtiy0JtJyF7bK/Z/tB7INiuFbBJuxEHTIz20ZmEhJ8gyUN7lJfr8DW040EZxIxtqz+2bccuXAkHeS0fXRyMydNV9hDpQ3hTqIzrlZJQwae14NtHPPgZn7UGfELjXWNkyE/W2paluFKoLGVwoHxEx4qGGbwsslrM7F39QPecumwnuqVCRZOjJhlVJn71OEQLsxZw2sHirHISOJS3+LC/NPiJkDpVH3EJw9I6ETdgp53sLHGMIFFdNhY3Ng2eJJC6sIjjrutrSx/Cm0JlXI+VdiolTjzHiOohYT2u1ja5hNeODaW1qXG9VqsKlYcPH24uXry4uXz58ubx48enWs0vXF65cmX3+fDDD0/lGUqI1lHR8MJ/NMwWrxa0MY8HSr5mJ7qlQsUusogSBeFlsWWxJtaESaxFWEKGicoKFLWReMyirXpLcckuuMGla9/5zndKRaunWe5tG0vH7CghcMBa2l0Sx9VBNjI4hDeFyjDxVtxbnxG3ioctrSOH8Eqo4Otz57V1tGg+impC5eOPP95cuHBh8+jRo829e/c2zz///ClUXOeaPpqQT2XsSVDn9WRZ1aVoeCEvGmaLV4urTZviEHaCw9bcgG/LlrcxFpsmKO20yB4iwqZxTqBO7Yb4OrvOx4iDH/xgP/9bRn1HOzlGqBErnViceNx+d2ksx1287Dt9CK8VKhyvIQxh3jdG8OA7dmxwLpyK941rbn3Cq11P/P+shmpC5a233trcuXNnxyM7Kz4gVJYGdd5SO/sqHw0vvETDbPFqUbNpY/uaMhIDWizHlvX59NiESdOHsdg8HmyxICNI+Nh3YOwOSGmHwWPgnN0b2smij20+EgKWB3ZC9xHUd9QNDgVwgk0izGKzx5ZXeyw7a46H8KZQ6e89jTf8gbFghay4VdxvaT1XhVfj1Ivx9SBtj6SaUOFxjw084rHChWsIFdIePHhgs046VudNKnTAzNHwQlU0zBavFjubNrb7KWMXPhbHuUELvn3kI1tTsFk8WqhlB7ECRpuH47G4JXT8nRrpEjtMklPwCtucWI+6aIMVKt6WbS9tZWEijcVJYV+YVd/SeAhvCpV+hjXu5Tsaf5wzTghDHPfXsP+rFi+7KmrH/pEcvsZqQuXSpUsnWlMSKjdv3txcv35988Ybb2zOnz8/i3jbeScqXOlJNLzQGA2zxasJy6aNdQ3dlckGk9zcoEW3tOBOwaY7Q7sIe0xaqMGrz5hJTe/QSJR4uzqfgldl5sR2cSnxJptWnMGz7jiPZVFSO22cQsWycfrYjll8R49L7Bjelx+fRjcvJRreea0cV2r+TOzsl3ZUeLm2K9y4cWNz7dq1rsud6dE6LxpeiI+G2eJle5TJye8+dDqUuaCFUrGd5Ey23kOwSABQvrTgWry9xsy3fJiIu4KdlKmTD2l9QUJqTBun4O2rc+ia5b1PPCHCyItAURDnave+MKv+pfEQ3p/98j/tfpk231F5wjYvl1pf1piDT46twB/i+InVdRxFw9uStWpC5Sc/+cmGHROFofdRtLui/GNjOi8/yUGXD2h3gbgrD+nvvvvuhpdEWRB/9KMfbfO+8sor28lNNpjo+mzYa9h74YUXtuUppw912HxTj8HGf1vus0Pd+v9B5FXdpJfqw6byEJfyHCJN/7PpmWee2f6bgSkY1Hd8Q2lKuSh5f37v3c0zP3x9K1Z+9Bc/O8o2zukLu7smn9ZYwZ/4dxVz7GaZaWvM2PV7br5qQgUA586d29ivIJNTBYT+AAAgAElEQVTGroreVUG8cCeESCFv6SvMQw3BgSKFaHjhNhpmi9c+vvF+wp247ritGNFirYkO8aJj2SDN1qN0xVxTGWJ2QEq7KeTvsyN7U2Paxt0lsR4XlerhunadwMnd6FAo2RkqM/f63LooJ96pe66dubiXlhuD96//5qMNOytrCWMwt8Q69HVkX/eh8Xo8Q+fR8A61Z8n1qkIF4cHjHLuzQhpfWVbgkQ+T4xyRgo1onRcNb3SO7eQln1OsBZpHBv5OTI8OWORZzCU6KKOtZfIQuC7Bwzn2ZBuBMtTnQ9eFd24sEQYmH6wIo41jsIzJ4+vZ9zkY1WfUHQGz5Sga3jVwbPtcY7TPp6NxHA2v9efax1WFSm1wJXvROi8aXjiPhtnjtQuW9SG9cOdFivIT610Qm2aPEUISJRIC9t0KK2Bs3fbY47XXahyDQZjBhrBSENa+HR/lVdwar+pZGmsnifZHwaw2R8ML7kNjpn47Zul/biYYo6VwaLwlTH1p0fD2tWXptRQqSxkcKB/R2aJh9ni1SPuukVDRdcVa4Oykp2s+tiIAwUPQ4k/erknSYvF47bVax1aMIagkoISVeGzYB96xWPry6a6atkXBrPZEwwvuQ2NWf+vmAkHeN/4OjVd9PTaOhndsu+bkS6Eyh7UJZSI6WzTMHq/Ehe8mu3iTh3MmNvuoR5OeJkHZUuxtsChaoePrLJ17vKU8S9MkSISbmEdUSiceG/aBdyyWvny2bVEwqz3R8IL7kJj1Lhp+zVgdEw6Jdww+nycaXo+/5nkKlZpsFmxFdLZomD1eLc62O6wY0XX7FWbttkioUFb5+mK926I8ts6uY4+3K9+SdEQJAsqKKCZ0CbBjFCra7aIP98Hxkv7xZaPhBf+hMOPbGm/499hwKLxj8fl80fB6/DXPU6jUZLNgK6KzRcPs8WoSs92hRUy7KH6LGBuIDruAy46PySd7/pqts+vY4+3KVyMdgaYXaMEtQaZHQWPq2CfeMXi68oCT/qCdfDWVRYxFLUKIwrHlshZm7PjxaOvxxxLb9PUUDFPy+joPcR4Nb0uOUqi0ZPeAdx1LmhVtgHi8Eg8s0gR2TjS5EY8NskOsBZ5FkPr42Os6HmPb4x1TZmkecAsj8RQMU/IuxbmkPIudbyfv5yBW5AvEpCFY9aEMx4cMUTi2HNXAjA38kT6g/4YEix7vUcbeVFhcXcc18HbZbpEeDW8LDmQzhYqYaBRHdLZomD1ePe7ga7osSnaBnjK52XISKsQEJlR7nbr4jAke75gyS/NIqAnzFAxT8i7FubS8XcjUVmIWQvrO82DzUJY+JI9tM+JGQmcpvq7ytr6uPGtLr4G51F9dohHByTX12ZCo8XzVwOtttjyPhrclFylUWrKbOyqN2f2VeT+gJSo0odmYiXFssHYkeGx5e/fuMfTVMSVvn50p16ywoi1TwiHwTsFn8+oxl+3zuccIXvqbxVF3/LaumseROFa7a2DWuPJ9pDoQiDym5GPHG/08NdTAO7XOJfmj4V3S1qGyKVSGGFp4PaKzRcPs8VqB4SdAKzSGulZ330yQlMOWLc/dN2lTXuijTo93CEet65ro7UvEY2wfCu8YbD4PC5v6nH5hgSPmo3RiFkjaRR/7azafPZ7Km8fWdx6JY7VjKeY+UQnX9KXdQbF9MXU3BcxL8ard+4qj4W3JSwqVluwGHBzQEW2AeLwSFXZi07EVGkNdr4mSxYxtZxY3+3KmJtopNg/JL5M/4op2TQme3yllD5GXPqK/6TcF2kx/0X4vOPr8RX5D3PVIQnUsiaNxTFuXYNbYsfyKY2L6pNQvummYw/USvHPqW1omGt6l7e0rn0Klj50K1yI6WzTMHm/XJMgE6PMu7eIp355RXbUxyG6rOBpeeOCf0Y0N3J1rtwkfwX9IQ9BwbHdctBMz1vZQPgQUn4gcL8Gs3UrxTUwfwDnH7Ipqx5JzfabeFFj+l+C1dvZ1HA1vS15SqLRkd+FdR2NoneajDRCPl3NNbD7ubPQeL3i8e6x6VlXR8NLIqZh1987iWAp+0UTAEOY8grD22aXhMxWvtXGo4yWY9XhWu1vwyAebjFmuKw9p5KOPpu4GWm6W4LV29nUcDW9LXlKotGR3xoTZGM4o89EGiMfLuRconGtSHEVCw0web8OqqpiOhpdGt8CMWNHOixZSzqeIFb0Uqp04+emUHaAqnVrByBKOrQixULAJJ4i3rjw2/5TjJXin1FMrbzS8tdpdspNCpcRKxbSIzhYNs8fLuRYATXprESm4lsdb0d2amIqGtyXH3rfwL4kOT759n4mdAC28lEH02F2aF154YecXtpy3uabzIb/QLgmY2Q3hcY92RCT4vA2ua+x25ZnLga9rrp19lYuGtyUvKVRashtwUYKOaAPE4+Vckx2xtukbd/Vo8x7v6IIHyhgNLzS1xGwFB/7FOyw+4HNck0D2Pmn90x5ja+ouja97X+d9HKu9aottI8JO5yWs7KboOnFfPaXyXWm17HTZr50eDW/t9lt7KVQsGw2OIzpbNMwer771wSSnO7gGXTvbpMc729CeCkbDCy0tMeNf7IZYwWK7gp0DXSMm2JdH7SLMQs615557rsnibHHVPu7j2O4W2WPa7rnxuNiJ0W4KoqVW6MNbq46adqLhrdl2byuFimek8nlEZ4uGuYSXyZEFYI2hhHeNOIUpGl5w7wuzRAePNuzLoEpnh8R+awifJB/57U4fx1qcKYv/rj10cazdJHHQFfe1UWIGnmqFLry17Ne2Ew1v7fZbeylULBsNjiM6WzTMibeB4xqT0fgF+r4wW3HBV5dZWLsW5tIjItEMXgSM3XnhsRFpBHYGdawyh449x2D0j20sF/aRD+l6LFZqh8RO1/s/pTJDaR7vUP5DX4+GtyVfKVRasrvHCbNmM6INkMRbs/dP24rGLy3YF2YrTNgF0ELtH3f4Hwv0LAsviz15tcAjhBAoEkS+3CHPhVkY1Hawg9