From 5069ad8034d139f3fd98139d128f515e225f7afe Mon Sep 17 00:00:00 2001 From: tejas Date: Fri, 3 Feb 2023 12:47:51 +0100 Subject: [PATCH 01/12] fixed the bug in open_params with bbox --- examples/notebooks/cmems_ds_example.ipynb | 4881 ++++++++++++--------- test/test_store.py | 22 +- xcube_cmems/store.py | 19 +- 3 files changed, 2927 insertions(+), 1995 deletions(-) diff --git a/examples/notebooks/cmems_ds_example.ipynb b/examples/notebooks/cmems_ds_example.ipynb index 894a520..6c7f223 100644 --- a/examples/notebooks/cmems_ds_example.ipynb +++ b/examples/notebooks/cmems_ds_example.ipynb @@ -22,6 +22,17 @@ { "cell_type": "code", "execution_count": 2, + "id": "46033f11-cc33-40ee-a7e9-f647962c256a", + "metadata": {}, + "outputs": [], + "source": [ + "os.environ[\"CMEMS_USER\"] = \"tmorbagal\"\n", + "os.environ[\"CMEMS_PASSWORD\"] = \"Tejas@1993\"" + ] + }, + { + "cell_type": "code", + "execution_count": 4, "id": "9291561e-a218-4c7c-bf2b-c1786a15cb47", "metadata": {}, "outputs": [], @@ -39,8 +50,8 @@ }, { "cell_type": "code", - "execution_count": 3, - "id": "88b8a240-276c-4755-aefa-e074afa8ffbe", + "execution_count": 5, + "id": "5ae48c4d-a5ce-40bf-a569-9ef2a42c8c35", "metadata": {}, "outputs": [ { @@ -50,8 +61,10 @@ " 'cmems_obs-si_ant_physic_my_drift-amsr_P3D',\n", " 'BAS-ANT-SEAICE_TYPE-L4-NRT-OBS',\n", " 'cmems_mod_arc_bgc_anfc_ecosmo_P1D-m',\n", + " 'cmems_mod_arc_bgc_anfc_ecosmo_P1M-m',\n", " 'cmems_mod_arc_bgc_my_ecosmo_P1D-m',\n", " 'cmems_mod_arc_bgc_my_ecosmo_P1M',\n", + " 'cmems_mod_arc_bgc_my_ecosmo_P1Y',\n", " 'cmems_obs-oc_arc_bgc-plankton_nrt_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_arc_bgc-plankton_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_arc_bgc-reflectance_nrt_l3-multi-1km_P1D',\n", @@ -59,22 +72,34 @@ " 'cmems_obs-oc_arc_bgc-transp_nrt_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_arc_bgc-transp_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_arc_bgc-optics_nrt_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_arc_bgc-optics_my_l3-multi-1km_P1M',\n", " 'cmems_obs-oc_arc_bgc-plankton_my_l3-multi-1km_P1M',\n", + " 'cmems_obs-oc_arc_bgc-plankton_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_arc_bgc-reflectance_my_l3-multi-1km_P1M',\n", + " 'cmems_obs-oc_arc_bgc-reflectance_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_arc_bgc-transp_my_l3-multi-1km_P1M',\n", - " 'cmems_obs-oc_arc_bgc-optics_my_l3-multi-1km_P1M',\n", + " 'cmems_obs-oc_arc_bgc-transp_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_arc_bgc-plankton_nrt_l4-multi-1km_P1M',\n", " 'cmems_obs-oc_arc_bgc-plankton_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_arc_bgc-transp_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_arc_bgc-plankton_my_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_arc_bgc-plankton_my_l4-olci-300m_P1M',\n", + " 'cmems_obs-si_arc_phy_nrt_l3_P1D',\n", " 'cmems_obs-si_arc_phy-icetype_nrt_L4-auto_P1D',\n", " 'cmems_obs-si_arc_phy-siconc_nrt_L4-auto_P1D',\n", + " 'cmems_obs-ins_arc_phybgcwav_mynrt_pointserie-latest_irr.html',\n", + " 'cmems_obs-ins_arc_phybgcwav_mynrt_profile-latest_irr.html',\n", + " 'cmems_obs-ins_arc_phybgcwav_mynrt_trajectory-latest_irr.html',\n", + " 'cmems_mod_arc_phy_anfc_topaz4_P1M-m',\n", " 'dataset-topaz4-arc-1hr-myoceanv2-be',\n", " 'dataset-topaz4-arc-myoceanv2-be',\n", " 'cmems_mod_arc_phy_my_topaz4_P1D-m',\n", " 'cmems_mod_arc_phy_my_topaz4_P1M',\n", + " 'cmems_mod_arc_phy_my_topaz4_P1Y',\n", " 'DMI-ARC-SEAICE_TEMP-L4-NRT-OBS',\n", - " 'cmems_obs_si_arc_phy_my_L4-DMIOI_P1D-m',\n", + " 'cmems_obs-si_arc_phy_my_L3S-DMIOI_P1D-m',\n", + " 'cmems_mod_arc_phy_anfc_nextsim_hm',\n", + " 'cmems_mod_arc_phy_anfc_nextsim_P1M-m',\n", " 'cmems_obs-si_arc_physic_nrt_1km-grl_P1D-irr',\n", " 