Â
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Les bulletins de la DREAL
Hauts-de-France
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Â
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N°25 - juillet 2023
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Construction de logements en
Hauts-de-France
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Résultats chiffrés à fin mai 2023
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Avertissement
: Depuis 2015,
les publications conjoncturelles sur la construction de logements ont
évolué. De nouveaux indicateurs visant à retracer les autorisations et
les mises en chantier à leur date réelle sont diffusés. Ces nouvelles
séries améliorent le diagnostic conjoncturel produit à partir de la
baseSit@del2,
en corrigeant notamment les défauts de collecte.
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Nombre de logements autorisés et commencés en
Hauts-de-France
(cumul des 12 derniers mois)
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AUTORISÉS
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COMMENCÉS
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|
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juin 2022
Ã
mai 2023
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variation (1)
en %
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juin 2022
Ã
mai 2023
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variation (1)
en %
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Hauts-de-France
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Ensemble des logements
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27 216
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-23.2
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21 198
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-17.7
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individuels purs
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5 814
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-36.0
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5 996
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-12.6
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individuels groupés
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4 105
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-30.5
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3 101
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-18.3
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collectifs et en résidence
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17 297
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-15.5
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12 101
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-19.9
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Aisne
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Ensemble des logements
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1 083
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-31.4
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925
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-10.8
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individuels purs
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457
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-39.3
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463
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-10.8
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individuels groupés
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138
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-35.2
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91
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-6.2
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collectifs et en résidence
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488
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-20.3
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371
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-11.9
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Nord
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Ensemble des logements
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13 173
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-16.5
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10 492
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-11.6
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individuels purs
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1 742
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-37.7
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1 845
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-14.3
|
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individuels groupés
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1 804
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-21.2
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1 296
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-12.8
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collectifs et en résidence
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9 627
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-9.9
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7 351
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-10.6
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Oise
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Ensemble des logements
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4 116
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-18.7
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2 933
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-17.3
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individuels purs
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1 027
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-32.3
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979
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-12.4
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individuels groupés
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695
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-7.6
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442
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-26.1
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collectifs et en résidence
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2 394
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-14.2
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1 512
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-17.5
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Pas-de-Calais
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Ensemble des logements
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6 855
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-31.8
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5 444
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-17.6
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individuels purs
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1 997
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-36.5
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2 092
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-10.4
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individuels groupés
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1 263
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-41.1
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1 053