eKLtII8AVPYwRIbWHm8Qr3WuNoeFvymEKlJbt7nDBrNiPaAEm8NXv/tK1o/NKCfWG2QkXigpj69fiCRXvoXSmLlwXa2rLC5XTvHC7FYra7JbRbIkM7I6QdOli8h8Yypv5oeMe0aW6eFCpzmRtZLqKzRcOceEc648xs0filmfvCzIu19h0UBIZ2QSRixrwr5fFK5FjBwvGagsWs3ZPSeyeImDV85driXROPXVii4e1qR430dXn+iBZF67xoeOmCaJgT74iBsyBLNH4P4cN6NIOY0GMNdlHgbmg3pQsv73BEESoSa2r7AndrVjSaH0fD26zjNptNCpWW7AZc9KEj2gBJvG2dOBq/h/BhPZ4Zs3tS6q0ujv3OSqnsodKEmViC6lBYxtQrvGPyriFPNLwtOUuh0pLdgIs+dEQbIIm3rRNH4/cQPqx3NOZy1VVOj4/WKASEWW2v+ZsnLTxaeFvYbmEzGt4WHMhmVaHy8OHDzcWLFzeXL1/ePH78WHWciF999dXN888/v7l///6J9LEn0TovGl76IRrmxDt29MzLF43fQ/mwXiCdw3Ifx/YR0Bzbrcr84Ac/OPF+ztzdpFb4vN0+jn3eNZxHw9uSs2pC5eOPP95cuHBh8+jRo829e/e2YsQDv3Tp0ub27dubTz/9dHP+/PnN+++/77MMnkfrvGh46YBomBPv4LBZlCEav8fow2vbUfHfTGI3ZQ0vzPY5ejQ/joa3j/ul16oJlbfeemtz586dHR52VnywaeyoXLlyxWcZPI/WedHw0gHRMCfewWGzKEM0fo/Rh9cmVPAJYSLma8hrD9H8OBrelv1fTajwuMcGRIgVLiVhwg7M1BCt86LhpT+iYU68U0fRtPzR+D1GH5YoGPMNorG9iy0Exhybei9FuCL4SASMtu+i4bXYax9XEyo81rHBCxVEi99BSaFiGVvPcbQBknjb+k40fmEjGuYhvPr2z1C+sZ7Aoxt9pZoXdoeCff/GlpVQsdeHbB3qei3u9oU/Gt6WvFQTKqUdFV6uVSjtqLz00ku6PDpGEOUnOUgfSB84Sz7wD//hP9w+avnmN79ZZf7DjkTGP/kn/6TT5re//e3NP/gH/2CbFwy//du/vSG/ypL2L/7Fv+gsf5b66Cy3dfQCPjNjNaHyk5/8ZHPz5s0djNJuiU0j7/Xr13f5xx5EU5nR8NIP0TAn3rGjZ16+aPweow/X3lGhTyU2sN0V7P/vUX7FX/ziF2c9Nuqqq3V6ND+Ohrdl/1UTKoA8d+7c5tatW9tHPHrMw66K3lXhq8l8+ObPs88+O6td0TovGl46JRrmxDtrKI0uFI3fY/RhCRXeDVn6mIX+lD2JjpIzUI+u6zER5/wKLY+L3n333VKx1aZF8+NoeFt2fFWhwm+nXLt27cTOCml8ZVkBIcP37bt+Z0X5uuJonRcNL7xHw5x4u0ZLnfRo/B6jD1thof8lZHsXAcOv4w69GOt/QE5CpPStHfqd69TNV4+xb7+CHM0vEq/1mFjHVYXKPpqeztae5eS4LcfJb1t+sX5sHFuhgniw7eNYggMhglhBuJSC8kmA6J8JIn68yNEPzSFQSsFiKF1fW1riXVuPjMeTQmU8V7NyRhscNDIa5sQ7yzVHF4rG7zH6sBcqCBIF/Z8hxId/p4RyNkioKI0dEqUhWqxYUZ0IllKI5heJt9SLMdJSqDTup2iDAzqiYU68bZ04Gr/H6MMSDRIVVoD4a8qjGPGBsNEOCek2eKGDPUSLRE9X/3elW9trOk68a+qNaVhOeuy0sgfJnc7WnvbkuC3HyW9bfrF+bByXxIge73Rdk1Apxb4HSjZUruvl3WPj2HNy6PNo/LbkK4VKS3YDTpjQEW2AJN62ThyN32P04ddff333iMaKCnY++BYOooJ0PnosZL+pI9FBTHop8EItZa390ku2KhvNLxKvei5enEKlcZ9FGxzQEQ1z4m3rxNH4PUYfRkBIbNAfOrax9wLyWRGD6CA/4mYokLfr3RSVjeYXiVc9Fy9OodK4z6INDuiIhjnxtnXiaPweow9bocKjGHZF/I5JlxfYRzf2uCv/2PRofpF4x/bs+vKlUGncJ9EGB3REw5x42zpxNH6P0YetUKF9CA6bxqOhfYdofpF49+0h9epLoVKPy6KlaIODRkTDnHiLrlctMRq/x+jDEiU8ylGw3+I5RB8dok61fU6ceOewto4yKVQa90O0wQEd0TAn3rZOHI3fY/RhPe6x75fY30A5RB8dos4lnp54l7B32LIpVBrzH21wQEc0zIm3rRNH4/dYfbj0fgk7LV2/HNvWK3KeSH5bM/DEfgqVJ1w0OcpJvgmtJ4xG4zjxnui+JifJcRNaTxhNjk/QUf0kGr/VCTAGU6gYMlocRnS2aJgTbwvPfWIzGr8gj4Y5Gt7k+Mn4aHUU0SdacZFCpRWzv7Yb0dmiYU68bZ04Gr+wEQ1zNLzJcdsxF5HfloykUGnJbsAJM+IAiTbJJ97Ggy7guIvmEzlPpA+3Z+BJDSlUnnDR5CgnoCa0njAajePEe6L7mpwkx01oPWE0OT5BR/WTaPxWJ8AYTKFiyGhxGNHZomFOvC0894nNaPyCPBrmaHiT4yfjo9VRRJ9oxUUKlVbM/tpuRGeLhjnxtnXiaPzCRjTM0fAmx23HXER+WzKSQqUluwEnzIgDJNokn3gbD7qA4y6aT+Q8kT7cnoEnNaRQecJFk6OcgJrQesJoNI4T74nua3KSHDeh9YTR5PgEHdVPovFbnQBjMIWKIaPFYURni4Y58bbw3Cc2o/EL8miYo+FNjp+Mj1ZHEX2iFRcpVFox+2u7EZ0tGubE29aJo/ELG9EwR8ObHLcdcxH5bclICpWW7AacMCMOkGiTfOJtPOgCjrtoPpHzRPpwewae1FBfqFy9utlcuLDZ3Lr1pBYdPXiw2Vy58uRz/76ujI6jDehoeOmIaJgT7+jhMytjNH7Th2d18+RC0fwi8U7u4tUUqCtUECk//vGvGvfii5vN3bsnG3r9+mbD5969X30ePTp5fcRZOtsIkhZmSY4XEjhQPPkdIKjC5eS4AokDJpLjAYIWXo7G78Lm9havK1QuXjxZ2eXLJ88RKXfunEybeBat86LhpTuiYU68EwfRxOzR+E0fntjBM7NH84vEO7OjV1CsrVC5dOlkExEq164tEivpbCcpbXGWHLdg9YnN5PcJF62OkuNWzD6xmxw/4aLFUTR+W3Agm/OEygcfbDZ8ECJ8tEvCuyk2eKHy3nubDY+HECxf+9pmwzsrE0O0zouGl+6IhjnxThxEE7NH4zd9eGIHz8wezS8S78yOXkGxeUKlC7h/9PPaa105NxveT/H5u3PvruBs+UkO0gfSB9IH0gfSB9bhA7sFutFBXaFid1QQIt/7Xjfsjz/ebHjhNkMykAwkA8lAMpAMJAMdDNQVKnwlGfHBo6Bnn/3VrgkVv/XWr6rXV5O5fv78ZjPj68kd7cjkZCAZSAaSgWQgGThCBuoKFQhChCBIPvzwCV3vv//kWNdnvJ/yxEgeJQPJQDKQDCQDycBZYKC+UDkLrGUbk4FkIBlIBpKBZGAvDKRQ2QvNWUkykAwkA8lAMpAMzGEghcoc1rJMMpAMJAPJQDKQDOyFgRQqe6E5K0kGkoFkIBlIBpKBOQysRqjcunVrc+HChc0VXsQ14c6dO9v0a/yirQmPHz/evKVvE/06/cMPP9y89NJLmxdffHHz8OFDk7v+YQ28QvX+++9vsNcy1MCLDfpHH/huGWpgBh++g2+tneNHjx7tuBXHa8cMv/jByy+/vHn++edXzzF479+/v50nLl++vGEeaRmm+DBYXn311S2PzHs2KB3srUMtzPjFzZs3W8Pd+tzYtaOL47WuHWvA27wDR1SwCqHy9ttvby79+ldsb9++vTtmsJL+6aefbq5fv7557dc/IIdAYZL5xje+sWsieZ577rkNi/7HH3+8OX/+/OaTTz7ZXa95UAOvxUMbGWitQi28YLx3797u04pfeKiF+erVqxs++AcLaauJswZeMFp+wevFeC0fAW8NzOBhrD148GDHMW1oEWrg/eCDD7Z4EYXghONWYSpeeAQTfsDNlnhkfmBeJJ08zHEtwhyf6MKM0Ga+/ta3vtUC6s5mDY7hda1rR4nffeLdEX3gg1UIFQahDVq0L7pfrvXnEjeUZeKxdyEMFHtu7S89roFXGG7cuLEVYWqz0mvGtfC2xOjbWwuz9Rl22VrdkdbCKx4Qgc/yW0SNAnhrYbZ+wZhj7LUINfByw2PnBYu9NuapeJkLFCyP1ofx35b81sKsdtg5Wmk14xp417x2lHxin3hr9tUSW6sQKrYBbHVp8rADlDxKV/6uQaBJHlutwxK8lNVi5NvWCvcSvGBkAuXueZ9hKWbKg5t4H2EJXuFjF+jNN9/UafN4CeavfvWr28c/gGTMthKDloS5eNlRs5N/yxuauXgpx+NKcDLWvDBZ41xhMdt2d83RNk+t4yk+0YWXdHy49WNt6qmBd59rXa1+mmNndUKFrVjd8fgB6c9Lg4Ctch4JsWXW8tGEyF6Cl/Zo0fdtk/3a8RK8TPLckb7xxht745f2L8H8mc98ZvuYENxwrO302rxae0vwyo59rKm0lvESzIgqts7Z5ide87jTYxXmDj6f//znd/PNWvjl8RQ8EvDXQwmVKT5hMVseS3O0vV7zuAbeu3fvbh+71cTVZWsp3n2vdV3t2Ef6qoQK753Yl2b9jgovytrQNwi4q+