'cmems_obs-si_arc_physic_nrt_1km-grl_P1WT3D-m',\n", " 'METNO-ARC-SEAICE_CONC-L4-NRT-OBS',\n", @@ -93,15 +118,48 @@ " 'dataset-topaz6-arc-15min-3km-be',\n", " 'dataset-wam-arctic-1hr3km-be',\n", " 'cmems_mod_arc_wav_my_3km_PT1H-i',\n", - " 'cmems_mod_nws_bgc-chl_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-kd_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-no3_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-o2_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-ph_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-phyc_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-po4_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-pp_anfc_7km-3D_P1D-m',\n", - " 'cmems_mod_nws_bgc-spco2_anfc_7km-2D_P1D-m',\n", + " 'cmems_mod_nws_bgc-chl_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-chl_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-chl_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-kd_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-kd_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-kd_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-no3_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-no3_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-no3_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-o2_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-o2_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-o2_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-diato_P1D-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-diato_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-dino_P1D-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-dino_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-nano_P1D-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-nano_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-pico_P1D-m',\n", + " 'cmems_mod_nws_bgc-pft_my_7km-3D-pico_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_myint_7km-3D-diato_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_myint_7km-3D-dino_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_myint_7km-3D-nano_P1M-m',\n", + " 'cmems_mod_nws_bgc-pft_myint_7km-3D-pico_P1M-m',\n", + " 'cmems_mod_nws_bgc-ph_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-ph_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-ph_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-phyc_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-phyc_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-phyc_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-po4_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-po4_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-po4_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-pp_my_7km-3D_P1D-m',\n", + " 'cmems_mod_nws_bgc-pp_my_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-pp_myint_7km-3D_P1M-m',\n", + " 'cmems_mod_nws_bgc-spco2_my_7km-2D_P1D-m',\n", + " 'cmems_mod_nws_bgc-spco2_my_7km-2D_P1M-m',\n", + " 'cmems_mod_nws_bgc-spco2_myint_7km-2D_P1M-m',\n", + " 'cmems_obs-ins_nws_phybgcwav_mynrt_pointserie-latest_irr.html',\n", + " 'cmems_obs-ins_nws_phybgcwav_mynrt_profile-latest_irr.html',\n", + " 'cmems_obs-ins_nws_phybgcwav_mynrt_trajectory-latest_irr.html',\n", " 'MetO-NWS-PHY-dm-BED',\n", " 'MetO-NWS-PHY-dm-CUR',\n", " 'MetO-NWS-PHY-dm-MLD',\n", @@ -154,33 +212,46 @@ " 'cmems_mod_ibi_bgc_anfc_0.027deg-3D_P1M-m',\n", " 'cmems_mod_ibi_bgc_my_0.083deg-3D_P1D-m',\n", " 'cmems_mod_ibi_bgc_my_0.083deg-3D_P1M-m',\n", - " 'cmems_mod_ibi_phy_anfc_0.027deg-2D_PT15M-m',\n", - " 'cmems_mod_ibi_phy_anfc_0.027deg-2D_PT1H-m',\n", - " 'cmems_mod_ibi_phy_anfc_0.027deg-3D_P1D-m',\n", - " 'cmems_mod_ibi_phy_anfc_0.027deg-3D_P1M-m',\n", - " 