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-23.6
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collectifs et en résidence
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3 595
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-24.5
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2 299
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-20.4
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Somme
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Ensemble des logements
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1 989
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-33.7
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1 404
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-48.4
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individuels purs
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591
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-32.4
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617
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-16.7
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individuels groupés
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205
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-59.5
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219
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-7.2
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collectifs et en résidence
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1 193
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-26.4
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568
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-67.4
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France
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Ensemble des logements
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418 846
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-18.0
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343 553
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-11.1
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individuels purs
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109 910
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-33.7
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110 541
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-15.1
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individuels groupés
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47 275
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-23.0
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35 072
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-11.2
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collectifs et en résidence
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261 661
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-7.8
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197 940
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-8.6
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Source : DREAL Hauts-de-France,
Sit@del2,
estimations en date réelle à fin mai 2023
Source : DREAL Hauts-de-France,
Sit@del2,
estimations en date réelle à fin mai 2023
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gNAFOvgVVv1SMft3/4814Rb7bieP073VcqIb1bjWJUvwibr9bfrAY7Xqt+cr7bhtW9YJMNOlrXqoEK25QNuxyqSYvVsHpFnp+cD+3v9mveeD426KS9C616s+5hvdu3q37vh1ddA6GxBUbVAICxt+poryVDRvQ9AKs0145X3CaSfIt8ZZibf6f7TPkd2018NHjBJht0tK5Vx7ntRhOrHNpDve7+NA6qEDwf6zppANZO43+7+3wY2fxu9xc0tsCoGgAw9jbcr6+OkbgBRkTQv1BmabVfeZtcEXj3pF1pa98be8GmG3S0rpFj3vERkUN7qNf9n/bzt4M+NumkZlWXpxsvUX92QmMRjKoBAONuigD6X3AnH8DojMUOgcrSNe1X3hwtGKfG7dYKGHvBpht0tK5Vh7QFYFY5dO/eUZTV8cP9sUknZJC/E+Ud5b1Wn9DYEqNqAMC4m3IDszrK7wYY/RHXva28236lHvMgc3nJN6uERi/YdIOO1jUywk4tVA7E2f2xSScElN13DPdmQmNLjKoBAONu6txD5ReeG2D0pufuc4Mku7lPP+t+/b2t77Yfmbxg0w06Wtcc18CC5XA6hQLMqBOTKN8YTy2BxpYY3XQAGHO7o2/GVolTANb9QDRIUrn75GfdN6n9yOQFm27Q0cr2tnUWYrAcTqc1AKZjFRpbYnTTAWDM7Q19M7bjEZEA1s7kbUy/May2H5m8YNMNOlrZDPeB3f7rekxOAsCgsUCjmw4AY26jg7092iMNIdb2WvMM2/q79hUXVS/YdIOOVjZ1jpPy1vfXGkIc6yR8CBEam21UDQAYb9PWoB+mcai66J0mT+IY7PX22RPuObydF2y6QUcrm+Ei2Jv9FL9VJ3F0ZgKYbxLHyKAxt1E1AGC8TX9oa38rl6qVfm6Hfxo9laQqzHYS1xtjvRm8YNMNOlrbRqvRV0dudbQGyqH/OABgBp2YAaZ+t+17QWNLjKoBAGNto2O5v6VS/WH39pUOsEoP5M5NsyRJ+EZco28avWDTDTpa26rDVSXD7W41jEA5NBYGMINOzABT1dO+B40tMaoGAIy1keUPazNosp7nEbiUlCZJw5o2FQ2/P3yzHS4ZrZoDm2rQ0epGn8j8Ol32MEAOJ/Vtz8cGnZgvTCuL5HfzJKGxBUbVAICxtvHM4E4OtQ7f/U7/nIh+gdHmeUXVX6bVSzVJVv+8Xz2A6HYV9xf9N3/Sf7MbBdG8YJMNOlrf6gV4mydqNbpQ1hcMkAN52/OxQSdmgPWL+Q4Xt6CxBUbVAIBxtuqofmv8Vn14K/Pr33pbXSG7EYnl+RG6JMks/Uaj5Jv9lEfdCzbVIskIOnLZm3Rb9XMlAuWgvu352KKTMcDIrZyGRxZBY9OM7mEAjLONrkqflAte/RH/1qkDWKvfWiXDI/NMq4TeGUUxPajvfWXlRd0LNtGgoxT23eGwV54fGSyHUzjADDoxA0xxNDw0FhqbaFQNABhjMy6OM6yMffvHP2+XT+sBdqqfgP6T5u/uEeX9V42SvF3fevI+WcHmh/Xwi/r0dJMXbJJBR2ns9R/X91K99zfasRomhwkAG+vEArBz7lo9P1HBBI3NNKoGAAwGS2LQEQy23KgaADAYLIlBRzDYcqNqAMBgsCQGHcFgy42qAQCDwZIYdASDLTeqBgAMBkti0BEMttyoGgAwGCyJQUcw2HKjagDAYLAkBh3BYMuNqgEAg8GSGHQEgy03qgYADAZLYtARDLbcqBoAMBgsiUFHMNhyo2oAwGCwJAYdwWDLjaoBAIPBkhh0BIMtN6oGAAwGS2LQEQy23KgaADAYLIlBRzDYcqNqAMBgsCQGHcFgy42qISHAyvJUBlqw4xqeMkLmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1UDACY0ZL7JpdYDHXEMmW9yqfVQNQBgQkPmm1xqPdARx5D5JpdaD1XDTIBd3vjg8+rrexfXPt/+ef+pw+Hw6HMQ3roh800utR7oiGPIfJNLrYeqYSbAbh2I8C5vHDrh3T3Udu1ZCG/VkPkml1oPdMQxZL7JpdZD1TAPYLcOVHjn163w7l0cHnru6v4gRAhvnZD5JpdaD3TEMWS+yaXWQ9UwB2CXXzxQ4Z3V1gnt5uGhl6/qn5IPQ3hrhsw3udR6oCOOIfNNLrUeqoYZAHvxycPhuiq8s8o+0wrvwROHZszjLv1pCeEhOeOQmwAMOuIQMt/kUutZCrCztq49Q3R16/Dw3VZ4/fu9AiG8dULmm1xqPdARx5D5Jpdaz3KAPfYy+WF47+KDz3fCu9WMfNS/Jh+H8FYMmW9yqfVARxxD5ptcaj1LAXb10hUZ2ThL7NmrTng3FeHpg/cZbNuEIfNNLrUe6IhjyHyTS61nMcCuqPBuVQobhNfJbfjrY61lsG0Thsw3udR6oCOOIfNNLrWeyACrBj7ChHeCwfI1D8CgIxgswCIDrB74cAuvswx+HCQMmW9yqfVARxxD5ptcaj1UDUsBdqvRF4SXOmS+yaXWAx1xDJlvcqn1UDUsBFgz8HGFi8/JQ+abXGo90BHHkPkml1oPVcNCgN06KPYwpv+mC5lvcqn1QEccQ+abXGo9qwIMN2CmCplvcqn1QEccQ+abXGo9UQE2vMYSOGlD5ptcaj3QEceQ+SaXWg9VQ2SAYRHSVCHzTS61HuiIY8h8k0uth6ohNsDwGIhEIfNNLrUe6IhjyHyTS62HqiE2wK5ewIP4koTMN7nUeqAjjiHzTS61HqqG6ADDo9DThMw3udR6oCOOIfNNLrUeqoaZAJtjGWzbhCHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjjiGzDe51HqoGgAwoSHzTS61HuiIY8h8k0uth6oBABMaMt/kUuuBjrYM+RePHDr7pT9OnXy5p4yQANjy8pZ7ygiZb3Kp9UBHW4YEwBKEBMCWl7fcU0bIfJNLrQc62jLkXzxCuZU0+XJPGSEBsOXlLfeUETLf5FLrgY4ihDyGmCkkAJYgJAC2vLzlnjJC5ptcaj3QUYSQkQD2yuHjX33k8Mu/V5Zf+68Ph8Pf+idfP7/5h4dPf/VvHw5/7wu1y9d+4/z+bzbuf/k7jxwO/8UXotcDHc3wpGoAwISGzDe51HqgowghowHs756R9KGvl/+6vS720bIC2K8M18i+0rz/8ea79d8f+HTseqCjGZ5UDQCY0JD5JpdaD3QUIWQ0gFX0qv79wP9w/uerhw/8XgWww0e/Xp57Zp+umfX3z3/XMPv2pw6/+vXy1X97sAxCzq8HOprhSdUAgAkNmW9yqfVARxFCLgDYQelsvVITq2LWxyvPVz9bQesPG6j9YdXt+krtVo0q9n+fvtL0xyLWAx3N8KRqAMCEhsw3udR6oKMIIaMBrGZVHfM//cd/8RuHBmA1qCpeNURr7NXPNrA7/cUj/Zci1QMdzfCkagDAhIbMN7nUeqCjCCGjDSG2LPrL32ix9um269UA7NufaqBV2Rlm5jvIltcDHc3wpGoAwISGzDe51HqgowghowHso+27h8MH/s4//jefHQFs8P72pwAwTsmpGgAwoSHzTS61Huhoy5BGgJ07Vx/9f8vhGpixB9b9jY3JIzlVAwAmNGS+yaXWAx1tGdIIsIpNp/pfDWD0GljzNzYmj+RUDQCY0JD5JpdaD3S0ZUgnwF6pb/hSANbNPGz/ri+YnZSZH6s1U3ZIAGx5ecs9ZYTMN7nUeqCjLUM6hhBf/aPDCGDNfWBfq+8JO/fPPvSFsvy/Hxl6Zas1U3ZIAGx5ecs9ZYTMN7nUeqCjLUOaJ3G80kzO+NAfVa9VgHUrcdRur7RT8H91/WbKDgmALS9vuaeMkPkml1oPdLRlSDPAuhUP69FBAjDDWoi/m6CZskMCYMvLW+4pI2S+yaXWAx1xDJlvcqn1UDUAYEJD5ptcaj3QEceQ+SaXWg9VAwAmNGS+yaXWAx1xDJlvcqn1UDXMBNjljQ8+3/39wicOh2uPvdS9vP/U4XB49DkIb92Q+SaXWg90xDFkvsml1kPVMBNgtw6d8C5vNDN0rn2+eX23ffkshLdqyHyTS60HOuIYMt/kUuuhapgHsFuHXng3D9eeOf9cfLJ9497F4aHnru7f6IUI4a0TMt/kUuuBjjiGzDe51HqWA+zyi4deeGeh1b8RHzxxeLzR4UMvX9W/Jx+G8NYMmW9yqfVARxxD5ptcaj2LAfbik4fD9U54/RjIzVppZ/01Yx53D8PgPoS3t3qwMWd4QkccQ+abXGo9SwF21ta1Z8a6aoTXv98rEMJbJ2S+yaXWAx1xDJlvcqn1UDXMAdhjL49/GLZDILeakY967ONxCG/FkPkml1oPdMQxZL7JpdZD1TBjCLGa6KsL78WLRnE3FeHpg/cZbNuEIfNNLrUe6IhjyHyTS62HqmHmNHoivHoG8K/XgrvZy23462OtZbBtE4bMN7nUeqAjjiHzTS61nvgAe/BfXb84HD75skd4JxgsX/MDDDqCwXy2AsAqa8c+TMLrLIMfBwlD5ptcaj3QEceQ+SaXWg9VQyyAVSsHPAvhpQuZb3Kp9UBHHEPmm1xqPVQN0QDWXG3GxedUIfNNLrUe6IhjyHyTS62HqiEawJqfipj+mypkvsml1gMdcQyZb3Kp9VA1RO6B4QbMVCHzTS61HuiIY8h8k0uth6phKcD6sY5mETcsgZMqZL7JpdYDHXEMmW9yqfVQNSwFWHPNuVZgvW42FiFNFDLf5FLrgY44hsw3udR64gLsrLBrz7x89c7nDs1YPR4DkShkvsml1iNAR0VRxIvJa+sjeYKQAgF29eDJ5sl73bXmF/AgviQh800utR72OioKACyj5FLroWpYPonjsn4U+if7Z5/jUehJQuabXGo93HVUAGBZJZdaD1XDTIDNsQy2bcKQ+SaXWg9zHdXwCiAYdv1Okkuth6oBABMaMt/kUuthrqMGXQBYNsml1kPVAIAJDZlvcqn1MNcRAJZZcqn1UDUAYEJD5ptcaj28dVS4AKaOLGLX7yS51HqoGgAwoSHzTS61Ht46ahFlvggGgO0wudR6qBoAMKEh800utR7WOuoRZQJYAYDtMLnUeqgaADChIfNNLrUe1jrqCWUA2Pkt+QD79qd+6Y/Hf5o8X/1ff9Ud8pXDRy1Z/+KRQ2dqignNXOyYm44AMKEh800utR7WOlIAphOsmV4/PSavrR8OMBufADAeyakaADChIfNNLrUezjpSsGUBWP+u0F2fCGB1ZF6VJwwJgC0vb7mnjJD5JpdaD2cdKdQyAqwEwAAwJsmpGgAwoSHzTS61Hs46KgbP0RjibgH2tX90OBz+1n/z9fOff3j4ePXOVw4fffWz1QDgmVB/WX36K79JQ371kcMHfrMF2F/+ziOHw9/5gpqEAuyVw8fP/r/8e12mf9Jk+vRX//bh8Pea750Qra4AACAASURBVP0/v3F+v81hiBel8sWOzJJTNQBgQkPmm1xqPYx1VDgAVuwVYP+6vVpV0WgMsO5y1kfVkH9Yv/Vf1m+2Dh/4tJJEB9jfPft86Otapl8ZrpF9pXn/46UlXpTKFzsyS07VAIAJDZlvcqn1MNZRoXpaANa9u+2uL0LMFHIEsFcOH/jd84uvHj7weyrA2hHCM8f+/rnD9LVHqk+75Oev/Gb56h/WJPr2pw6/+vXy1T8iszV0gFX0GmU6fPTrVU/u0zWzzkm+WocwxpuxiXLTEQAmNGS+yaXWw1ZH1Sn/RF+Wo5fyAXYYrIJEy6xX//sKJSOAfftTA7n65I3XmW0fbV3rr3x8cBlmIVYfvnJoYnSZPttk+lA/ZvmVw3/WfP5pS7wZmyg3HQFgQkPmm1xqPWx1VJ3xT9rr0SsmAJvtOQJYZf/pP/6L3zgYAXamzS//Gy1kB7XK69XPtoD7i0dqIJXtCwqw4SMl00eHGId/1n1ujhel8sWOzJJTNQBgQkPmm1xqPWx1NAZYoX1a7gFg+jWwv/yNFjYmgDWXp375v1NgcupCvNLAx3DHlz6E2LLIkukMxP+x+6Y5XpTKFzsyS07VAIAJDZlvcqn1cNVRoQOsNAOsmBBzkuM2AKt6Sx/4O//435iHEMuymit4tl/9enUtq7J/1uKpdlA6dL/0x690eNIB1owKdpk+OwLYL/0fQ/MAsEBPqgYATGjIfJNLrYerjsbXjHIAWHUlq+ofWa6BVfbq//aP6imCHcDUHhi5RuYGWJ9pDLChB2a45har8oQhAbDl5S33lBEy3+RS6+GqozCAlTsDWEeMbz9hBdjZXv2j4TqWdg2s+ppuRoD1mT6lZaLXwEzxHPUs99yHjgAwoSHzTS61Hq46MszaIwtz7Btgrxya+YAVa5r5hTV3uuFCZU6FPgux+UCdqeEGWJNJRWU7C/Er1nhRKl/syCw5VQMAJjRkvsml1sNVR3kCrBnYO/ewaqyc4fKb5V9+9tAA7IyQ88cf+kJZvfXRIeRfPHL2ffVfd/eBVQ7NDV2dOYYQu0wqwJr7wL5WhzDGi1L5YkdmyakaADChIfNNLrUepjoy3TdlWhpxZwDrLlx96N+2s+ar6RP/e4uVM8K6GfG//MdKyK8oK3G80jqoz14xT+LoMv1R9VoFWLcSR+1mihel8sWOzJJTNQBgQkPmm1xqPUx1ZAaYYXH69i+hu348jf5rzTqE/189Zvfq75xZ9YUGOf/XI9Vb9dKEzfqFQ8iv/m19LcTfVZOYAdZlqrt2BGCGtRBJvCiVL3ZklpyqAQATGjLf5FLrYaqjYICVogGG5AlCAmDLy1vuKSNkvsml1sNURw2hTqY36V9mz2XJJ3pK3fUsk0uth6oBABMaMt/kUuthqiMHwLRnMZumeyxMPtFT6q5nmVxqPVQNAJjQkPkml1oPUx3ZAVaMAaav2bE0+URPqbueZXKp9VA1AGBCQ+abXGo9THXkBlgBgO01udR6qBoAMKEh800utR6mOrICbHg2CXkbu34nyaXWQ9UAgAkNmW9yqfXw1FFhnppRdb4ahmnvYtfvJbnUeqgaADChIfNNLrUenjqyAqwwAqzArt9Lcqn1UDUAYEJD5ptcaj08dWQHWDkGWAmA7Se51HqoGgAwoSHzTS61Hp46sqyvUXQT6QGwvSaXWg9VAwAmNGS+yaXWw1NHVoC1/wBge00utR6qBgBMaMh8k0uth4OOdCD5VjjU3QGw/SSXWg9VAwAmNGS+yaXWw0BHRT8yqLw1pa7z97Hrd5Jcaj1UDSOAvfOtl5o/XnzqcDh8+OmXYukOAENyriEzAVhRjC9tAWC5JpdaD1WDDrAHTxw++Pz538sbzdNpDtf+2+2Fl9ZTRsh8k0utZ3MdDStrDAArpgGsBMB2k1xqPVQNFoD1/Drb41sLL7GnjJD5JpdaTyQZzdZRxy4yOx4Ayza51HqoGiwAu1V3vq5fv6j+fXZb4aX2lBEy3+RS64mjoiUA6/5fzH/O8ngWSFjyOJ5Sdz3L5FLroWowA6zqgH3wuer1/ScOh4e3FV5qTxkh800utZ44KtoYYKN5iYHJ43hK3fUsk0uth6rBDLDz/699vnnj3kVzUWw74aX2lBEy3+RS64kiogU66udvFAAYksuth6rBCrCOWsqfGwkvtaeMkPkml1pPFBHN11E3+Eef8gWAZZtcaj1UDQaAXfuDl65uyumBhY7K41jZSXKp9UQR0XwdaQAruncn1jV6xEpQ8kieUnc9y+RS66FqMACMTD68f+NweOjlLYXn8wTAMksutZ4oIpqvowFg+otpdQUTjNfWR/IEIVkBrO531S8jzaNfp7z4euK1u5A8QcicAEZezADYKXQYkdfWR/IEIRkA7PL3P9ECrO531dMRn99UeB5PACy35FLriaOiBQArx68AsHyTS62HqsG0FuI7/6GiWAew7mLYVsLzeAJguSWXWk8kGQFgSM41JBOA1fbOl+t/vvh0nAtg84Xn8VTnBMeJyWt3IXmCkHsEWKUKAAzJU4bkBLD4BoAhOdOQ+wQYffSJCWDFXICFKI7X1kfyBCEBsMnlDQuURovJa3cheYKQGQDM8GhKFWrT6gLAdpBcaj1UDUaAXX7jX37mqevXH/3MP/+zaAOIqwGsjK0nXrsLyROE3CHA6mvDABiSpwzJA2D3nzoo9uhzaYU3sTwALLvkUutJq6N6ZGI9gAUojtfWR/IEIVkA7IWDZs8kFd6E8opuBmJcPfHaXUieIOQ+AUZ+2OkS0T4HwLJLLrUeqoYRwO5d6ACLNY8+dnnDIAkAllNyqfXEUVGgjgp9aMIAsGI2wILGPHhtfSRPEJIDwG6ekfXJL7/UvHjnm5+7YPs4lVpEp+HPGDEnOe7/WGGZXGo9cVQUDLDh/6X2Z/ua/OwDwLJLLrUeqgbTUlLkAZZ3oy3FAYAhOdOQmQJsfl0AmPzkUuuharA8kdnxRm2XN/o33/nSJ8hcj3oOiGnqR+TyCgAsz+RS6zHBaC0dFfp9XiaALagLAJOfXGo9XoDRa17mx6nc6t+8210za5f8vdteOHt29J0VARYiKBwrO0kutR4TwNbSUYunk/LcL7dCJgMsouD2v+tZJpdajxtg1TWwa0+/1L1650vGa2C3+nHFM98+8uXmqSvPtq8feq56OZ76ER1gqqdfUDhWdpJcaj1Gfq2ko1YOqwEs6i/G/e96lsml1uMB2N1u7uH1691vQv1H4OUXD73wup+Qlzea1X9v9osAj7C3KsD8isKxspPkUusZ4WtFHQ0A0x5cGasuAEx8cqn1eABW/Sqkpj8O7MUnD4frg94e7sBX/VZ88ESLu7vjgce45RUawOJJlNfuQvIEITcB2Io66rh1KgEwJE8XkgXAamEN9mH9PubqKtkzY13du6iE17/fK3A9gGmeAFgmyaXWk05Hfb9rTYDFG7Pf/65nmVxqPV6AXV298ye/db22f/j0eBbUgycee9nww7D55XirGfmof1LqPTcADMmZhtwGYGvpSF1jfvTo5Uh1AWDik0utJwBgbnvpyjSycbN+56YivG7w/mOtrQ6wSJepee0uJE8QcpMhxLV0pAjhNH5uSqy6ADDpyaXWsxhgVybh3buohXazl9vNkfBOMa1aRWr0VtQMMFhMM06jX0NHVAfNq/jagNpgm1icx6nowjv/UKzfMAmvs6h8Hkb5R2/NjjnVcf8/dlgml1pPKh3RFQ6LZtXeaHN0hx5Y9JARHZF8k5A8emAhj1PRhHfZ3b6SCmDHojgeNU+PpHCs7CS51HoS6UhfonclgEW8b2X/u55lcqn1+AAW9DgVKrxKd49rcksPMI+kcKzsJLnUevwAi6IjAAzJtwrJAWBhj1Mhwht0Z7z4vALAjjXAjponAJZFcqn1eAEWR0f6GvNF/eCU+HUBYMKTS63HA7Cwx6mownvw5NBLSzSNvgXYUQeYS1M4VnaSXGo9PoBF0hEAhuRbhWQAsMDHqSjCu/+EsuJomhuZO35pAHNrCsfKTpJLrccDsEg6Gj/lazWAxZ6ZH9ERyTcJyQNgIY9TGYRHl69Ps5RUD7Bj49nCDADLIrnUetwAi6Wj8VO+tEdXxqoLABOeXGo9XoCFPE6l19Wltl52isV8jwPAjqey5RcAlktyqfU4ARZNR2aArVEXACY7udR63AALe5zKILxb2ohjisepqABTrHRrCsfKTpJLrccJsFg6Mj1nGQBD8jQhOQAs4HEqivCqS2Z02foXVn+g5dECsCMAlkVyqfW4ABZNR0kBFvcRYzEdkXyTkBwA5n+ciio8Mum+cVz0KPSQ8gCwvJNLrccFsGg6SgiwaEvf7H/Xs0wutR4fwHyPU5ltkcqz8utMMJdUcazsJLnUepLoiApg3U0FgIlOLrUeqobpj1NZR3jh5bUAK00EA8AySC61nhQ6KgAwJN8uJBeArWNxyjt2ALMQbE7MmY77P1ZYJpdaTwodace/t7Xd7CcALL/kUuuhahAMMBPCALD9J5daTwodTQTYMH8XAMsuudR6qBpMAHvxc9cf/efd2OGDp64/+vzqwgsvj3Cqv/g1AOw4I+ZMx/0fKyyTS60niog8OpoHMH1Fm8C6ADDRyaXWQ9UwBli1pGhlH2kQZl6JI7bwwsozdLRO9JNmkfp2WCQo5gLH/R8rLJNLrSeKiDw6mgYwbQrU1LoAMNHJpdZD1TACWMevw+FaPf+QEcAUfh11TwVgFkHiWNlJcqn1RBGRR0dLABbIMCVmpMc/7H/Xs0wutR6qhhHA1NvAqpso+QBMvdI1Alj3sZ1gOFZ2klxqPVFE5NHRQoAdR5866wLAJCeXWg9Vgw6wqgP20HNXl9USUvUyAGwApshMe2Sf6kHvEPPFDE6+0FPqscIyudR6oojIo6NJABvzS5WM8pJ8AIDtJLnUeqgarIv53n+ieZalaICpBMOxspPkUuuJIiK3jnSizADYUfuU/KXFBMAkJ5daD1WD/XEqNcE++DwXgKkaswDMtMqvM2Zw8qWeUo8Vlsml1hNFRG4dxQDYUftQnauoxQTAJCeXWg9Vg+NxKvUCox/5P3kAjPLraPasP7N1wXCs7CS51HqiiMito0kAs/CrFc3wQtMSALaT5FLroWqwXAOr7X67RDYfgDV0Gj1zVvWydsFwrOwkudR6oojIraNIADtaPtVjAmCSk0uth6rBPAtRHUXkBbAiCGClJjpzzODkiz2lHissk0utJ4qI3DqaAjAdSxRVVrCRmHGeILv/Xc8yudR6qBpGAKsHDuunwVYvnmQCsGMYwMphfHFEMBwrO0kutZ4oInLrKBBghiGKk/62lWAA2E6SS62HqmG8Ese9JweAXV1+kRPACi/AlPW4AbCdJpdaTxQRuXUUBjADvxrPAIIdAbC9JJdaD1WDYS3Eyxefenh4df8pBgDrOmCNYpwAK3WAGab/TksewVPqscIyudR6oojIqaMRT4yOoz6V4hlAMABsJ8ml1kPVELIa/bfWFp6v0R2/GoAZnjmrWv8xALbP5FLriaOixQAz8msCwNSZvQCY4ORS66FqkPA4lU44be8LAMs7udR61tfRdICNPG3MMn8LABOcXGo9VA0CANbzKxRgGsGsniHJ43hKPVZYJpdaz/o6CgGYpTN1Mn7evx6RzZLQk3ypp9RdzzK51HqoGuQArBGLH2C2LhiOlZ0kl1rP+jryA8yIIepp/nz03Tahg2C8tj6SJwgJgBkaTTpgABiSS61nfR15AWbll+ppA5hpGBEAk5tcaj1UDewB1itmOsDoGCKOlZ0kl1rP+jryAUzjl22pawu/TARzdcF4bX0kTxASABs3euBXCzAqGSPAjBfBcKzsJLnUetbX0QSAOVtrcxpHAMDkJpdaD1WDIIDVLwMAZhlDxLGyk+RS61ldR2OYWAHma62FX+MQAJjY5FLroWrgDjCtAzb6zQeAZZdcaj2r62jMEuro4NeUurQumN0xPGR0RyTfJCQbgP350y8b319HeK5Gax2waQArAbAdJpdaz9o6MrDEArBldQFg+0gutR6qBiPALm8MqyHGsyUAK6cBzHQRDMfKTpJLrWdtHRlQYgbYwrpCL4Lx2vpIniAkF4DFewpziPCcjdZHEEMAZh5DxLGyk+RS61lZRyaSEEcXvybVFdgF47X1kTxBSC4AO/fAuscyR7Q55fX46mWiCQYAyy651HrW1ZERJAAYkqcMyQVgV3cPh488F0twbuG5Gz3iV9CGMI4h4ljZSXKp9ayrIy/AXFfAFgHMpk1eWx/JE4TkArDLb3yuepDlh6839ujzKwrP3Wg6fBi8IQCwHSeXWk8UEVl1FAywCHWFdcF4bX0kTxCSC8DqpzIPtuHzwBqAWURn3xCmp1riWNlJcqn1RBGRVUcAGJJvHhIA0xp9nAmw0VMt7Z7BIZd4Sj1WWCaXWk8UEVl15AGYewARAMswudR6qBp2DrASANtdcqn1RBGRVUdugB2jAiyMYLy2PpInCMkFYOvYfIBN3xBFN/EDANtdcqn1rKoj84VioiMADMlXDgmA0UYfZwOsIVihSg3Hyk6SS61nVR2ZRTIGWKS6ADD5yaXWQ9XAH2BOfjlDAmC7TC61nlV1BIAh+fYhOQHs8k+euqiufj34V6sKz9XogA6YF2AlALa35FLrWVVHToD5+TUTYEd7am5bH8kThGQEsD+/aKdv3D08vqbwXI2OCbAjjpW9JJdaTyQZLQFYtLoAMPnJpdZD1WAB2K1+/uHNaKtKTS3vCIAheZqQ+wZYAL8m1wWAiU8utR6qButSUofDJyqAXd44HB5eUXiORscBWAmA7Sy51HriqGgBwGLWFdAF47X1kTxBSDYAu3k4PPRcsyb9uS8W6dEqE8s7xgWYW7+hIWd6Sj1WWCaXWk8UEdl0BIAh+fYhuQCsWY2+AVi8R6vMA5hzJURPSDKGGEwwXrsLyROEFA8wF0OCDv/JdTEHmPussXJyXsddwpBcAKaiKw3ADA9JCeqABQAs4C7OCSHneUo9Vlgml1pPFBFZdASAUXM9wGL15MyOu4QhGQGs74Hdu0gDMP0xlWEjiBMBFkQwXrsLyROE3DPAwo79uQA7upNPChnRsTgFE2z3x13CkFwAVs3ceOjlGmCJJnGkAlgIwnjtLiRPEDIHgEWuizXAiuI0rCaXOjm34y5hSC4Aa2YhXr84XPu16o9n1xNeZ1aA+Q7CAICVANiukkutJ46KuACsZA2wyjOQYLs/7hKGZAOwahpib5EmIc4F2IINoa9JD4DtIbnUeuKoaCrAAo/7XQGsKDrPAILt/rhLGJIPwC6/GJ1f0wAW2AHzbIjh2wDYbpJLrSeSjOYBLH5d3jHEzbZ+1RwAbIuQfAB2dfXNp2p8PfoHsXQ3E2CLNoT69WCC8dpdSJ4gpHSA2RfDCD3qAbB4jsyOu4QhOQGssm/F0pxNeJ3pw9Wd8PzHHwCWXXKp9ayoIy/A1qgLAEvoKSMkN4DFNSfAShPAAi7ChgPsBIDtI7nUelbUkRVga/5q4wqwAgDbKiQA1jc6kF8AWH7Jpdazoo5sQln1wu8QnBvABs/FP4HnODI77hKGZACwB09df/T58/9Ue/T5tYTX2QhgbQdsKW1MAFvhckA8RyTfJCQAtlOABXTBdn/cJQzJAWDV3cvn/6m2+kocBQCG5LuvJ4qIzDqynKbD+TWrLgAsnaeMkABY1+jAKRzeDaGECL6gzWt3IXmCkADYQoCZ8m+09QsAbLOQcgB2eYO8qb68X82/f/S5IOG1Vh1l5EgLnYMIgGWYXGo9JhjF0dFyfi0DmLkBAFhETxkhGQAs0G5Rqikv7zbQuzZef8oNMMOU95UAFn9RgniOSL5JyM0AFkdHZqEcEwHMNoa4GcBUTwAsZUgxALtFu2XKy3sXh4eeu7pfP1DMK7zOzAALuQQ2C2DRl4WL54jkm4TcCmCRdGQ6Sx8n8WsxwAwt2GbrFzrAli2FMMeR2XGXMKQQgNXrTA3CIy9vNktPXd4Yr2EfDrDwDtgkgK22rmk8RyTfJOQ2AIumI4NSjgkA5hlD3ApgxBMASxmSC8AePPERxwpSLz55OFwfhEdePniiXbv+7vjKGR+ARX40UkRHJN8k5CYAi6cjJ8BWrEsF2LgJLADmH0Pc/XGXMCQfgJ1/C37yy2Z+VU+7fGbQFX15d6TAGQA7xgRYH+QUqmpeuwvJE4TcAmDxdGSix0R+LQKYpQsGgEX0lBGSFcAOh2ufNMyBOn/42MtXqvDUl7e6xesvbxweDwVYc4wlAFgYwXjtLiRPEHIbgMXSkQFgU/m1G4AVANiGIbkAbHiYyrWnxw9TeemKjGyQlzcV4XWD9x9rLRBgRTGBX94NQQEWJGxeuwvJE4TcZAgxmo4cHbD5rQ3ydI4hbgQwzXPhA5nmODI77hKG5AKws33zcx3DPvIHhgeCaUPzivA6ud0cCe9ks6Kg/xQtwKxfmGBalB5gMWLDYOFmnEYfRUcGpSQ6ypU0ceS62MbNYNIwWCQLn4XYM8xwI/MU4XXm6YEN/3QAi0FyrQcW0gXj9XsDyROE3KQHFk1H9hHEtTeVcwyRRw/MO4a4++MuYUhGPbDGvvm/XKQGWLEuwAIGV3jtLiRPEFI0wBwjiAkBNm7GFlu/MAHMfSLZ/XGXMCQzgF2++FT6HlhkgA266jwBMOHJpdZjkti6AFt/U/ED2NgTAEsWkhPALqv7UqwTOezCG198tgmvs2H2RvP/Y0OwIH7NB5idYLx2F5InCMkQYOE6so8gAmDNe4WrH7b74y5hSDYAG+hluR3MJrw50+gJwIoOYGEdMAAsv+RS61lLRyOlHJMDzHgRjAvASgAsVUguAOtXo7cuyGET3pwbmTWAHVcGmHcMkdfuQvIEIdkBbIqONKUcB34BYN2bBQCWIiQvgH3YMHToE96cpaT6Q6v5pdQALJBfCwBmJRiv3YXkCUKyA9gEHelKSQow14r0G2z9wgIw/XmDqyRf1VNGSEYAu/bYS6ZPfMKbs5jvcGgVzRx6AAzJ04ZkB7BwHdn5lQnA1L6VGWAlAJYoJBuA/c+WdRD9wpv+OBXlACzaKYjVdbBoG2I8sRYAE51caj3r6Mh6Aey4rLWBntwAZvRshnbWSJ7MU0ZILgDzm1V4Vy9MfaClemS1U+gdI9bTN4QVYDaC8dpdSJ4gJD+AherI2QEDwIjfCsmTecoIuQeATXkUem1mgMXbEADYzpJLrWcNHdlnIOYIsAIAy6AeqgYbwC6/8af/4TOt/bZ9MscUCwBYmQRgnjFEXrsLyROE3AxgC3Xk4VdigBUuxyjJvQBzeAJg64fkA7A/vzgMZliJY6HwFCPHfauGcH4BYPkll1pPFBFdBQEsQmsDPTcDWJeuUK43AGAbh2QDsLuHw5YAi7qGmx1gFoLx2l1IniCkWIBpKfQDOx3AjokBVnTgAsAYheQCsMsbKQGmvOjEAIAhecqQQgHm64Cl2FSbAaxf+aAMBZiZYLs/7hKG5AKw6kbma0//2bdac94RNkd4qq0OsC6D6gmACU4utZ44KiIA0zKMfpilBNgIp2tu/WI6wGxdsN0fdwlDMgLY+PaTiMJTzTSCCIAhedKQIgE27lKMDusdA6wcKDZcDnOGBMBWD8kFYJc3Yg0bmoRHbUuAmQnGa3cheYKQy5OPz44JAKYlGB/V+wZYCYAxC8kFYFe3Nu2BRd5iANi+krOsZ9wdAsDiJ+/HTgnASgCMSUg2AHvwxOGDhlso4wiPmLEDtjrAnGOIvHYXkicIuSuAzSlrDwArPACzEEz2cccrJBeAXX7jSxeHw7XrrT36fFThEQPAkHz7kIuTGxY/A8DiJ28d9XvAADAmIbkArH8e2PrT6JWDShkBSQUwI8F47S4kTxByFwAzHNMJATaeR78mwMruj2E2BwC2fUgADABD8g1CAmDzPRkArFT6YY6Q/c3Pi5Jv4ykjZM4AO6r6Wx1grjFEXrsLyROEXJrcdGrcCmCzyooBML1Bq239AgBjGpILwNYxU6vbA+qo2MLyxgaA7Ss5w3qUudx2z8g6CrgEtk+AaQ8QbP4tAwBW6k4zkm/lKSNkjgCr/q/zCwBD8qQhIwDMP4chso4CRhB3CTDyS6EHmL4DALAtQgJgqQFmIhiv3YXkCUIuTD4+f5o8I+soU4DRnm73AgBjEZIlwC5f/KfPxxQesfp4GvErNsAKgycAJjU5v3rGI1gmzygiuvIBbF5ZkgBm+mA0hguAbRGSD8Dqx8GuP4mj0AG2vLyxAWD7Ss6vHg4AMw4ppATYcVuAadcgAbAtQrIBGJ2GuCbASlMHDABD8qQhlyVXZxI4PKOI6IodwMqkALM9FAUA4xCSDcBuJZpGTwAWpzyDAWC7Ss6uHsNSfCbPKCK6sgDMfE03KcD0B6mzBNiYYHKPO34huQCsfqDlhz9x/u/6+Y9n4gpPNQAMyTmEFAgwM7+2AFgJgK3vKSMkF4BVI4hnbN289vmYT1YxA8woPQAMyVOGFA6w0RD85LKWeZoJthLALB8BYAxCMgJYRa1bh8evru5dHB6OKTxiRWHWXjqAGQjGa3cheYKQsgE2voY8uSwALCT5hp4yQjID2N0KXee/H3o5ovCIFRbtJQCYvQvGa3cheYKQogFm51eyTcUCYGEhAbAVQ3IBWHUNrO58nTF297DeJA5bBwwAQ/KkIaMArPScv6OI6MoFsPllLfXcHmChIQGwFUNyAVg9C/GDz5859uHfulgTYLYfjwAYkqcMKRlgjg4YADY2AGzFkGwAVs3iOGOrnU2/1jUwawcMAEPypCEXJVfWRnd6xlGRA2ALypICMNskxAkhvTecTw+ZwFNGSDYAu7r8XAWw5n7ma5+PKTzFLFMQl5VnMABsV8m51bMJwMb8WlTWYs9kAFscEgBbLyQfgF1dvfPvX766uv/k4fCRSPwaAUzpgEUsz2BOgCUZd5F6eQGuwwAAIABJREFUrLBMzq0eBWDO1fgiycgCsGVlAWBLQibwlBGSE8A6izMDsRfeYMo9YDHLM1l9zI48ATCZybnVA4CVxjFEACyip4yQHAEWz0YASzZ2D4DtKTm3eoYz4gYAc/ILADMYALZeyDwBFrc8k0kCWITL1POTx/eUERIAA8AWhEzgKSMkA4Bd/v5nfvvl8/+I/fafPhdLeL0VAJhuRWftq6TJV/KUERIAW+wJgK3qKSMkA4DVi3DQp6nUFmE1Dh1g6WZPOQGWYvmCKQDrHy8FgCULGQlg5OSYFGBLyxICsGB+uULOXXOY23HHMCRjgFUrc8QQXm8A2MiqZp7aP/TVtVdPvpKnjJBLkqv7KRnAwjpgAFhAEKnHHceQnAG2vAtG2uIcQUwDMNuvVx4AwxBiwpCLAdYeSADYuskBMN4hGQDs6p1vvVT9j9q/O0RYT0oDmEt6mQOsHj/0dcF2f6AmDLkUYN2RtBXAFpcVDWBHr+OS5ACYy5pDYT/1WDypGsJmIbbL0y8XXm8A2NgGgJVF6VXr7g/UhCHjAaywey7Vj6ojfgAbd8EAsIieAY7tsbCbemyeVA3BAIs+hMgGYAkeojSrlQBYspCxAFYmBphnBBEACwgi9bgb2dF3NMzNzUzEVA3B94HFnYXovgQGgDWvnXLdjfAYhATARACMCMJ9rs4PYMfBIudmJmKqho1uZHbzKxHALAMwAFhETxkhFwJsOHNsA7DlZYkAWFEojgvQPXPJRmbHnW4KwMIIxrweqydVAwDGE2D62WDt5Gt5yggZEWCF1TOmjvgC7Oh1nJ28UB0BMM0K69MVl+ZmJmKqhm0A5hlBjA+wwuhp3t0cADb6Obt28rU8ZYRckFwZQaRjiAkA5j1dJd1UawOsMAFszg0EewWY9fGKC3MzEzFVw1YAc2/pFY599gArlIe+HFuAuQi2F+FxCDk/eQGAdbYywKiGfafqzAEWQjDm9Vg9qRo2Blj88oxmAZh5HGIzgB2buziGoxAASxRyCcDoM5G3AFiEsgAwv7E67sZGARZAMOb1WD2pGjYB2BEAGxs9/gCwlCFnJx+W4WiPpKHXvCbAAi+BpQeYesimAdi4+vpdACxebmYipmrYAmBHAGxshRFgDoLtRXgcQs5NXowAViYEmP9ctVuAOc7U/hP4LgF21E8g8XIzEzFVgxFgl9/4l5956vr1Rz/zz/8s3gOZtwSYdgG4N+PO5gMwZxdsJ8JjEXJm8oKCBABbEWCFDWB6+QEn8HlLNvI57kwGgPV2/yl1Ed9HYzwKrBNe0wIvv3IE2BEA2y7kbIBV/6dnjb7XvDrAAs5UWwDs6HWclZzeCmM/U6tv2zbPngEWviAH73rsnlQNY4C9oK9D/0w84dUNGDpga5RnNgvAjOMNW/XAxvyii6OumHw9TxkhowFM6YJlBzB9FseKANM2ud6I9n3r9tk1wE6ZA+zehQ6wa5+PJry6AT3AVinPbOwBZuyAOS+C7UR4LEJKBFjIL+19AkxXyagRjo+HWJObyee4M9kYYLwOjnghqRpGALt5RtYnv/xS8+Kdb37uzLOHowmvyn/sALZOeWbzAIy0hRHAXGOIOxEei5ACAcbwHJUIYAaZ0DZkDjB9GyzOzUzEVA2GB1oenlXfuHuI8CSVTnhlf5S7e7jxtxhZR20wLgBT5rUc+7eOzjHEnQiPRcglANPPFqkBFqUs9gAreoCZfucNGyFbgJ03fHcnacgmWKeVPABGeRXlUWCd8MoBYGuVZzELwExjiBsCTPU8erbUToTHImRMgHWnxxUBpk44i1NWNIApYwYpAUZ+9XlP3zsE2FEB2HgrpGolD4DRa173LqICrDsrA2CkFV3/fwwwaxdsH8LjEXJe8oKM5AFg3U+uNZIPC60p23p8jg4F2JxF89kcdybrANafZP0EY12Pw5OqwXQN7NrTL3Wv3vlS5GtgHcBWK89iHoCp7Um/uypOtVBXPI/ubbUP4fEIORtgplNFCoCF8Sv1pkoBMHJSHp2jwwDW7SLbUyrMV57ZHHcmIwALIxjrehyeVA0jgN3t5h5ev97NR3xW97m6urwxdMvq+8aG28W0l6rwTt4LO8vLsxhrgHVnQurZAyx4BMA8aVHqgZow5FyAqWeIWQCbpyPfWtjTy+IOsGIEMCXlGGglmYtnCjdE3YeOVICZflilaSUHgF3d0qfRP24Q3q1hXLEl3rVnjS/5AMwyn48BwNT74lTPHmChIwAChccj5KzkxwgAm6ejHAHWOWqF05O0AjD1Q1s4B8AMQuJy3BlNA1gIwVjX4/D0AezqxSdVfH3YdB/zGXKd8O5dHB567ur+jfbSmfZSA9ixBdiK5VlMAsBGnkd1cqJ+CAJgGyfX9s0cgM3UkXclm8llxQPYoO5VADYSw0KAGW+vOb8rHWB9+zME2NXVO3/yW9dr+4dPmxaSuvziYRDezcND1XqJlzeaS2XaSyq843YAs4xrm3YwK4DZCQaAbZxcu/NBAViheTYWT0fZAaywA8wycf6kfmaI1/1jvLRQvz+9lWt6TgBYUTffTzDW9Tg8AwDmtqqHdr0T3oMn2ktkd+t3tJdUeD2/ADDSgkIZJ6Se0wEm7Zcjj5Bzkusrog17KRBg83WUIcA6R0PhqwDMcL5gctyZjQCsVJtvOX0wr8fhuRRg1UT7Z3pd3aUKvDsSpAlga5ZnM2vWrQFGV9Y6WT4EwNYMuQhgwxuTADZbRwFriU4uKyrAjtGT9wAzS2HMLwqw0YYqhpO8STHmD5gcd0Y7tgAr+96qn2Cc63F5BgDM+TiVB0889vIgsFvNUEc92PH46KUmvPYAB8BoegfA9Ast7pgAWMLkoxmikwE2W0dcAUZnccRLXngANr6Z3AMwFVFjxXQE0MTE5LgzGgFY/U7GAPM9TqW6SawX3k1FaQ+PXpoBtmp5NvPN4hh2b2qAqSOIToDRI3Ac0zx0L/ZATRhyC4At0JF3MezJZUUEWC/wmABT4xsqtwHMOYY46qpo6XSCMTnujNYcEmrPUWl7+C/gpa1kAbCgx6kowuv0dbMRHnlZ28daKwEwY3ZyOhp5AmAJQs5IPr7DQQGY8QZZg4xm6og7wMyDCfOTewGmL6gcALB+osPJBjCdbTyOO6MdB4AVDoD5TiCLW8