MFv5ZhCV4W/XPnzm0nISaiL3zhC81fRFyC1/PI3Z7tK3+91vlSzFYAcgfjfaoWTtlZihc7vMzoFyfZbxEvwcz7EpbTtY87zx8vqbZ+8X4qv1/+8pd3d/SlHRU/D/o21ThfgtnW3zdH23xLj2vgZRcF7vcRauAVzn2MOdV1qHg1QoU73u+5f2LIC2U8j1Owiw5pfhDYOzmOUaytwlK83IFwt6SPXuZaK16PS7srPr3m+VKOwWJ9Bl/Cp1qFGnjBhi/wQvg+wlLM77333u4ld/Cufdyxo2IDO68twxR+4U4vT1pM1ofXNu66MAu/n6OVXjOuwTGCm3HHvNw61MAL7wqtx5zqOWS8CqHCYv3000/vdhd0N4nCZdeBR0EMVj0S0h0n6pe8nBN4Vs45+ThW/toE18JrcdnJyKbXOK6FF4y8N6HdIHYoWoVamPVVS/lEq/cnauLlLr91AG8tzPgFu2u82Mi4WzPH7FCAEb/gWyktdwWn8svOlOYwO6/hD3zgV++0tfCPOT7RhZl5gjZojl6LT3ThZUebnSow81k7XvmJ5rVWa10LP5tjcxVCRW8xQ7Y+agxixTsOW7XKR2y3bnkkQX6bJlu14pp4hSkKXvjlnYSWIgVOanLMpINPtHxBrhZe/KA1t+K3FmbsyS8icAxGBAqCu2WYyi9+2jWvIaxajzvw1sLs29LKL2rhtbxzvHa8GnOt17qW42OK7VUIlSmAM28ykAwkA8lAMpAMnB0GUqicnb7OliYDyUAykAwkA+EYSKESrssScDKQDCQDyUAycHYYSKFydvo6W5oMJAPJQDKQDIRjIIVKuC5LwMlAMpAMJAPJwNlhIIXK2enrbGkykAwkA8lAMhCOgRQq4bosAScDyUAykAwkA2eHgRQqZ6evs6XJQDKQDCQDyUA4BlKohOuyBJwMJAPJQDKQDJwdBlKonJ2+zpYmA8lAMpAMJAPhGEihEq7LEnAykAwkA8lAMnB2GEihcnb6OluaDCQDyUAykAyEYyCFSrguS8DJwLoY+OUvf7kuQI3RfPLJJ5v333+/cS2/Mu/r+uCDDzak9YVPP/10b/j6cHANnsCTIRlYwkAKlSXsZdlkIBnYpFBp5wQpVNpxm5bjMJBCJU5fJdIjZeDVV1/dXLhwYXPr1q3VtPDhw4dbTOC6fft2J66XX35589prr23u3LmzeeuttzrzXbt2rXitr4wvIBvwBK6LFy8244ydAOrgc+PGjRNQXnrppQ38tA5g+OpXv7rBPxRefPFFHe7iS5cu7Y45oD/G4rt8+fKJsjVPHj16tO2jks0p/T4lb6muMWnUgQ+PDfjeULBj6M0339xmJ82OJ3xZfcVYwt/wL79jZ21dv359qOrddXGH3cghhUrk3kvs4Rn4yU9+slvgz58/v2sPd9Lvvffe7rzrgMXg448/3l4m9hPcvXv3ThT15ycumhMmbU2I3/rWtzbUQ6COBw8e7HLaCdDa9li0CGDT5rPHO6MdB7Jx5cqVrQ04ev755zc8DiEQ+/Z3mBpMBhf1EFjM7969uz2mDk3+JIDB7yjRb6Tb4PPYa1244UptJj/Hli/qoL1WqJD24x//2Jrf9l2Xj9iyFMJ+16MaW7cqkI9SxvoF199+++1T/SEerC3aIHyU875j8wqj6ifGN2XXptvjUj9Zu55rj8na4tj6fck2eegv+RDi8Z133tmmfe5zn9v5B9fVx7JJe1544YUTVZJH4/H73//+TuxQt+edNI0JtRHbnlcq0HVVBo+UX1tIobK2Hkk8Z4oBJiDupGy4f//+9k6ayY07aoImMXt87ty57d0Xd9mUYdHmbozJj8mGMhyrLIsS56W7ctJtsBOjJnHu6qiDO3zys8Px9NNP7+xp0Xv22We3izvtkl0wMPl/4Qtf2Dz33HO7yZky5OMagXq1c2LxcKx2YFMTrO4+uWOlXdgizfJKmrA/fvx4O7HbXQpfD+fYF3ZxIRuUxSYc0z8IGeWlbvUbdcEdfICdu3DfTnZr4IByN2/ePAHlS1/60rYsebBDnfBPX7OYYZN6P//5z2/LYZs06icvwfqI7sptXeoz8sIf9qjDBrWTa8oPHtVPHZSFF2wTyAsv5GEhhUP6HtvsIsgO+SiHSP/www+3/USZEkbK0C7KkIfA7gR5uaZdi+0F84f6yU8eyna1B4wE6rCYhJVrqlexbFkfUNXYoz4C2Ohf0ugf7chwXfXKJvltnZyTB84J8k36Wztuqody2JYt2cEHOSZdfkZfUE55wMgxNnVjsq1wBX9SqKygExLC2WaAO3TuoLSIMVloomAC5O5IEw9M6VgxaSwUuitl8uZulkmISY1rxNoZ4XgoMDGCicnxG9/4xjY7uLgrpLzu+CwGTXh9acKk+tVW7hIJ3/ve9zrv6GQXG2CiXYgegl1cdcyCgF1N8NwtUkY4twU7/tBG6tOCTB/Y9lMvadTFbgJ86ZyyV69e3X4or4WIPvXtpA7y86F/bLBluUYednaoEzvWXyhHGn1PPvEizrjOgi0fEQeKscUxZb/73e9uY2GhjO7ald9is3XoGOGBLdqOPWL6TUF2FMMddfRhVF5s6JiYevjYHUnVQ4xPaTzBz9j2CJPqwpbap1h9Lh+w9dLmL3/5y1usiEnlgTu4YCwRyz/EGfPB/9+u+bvcUbRhuPVPkbSp7QSbNCmsxEqwsBCtIjY2IjaKhY2kSuyEFKZRsBARrCzFRgQRLLQQC9HyfFzLex3uzDfnRM3um01yD7zv7M4+8/y4Zs6zM3MOPmdBhjbiNFcwn41LH63t673+0m4buvKeXMP8Quf9TqjUf1l1FyqXRbp2SuAMAXZm7HqoM6mQyEgo2ea1NWrzmnuSITtN+vPHbpUExG4rv7o45RKJkcTFbp6XrjbUh37blotIgOmLSdE24xn7sKigWPs865kOTl/YIfoMea850bh69WqqODK5p3FyA3N39eyuKeg1fmoKpxu0c1pBH3ajyvAsX+jIG581Y668O91F8cUY5ktMuTyRQFbG1MpQU2TBNTxYqNGWfXiGnYyP+ZKFUwbmDi9eSsaVNrzm9ERf0M2fPtF/tK+tcz7aJ/uzaNPOqROV7KedfxpP2uLa+KxpyzmgfuqMGRnGnDY/O/pOG8W54P2oC5vMdxcn5ArGZHaCYl9jT39tg1uOKX3wETZ7K12o7G1E6s8TRSB/z0CS4J4FgjtYXizsAE007G+5KkQAAA41SURBVMpIcBTbuKZP7oLYGbnAIKFR6EsZd+5L4/AvE6ry+oeoutIHE+C5NpKjOzn02IfkzTN2maeKelMHiy5+5wOT0Sd0ow82FK6xww7fZH/KFj5ih4JddGf8MNUeNTKME+NlQSZf6LSPcabf6rN/9pUTz9B78+bN4xzxdOv27dtHto65zOiHb5wAELv6rGlzFz/6kb+j0lb6lja8tsYu+phP8qRNu9a0Uc75mLJeM5bGan2h6lglKxr/TTzIpw3jspYVtW0azpg5sYJvfq6YY1euXFna6DP2Vw919rMdfZ6qOS5yUcZ7dcOIfuQXT/fsKz8/U+rYQ92Fyh5GoT48sQRINCQRXljs4CnsKmnjz+TOLprdD3Ls3im582EHPPZBH/L0QydJCxlf3IuSi3/asY0doDt8XkroR4f6eGlT0GdRR/o1thEHR9y2W5MkOY2w0G7itE297JzRgW3b3NXSxikQR/wkdwry2E1bslY3MRKfhUTuDp2+6Mr46Z9j5+9qsCEjGVJbxjj93QhjhA9ZcjGAfWJDN/GxsICXbXBAt3PE+OSDXuLhKyHaqLHNnHB+MKb2H1nwOxRteYplXGnDa5ghjz7GAll54otj4WkYssqMPiprnf1zDHjOfdpBFlbo5w8ZxnaMBx/hSU1/5fEJnXIhLgpxGhuyjItzYBG4OGnhlITnyDI+6PNzhRyndbSp075jPfbjOXrQj25s5By3v8zw15iIh/HldCx9R5Y4aIPZnkoXKnsajfpSAo8YAZLa2oWE7k5wbd2n9HmacOr5w2jPhcrDsP8o2uSUgPnT8ngR6ELl8RrPRlMCl0LAXeq4i7wU40+AEXb17G7zZOMJCLshlsCUQBcqUyxtLIESKIESKIES2AOBLlT2MAr1oQRKoARKoARKYEqgC5UpljaWQAmUQAmUQAnsgUAXKnsYhfpQAiVQAiVQAiUwJdCFyhRLG0ugBEqgBEqgBPZAoAuVPYxCfSiBEiiBEiiBEpgS6EJliqWNJVACJVACJVACeyDQhcoeRqE+lEAJlEAJlEAJTAl0oTLF0sYSKIESKIESKIE9EOhCZQ+jUB9KoARKoARKoASmBLpQmWJpYwmUQAmUQAmUwB4IdKGyh1GoDyVQAiVQAiVQAlMCXahMsbSxBEqgBEqgBEpgDwS6UNnDKNSHEiiBEiiBEiiBKYFNFyrffvvt1Ojaja+99traKh8bfR9//PHhu+++230877777m59/P777w+///77Sf949uabb558ftkP8Pe33367bLP3tYdfH3300fHvxx9/vG+ffyIA/zt37twj+ueffx5u3LixjMseWdzjbG9KoATOEthkofLzzz8fPvjgg8Mbb7yxvCRv37591okHffjyyy8/qIp/1Z/YHpXCi+FBFipffPHF4Ycfftg83LfeemtzGxj4L3MRBszpU/0//PDDwy+//HIp/v8TI/i71iIg7f0XdtmfufjJJ58s85E5+ccff+Tjk9fn5uDdu3cP77333uHFF1+8pz85gTFjXJ5//vl7nvWmBErg0SKwyUIFBOyennrqqcMzzzwzJfLTTz8tOysSCrt+yvvvv3/gnt3pX3/9tbSR3NgZ0X7r1q2jrrfffvsoyzMLO3Puc4eOLKcuJDP0KZMvR21ji90YZWabtqeffnqxMdtlZx/i4B5/Xn311aNe4qWNPzjwUvnss88M4fD1118v/EjmypGsKZxS6SvPZj6QnO13/fr140LllL4XXnhhkTduHUEP40eid8dKjW54Kv/VV18dX9T4R0zGgC7GEp/Hgqx+Pvvss8fH2T5bZCUDfOdlpR58oeA7PtJuG9yvXr26tLHL1lfk8Zl7Ci9T5gy64Wt82Z924meMsTGLD130ZeyRwYZt+qvNjIl5ynywH/FRlDEu+eMXi+f0V1v4hz5kZoV5hS/Ysg+yfkb8HBGH7BwTbNKXOU7JuQH/sSBnvOMz73mebGZzUNms6WPh86RPtBGPPitD7eeIsbYQp7HDxIIO+JIfWkqgBC6XwCYLFZKLyY+EOzuBICHxwaeQVEiYJlP68LKg8KL1ZWzioK+JiBeOSYpEaVLPpPjcc88dX6q8eN1tkpBIzmmbF6y6Z7bxSXuLg8O/7MMLRX+o8c8XKN140cCAFzn9LMZpTbvXcJETi8EZW+LyuJskbJJWR+pzsQaTTNj6Agv7p+/Eoh8pg3+MDzHBnYKPtI0lk376Jgv4pIz9RwbuprHpnHLBmW30N16u9ZVr/OOewvgyL+DrXJNB9mcRgAwlOS8NF//0B33OG+NDxLgzJsYCdvh+SgZ/HC/04mf6yz16XEAxF/0cXbh2j+4cW/SNnxGEM3bur127tujAd+LDBoVrFzhLw8U/5glzRpb5zGvZ5Ljl/FJurGVLO5814rdw7djalp/5HEdsjZ9Z+qifZ7mpUF/rEiiB7QhsslDR3S+//NLL/6tJHiQFyzvvvLOcmJBQ+DMpmiCQs42j3ky6ypD0OZ6mPzLq9zk68ho5/BhtK2Odtkcd3GfJPplgSc7cf/rpp8tpg32Up+aomrjwh8JJhjw8vtZn+8vEe+psSx9m+vjaIk+qUg/X2d9nHNnjB89GmfTP3Xr6ow7qbPear5lYeBj3Sy+9lF2W67Qx6pGnndTnvXa4Tz35MksZ5JJBPkuevJjRlwXbMqKdxQBtubhUX/qCbMZxP5mUpS82iYdxwke/tkrfuGZOvvLKK0fWzrHUl37ph3rynjnEPfL8vf7664oda+whx2eUMR79cqzU4Slb8j8qGy5O+YxYju3Q7fDrr78ufiNDSVt+ZmnHXzYxLSVQApdPYNOFyrlwSAyZxElytPlHUqdkAjIxWqtfGWr7U3uq4PNRn0l4tM2OcJRNm6lPH6zz2SzpaXOUx19eYOyASZCUMR7axv7plzqzLX2Y6aMPpyMkYr9KUA919uce/zitYBfq+KXM6B9fF7BgmZX002tiR7fjKIvsP9qwLzLy50SA0wyYukvnecqmHuxxP8pwn/Flf/TrJ3UunumXL7pF8aRNfekLssbB9f1kUhZ5/MUfCmPKc0+/lsaLf8iwwDIGT4dSX/qlH+rIe2xiQ12eyCg71nw2x1OXceyNIfmPerxPn2cnKrM5yAkQMTiO6Epb4/gx9z0B027rEiiB7QnsZqFy8+bN4ws6w84EZGLMHy9yRKwMiY9d2Vh8Tntem4T/je1Rxzlbs6THKZNHy6MudrcsGCz8GHks+my7TLynzjZe1L7sZ/rsx+529jVLxoCMuvMrspRJ/0jq2CYuv8bQ3uinvnEKcL+XQdoY9Ti++KnNZKr/9Es9vBS5H/Vxn/Flf2xpY+k4/HO3ns1jm/rSF+SNg+uZzN9//32USVnk8deXvLYZ2/EEI0/vlKNOfemXfiib9ywEzp3M2cca25x6Zjk19sk/5fM6fSbOXARxPcb++eefHz+HfEbklbbGhQr26Oc8Sfu9LoES2I7AbhYqJC52NrwA2Zm5A8oEZGJ0t4wsffgjqfh7FZJOJuvUkdcmYW3zQzraOGGgpKy2aWeHjqw+5vBkn1nS48VGf+Pk9MCCDW3TRgJ1l6p9fc4+XlvbD1lONPCDYjt81EcS5zt3XjKzXTdtPGM3CSfiI25+Q4HvjAUnUCwu0OuiABntMjYZp37y8sQ2Nq5cuXL87h9ZfIcxPo/lHAP5Exf9sYGvvojwk3Y4c2rnbpraUzzZaDfH0f7Eh07sUedJmP2o0YsscSIztrk4HGMyDuT1Bxnt0c+YUhZ5/OWZ3LnGj9miyjHAR/1LfemXNmlLv5abIdbZooXf1OAbc5/PwOzUhbFnPiDjnMk5qC1rxhKd/PaMOk+F2BAwzv52xj7UMMEfYvEzwvxGB9wo1NzDDSbYYiy0kfp6XQIlsB2Bh7ZQ4Ujar2YMj3sSXP5Yza9hkPFFwjXJAln0IG/SQ4bkQqKzpI68JjH5dQe2SYh52pGyaZskRwKcJf7sg05lqI3XOEl8WWYnCcRGPNpPn+lre+rhGv94+RCfLxbaR334RdzInipwNi5iVx/98IdiUtcfx0Ods+SubTjQD58tjEPqt536HAP9RDfc8AOf+aPgJ3Ycd+SRsx8yxrB0OByWcUNf9vfe/uq3j7X802a2KTfGNPMH7ujB37SXsuhjfhkf3JF37mnPmjjQiW77pL70Cy45JiOnjEs+2rHG73P+IMccZc6lzzkH1UWNr+j0L/vIK+XzGjt+RogLn+mv797Th/aRe+rqdQmUwHYEHtpCZbuQHj3N33zzzZKY+UqrpQROEeDFmwuUU3JtL4ESKIHHiUAXKjsYTU4PxtOVHbhVF3ZGgNOgPDHYmXt1pwRKoAQ2IdCFyiZYq7QESqAESqAESmANAl2orEGxOkqgBEqgBEqgBDYh0IXKJlirtARKoARKoARKYA0CXaisQbE6SqAESqAESqAENiHQhcomWKu0BEqgBEqgBEpgDQJdqKxBsTpKoARKoARKoAQ2IdCFyiZYq7QESqAESqAESmANAl2orEGxOkqgBEqgBEqgBDYh0IXKJlirtARKoARKoARKYA0CXaisQbE6SqAESqAESqAENiHQhcomWKu0BEqgBEqgBEpgDQJdqKxBsTpKoARKoARKoAQ2IdCFyiZYq7QESqAESqAESmANAl2orEGxOkqgBEqgBEqgBDYh0IXKJlirtARKoARKoARKYA0CXaisQbE6SqAESqAESqAENiHQhcomWKu0BEqgBEqgBEpgDQJdqKxBsTpKoARKoARKoAQ2IdCFyiZYq7QESqAESqAESmANAl2orEGxOkqgBEqgBEqgBDYh0IXKJlirtARKoARKoARKYA0CXaisQbE6SqAESqAESqAENiHwP8hNNiGvh9LVAAAAAElFTkSuQmCC)
Au Japon, l’ajustement des marchés à une inflation plus élevée et proche de la cible des 2% se poursuit. Le point mort d’inflation a continué de grimper au cours des dernières semaines ; l’écart se réduit donc avec celui des États-Unis et ceux des quatre grands pays de la zone euro, qui se sont stabilisés respectivement autour de 3% et 2%. À 3,0% a/a en septembre, suivant un effet de ciseau, l’inflation au Japon rattrape, par le haut, l’inflation en baisse dans les autres pays : elle fait désormais jeu égal avec la zone euro (2,9%) et se rapproche des États-Unis (3,7%). Les dynamiques de fond poussant l’inflation vers la cible de 2% restent fragiles, avec une progression des salaires de base encore faible dans le pays (+1,4% a/a en septembre selon les données du ministère de travail). Néanmoins, à 2,0% en septembre, l’inflation dans les services revient à des niveaux qui n’avaient plus été observés depuis les années 90.
Le rapprochement des anticipations d’inflation des marchés traduit également la divergence de politique monétaire importante entre, d’un côté, une Réserve fédérale américaine qui aurait achevé sa phase de remontée des taux et, de l’autre, la Banque du Japon qui n’en serait qu’au début. La banque centrale nippone s’extrait (très progressivement) de sa politique de contrôle des taux d’intérêt, avant une normalisation plus franche attendue en 2024.