'cmems_mod_ibi_phy_anfc_0.027deg-3D_PT1H-m',\n", + " 'cmems_mod_ibi_bgc_my_0.083deg-3D_P1Y-m',\n", + " 'cmems_obs-ins_ibi_phybgcwav_mynrt_pointserie-latest_irr.html',\n", + " 'cmems_obs-ins_ibi_phybgcwav_mynrt_profile-latest_irr.html',\n", + " 'cmems_obs-ins_ibi_phybgcwav_mynrt_trajectory-latest_irr.html',\n", + " 'cmems_mod_ibi_phy_my_0.083deg-2D_PT1H-m',\n", + " 'cmems_mod_ibi_phy_my_0.083deg-3D_P1D-m',\n", + " 'cmems_mod_ibi_phy_my_0.083deg-3D_P1M-m',\n", + " 'cmems_mod_ibi_phy_my_0.083deg-3D_P1Y-m',\n", " 'dataset-ibi-analysis-forecast-wav-005-005-hourly',\n", " 'cmems_mod_ibi_wav_my_0.05deg-2D_PT1H-i',\n", " 'cmems_obs-oc_atl_bgc-plankton_my_l4-gapfree-multi-1km_P1D',\n", " 'cmems_obs-oc_atl_bgc-plankton_nrt_l4-gapfree-multi-1km_P1D',\n", " 'cmems_obs_oc_bal_bgc_tur-spm-chl_nrt_l3-hr-mosaic_P1D-m',\n", " 'cmems_obs_oc_bal_bgc_tur-spm-chl_nrt_l4-hr-mosaic_P1D-m',\n", - " 'dataset-bal-analysis-forecast-bio-accumulated_daily',\n", - " 'dataset-bal-analysis-forecast-bio-dailymeans',\n", - " 'dataset-bal-analysis-forecast-bio-hourly',\n", - " 'dataset-bal-analysis-forecast-bio-monthlymeans',\n", + " 'dataset-reanalysis-scobi-dailymeans',\n", + " 'dataset-reanalysis-scobi-monthlymeans',\n", + " 'cmems_obs-sst_bal_phy-subskin_nrt_l4_PT1H-m',\n", " 'cmems_obs-si_bal_seaice-conc_my_1km',\n", + " 'cmems_obs-si_bal_phy-sit_my_l4-1km_P1D-m',\n", + " 'cmems_obs-ins_bal_phybgcwav_mynrt_pointserie-latest_irr.html',\n", + " 'cmems_obs-ins_bal_phybgcwav_mynrt_profile-latest_irr.html',\n", + " 'cmems_obs-ins_bal_phybgcwav_mynrt_trajectory-latest_irr.html',\n", + " 'cmems_obs-sst_bal_phy_my_l3s_P1D-m',\n", + " 'cmems_obs-oc_bal_bgc-optics_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_bal_bgc-plankton_my_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_bal_bgc-plankton_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_bal_bgc-reflectance_my_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_bal_bgc-reflectance_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_bal_bgc-transp_my_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_bal_bgc-transp_my_l3-olci-300m_P1D',\n", + " 'cmems_obs-oc_bal_bgc-plankton_my_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_bal_bgc-plankton_my_l4-olci-300m_P1M',\n", + " 'cmems_obs-oc_bal_bgc-optics_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_bal_bgc-plankton_nrt_l3-olci-300m_P1D',\n", - " 'cmems_obs-oc_bal_bgc-transp_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_bal_bgc-reflectance_nrt_l3-olci-300m_P1D',\n", - " 'cmems_obs-oc_bal_bgc-optics_nrt_l3-olci-300m_P1D',\n", - " 'dataset-bal-analysis-forecast-phy-15minutes',\n", - " 'dataset-bal-analysis-forecast-phy-dailymeans',\n", - " 'dataset-bal-analysis-forecast-phy-hourly',\n", - " 'dataset-bal-analysis-forecast-phy-monthlymeans',\n", + " 'cmems_obs-oc_bal_bgc-transp_nrt_l3-olci-300m_P1D',\n", + " 'cmems_mod_bal_phy_anfc_PT15m-i',\n", + " 'cmems_mod_bal_phy_anfc_P1D-m',\n", + " 'cmems_mod_bal_phy_anfc_PT1h-i',\n", + " 'cmems_mod_bal_phy_anfc_P1M-m',\n", " 'dataset-reanalysis-nemo-dailymeans',\n", " 'dataset-reanalysis-nemo-monthlymeans',\n", " 'dataset-reanalysis-nemo-surface',\n", @@ -189,25 +260,24 @@ " 'FMI-BAL-SEAICE_THICK-MOSAIC-SAR-NRT-OBS',\n", " 'FMI-BAL-SEAICE_CONC-L4-NRT-OBS',\n", " 'FMI-BAL-SEAICE_THICK-L4-NRT-OBS',\n", - " 'DMI-BALTIC-SST-L4-NRT-OBS_FULL_TIME_SERIE',\n", " 'DMI_BAL_SST_L4_REP_OBSERVATIONS_010_016',\n", " 'cmems_obs-oc_bal_bgc-plankton_nrt_l4-olci-300m_P1M',\n", - " 'dataset-bal-analysis-forecast-wav-hourly',\n", + " 'cmems_mod_bal_wav_anfc_PT1h-i',\n", " 'dataset-bal-reanalysis-wav-hourly',\n", - " 'cmems_obs_oc_blk_bgc_tur-spm-chl_nrt_l3-hr-mosaic_P1D-m',\n", " 'cmems_obs_oc_blk_bgc_tur-spm-chl_nrt_l4-hr-mosaic_P1D-m',\n", - " 'bs-ulg-bio-an-fc-d',\n", - " 