kBYGGPU5kjvNOp2cjFaQuz5213btLWqLmb05HVRSGYJ9i5wq22bn423m/DXjLuhGgA6zIlKzXcOoDFjdof1A4dKPwyvW2I2Ycd7a3+DTFi6gE2tFlt+5HaNm2MZXEepzJFeJ01vYmQDtgqPw6CL4Kl/L3RA8zuabsIZuyBiZv+yyPk/B6Y+pnSBTOFXAqwQUensP7XXnpg/eCJtQOmr8ih98CMXbB+ar4uGaUHNmvV3217YK0nabtGsNVayaAHFvg4lZnCK+wjebHKs5oPYA6GLE7uAlhBljs0Y8mkQwBs0+SbAqwM49duAKZEt6HbDDDrGGKpAkxZl0PNN3fZ+sQHfVEoABtuC8gXYCGPU5lz8bms77EL4Vc2ABt1wCYDTN2gAFi65KMdVy4F2BQdRS8rJsCOPRkiJW/jHU0q0FLPAtgw7ZDkK7VuDIvjzmBFM7DVAqz3JGcC/gCznp6nAyzkcSpzpv82P3b4AUw/yDcAmMuzbvcEgMm6AZNHyKgAO84B2EQdxS5LEsCcufWzs/VLdoCpCtonwGJPspnhaQCY5fw8EWCBj1OZdSPzcKxE2w77AJjTMxhgBQCWLPn4l0e5DGBTdRS5LM4ACxpBnAywUgdYf1VMLMBKsrYjPRHkA7Cwx6mMBRawBM62wrN3/rSDPC3AiikAG3sqg7K221p4HagsQ8YBWP8zYwbA5OgoPcDU2I6Lf0aAucYQe08XwIYXHI47kxGAKZ4Ogq3Vyvn12C8uTQVY2ONUBl1NWYQUABsn1k6DBk/LRTAAbLvkZn7RLtg0gMnRUQjAxutSz08e2AGbDDAleTt2YVIQf4AVYQCz3ioXs5ULAGYdIZsMsJDHqSjCm/Q4lejbIQrAtIOcI8AMOhwARq49j8tkdaCqRktie1Y2OK4AMDE6cnquATA1tHP2pVHEIQAre4ApS1m02eUATJ88NDoRMAZYERNg3sepEOF1K3d0T97TXjISHkuAaSOIMwCmzwIWAzCtpJPv/DQ592r1qKdpYgsAJkdHrg/jAyy4A2YJ6f1eA7BimMOrAaxQHScmj+fpAtixUG/FsQOsMn4Ao93fgJABAPObOjQf/ih05gBbb3qpC2C+u7tsF8FO3WdCAXbUSgo+QW1eT3uWtgPsOAdgYnTk+jA6wAqtA7Y2wEZ3oogB2MjTOOSkbA4m9RTtIFJagM2xrYXHDmDHGQDT7hiTCzBtPEMgwAxNnQwwiTpyfbg6wKaHDAFY3wMolCF5rQHbH3dGO1oBZkQCACZXeI4Z/JsBrAgFmGXNYWXMg14Km9PKlMJT+HWkb8TLvVI9HaMcKxqVheFR9XvRketDvgCzfrfVUX8FWdMPc4AdO4AZPD1jiEzqUX47hIWkagDAKtsQYP4logtzF2wAGB26FwCwo2bkvS1aOQtgpo+VLhgAFiPkzEtgRoCZv6wDzNKA7Y87kx13AbD2XwDM7emfhrja/RHEsesxNxYIsGFJX+LZDRsqRyt/gOn8qmry/U5et5XTAWY5mACwAe78AGb8NgGYowWbH3cm8wCsGP21e4Bd/v5nRvbb48cySxQeJ4AN5gdYO8FXVyEBWDEsqc0eYGN+6TRL3so5AHMuyZc7wKKdIDWAzQnpObZObR6JAGs39nE6wI5c6insJy5LSKoG02r0uhnWQpQoPNc6jGkB1vzgM2rKDDDVn4x0mn6+6GXyOFB78/ELAGOuI+enkQHWHdehx4YppOfgEgywjl8WgKlnB0MXjEc9AFi4Jx+AKSnDAGbogp1KsvdH8ae3kgnAfGepretpThs+gBUe4QnWkcsAsHU8rUPxABi1yy+OnsgMgC1OrjpqmgwI2QJM64JRgBH3ma1MDrDSirPErZwBMEsbuwIAsDUANiuk58jyxRQAsNILsJIrwIrYALu6uv/kwbB+zR6E5wfYWneoU4CNMnpC9pMMDQAzhOANMO1UYgGYb+2fyK2cUs9w2jAaABYXYErYmQDzEMwbs2sDLx0p1xsdABsukY/vR2BRzwoAq0cRI3W6eAnPcZ0oOcAmy4nMpW89j+24osFzTivTAkx/fX4nDGFMAGZxAMBWAFh3SMwPuSuAFcqv2WERRIPncG/ACGBHHvU4zsm2kFQNpmn09y4O3fP0YtrmwhuGgsezZpMBTD34lgGs/fklFGCmdyjAbIhgADDrJTAAjCnA7JITDzCHp+E20eFUx6IeAjAjwWYArHqopekhYOKF1xOs0HdqUoC5ztFugKmn/6NIgJkK7/UkCGDW1nVtH6txPzpy2KoAWxYyS4D1pzmGACuKtQB276nr1/9B9C4YC+H13eluMntrytG9NsCc52gHwLQumBVg+rlz8wNVNTucTqVOsHStBMAyANiEeb+mNmx93CmmAGx8mFkANhyQXAA2WgExHsDWMR7C63phBV23cxuATQlJumBlvxCVIQ5jgHkqpwBzLV4Xt5XxAWY4s+xLRzaLCrBCG3fYCGBFmGN4yOmeGpZ65QcArOAJsAIAm+epLntmHENMB7BJIbUuWHcelQkwmyd/gB09ALMO7eQFsDiz3OICzHz0SQRYGQgwdZRuNItja4DR29NKACzU0zxzMxHADGtCBYbMAmDUbWHuVQFm9QDA2u0THWCLQ84DWCkbYIUOsGX3JETwrFp0KgCwCJ4JAdb15keL8oaG1MQsEmCh6AbAZOlINcYAMx5XOwdYwRJgw2Uc8n5QSKoGAKy1lQGmLN7rOjm7QjoAdjQ4Tm8lO4CZN5IMgI3luGMdqRYXYH1IAExtT38iCQFY/2f75nGwyK2cADCtTc2roJBUDQBYa8doKmkjq3vj1D/0wHfghAKsO4+KAphTNzsD2PjUsmMdqdYdmIwBdvR7GlrBRUftWE6zncfnfN/GDJzrO6uVoQDrHHWAmQgGgDk81S22HsAG1HgGx3whlWa6AUYOBC7Cm8Il3gBzzeGwjyHuWEeqxQdYvN+WOwFY2QJsvB6DKyR7gJm7YACYw7MYd8HiA6w50gKPGn9Iwi/zmV7r/rmLWNfT1K8KB9jEeS4JPAEwr+daAAvJ7Qu5I4AVlqeC+wE2mWCrAczwgT8kVQMA1ll0gA0/eEb8mgUwbR4iAZhrGgcX4bk7YACYYB0RiwcwfQ4HANY1p30Q86QbcWwA8xMMAGMrvFQACz5knMm1dRTtACOHAhfhTQFY6Hz78OSRPDuAOVwAMPYAO/o9STMCHcNDTvYcHIsOYJafUewBVrfDcjY2EAwAc3maZnFEBtgxHsDKMcAsV4vUQ4GJ8Dz8EgKwYcO7XQCwCNO0mQCsPUsw0VE7DGPjlwtg5otgfoKlApixCzYXYJd/8tRF9VSVB/9qz8IzzeKIkbwYVvmYNILoS04IRu9sHjuGhQxPPsdzKcAmrbaVwDMAYCUAFhVgypGwPOQ+ANZt4kkh7QDzQSwhwAImpVA12AD25xfts5jvHh7fsfBWBVg3B3jEr/kAK4siDGBKZUyENw1gDm8OAPP75AuwMhrASvUID8vtCykeYOQywrSQ2hjiiZIsRiv5AOzW4dAC7Ga0xzNzFN6KACvtAJsVsg9MAWabcc4OYL7iATDBOiJ2bA75GD2wNlx0gB39nqN28NBRoZ4BpoVUTkqtIzeAmcYQZwHsbkWvT1QAu7xxODy8X+GtBDBloeVj19uPdKwoNBQDsCCd6CGtX9iyHgubTF7ZAyxwmQdHSABs7OjrgHkBRs4LYQSTB7Cbh8NDzz14ouqBnftikZ7OzFF4hnn0cYY++mOluwSmHixzQg6xy5az+lLdehPCQ67oqatkDwDzXAKzeUUREVMdEeMMsPFhBYAxBJjrEj5VgxFg527Xtc9fNQBr/r9X4RWGLlgsgJXt2lGKmL38CgFY2+JTP0QpCWDhIa1fYQCwMK9cAVZGBZh6GABg6gji5JD0EYj64EiEVoZtTCfAiq6h1pBUDUaAqejaN8BMY4hRANb+0y/guzikEru9LUWZp79HgFkJxh9gJQBW+H6puUKS3+HqQRARYEevp96ezXXUNSUmwErfAjmTWrl8Y/a//JcCrO+B3bsAwCYn76OuALBSMsCmhLR9Sw7AaMOjiIirjogtB1j3A7CMDrDR6V8awHximgww7/SqtADrzBqSqsE2hHh46OUaYDufxLE2wPwHR2jIUXAdYNbVpDYX3kyA2X4abljPEQATDzBdL6IApt5SOj1kURSm84JXnckB5jx9UTU4ZiFevzhc+7Xqj2d3LDwDwJaP3Y8BtjzkKLgYgIXxywWwo8cxPORCz1CAGecxxFERUx0RiwCw9lJIyQJgznkH05LP9ewB5hXTdIBNvcPF30yHFWG/BhYCrJqG2FukSYg8hUdORvEBFo+Jo+AnPYmtDVsLLwLAJq6+uponAJYIYGUDsFJTUJxW7gNgM0L6ADaDiZM9EwHs8ovR+cVTeKsAbLxoy+KQJHrjKQxgM0ICYGJ0RCwGwApDBwwAWwawJoLBMTXA/CeEpQC7uvrmUzW+Hv2DWLrjKTzTPPrFyUf8SgIw2xji1sKbDzAzwbar5zgFYKOLYLvWEbE4ADPcpx8VYBNicgGYcglsbkgnwCyR4wIs6I7Y5QCr7FuxNMdXeGkAFreethOeAcCMtW0NsAB+AWBLANZNpW5CxQfYdCjyAZhfS3MA5iFYZIAd3dlaN+vpi6oh88epLJvFsSnAlIazBljoRrWEHH8dAOOoI9WOEwlmAlhpuk0fAPNLaTnAVv3JOAKYuZpIAPvm73/m6ViXwJgKb8lFMB/A+l0EgPm3qQdgQ4jN6jkCYIGeMQDWRQLAesdjFIAZzwtOgsUFmIOU3mZWRtVgAdi9/7xagr5ekz7WYvRMhbcjgB0NXoEhV/NcDLDx6AYAxlFHxACw2J4qwBaF5AcwG8FsIakazAC7d1E9BezeRfdMlR0Lb0WADXsIAIsEsOOU3NHPytMBppYdR0VcdUQMAIvtWTmGbVVfSMt5wUWwePWYHo64BsCaJei7m8EiPdGSp/BWANiIX2sDzNjuvQBs1AWTADDTPPo4KuKqI2IAWGzPk/nWjBkhtwTY0QgwY0WLAFavH1UtJXX+/7+LdicYT+EJBFg3TWt4w9juzmFb4Tl/ZgWF1A92AIyjjogtAphJkasALPzm6Hrcbd8AcxEsIsBM/IoPsGYx32oE8dm9L+a7aB69E2Dq7kkEMHMXbEPhuY/R0JAsANY3wPTYc6M7ALYcYNrxE6uVANjYMQHAjgrASMoJzZzwOJW7h2FN+v0KzwSwmUMfQ8hSO3dnCjDPj6wJITcH2NAAAMxv0QE2IXeIp1CABW3UuQDrlsdIA7DTkNIGMNvpi6rBAbCbhwyeB7ZoDNEcsqAAi9NKLUMZ0O49AUwJtkk9aiUAmNeOQRO+LSEBMLPj2gBT7Kge71FHbrsSKMAMNS0F2LXP15fA6qmIu74GthLA6K6JDrBC6wewBJgmg4UhtwTYZH5lDrCJXTD2ACszBtgCxdHGHjuAKY7288MigFWdr4c+1zxI5ebOJ3GsAbAyBcCIp+k44ASwCCH7WMnroWqeBjCl8igi4qsjYgBYZM8tARY+KYDE1L/cAUx1dGRYBLC7h+4OsGpC4q6n0a8DMG3HrF4PR4BNVEDwZajE9VApnwIBZjjdxFERWx0RWwAw10XpyAALH95nADDDT6JZIYNur9EJNuOMqH/1aAKYswtmaSZVgxlgFbbaG8BuRVuKg6vw5k9DtAJM3y3r18MPYAuOfXfApPXoOgbA1gcYibOOjgQDbGnIeQAL3JUmgB3Vl/pJyR5/EcCuLv/dxeHaM9Vfd2N1wNgKLzLACgVg3txhIQM8+QIsXsipESPUMxIxAJYSYPrZDQBbDrCw84KBYBOHUbQvWgBmv86wDGCDXUZ7pgpX4c2fR28B2DhMMoCpDe/GYnYHsIghfZ4jBQNgWwBsUu4QTwBsBsAmzcTSvqfxy+wY1kyqhuwfp7LkIpgNYKMdsgnAyk0BNhU2AgDWOAJgATYfYM77MjcEmDZraknyOZ6pATazC2YG2GBugIUNIFE1+AF2+eI/fX7XwtsFwBxjiJsCjPdlNZ/nWFsA2GoAK6y3N24PsFK/b2VJ8jmep+BNGglgva0NMBvBrANIVA0WgN1/6jDYvm9kdktmckjlElhA7qCQQZ7MANZtx3UAtuQHxhTPcb4JANN/MEcREWMdEZMJMMexNYVguwLYJNXNAZgFkYsAVt3EnA3A5l8EMwPMECNbgEVOvhHAiONEgA1fjiIizjpSTQbA6BHqObq2Bdj4eJobcvrkrnDZ9THN/LJMgbQRzNxMqgbr41TCAfbik4fDtcf6m53rztujzwkS3p4AZiDYFmcxw+khSvJpBDsFu4YDLPg0Nhlg4nWk2qQxxPQAU86Z3UFCz7QG4wGw5SFnzE6OBDDlAqfl7KWmWACw+jawD3/i/N/18x/POGV32T41rLtbrL0H+tqzcoS3EsCCcoeEDPJkCbAVrq1M2T/uE5I/ueHbqwFsBzoiNgtgBZ3DkQRgFht/JXwMcXcAC54aoANM+1lgBZhJqgsAVo0gnrF18yymM8vcHbBqqannri6/2CqvWjrxuav7Nwy3P7MVXkyAGS+BJamHE8CGrRj/l/0sgM1bviAlwHagI2KTAVbTS+vm6Ns/IcDGLQfAwpMPG5FsUTvADARbBrCKWreqe5jPSnrYobv+41vNvzeblRPP3Bt9i63w4gLMeNoLbGN0gBWJkhubclwj+YQd5DwdhSQ3fHctgO1BR8RiAGy081ICbLTvAbA5ACN/D1vQAbAuy3KA3a3Ec/7btZhvv9LUgyeqP87ezZjH3XHHja3wdgWwseQAML//5gDbg46IzQOYewRxA4CpF7K3Alh9FzULgAUPxVP3/m8HwMYEW3gNrO58NY+1dI0h3uzwdv7Os4reegUKEJ6qmsATnjWkcQRxK4CV2wBM3YarASxgBy0FmOmrawFsDzoiFhFgk3OHeIoCWGGY1Do75EyAFd2TUEKSW0QXCLCj6jwHYPUsxA8+f9bSh3/rwgewh/u/Hq++OOhQX0ORr/BU3SwGmPG0F9rIJZ7sALYgpONcEbyDbCcib3JXpukA67/uAdgOdKTaXICRGCsCTImvHSU2gm0JsOJY/y8SwGbcXlPnL0IBZhOdC2CjLtjS+8DO2Gpn07uugfXCa0br1R+S+tcYC09RDgC22HM5wFx3jSYHGHUMP4vNA5hoHSk25ZnMVch2Dr17UYH1+vNqKjvAAvd9/CHEIphfKwGsYeiqANMJtmgljsvPVQBr7md2Pk7lljLW8TD9Idn99bHWWAsvEsDMI4h5AYxswVkhRw+ctscPaMdcgBm/uRbA9qKjwUQAzNzdsgAs+E6w6ADre/MxADZrgYOuDUHJ7fxyAkwj2CKAXV298+/PPwHvP3k4fMT5OLB7F+0Qx62DT3gn1lYUzb/dFpwbZdn3l5ghcVfUBs1YsAWqhVMdLQ+Mr52apjfD+M0ifJN2J532pXcW4j501ButPsD9pG/dVEoyHCTmI2cLOZ3Uk0qcbTGnjA5gQc621vrFQwo1e09dzNcxA7EV2OGxl6v7V6zC64z3L8fux4Ht10NYSPMIYtIe2KgLlnZjkh9Rs0LWv9MCemDu/aTxa3oPzPzFCcsxTOqB7UZHvU24CHYaluFwL6y9Uj2Gg8Rw5GzaA1tyUhrHm3x/aJGkB1bSXWFpJlXD4septA9vPjx+U7bwIgNsUu5InrwANjvkeEUhzTGITNIAthcd9TYHYFqEDQFWjg+A7QEWK+QcgB2DpvH7AOZtZUSAvfOnZ/szXwfsrLwvXVRrtjUYyAtmAAAgAElEQVTTpeRefAbAonjqxFgfYMcuq6UdMwFm+d5qANuLjnqbCrBxgGQAs8z61hpwCr6VGQCbDbDxbc8zAVatLFrbRwzLiZrswROyp//qAAs5WkYhbZ39bAA2AsYaABsNIo7rHvFrKsBM3ytGSx05Q04E2E501Fv4NETLkPF+AFa0o+Ljb08CWFDuVQBWpAOY8uUlAFOXo3cv5tvZvYtqtqLcGzDnTEMEwCxNUMddJods9oT9XHEy8UkrfHhvIcDU92YCrIsRJCPxOhosFGCFZbsa9sBq9RhbOgJY6N43AawwTq3dCmATZye3k6v9F8GcACvSAeyu+jQV5zT6u93HzTxguUvgxAXYtNyRPE25z2VtAbAFIYvZABuyKu+Y8GZPbggwmPkcZA85BWC70dFggQBr5pxuDDCz0YNgCcC6TtiE5OrXJ/CLNcBCWhkFYNWjHT789Je/9c0/edJzI3M3/bf796bYRUhnXATjCTC9CyYOYOo/FsdwgIXtTxvAyJtrAmw/Ouot7CJYUR+hhu1q2gXbAyxo9xsApv0RkFz9+sYAK6IArAgD2PDt+QCrbmAeZkG5n6dy83DtmaurFy/aQXu5j4GQDzDLGGLCjTnedkkB1udVX8sA2H501FsQwIp2kDvoEthWABvuCFkIsFGZIc2csqZJYMjJACvFAazXTbsyvdUetLM9PtI6vSD1QXwRAGa9YSMzgC0KGQQwdxese0k8g5JrhSwDmHbmcQNsNzrqLRBgtpCmPZC6nv0CbNK18YkA0+WoRAlpZQSAqU+x9DxOpZr+Wz26+Wnxj0KPCbCpuSN5ZgQwkk8n2DoAs80ks4acBLDd6Kg3AKwzBWCF29PYiAnLIgeGnDa5q5gJMEPOoFZ2319wDezWoZ/7dNd9DWyCMRfejHn0AJi3AesCzHK78poAC6ikCzkNYHvRUW9BPQcrwIy7LXk9aisagIUcAHaA6V0wIQArpQHssh97f+HCPYK4H+HNmIbIFGD03iWhALOzgoY0EKz/ezbAjqYvTZ26VWrz6OOoiL2OBscYAJuZey2Ahf2CcQGscHoam7APgBWTAXY0HxxUDTrAHjx1vbJPVMPvj/7W9eqfpwOW49iB8HYAMIPqkwLMsOUmh7TP2LKF1AE2/L0YYOTNyQArMwdYyJnXtlHNe00mwMh3pgNs2iWw+AArCMACdDTed+M7/YK2+iyAPXEYWaQuGHfhTb8IZgPY9NyRPA0tL4rkAHM6WmdCzAYYyU1gBoBNaW1szxgAm5s7mqdyJLQACyCYE2Dh5/G2BdM6YKEAC/9h255BOoL5kxsBVswCWCdi1agaALDeFgPMvmYZADY0JxnA3CPyzpim71hG5F0h6Y/nKCISoKPecQHALDtte4AFdcFcAAu/FNQ1YA2ATRiZKdIDrItQVw6AhXoCYEkAVlpOAgsBZpqRSOTk3J8AWHzPBQCz7bI9AIy89DbzyABgg45mAmzyGloLALaicRceAJYOYIazwFoAC9qfAFh8z9FqxgYzb1Trb44N6mECsNiVJwbYxFaqABslpGoAwHqbPo/eArAZuSN5GlqeEGCm7WYEmPEsMAaY5VQRCLAyLsBmPAUwd4CVSwE2PzdngKmvfc3sT+ObAaxYDrAZy/ADYDM8u818surHE3J7gBmnIW6Y3LCJPACzzzj2tjIewEw/YQCwqZ6ngPkHxo1q2vwTc0cHWN+fDyFYNID1p/H4lYeeF/r5isEAG+2+ZQAbXTKnagDAeus2FAAWLblNy9ZDWn1/GcAGz/kAM7R82iYCwGYAzM6vTerhALAVKl8fYCTExFYOABvP/6BqAMAG635kzwSY48GpAFjfGvqv7kknHJtPFX6AUc8NAUbO4NnoqHdcBrAlufcBsP40nh3AOnQXRQMx9SOqBgBMsTgAm5c7jqeh6UG3XsZIbtxs+iZyA8wx4TiglaMGcAFYEygfHXWOswA2+hkyJ/eqAPMKSj/otY8nAyyglbbkVgsEWKEBrEgOsCMAFu7ZHCsA2CxP41azAsw0sdYxXcv3rtIARgArATD3lncAbFHuFQEWIKhIADuyAFgXsm2LX0f6DnTNObZbx8v2X+UTqgYATLXm98Y8gBUcAGZeTCpJcvNWs2l5fDfzyTDUYmq6/RfwqAEA2LTWxvU8adcATSYHYMM8iggAK8ye5sTrACzwvKAknw+w2a3stwAAFuhJAOYlGADmzDx2JHMMtYYtB1ipNyAqwEyO3pAAmHPLG34VOPfWJvVEB1gpGWDuMcR1AHYEwII967seZgGstPMrPcCUViQCmGWb6Yy3vjIAzNj0ac+UdLTM3kzz/eAmR2/IzAHmuwgGgPnzbgqwQgPYcTrAnAvH+QwAm+xZjQ3PApijA5YRwJyOzmtcoQCbUNBMgBm+0OecuInUq0B56QgA62wmwAZ+8QKY82tGgC1o5QKAXf7JU/WjwB78q8yEd95Y8wDm+FLCejYCmG2TLQSY6Z2pALOx1dpMWkvR/2/kGJAcAHNt+jHA3NJjATD/ARgTYOXGABtCGlhiTB4TYKakVA02gP35RbuM793D45kJr7+faxLAHHeBZQAw6xZzA0x9fTL8uGvfGT6p/kgFsL6RReBVd1PIvAHmuwgGgPmyrgmwACHNANhR24XbAOxWvw79ze7ZzNkIbybAXF9KD7BZBFsZYCPFBAKsR0jzzym4IAow1+70AczsGJA8c4B5xhBHANPPfnNzrwCwY0yA+Uek++1gmKg5IbnDAghWmADm+tJprLYYACMEo2owA+xuRa9PVAC7vHE4PJyX8GYBzP2lDQDmvo8wdvK5AFPeMHGpaHpcRdcPan6MTgVYQBfMfhVmNFcy1ACwcj7AluaO6rkUYKPPAwA2bIjVAHbSCWYasVdCGlhiSq7tQot7cCvnAezm4fDQcw+eqHpg577YQy9nJbx5AGNz/8oWALPXTgGmf+oDmNL/GTpCEgFWBYsiIkE6UgBm2/Q5AMx8WLuTq79C1wMYbZvpQbNSAXbudl37/FUDsOb/OQmvCCbYEHL4ChuAefrwUZOvBjDTOEcigBmaWE7fRACYfdP3u7YP6dMdF4B5DkD3QV96AHZUrFwXYErryFB595cJYD1MTHuKCcBUdOUHsNN0gPlmLm4CMM8hFDP5fIANqgnmkiiAKWOIUUQkSUfV/8YAU8+SMgHmVVT326W+bmtycABMxddx8F0bYP1gffeqKIfXDoBp+2oEsKkrco9tJsD6Hti9CwDMG5ITwAKnAUVMrie0OJqO5WLGyODKAHNvPQBsWvLxRbDh1/34NM4aYOGD8j3AbPd82AFG+LU+wMoBWcqrVpX6DwwKMNrKPqb2biSAqQSjarANIR4eerkGWIaTOE6Fc0q8KSQrgI2PoVWTa3qzO9ra0U11CgZYcEUawBy70wqw8YJXoQaAVf8bjyEOFzVHIb37aaN65gPMfswbk1N8HRXXxACjl8R0gNVtG7e0VAFWqnEXtHIWwJpZiNcvDtd+rfrj2dyEtxeAqQpYK7npMB45On6Mlv1Yy3oA83fBxgDr22Z1DEs+XASLoyJJOiobgNHzeHUklNrlz/Zf5gALvqrcHfSuQ96Q/Kib4rrW/unJpQNM1SPdP8r1/pH0VwDYaQ7AqmmIvUWahChIeMIBpnXBkgHM7li4fo32ggnOvSbAPAKcAbCuCxJHRZJ0VNlo1zfndbJdpQAsdFS+7ds4nAwAs0FhZYAR8Vl+SgYA7Nh5MgHY5Rej80uQ8KQDjBKMBcBM0wkHa8YsgnNLAlgJgBVkCVgyW4CE9PKLDcDMUzNoyIkAsyEhAcAU8Zl/SlIdmQF2bD1XA1i/7akarGshfvOpGl+P/kEs3QkSXqFMfg4JqfCLB8DIYTR90sMUTze/yDiFw1zDLeOQANjENmzi2Tjqp5/SMDdP8ZQCMOcRePK6BACMuq4HsFKdrmEeKtF05CCY/igq60aYCjClC0bV4FyN/luxNCdNePMBtjB3NE+lPcEXl+Yk9511AgE2ZZF5AEyMjiprzj79ZjTtO+4Am9oFWwgwk+uKAFMHR8wj/WEAq9qtPww4BsD0ifRUDXiciskxcAxRAMCOiQDmdAxoQMDCbEPIUN/gViYA2DFngB0DABbArw3rGQHMdQSeSp/qHAAzuyYCmC+kBrBSB68GMHvg1QH2wvVmCd97F4/ldw1sBwAji6mtDzC3Y0gDJrVyKsDCmql6xgNY3wWLJCNJOqqsO+e179oARs6DCVsZ6jkdYM5w7cfW405xXB1gXu25AEYJNgLY4lYOAOs2DVWDfTX6x7s/It0GJkp4YWOIEgB23B5gYQ2YMtUkGcCsE7ImJAfAJgEsSu7VABZEMD/ACh1g1upTAGyCJwHY8BY3gN27aLlV3cec331gewDY0KI1J3F4zzrhAJvWQw71bC0YYNp51H49Ozx55gDTLoJZABbEr/0DzOrJDGCl2lorwBzCn5S8JVj7BlWDdTX6Zvp8PZ0+t5U4ytAxxDZktWn5AaxvEgA2A2DtSwBsvic5RsQDbMoY4sl7zIsFWHmkCxP2bzbNp7vRsQ3WBVjV7+qew3w32p1gkoQ3F2BLcwsFmNsxLP80gE0MCYCl95wFsEi51wNYyL3MMQGWYBLHVM8AgLV+cQHWbh2qBsdq9OO/8xHeVIB59LdNPV2j9gewySF958c1AdZdM4giImE6qoycfow7bnT76+LcDADmjjahBzaplUkOjlFxR93MbnOTA2CTPGvHoItgAJgUgPkauibAyswB1l83qUwuwErPkUFDTgSYvX4RABsRzOI2N/lUgFVDiN3MjTyHEGcCbHHuuJ6rA8x/3lkNYBMvqwFgyT3pNm23pBlgR/+BNC33igBzT7CrD8yAOxXNAPM7+m2vAOsJRtVgncRxrbkP7MWLLCdxhI0hNiEL/gCbunJFqGcQwCbPuAhynAcwXxdZP5MCYPM9tR8FIQCLlnt9gFkO6x5gnmA7A5hOMJvbzOSTAVY/TuXa9evXD1k+TqWcCLDwSyxhyWN5ds1aG2BOx8nLZoQ5hkSdD7D25TgJADYbYPW2FAywk+/YaN4FwOIDjIwhUjUEPE4lxxuZ9wGwqWOIawAsfvdv6PdOCAmAJffUh2XrjWnca6H84gEw5xhivSxT9gCzus1N3gKsDkzV4H+cymN5Ci/kIpgOsOW5ZQEs4MSzwjIgpy7ypJDutgJg8T0Hx+4wLM177RhwHE3MvTHA/Ec95ZJjAwgBGCVY67UhwK6u7n/uE2d6ffiTz8XSnTDhhXTBALB4/OIIMEPrAbAFALM81VQKwErt4DA51SVOAFgT0FE/T4A5CdZ7RUzeHD5TABbfZAkvGGD9w8OyA1jAeSecXywBtqCVGsDKbB+nUg4/dIz8Gp34YuTeHGC+YK3HUSTAwgaCYwPsaNQRAGZxBMC8ngHnHT4AcxNsZYDV/+Spo8rsW/6oWsTcqwLMMUWhmAUw1wZgCTCL+GgNANhGnh3A/ARrARZ2O++U5NE81wRYyHlHGMDoqcSUYR7A6kB56qgy66afyK+t6wkCWBkEsObrlF+CAFY21zNdI+zuYdTJyVuAHX0Ae/DU9UefP/9PtUefz1F4AJjbM+i8IxRgbYYlrQTAFMcQgEXNvVI99PAwHB8NwEKu/BoAZnZjCrC2zsLquQbAigCAVStHnf+nWo5LSU0BmF+C+wNY2IlnwhyO6QeHPzYN6WqwCWDmW5ZCWwmAjQE22vRCAdY01gUwb7BCOMCaKkelEoBFTd6cx6qtRNUAgNkcATBvXO95pyhWFN7KADOHB8BWAljc3GsDrGquZQwx7Gdb7ePnF2uANf/YPCMDrB9D1GbzAmA2x8kAi5F7HYCFEmzfAHON9K4KsBIA8wIscu616lEbHBlgDr8prUx8cGi1rgiwsh1D9ABsRRMmvMJ/KzN/gE3rgs0AmNsNACuHUJnqqDbz4dK9K6ceFTjmIcQyLsC4TuLoLCnAmnmIVA0AmNUxDGAhczh2B7DQH84sAWZqNAAW3zMYYILqUYljBVhQyOHKg1tJzAFWpgNY2W5yqgYAzOro71qdVK8cAebzEwYwcjYBwBZ67hFgKsGiAszuN7GVOwZYCYBNcgTAPFH9Fy54AczRbAowR3gAbF5yo0gEAkxB2CKANRMS/DebFlIB5hlHnZe8DkrVYLgPbGR53gcWcBGMACxK7n0BrChWFZ63qiUAswgQAMsdYEMthiNkDsCcfl0KgQBbIXkIwOgExJBZiC8+dfZ59Mvdy/v1S8MawOKEtweAlWsALKDPWRtTgBnabQLYslZSgI2HPjLSUWXHwUbviatnOcCOgQArADDiuQbAugevPN68vNu8ujZ+CqY44QFgrpgAWHDyIIDtV0e1HVUjb8mrJybA3Mdw/ykA1kQtpwPs2j/87ZcdujsL7bGXr+7faB/cfO/i8NBz1ctrnxcvvBCABV0C2ynAvH7cAGZv+LoAKwMAtmMd1UYAdlTfElhPKoAVEgCmVrA2wCpzA6y1W4fDr7901TzY8iEXvy5vNE9sPv9b+91s/uneFi28SQCLk3snACs6A8DKPpiTX3vWUW27BNjoUAoE2DEMYMqHAFhvIQC7249kVCh73OjT2LnH9mzrV4009i/vjgcexR2o3lkcggAWcak5ehYyWcEcYOOWbw6wPeuosTHB5AKsV5V+ME0DmO/RlxIAVnIE2Pl3Xy+bs5RcXbDzx48rwuv11itQsvD2ALApXbCQkPrPaJMlEt7OALZfHdU2Atjwp8B6FICRg6ZebjYEYNW3q7tMdgownzbXBVi9IKLhb4N1Qx7tWMetjnbn13rHTd6BCoCZo/kqTiW86SqxtX1zgO1aR43pBBs2tsB6xgA7Dm/5QnauANic5GEA63/33T24ZyHevaguPr/zPzVXm28qwusG7z/WmrwDFQAzR/NUXPAHmF7ACGC20GsBbNc6Um0nADMTzL/6XP/dAIAl09EiT44AO6vmcO2Z+s8XLjyzOK7uPVlPVvxIfcfKzV5uN0fCO4mz7nj0ezhctrZWLTGjeUqOlsxn0xPR843lwyps3BqqaL5p9DvWkWr9tvceRszNBTB3Zb1vfZDZj7QimZCWmLmR6zU9aBLHrVpL169fV+9MsdifXzSz7Z+xCa8zeb+0TJdpqWdYB2w/PTBFnnYnNRmzHpitC3ZSP2se1bewlVN7YHvWETHtnC+1BzY8n8oKMJtI+qOsaMZwbAnRAzN6hgCs6oL15u6A3Twcfv3lerr947sT3p4AFjINcQLAHD4FZ4CV5tPLygAzrCCQk46I7QVgZQjATDoZjrKdAMwk940BphLsMSe/+gn3t+rB+30Jzwsw/2KcE3Ov4bkCwJyecgB2pJ4KwKyzm9cC2K51RMxwhpdaT1Fo1cQG2IxWAmCtffNznzjT68OfNCzGptpNZb7v4+aLz4KF5wdYEL92A7Belm6ATQk53VMF2IybTXgCbN86IrYrgLXlKLc2+wimHmV7AJixmdPvcAn3pGpY+jiV/gdio7SdTf9tj0irJwA2Ntut+YuTGxzXApgdjesBbM86IrYzgA0WADDlAwBsZnKqhsgA29kNmJ4xxNARxL0BzOlpW91zcXKD46zb/UMAVtoCJwLYznREbXR+l1qPfvgVozFF7dSgvg2AzUxO1bAUYLfo0MfelsDxASxwXVsOAAsgmC/koEm7Z5EWYE6h2EPqZxcVYM6gawFs5zoithuA6efpYhhTVCvsCqVv184ugKW7lrzMkyfALr/xp//hM625VqO/d0EuPu9tEVIfwEw/s5bkXqWe/QLMI5S5AJsV0unpBdjOdURN756IrccIMK0/b7YSAJubPAhg7U0pAc8Du1nPU6ym/z7cCnFPj4FwAix4BHFnAHN6aofu6vtnJm20TsDmANu5jjTbKcBKFWBOgpUA2OzkIQC7G/5Ay37CfTvd/oVdPYjPNYtDGfGOlntNgPkJ5gmpqI8LwNxKCQNYV0/3chuA7VtHmgFguwLY0FAmACP3MXsA1j0K/Q+6l7t6FLpjFke10AsANjIAzObpBti+daQb1Y3YekZDiMTTQa8yCGBzWrnBxuyfndR7+hf+WRdg1WK+157+s2+19pJPemEm8kC1AqyZQyQFYGFjiGEAc3smB9iEGReKr3ZG4QCwXetIs5wBpjqfHEewGID1COMEsPHQe57CswGs2V3aMbk89zr1hHbBBALMqZWTdnYoLAQDwJKfIIlsxNbjBpiRYKOYewBYbcrza7cGmPpAy3gm8kC1A6wcABYvN2eAqRLkBjDzWeBExuftADuqAJs7sdHrmbWO2IZcE2AGgo1j7gZgzUWV9q8Vk1M12FajRw+sMdssDpEAWzbbPwhguhwZAKxQfAGwdJ4yQqYFmCmm5YBLuaJNJM++yZsDrHoMs2cRxEyEdz6hmY68QhTAypgAc3tuALCi1Dg1eDbryhfEtzNyYgHA4nvKCLksOT1YRgAzrVw8irkfgJVcAHb5jS9dHA7Xrrf26PMZC8986m/2kDiALVk0n4iQD8BKH8BKC8BqU08tAFhcTxkhIwKsGAOs7I4ui/p2BrCulq0BVs1CDJ9Gv2/hGS8ftQeX9YfV7Nxr1ZMtwDoPY+MAsDU9ZYSMCjCDp1t2+wSY7ykRy5JTNQBgHsejiWDtDgrl1/b19Otk1+/YfhaGAMzjqR+6KQBWP37SAbDSDjCVYABYXE8ZIdcGmD+mFWC+5PaQcR1nAGzN5FQNAJjH8dg8+EA4wEoVYNaBedkAG6ume28Ymrd3wXoDwCJ5yggJgMX0ZAKwdUzmgXo0EKyQCzCDhYWk3owA1nW/jADT/3V0wYL4BYABYKqpv5AKAAwAW17eck/NsT2tmX5q7QNg2lOxzKY58wJY4QHYcJ4xOAFgK3nKCBkJYEUcgJF7Pma1kgHAAi6BAWArepoARp8ISTtgWQHM57kRwEqjbDSAma+UAWArecoIGQNg+i+oJQDrAwoFmPmnZMzkVA0AmNcRABt1wFgBbFC9/q46gb60AUwjGAAWy1NGyKUAa387kWNrNsAKJZ5IgJ02B9jl739mZK4HWmYgvPa8phBs6iUwBvW4AOZfk27kyh9g+hocpRVgdFlEACyWp4yQC5P3XY75AOtuBCm7I7S9/R4AM3tSNegA0yYgYhZiaeiCiQSY4/lE3pDhnowApnqOAKY6ky0BgMXylBFyafKus2R6KlZgTAIwy4i4lI1pmQ8cMzlVAwDmd9S7YJNHEBnUMwKY/kQsV8gRv3gBrE+tT7Q50c8owIwE8/56BMAAMGpF//tpAcC6QciOYuVw8+KskFEdJwNs3eRUDQBYgKPWBZMIMJ1gzUdhABt31VgCrAwAmGU+YnAHDAADwHSLCbDJyRd47hNgV+98a2Q5P9CyNifAouZesQfmvPrjDDnml0PMc1sZGWAFBVg5Ahht6qmrDwCL5ikjZLzkw5EzB2DaRdupyWd4rgSwoBHEFQG2nm29bRc4tgDrHwbevykcYEG3Jxv4tQeAEfeT6hellQCYjJAMkg8AS5ocAMtHeLQL1uyhCSOIDOrxAMyxRK+JXxIARj27KwzqcA8AtqqnjJAMkg/TQJImX6eeMH4BYCt62gDWEYzySzbAaBlOgAUllwUww6APABbNU0ZIBsntd+KvmhwAy0h4LcGGyyST+MWhHttxNczQODoq3wfAuvf7RX7HMQGwaJ4yQjJIHjLqJqYeAGxhecs9HQAruolqxz0CzFiM+SOmANPuXD7RDxWAKU40JgAWzVNGSAbJAbBJnlQNAFiY40Cwgk5Ij5s7PcD028Nsn4QlZw8wOn2j/+M0eEVqJQAmIySD5CsvfpswZJLkVA0AWJjjUSXYrgBmJZirb8YSYEr25i8AbH5rl3vKCMkgOQA2yZOqAQALc7QBLHLu7QF2NL8fmFwEwPSOmuIJgMXzlBGSQXIAbJInVQMAFujYAayYwS8O9ThEMiLYcWShySUAbDTXQ/H0nkoAMABsJ8ml1kPVAICFOg4EmzgFcUruTQBWaguyj/kVCrBxEuYA674CgMX3lBEy3+RS66FqAMCCHXuA9ad1SfX4Ts0Gau0KYOUAMMNXALD4njJC5ptcaj1UDQDYBEcNYKLq8Z6ap/ALAPMbACYiZL7JpdZD1QCATXBsu2D9WV1SPf4LxcsBZrganRhg9AYvM8C0rxBPACyep4yQ+SaXWg9VAwA2wbEB2HBWl1RPwFSncH7JBJj5K6qnfyMBYDjn7iS51HqoGgCwKY7aWV1UPSFzdUPY5UhuSJF2/7gA5vwGABbfU0bIfJNLrYeqAQCb4qid2UXVE3SzySKAmU7/mwCsAMAWt3a5p4yQ+SaXWg9VAwA2yZGe2EXVMwtgk5KbMnAHGJ3uAYBF9JQRMt/kUuuhagDAJjnSE7uoesJu918AMOPZf6MhxPCQdL4iABbPU0bIfJNLrYeqAQCb5khO66LqCVvyOoxfzAGmr6/hMgBsLU8ZIfNNLrUeqgYATGjIlQBW+tBlT26Mnxpg6tNS5gwhLkju84SOOIbMN7nUeqgaADChIacnzwBgzUJR46d8Ob+heAJgET1lhMw3udR6qBoAMKEh1wJYGcIvU3JzDy/1xizUtQ4BsPmtXe4pI2S+yaXWQ9UAgAkNOQdgK17gsZ38029MpR3hACu0wce5yV2e0BHHkPkml1oPVQMAJjTkjOR5AGyiZ9E84bIoyJMu10gOHXEMmW9yqfVQNQBgQkMCYJE8e3ABYHE9ZYTMN7nUeqgaADChIbkBzDJAyX9j1gA7lfqzmuMnh444hsw3udR6qBoAMKEhAbBInjW3Ts1fAFhETxkh800utR6qBgBMaMhZAPOcnzMF2LnlAFh8Txkh800utR6qBgBMaMg5ydcFWPSQSx2DAdZ5AmAxPWWEzDe51HqoGgAwoSEBsEieCsBKL78AMOhoL8ml1kPVAIAJDQmARfKsG55eeNARj5c7WwoAABy5SURBVJD5JpdaD1UDACY0JAC2iScABh3tJLnUeqgaADChIecBzE0wAGzNkNARx5D5JpdaD1UDACY0JDOA2ULvd2NO9oSOOIbMN7nUeqgaADChIdkBLHrIxY7MkkNHHEPmm1xqPVQNAJjQkLOSA2AbJoeOOIbMN7nUeqgaADChIQGwTTwBMOhoJ8ml1kPVAIAJDQmAbeIJgEFHO0kutR6qhqUAu3kY7OH6nftPnf989DkIb92QANgmnmsBDDraKGS+yaXWQ9UQHWB3m7+vPQvhrRoSANvEMxnAoKM0IfNNLrUeqoZoQ4g3Dx98/vzPvYvDQ89d3b9xuPZ5CG/NkDMB5iTY/OTWuDvemFM9oSOOIfNNLrUeqoZYADv/YHy20d9DL5//ubzRDoRAeCuFZAUwe9wdb8ypntARx5D5JpdaD1VDJIA9eKIR2vnfZ1sh1j8kIby1QjIDWPSQERyZJYeOOIbMN7nUeqgaIgHsZjvU0eutVyCEt07IecnXAZgj6p435kRP6IhjyHyTS62HqiEOwO5dHB6v/7jVjHzUYx+PQ3grhmQEMFe/bs8bc6IndMQxZL7JpdZD1RAHYDe7H4w3FeHpg/cZbNuEIfkAzDkuueeNOdETOuIYMt/kUuuhaogCsG7kvhJeJ7fhr4+1lsG2TRiSE8Cih4zjyCw5dMQxZL7JpdZDNRMFYLf6yb4u4Z1gm1tRyIi5QwsAGHQEg3lsBYBd3ugGPIzC6yyDHwcJQ6IHtonnmj0w6GiDkPkml1oPVUMMgN276GdKQXipQs4FWHTarBAykiOz5NARx5D5JpdaD1VDDIDdGu5VwcXnVCEBsE081wQYdLRByHyTS62HqiECwJSRD0z/TRZyZnInbXwPvDTGXGt1qpQhWQAMOtoiZL7JpdZD1RABYA+eGDSGGzBThVwJYIEEA8Cme0JHHEPmm1xqPVQNEQCmDN1jCZxkIVcAWPVZIMEAsOme0BHHkPkml1oPVUMEgN1VV8zGIqSJQsYHWFFUngDYWiGhI44h800utR6qhggAu6X+SMRjIBKFXAFgtWdYFwwAm+4JHXEMmW9yqfVQNUQA2M3h2vPZXsCD+JKEjA6wwggwy2Wxk+IQnjyOJ5+NOc0TOuIYMt/kUuuhaogCMDLKgUehJwkZG2DVB7VnQd4EwKKFhI44hsw3udR6qBqiPZHZbxls24QhZwPMDJz67VP/V+9cmAkFgE33hI44hsw3udR6qBoAMKEh5yY3A6cYAFYW1BcAixQSOuIYMt/kUuuhagDAhIaMCrC2X3aiHgUAFjMkdMQxZL7JpdZD1QCACQ0ZE2DduOKpf1kMrgBYpJDQEceQ+SaXWg9VAwAmNOTs5AbidG8pAFP6XiZE9TF9s+53vjGneEJHHEPmm1xqPVQNAJjQkCsCrOymH5oBViie3rvGdr4xp3hCRxxD5ptcaj1UDQCY0JARAVaMAVYq8+fHd4YpAIvWSpkbc4ondMQxZL7JpdZD1QCACQ0ZFWAmTyvAuluejbFmt1LmxpziCR1xDJlvcqn1UDUAYEJDrg4wyxeKDmC2e5ydyWN4ctqYUzyhI44h800utR6qBgBMaMgFANOvaXkBRhbnqN85WdfomNtKmRtziid0xDFkvsml1kPVAIAJDTk/+VSAkS90U+tDnxy29405wRM64hgy3+RS66FqAMCEhowJME9IsriUOUZw8gierDbmBE/oiGPIfJNLrYeqAQATGnJbgGFjTveEjjiGzDe51HqoGgAwoSGXAKywvLQCTFldamHyCJ6sNuYET+iIY8h8k0uth6oBABMackHy0bRCX8j+kpfpjrGJyZd78tqY4Z7QEceQ+SaXWg9VAwAmNGRKgPWdMN90j4Dkyz15bcxwT+iIY8h8k0uth6oBABMaMi3AGjfvfMWA5Ms9eW3McE/oiGPIfJNLrYeqAQATGjIWwNQXboAV/ukeAcmXe/LamOGe0BHHkPkml1oPVQMAJjRkNICFhgTAFoaEjjiG/P/bO5veqrLsDB9d1QQjmvGVCiKKZurItFQmBIaO1BB1lK5mbtQVQQkSxo4hdoVh1D+Auc0EXfkv5n66vSl8zt53n33Oftd6nkF3uWvpfc+7zl297pe3/Zqr5gmngQUmKplj/o3vxXdLBr+8TDPTK5mjGiX9mqvmCaeBBSYq2dcCi5YMDt+gmemVzFGNkn7NVfOE08ACE5XsZ4H9Ln6B/R8LLE+SOapR0q+5ap5wGlhgopK9LLCvDuVggZWUZI5qlPRrrponnAYWmKjk8AusJ/MaJVlgdbVqQEm/5qp5wmlggYlK9rHAvj5SXiN5Zc2MrmSOapT0a66aJ5wGFpioJAtMzZw5qlHSr7lqnnAaWGCikv0ssBHMa5RkgdXVqgEl/Zqr5gmngQUmKtnDAvvNH6XUSF5ZM6MrmaMaJf2aq+YJp4EFJiqZZb45W34U8wolWWB1tWpASb/mqnnCaWCBiUrmL7DfvAATSV5bM2MrmaMaJf2aq+YJp4EFJirZxwIbx7xCSRZYXa0aUNKvuWqecBpYYKKSLDA1c+aoRkm/5qp5wmlggYlKssDUzJmjGiX9mqvmCaeBBSYqmb3AfvsRmEjy2poZW8kc1Sjp11w1TzgNLDBRyR4W2EjmFUqywOpq1YCSfs1V84TTwAITlWSBqZkzRzVK+jVXzRNOAwtMVJIFpmbOHNUo6ddcNU84DSwwUcncBfaNj8BEktfWzNhK5qhGSb/mqnnCaWCBiUpmLrDfscCGNmeOapT0a66aJ5wGFpioZP4CG8u8QkkWWF2tGlDSr7lqnnAaWGCikiwwNXPmqEZJv+aqecJpYIGJSuaZs8CGN2eOapT0a66aJ5wGFpioJAtMzZw5qlHSr7lqnnAaWGCiktkLbDzz+iRZYHW1akBJv+aqecJpYIGJSrLA1MyZoxol/Zqr5gmngQUmKskCUzNnjmqU9GuumiecBhaYqCQLTM2cOapR0q+5ap5wGlhgopIsMDVz5qhGSb/mqnnCaWCBiUr6NVfNwxzVKOnXXDVPOA0sMFFJv+aqeZijGiX9mqvmCaeBBSYq6ddcNQ9zVKOkX3PVPOE0sMBEJf2aq+ZhjmqU9GuumiecBhaYqKRfc9U8zFGNkn7NVfOE08ACE5X0a66ahzmqUdKvuWqecBpYYKKSfs1V8zBHNUr6NVfNE04DC0xU0q+5ah7mqEZJv+aqecJpYIGJSvo1V83DHNUo6ddcNU84DT0ssPNn06a58eTj5seHTdPcfcvglZX0a66ahzmqUdKvuWqecBryF9jxfOwW3FxN3qfVT5OnDF5RSb/mqnmYoxol/Zqr5gmnIXuBzQdt5+3F7K9Nc2vx49m0ufn24vygmbxg8EpK+jVXzcMc1Sjp11w1TzgNuQtsdrB+ynjUfPdu/l+Hqx/n//MtBq+kpF9z1TzMUY2Sfs1V84TTkLvAPm2eIs6fMj69uPiy2zxd/+/LOWTwSkn6NVfNwxzVKOnXXDVPOA25C+xw8579Zg7X83Y5gQxeGUm/5qp5mKMaJf2aq+YJpyFzgc0OmgdXfz7azOHX/4LBw7xeydEXGHM0lqRfc9U84TRkLrDFE8TZ8feLr/8ufz68Mnhfv3nvoLcDSvo1V83DHNUo6ddcNU84DZkL7GzaPDm48vXfw8tx+/s/3V7joLcDSvo1V83DHNUo6ddcNU/fC6xp7n+8mL1cff23bfD+BuCXrgXGHAF00/8CW71Hf7T8GtW3Bm+DgycHA0r6NVfNwxzVKOnXXDVPOA35C2z9Zv2X3cUEMnhDSfo1V83DHNUo6ddcNU84DfkLbD1fq0+b+fB5KEm/5qp5mKMaJf2aq+YJpyH/W4ibb/kunyry9d+hJP2aq+ZhjmqU9GuumiechvzfAwueOfILmENJ+jVXzcMc1Sjp11w1TzgNuSdxHF2ZtAccgTOcpF9z1TzMUY2Sfs1V84TTkLvALt+8P+QQ0kEl/Zqr5mGOapT0a66aJ5yG7D+nctQ0P/y6/P2VB+tB5M9ADCHp11w1D3NUo6Rfc9U84TTk/0HLl6sDBJr7qx+P+UN