'bs-ulg-bio-an-fc-m',\n", - " 'bs-ulg-car-an-fc-d',\n", - " 'bs-ulg-car-an-fc-m',\n", - " 'bs-ulg-co2-an-fc-d',\n", - " 'bs-ulg-co2-an-fc-m',\n", - " 'bs-ulg-nut-an-fc-d',\n", - " 'bs-ulg-nut-an-fc-m',\n", - " 'bs-ulg-opt-an-fc-d',\n", - " 'bs-ulg-opt-an-fc-m',\n", - " 'bs-ulg-pft-an-fc-d',\n", - " 'bs-ulg-pft-an-fc-m',\n", + " 'cmems_mod_blk_bgc-bio_anfc_3km_P1D-m',\n", + " 'cmems_mod_blk_bgc-bio_anfc_3km_P1M-m',\n", + " 'cmems_mod_blk_bgc-car_anfc_3km_P1D-m',\n", + " 'cmems_mod_blk_bgc-car_anfc_3km_P1M-m',\n", + " 'cmems_mod_blk_bgc-co2_anfc_3km_P1D-m',\n", + " 'cmems_mod_blk_bgc-co2_anfc_3km_P1M-m',\n", + " 'cmems_mod_blk_bgc-co2_anfc_3km_PT1H-m',\n", + " 'cmems_mod_blk_bgc-nut_anfc_3km_P1D-m',\n", + " 'cmems_mod_blk_bgc-nut_anfc_3km_P1M-m',\n", + " 'cmems_mod_blk_bgc-opt_anfc_3km_P1D-m',\n", + " 'cmems_mod_blk_bgc-opt_anfc_3km_P1M-m',\n", + " 'cmems_mod_blk_bgc-pft_anfc_3km_P1D-m',\n", + " 'cmems_mod_blk_bgc-pft_anfc_3km_P1M-m',\n", " 'bs-ulg-bio-int-m',\n", " 'bs-ulg-bio-rean-d',\n", " 'bs-ulg-bio-rean-m',\n", @@ -230,6 +300,7 @@ " 'SST_BS_SSTA_L4_NRT_OBSERVATIONS_010_006_b',\n", " 'SST_BS_SSTA_L4_NRT_OBSERVATIONS_010_006_d',\n", " 'cmems_obs-sst_blk_phy-sst_nrt_diurnal-oi-0.0625deg_PT1H-m',\n", + " 'cmems_obs-sst_bs_phy_my_l3s_P1D-m',\n", " 'cmems_SST_BS_SST_L4_REP_OBSERVATIONS_010_022',\n", " 'cmems_obs-sl_blk_phy-mdt_my_l4-0.0625deg_P20Y',\n", " 'cmems_obs-oc_blk_bgc-plankton_nrt_l3-multi-1km_P1D',\n", @@ -239,61 +310,89 @@ " 'cmems_obs-oc_blk_bgc-transp_nrt_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_blk_bgc-transp_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_blk_bgc-optics_nrt_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_blk_bgc-optics_my_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_blk_bgc-plankton_my_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_blk_bgc-plankton_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_blk_bgc-reflectance_my_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_blk_bgc-reflectance_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_blk_bgc-transp_my_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_blk_bgc-optics_my_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_blk_bgc-plankton_my_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_blk_bgc-transp_my_l3-olci-300m_P1D',\n", + " 'cmems_obs-oc_blk_bgc-plankton_nrt_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_blk_bgc-plankton_nrt_l4-gapfree-multi-1km_P1D',\n", + " 'cmems_obs-oc_blk_bgc-plankton_nrt_l4-olci-300m_P1M',\n", + " 'cmems_obs-oc_blk_bgc-transp_nrt_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_blk_bgc-transp_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_blk_bgc-plankton_my_l4-gapfree-multi-1km_P1D',\n", - " 'bs-cmcc-cur-an-fc-d',\n", - " 'bs-cmcc-cur-an-fc-h',\n", - " 'bs-cmcc-cur-an-fc-m',\n", - " 'bs-cmcc-mld-an-fc-d',\n", - " 'bs-cmcc-mld-an-fc-h',\n", - " 'bs-cmcc-mld-an-fc-m',\n", - " 'bs-cmcc-sal-an-fc-d',\n", - " 'bs-cmcc-sal-an-fc-h',\n", - " 'bs-cmcc-sal-an-fc-m',\n", - " 'bs-cmcc-ssh-an-fc-d',\n", - " 'bs-cmcc-ssh-an-fc-h',\n", - " 'bs-cmcc-ssh-an-fc-m',\n", - " 'bs-cmcc-tem-an-fc-d',\n", - " 'bs-cmcc-tem-an-fc-h',\n", - " 'bs-cmcc-tem-an-fc-m',\n", - " 'bs-cmcc-cur-int-m',\n", - " 'bs-cmcc-cur-rean-d',\n", - " 'bs-cmcc-cur-rean-m',\n", - " 'bs-cmcc-mld-int-m',\n", - " 'bs-cmcc-mld-rean-d',\n", - " 'bs-cmcc-mld-rean-m',\n", - " 'bs-cmcc-sal-int-m',\n", - " 'bs-cmcc-sal-rean-d',\n", - " 'bs-cmcc-sal-rean-m',\n", - " 'bs-cmcc-ssh-int-m',\n", - " 'bs-cmcc-ssh-rean-d',\n", - " 'bs-cmcc-ssh-rean-m',\n", - " 'bs-cmcc-tem-int-m',\n", - " 'bs-cmcc-tem-rean-d',\n", - " 'bs-cmcc-tem-rean-m',\n", + " 'cmems_obs-oc_blk_bgc-plankton_my_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_blk_bgc-plankton_my_l4-olci-300m_P1M',\n", + " 'cmems_mod_blk_phy-cur_anfc_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-cur_anfc_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-cur_anfc_2.5km_PT1H-m',\n", + " 'cmems_mod_blk_phy-mld_anfc_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-mld_anfc_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-mld_anfc_2.5km_PT1H-m',\n", + " 'cmems_mod_blk_phy-sal_anfc_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-sal_anfc_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-sal_anfc_2.5km_PT1H-m',\n", + " 'cmems_mod_blk_phy-ssh_anfc_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-ssh_anfc_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-ssh_anfc_2.5km_PT1H-m',\n", + " 'cmems_mod_blk_phy-tem_anfc_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-tem_anfc_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-tem_anfc_2.5km_PT1H-m',\n", + " 'cmems_mod_blk_phy-cur_my_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-cur_my_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-cur_my_2.5km_P1Y-m',\n", + " 'cmems_mod_blk_phy-cur_myint_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-mld_my_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-mld_my_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-mld_my_2.5km_P1Y-m',\n", + " 'cmems_mod_blk_phy-mld_myint_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-sal_my_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-sal_my_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-sal_my_2.5km_P1Y-m',\n", + " 'cmems_mod_blk_phy-sal_myint_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-ssh_my_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-ssh_my_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-ssh_my_2.5km_P1Y-m',\n", + " 'cmems_mod_blk_phy-ssh_myint_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-tem_my_2.5km_P1D-m',\n", + " 'cmems_mod_blk_phy-tem_my_2.5km_P1M-m',\n", + " 'cmems_mod_blk_phy-tem_my_2.5km_P1Y-m',\n", + " 'cmems_mod_blk_phy-tem_myint_2.5km_P1M-m',\n", " 'cmems_mod_blk_wav_anfc_2.5km_PT1H-i',\n", - " 'bs-hzg-wav-int-h',\n", - " 'bs-hzg-wav-rean-h',\n", + " 'C3S-GLO-SST-L4-REP-OBS-SST',\n", + " 'ESACCI-GLO-SST-L4-REP-OBS-SST',\n", " 'cmems-IFREMER-ATL-SST-L4-REP-OBS_FULL_TIME_SERIE',\n", " 'IFREMER-ATL-SST-L4-NRT-OBS_FULL_TIME_SERIE',\n", + " 'cmems_obs-sst_atl_phy_nrt_l3s_P1D-m',\n", + " 'cmems_obs-sst_atl_phy_my_l3s_P1D-m',\n", " 'dataset-duacs-nrt-europe-merged-allsat-phy-l4',\n", " 'cmems_obs-sl_eur_phy-ssh_my_allsat-l4-duacs-0.125deg_P1D',\n", " 'dataset-omega-3d-rep-weekly',\n", + " 'cmems_mod_glo_phy_anfc_0.083deg_P1D-m',\n", + " 'cmems_mod_glo_phy_anfc_0.083deg_P1M-m',\n", + " 'cmems_mod_glo_phy_anfc_0.083deg_PT1H-m',\n", " 'cmems_mod_glo_phy_anfc_merged-uv_PT1H-i',\n", - " 'global-analysis-forecast-phy-001-024',\n", - " 'global-analysis-forecast-phy-001-024-3dinst-so',\n", - " 'global-analysis-forecast-phy-001-024-3dinst-thetao',\n", - " 'global-analysis-forecast-phy-001-024-3dinst-uovo',\n", - " 'global-analysis-forecast-phy-001-024-hourly-t-u-v-ssh',\n", - " 'global-analysis-forecast-phy-001-024-monthly',\n", + " 'cmems_mod_glo_phy-cur_anfc_0.083deg_P1D-m',\n", + " 'cmems_mod_glo_phy-cur_anfc_0.083deg_P1M-m',\n", + " 'cmems_mod_glo_phy-cur_anfc_0.083deg_PT6H-i',\n", + " 'cmems_mod_glo_phy-so_anfc_0.083deg_P1D-m',\n", + " 'cmems_mod_glo_phy-so_anfc_0.083deg_P1M-m',\n", + " 'cmems_mod_glo_phy-so_anfc_0.083deg_PT6H-i',\n", + " 'cmems_mod_glo_phy-thetao_anfc_0.083deg_P1D-m',\n", + " 'cmems_mod_glo_phy-thetao_anfc_0.083deg_P1M-m',\n", + " 'cmems_mod_glo_phy-thetao_anfc_0.083deg_PT6H-i',\n", + " 'cmems_mod_glo_phy-wcur_anfc_0.083deg_P1D-m',\n", + " 