8g0j6NVfNwxzVKOnXXDVPOA35C+ziZPm3z3/a/MifQh9E0q+5ah7mqEZJv+aqecJp6GGBxeKgtwNK+jVXzcMc1Sjp11w1TzgNLDBRSb/mqnmYoxol/Zqr5gmngQUmKunXXDUPc1SjpF9z1TzhNLDARCX9mqvmYY5qlPRrrponnAYWmKikX3PVPMxRjZJ+zVXzhNPAAhOV9Guumoc5qlHSr7lqnnAaWGCikn7NVfMwRzVK+jVXzRNOAwtMVNKvuWoe5qhGSb/mqnnCaWCBiUr6NVfNwxzVKOnXXDVPOA0sMFFJv+aqeZijGiX9mqvmCaeBBSYq6ddcNQ9zVKOkX3PVPOE0sMBEJf2aq+ZhjmqU9GuumiecBhaYqKRfc9U8zFGNkn7NVfOE08ACE5X0a66ahzmqUdKvuWqecBpYYKKSfs1V8zBHNUr6NVfNE04DC0xU0q+5ah7mqEZJv+aqecJpYIGJSvo1V83DHNUo6ddcNU84DSwwUUm/5qp5mKMaJf2aq+YJp4EFJirp11w1D3NUo6Rfc9U84TQMucBu34685ujCEpUakn7NZfMwRxVK+jWXzRNOw4AL7OL27b4LS1RqSPo1t5YnHbetspaHZuZXssA0Jf2aW8uTjttWWctDM/MrWWCakn7NreVJx22rrOWhmfmVLDBNSb/m1vKk47ZV1vLQzPxKFpimpF9za3nScdsqa3loZn4lC0xT0q+5tTzpuG2VtTw0M7+SBaYp6dfcWp503LbKWh6amV855AIDAADoDRYYAABIwgIDAABJWGAAACAJCwwAACRhgQEAgCQsMFd8/nXsKwDQhzmqhYEX2PrGH99pJnfftpeeLv7j/E/7+49bHyyz5/svou1nr98sLuLn/Udvuipf7c959NPHTs3Py8r9P/f3kD55vrm+2fNH3Rdwcf68o0eXfNn97l1rQcL9ibxB3J+E+xMNcxQBc+Tg/gy7wFY3fnbQLHnQVrm3qDyKKNxtJv8cab+Q23l3Nl1o3m8r3FzhnB/aO3u2d1m5E/8Aa+XlSm3xuO8YlPOHi+yrPE+uL5t9eL3m1XTy59e/XJ8o/v5E3yDuT+f9SYc5ioA58nB/xlhgR5tWPL2+8mhxN2MK5zd23YVOPq06thenueFm251dNXXN5Po7+/fH/pKWx/76Kldq7Td2Zf77gy7zIE7TtEjG35/oG6RxfxJuUP/3Jx3miDm6HldzNMICm6/9m/Mbcb7X0rN5zeT+/x40Nx6fnr5qK9zchM4X6ivNez/Om7Hz0+n7Vs3Dprmxv7/XTB7/vNf+BOqwmfzw+s3p6enJ62fT5lbXVUY89udXufPm5NnqVrXf2MO12jzPq37Mo+9P/A3SuD/xPSpwf9JhjpijVkk/czTCAvuyu9qiZ9Prr3pZsylsjTf/l//1bLma/6nj/d6V3Nl0KdpmPu/t8mZ+WjTruH3qrzwhaM8T/9hfSh4v72xH8vnr6dlfm848yxfrk8Ub2D9OJ/f2W95ujr4/8TdI4/7E36AS9ycZ5og5apd0M0ejLLDVNXTcrsVTmFVBR8fm//L9+uXyjbtdj6qNa6f511fbWvnbH75m/jxs8WxnTedVrl5hT/7SbR6RZ+W+0/lSPeH+xN8gkfsTfYOK3J9UmCPmqF3SzRwNvcDm6e7tLd+Xne/U1le3O2/m4XbmL1vfT9ufHCwTnTyMeVPh/unpy+Vr5VbzeeHyjePjhdpRh+StjcznP7a+jbz4vLTtvfArdavPKY8j8iyeQH3+sHA9an8P++K/p01z/2P34MXen+gbpHJ/Ym9QofuTBnPUCXPkY46GX2Dry138Y8t7qcGnhu0fRK6zz94/nLY24vK91Ka507S+5Xu4fBLx/fwCO65y9enrjTt37nzftEsus0d9kH+4+AbR4h+OO27sonJ9N7suc875/HE1+feIwYu7P9E3SOb+xN6gQvcnCeaoG+bIxRwN/Xtg/7H4dHFxPfO92vogOL5yY9u//ntFZnZ62vLkYPWwenDUdHVs8/ibvFh8INp6M15eefS1fmN1+WI55v/Ezi6fhx13PFDnl7mu7GrmpVxXWfz9ib1BOvcn8gYVuz8pMEedMEcu5miEkzhmH/50f3EtHd8J/fzz96vu/tBal/Lhwuzlnbs/rd4G+IdW0fPle82LCzzs+trPybPp+jI7f2fwQ+vXfi8529u8Sp5fRmu42cvfr//hIOaXM2YvOwdvWRZ3fyJvkM79ib1Bxe5PIsxRO8yRhzmq/Cipticaa7Y51eVzZ8Xs5E38ZxaziMvcjlnUqEbzvu1j763oTs79qQDmiDn6JvL3p/IFBgAA8G2GX2DRZ2rFH75VoLL/k79gFOIPXIuuLCC5BcwRDEitczT0Aos+Uyv+8K0ClQVO/oJRiD9wLbqygGQ6zBEMSbVzNPACiz5TK7qwRGX/J3/FHxFWoNKaeZED8aIrC0imwxzZeCgzR7mSAy+w6DO1ogtLVPZ/8lfKETi9V1ozL3EgXnRlAcktYI5sPJSZo1zJoX+ROfrMs/jDt3qvLHLyl63HvsjgpRy4FllZQDId5sjIQ5k5ypUc48+pfOuHbQtLVBY4+Su+sESlNfNiB+JFVBaQTIc5svJQZo4yJYddYNFnasUfvlWgssDJXwmFJSqtmRc5EC+usoBkOszROJXWzA3M0cCfgUWfqRV/+FaBygInfyUUlqi0Zl7kQLy4ygKS6TBH41RaM9efo6G/Rh99plb84VsFKvs/+SulsESlNfPeD8SLriwguQXM0TiV1szl52jwX2SOPlMr/vCtApX9n/yVUFii0pp5/wfiRVcWkNwC5miUSmvm8nM0ylFS0WdqxR++VaCy3MlfMArxB65FVxaQTIA5ghGoao44CxEAACThLERlSb/m1vKk47ZV1vLQzBxJzkLUlfRrbi1POm5bZS0PzcyT5CxEWUm/5tbypOO2Vdby0MxMSc5ClJX0a24tTzpuW2UtD83MlOQsRFVJv+bW8qTjtlXW8tDMXEnOQlSV9GtuLU86bltlLQ/NzJXkLERVSb/m1vKk47ZV1vLQzFxJzkKUlfRrbi1POm5bZS0PzcyU5CxEXUm/5tbypOO2Vdby0Mw8Sc5CFJb0a24tTzpuW2UtD83MkuQsRHFJv+bW8qTjtlXW8tDMrSs5CxEAACQZ/i3E5/uPVq8DZ8/b/i52fGGJSg1Jv+bW8qTjtlXW8tDMLMlxvsSx8/ai61djogtLVGpI+jW3licdt62ylodm5kkOvMA+NSsWv1vdetXRhSUqNST9mlvLk47bVlnLQzMzJQf/ReadNyfPVhfTdtXRhSUqNST9mlvLk47bVlnLQzNzJUc5C/F4eTHtB41EFpao1JD0a24tTzpuW2UtD83MlRznLMTFi8LJX1rjRRaWqNSQ9GtuLU86bltlLQ/NzJUc/C3EJ8t/OF6+qdn6AjOusESlhqRfc2t50nHbKmt5aGau5OB/D6zZeXd5MS1XHV1YolJD0q+5tTzpuG2VtTw0M1Ny+L/IvD5N+HjaetXRhSUqNST9mlvLk47bVlnLQzMzJYf+PbCzvc1x+Od77VcdW1iiUkPSr7m1POm4bZW1PDQzT3LMo6Rmv8QemBVbWKJSQ9KvubU86bhtlbU8NDO9krMQAQBAEhYYAABIwgIDAABJWGAAACAJCwwAACRhgQEAgCQsMAAAkGS8BTb78Druy//RhSUqNST9mlvLk47bVlnLQzO3qRxvgX3ZjTycILqwRKWGpF9za3nScdsqa3lo5jaVLDALkn7NreVJx22rrOWhmdtUjvgW4vP9R3EvMGMLS1RqSPo1t5YnHbetspaHZm5TyZc4AABAEhYYAABIMvwC+/KP93/tt7BEpYakX3NredJx2ypreUY1l88zwgLbbZobTyLe8owuLFGpIenX3FqedNy2yloemplTOc4Cm3P3TW+FJSo1JP2aW8uTjttWWctDM3Mkx/gM7OTZ8momj7teP0YXlqjUkPRrbi1POm5bZS0PzdxecqQvcbx/uLiaiC//RxeWqNSQ9GtuLU86bltlLQ/N3FJytG8hvt+NnOnowhKVGpJ+za3lScdtq6zloZlbVY6zwFa7tLnZ+flddGGJSg1Jv+bW8qTjtlXW8tDMbSVHWGCbdzM7v0IZXViiUkPSr7m1POm4bZW1PDQzQ3KsbyFGf/Mk5gtcBSo1JP2aW8uTjttWWctDM3MkR1lgk8eR3/2PKyxRqSHp19xannTctspaHpqZUznCAvvXtz0XlqjUkPRrbi1POm5bZS0Pzcyp5CxEAACQZJQF9vn1is4/wxldWKJSQ9KvubU86bhtlbU8NHNryREW2Je9Zk3Hl/+jC0tUakj6NbeWJx23rbKWh2ZmSI6wwA6byKuOLixRqSHp19xannTctspaHpqZITnOtxDv7S9p/zOc0YUlKjUk/Zpby5OO21ZZy0MzcyTHWGCTF/0WlqjUkPRrbi1POm5bZS0PzcypHH6BzQ4i30yJLixRqSHp19xannTctspaHpqZUznCZ2Cfmqc9F5ao1JD0a24tTzpuW2UtD83MqBzhFdiHg+bev0V8dzK6sESlhqRfc2t50nHbKmt5aGaO5Gh/kbn7qyfRhSUqNST9mlvLk47bVlnLQzNzJFlgypJ+za3lScdtq6zloZk5kiO8hfh8f0P7dyejC0tUakj6NbeWJx23rbKWh2bmSHIWIgAASMICAwAAScY5zPfkl9M5r/7wrq/CEpUakn7NreVJx22rrOWhmVtLcpivtKRfc2t50nHbKmt5aGaGJIf5Skv6NbeWJx23rbKWh2ZmSI5xlFRzYzq593Da7Lzrp7BEpYakX3NredJx2ypreWhmjuQYvwf23bvDxcEgR82DfgpLVGpI+jW3licdt62ylodm5kiOs8CWl/Fl92bHYfuRhSUqNST9mlvLk47bVlnLQzNzJMf5cypn0/llnE27fk87srBEpYakX3NredJx2ypreWhmjuQoX+L47j93mxs/Trs/4ossLFGpIenX3FqedNy2yloempkhOcICWyzR1ZdKbvVUWKJSQ9KvubU86bhtlbU8NDNDcoxfZD7/w7vZwfxSOj8ViC4sUakh6dfcWp503LbKWh6aub3kaEdJff6fX3suLFGpIenX3FqedNy2yloemrlVJWchAgCAJMMusNmHXz7OPry+5M11qze6sESlhqRfc2t50nHbKmt5aGau5LALbPF1/it/m2zO5EVeYYlKDUm/5tbypOO2Vdby0MxcybEX2DUf30UXlqjUkPRrbi1POm5bZS0PzcyVHPgtxOePPl7545r7+3vX/AJAdGGJSg1Jv+bW8qTjtlXW8tDMXMmRv8Sx2K79Fpao1JD0a24tTzpuW2UtD81MrBx5gc3+JfJdlejCEpUakn7NreVJx22rrOWhmYmVfI0eAAAkYYEBAIAkLDAAAJCEBQYAAJKwwAAAQBIWGAAASMICAwAASVhgAAAgCQsMAAAkYYEBAIAkLDAAAJCEBQYAAJKwwAAAQBIWGAAASMICAwAASVhgAAAgCQsMAAAkYYEBAIAkLDAAAJCEBQYAAJKwwAAAQBIWGAAASMICAwAASVhgAAAgCQsMAAAkYYEBAIAkLDAAAJCEBQYAAJKwwAAAQBIWGAAASMICAwAASVhgAAAgCQsMAAAkYYEBAIAkLDAAAJCEBQYAAJKwwAAAQBIWGAAASMICAwAASVhgAAAgCQsMAAAkYYEBAIAkLDAAAJCEBQYAAJKwwAAAQBIWGAAASMICAwAASf4f2uE7Kots2soAAAAASUVORK5CYII=)
Source : DREAL Hauts-de-France,
Sit@del2,
estimations en date réelle à fin mai 2023
Evolution du nombre de logements autorisés et
commencés par EPCI en Hauts-de-France
(en % , 12 derniers mois comparés aux 12 précédents - EPCI selon COG
2023)
Note explicative
Les estimations en date réelle publiées dans ce
document sont produites à partir de la base de données
Sit@del2,
qui rassemble les informations relatives aux autorisations de construire
(permis accordés) et aux mises en chantier transmises par les services
instructeurs (État, collectivités territoriales). Ces indicateurs,
construits par le Service Données et Études Statistiques du Ministère de
la Transition Écologique et de la Cohésion des Territoires visent Ã
améliorer le diagnostic conjoncturel sur la construction de logements.
Ils retracent les autorisations et les mises en chantier à la date
réelle d’événement. Les estimations de logements mis en chantier
corrigent le défaut d’exhaustivité observé dans la remontée des
annulations et des déclarations d’ouverture de chantier. Ces estimations
s’appuient sur des méthodes statistiques et économétriques décrites dans
la notice méthodologique téléchargeable sur le site du SDES. Elles
distinguent les logements individuels (purs et groupés) et les logements
collectifs et en résidence. Les logements en résidence (pour personnes
âgées, pour étudiants, pour touristes, etc.) se caractérisent par la
fourniture de services individualisés (de loisirs, de restauration, de
soins ou autres) en sus du gîte. Les foyers et les hôtels qui ne
comportent que des chambres et des services communs ne sont pas classés
dans les logements mais dans les locaux d’hébergement. Les estimations
de la France entière n’intègrent pas le territoire de Mayotte.
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