'cmems_mod_glo_phy-wcur_anfc_0.083deg_P1M-m',\n", + " 'cmems_obs_glo_bgc3d_rep_clim',\n", + " 'cmems_obs_glo_bgc3d_rep_weekly',\n", " 'METNO-GLO-SEAICE_CONC-NORTH-L4-NRT-OBS',\n", " 'METNO-GLO-SEAICE_CONC-SOUTH-L4-NRT-OBS',\n", " 'METNO-GLO-SEAICE_DRIFT-NORTH-L4-NRT-OBS',\n", " 'METNO-GLO-SEAICE_DRIFT-SOUTH-L4-NRT-OBS',\n", + " 'osisaf_obs-si_glo_phy-sic-north_nrt_amsr2_l4_P1D-m',\n", + " 'osisaf_obs-si_glo_phy-sic-south_nrt_amsr2_l4_P1D-m',\n", " 'osisaf_obs-si_glo_phy-siedge_nrt_nh-P1D',\n", " 'osisaf_obs-si_glo_phy-siedge_nrt_sh-P1D',\n", " 'osisaf_obs-si_glo_phy-sitype_nrt_nh-P1D',\n", @@ -302,34 +401,50 @@ " 'global-analysis-forecast-bio-001-028-monthly',\n", " 'cmems_mod_glo_bgc_my_0.25_P1D-m',\n", " 'cmems_mod_glo_bgc_my_0.25_P1M-m',\n", + " 'cmems_obs-oc_glo_bgc-optics_my_l3-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-plankton_my_l3-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-plankton_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_glo_bgc-plankton_my_l3-olci-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-reflectance_my_l3-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-reflectance_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_glo_bgc-reflectance_my_l3-olci-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-transp_my_l3-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-transp_my_l3-olci-4km_P1D',\n", - " 'cmems_obs-oc_glo_bgc-optics_my_l3-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-optics_nrt_l3-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-plankton_nrt_l3-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-plankton_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_glo_bgc-plankton_nrt_l3-olci-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-reflectance_nrt_l3-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-reflectance_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_glo_bgc-reflectance_nrt_l3-olci-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-transp_nrt_l3-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-transp_nrt_l3-olci-4km_P1D',\n", - " 'cmems_obs-oc_glo_bgc-optics_nrt_l3-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-optics_my_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-plankton_my_l4-gapfree-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-plankton_my_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-plankton_my_l4-olci-300m_P1M',\n", + " 'cmems_obs-oc_glo_bgc-plankton_my_l4-olci-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-pp_my_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-reflectance_my_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-reflectance_my_l4-olci-300m_P1M',\n", + " 'cmems_obs-oc_glo_bgc-reflectance_my_l4-olci-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-transp_my_l4-gapfree-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-transp_my_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-transp_my_l4-olci-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-optics_nrt_l4-multi-4km_P1M',\n", " 'cmems_obs-oc_glo_bgc-plankton_nrt_l4-gapfree-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-plankton_nrt_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-plankton_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_glo_bgc-plankton_nrt_l4-olci-4km_P1M',\n", " 'cmems_obs-oc_glo_bgc-pp_nrt_l4-multi-4km_P1M',\n", " 'cmems_obs-oc_glo_bgc-reflectance_nrt_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-reflectance_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_glo_bgc-reflectance_nrt_l4-olci-4km_P1M',\n", - " 'cmems_obs-oc_glo_bgc-transp_nrt_l4-multi-4km_P1M',\n", - " 'cmems_obs-oc_glo_bgc-transp_nrt_l4-gapfree-multi-4km_P1D',\n", " 'cmems_obs-oc_glo_bgc-transp_nrt_l4-olci-4km_P1M',\n", - " 'cmems_obs-oc_glo_bgc-optics_nrt_l4-multi-4km_P1M',\n", + " 'cmems_obs-oc_glo_bgc-transp_nrt_l4-gapfree-multi-4km_P1D',\n", + " 'cmems_obs-oc_glo_bgc-transp_nrt_l4-multi-4km_P1M',\n", " 'c3s_obs-oc_glo_bgc-plankton_my_l3-multi-4km_P1M',\n", " 'c3s_obs-oc_glo_bgc-reflectance_my_l3-multi-4km_P1M',\n", - " 'c3s_obs-oc_glo_bgc-plankton_my_l4-multi-4km_P1M',\n", " 'KNMI-GLO-WIND_L3-REP-OBS_ERS-1_SCAT_25_ASC',\n", " 'KNMI-GLO-WIND_L3-REP-OBS_ERS-1_SCAT_25_DES',\n", " 'KNMI-GLO-WIND_L3-REP-OBS_ERS-2_SCAT_25_ASC',\n", @@ -350,14 +465,18 @@ " 'KNMI-GLO-WIND_L3-REP-OBS_QUIKSCAT_SEAWINDS_25_DES',\n", " 'KNMI-GLO-WIND_L3-REP-OBS_QUIKSCAT_SEAWINDS_50_ASC',\n", " 'KNMI-GLO-WIND_L3-REP-OBS_QUIKSCAT_SEAWINDS_50_DES',\n", - " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_25_ASC_V2',\n", - " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_25_DES_V2',\n", - " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_50_ASC_V2',\n", - " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_50_DES_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_HY-2B_HSCAT_25_ASC_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_HY-2B_HSCAT_25_DES_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_HY-2B_HSCAT_50_ASC_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_HY-2B_HSCAT_50_DES_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_25_ASC_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_25_DES_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_50_ASC_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2C_HSCAT_50_DES_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2D_HSCAT_25_ASC_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2D_HSCAT_25_DES_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2D_HSCAT_50_ASC_V2',\n", + " 'KNMI-GLO-WIND_L3-OBS_HY-2D_HSCAT_50_DES_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_METOP-A_ASCAT_12_ASC_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_METOP-A_ASCAT_12_DES_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_METOP-A_ASCAT_25_ASC_V2',\n", @@ -374,20 +493,27 @@ " 'KNMI-GLO-WIND_L3-OBS_SCATSAT-1_OSCAT_25_DES_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_SCATSAT-1_OSCAT_50_ASC_V2',\n", " 'KNMI-GLO-WIND_L3-OBS_SCATSAT-1_OSCAT_50_DES_V2',\n", - " 'CORIOLIS-GLOBAL-CORA-OBS_FULL_TIME_SERIE',\n", + " 'cmems_obs-ins_glo_phy-temp-sal_my_cora-oa_P1M.html',\n", + " 'global-reanalysis-phy-001-031-grepv2-daily',\n", + " 'global-reanalysis-phy-001-031-grepv2-mnstd-daily',\n", + " 'global-reanalysis-phy-001-031-grepv2-mnstd-monthly',\n", + " 'global-reanalysis-phy-001-031-grepv2-monthly',\n", " 'global-reanalysis-phy-001-026-grepv1-ice-monthly',\n", " 'global-reanalysis-phy-001-026-grepv1-monthly',\n", " 'global-reanalysis-phy-001-026-grepv1-uv-monthly',\n", - " 'dataset-duacs-nrt-global-merged-allsat-phy-l4',\n", " 'cmems_obs-sl_glo_phy-ssh_my_allsat-l4-duacs-0.25deg_P1D',\n", " 'cmems_obs-sl_glo_phy-ssh_my_allsat-l4-duacs-0.25deg_P1M-m',\n", " 'c3s_obs-sl_glo_phy-ssh_my_twosat-l4-duacs-0.25deg_P1D',\n", + " 'cmems_sat-si_glo_drift_nrt_north_d',\n", + " 'cmems_sat-si_glo_drift_nrt_south_d',\n", + " 'cmems_obs-wind_glo_phy_my_l4_0.125deg_PT1H',\n", " 'cmems_obs-wind_glo_phy_nrt_l4_0.125deg_PT1H',\n", - " 'dataset-wav-l4-swh-nrt-global',\n", + " 'cmems_obs-wave_glo_phy-swh_nrt_multi-l4-2deg_P1D',\n", " 'cmems_obs-wave_glo_phy-swh_my_multi-l4-2deg_P1D',\n", + " 'cmems_obs-wave_glo_phy-spc_nrt_multi-l4-1deg_PT3H',\n", " 'cmems_mod_glo_bgc_my_0.083deg-lmtl_PT1D-i',\n", " 'cmems_mod_glo_bgc_my_0.083deg-lmtl-Fphy_PT1D-i',\n", - " 'cnes_obs-sl_glo_phy-mdt_my_0.125deg_P20Y',\n", + " 'cmems_obs-wind_glo_phy_my_l4_P1M',\n", " 'METOFFICE-GLO-SST-L4-NRT-OBS-SKIN-DIU-FV01.1',\n", " 'METOFFICE-GLO-SST-L4-NRT-OBS-ANOM-V2',\n", " 'METOFFICE-GLO-SST-L4-NRT-OBS-BIAS-V2.1',\n", @@ -397,22 +523,31 @@ " 'METOFFICE-GLO-SST-L4-REP-OBS-SST',\n", " 'cmems_mod_glo_phy_my_0.083_P1D-m',\n", " 'cmems_mod_glo_phy_my_0.083_P1M-m',\n", - " 'CORIOLIS-GLOBAL-NRTOA-OBS_TIME_SERIE',\n", + " 'cmems_obs-ins_glo_phy-temp-sal_nrt_oa_P1M.html',\n", + " 'OSISAF-GLO-SEAICE_CONC_CONT_TIMESERIES-NH-LA-OBS',\n", + " 'OSISAF-GLO-SEAICE_CONC_CONT_TIMESERIES-SH-LA-OBS',\n", + " 'OSISAF-GLO-SEAICE_CONC_TIMESERIES-NH-LA-OBS',\n", + " 'OSISAF-GLO-SEAICE_CONC_TIMESERIES-SH-LA-OBS',\n", " 'METOFFICE-GLO-SST-L4-NRT-OBS-GMPE-V3',\n", - " 'IFREMER-GLOB-SST-L3-NRT-OBS_FULL_TIME_SERIE',\n", " 'dataset-carbon-rep-monthly',\n", - " 'global-analysis-forecast-wav-001-027',\n", + " 'cmems_mod_glo_wav_anfc_0.083deg_PT3H-i',\n", " 'cmems_mod_glo_wav_my_0.2_PT3H-i',\n", - " 'CERSAT-GLO-REP_WIND_L4-OBS_FULL_TIME_SERIE',\n", - " 'dataset-uv-nrt-daily',\n", - " 'dataset-uv-nrt-hourly',\n", - " 'dataset-uv-nrt-monthly',\n", " 'dataset-uv-rep-daily',\n", " 'dataset-uv-rep-hourly',\n", " 'dataset-uv-rep-monthly',\n", - " 'cmems_obs_oc_ibi_bgc_tur-spm-chl_nrt_l3-hr-mosaic_P1D-m',\n", " 'cmems_obs_oc_ibi_bgc_tur-spm-chl_nrt_l4-hr-mosaic_P1D-m',\n", " 'cmems_obs_oc_med_bgc_tur-spm-chl_nrt_l3-hr-mosaic_P1D-m',\n", + " 'cmems_obs_oc_med_bgc_tur-spm-chl_nrt_l4-hr-mosaic_P1D-m',\n", + " 'cmems_mod_med_bgc-bio_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_bgc-bio_myint_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-car_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_bgc-car_myint_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-co2_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_bgc-co2_myint_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-nut_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_bgc-nut_myint_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-pft_myint_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-plankton_my_4.2km_P1Y-m',\n", " 'med-ogs-bio-rean-d',\n", " 'med-ogs-bio-rean-m',\n", " 'med-ogs-car-rean-d',\n", @@ -423,21 +558,18 @@ " 'med-ogs-nut-rean-m',\n", " 'med-ogs-pft-rean-d',\n", " 'med-ogs-pft-rean-m',\n", - " 'cmems_mod_med_bgc-bio_myint_4.2km_P1M-m',\n", - " 'cmems_mod_med_bgc-car_myint_4.2km_P1M-m',\n", - " 'cmems_mod_med_bgc-co2_myint_4.2km_P1M-m',\n", - " 'cmems_mod_med_bgc-nut_myint_4.2km_P1M-m',\n", - " 'cmems_mod_med_bgc-pft_myint_4.2km_P1M-m',\n", - " 'med-ogs-bio-an-fc-d',\n", - " 'med-ogs-bio-an-fc-m',\n", - " 'med-ogs-car-an-fc-d',\n", - " 'med-ogs-car-an-fc-m',\n", - " 'med-ogs-co2-an-fc-d',\n", - " 'med-ogs-co2-an-fc-m',\n", - " 'med-ogs-nut-an-fc-d',\n", - " 'med-ogs-nut-an-fc-m',\n", - " 'med-ogs-pft-an-fc-d',\n", - " 'med-ogs-pft-an-fc-m',\n", + " 'cmems_mod_med_bgc-bio_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_bgc-bio_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-car_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_bgc-car_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-co2_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_bgc-co2_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-nut_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_bgc-nut_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-optics_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_bgc-optics_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_bgc-pft_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_bgc-pft_anfc_4.2km_P1M-m',\n", " 'SST_MED_SST_L3S_NRT_OBSERVATIONS_010_012_a',\n", " 'SST_MED_SST_L3S_NRT_OBSERVATIONS_010_012_b',\n", " 'SST_MED_SST_L4_NRT_OBSERVATIONS_010_004_a_V2',\n", @@ -446,6 +578,9 @@ " 'SST_MED_SSTA_L4_NRT_OBSERVATIONS_010_004_d',\n", " 'cmems_obs-sst_med_phy-sst_nrt_diurnal-oi-0.0625deg_PT1H-m',\n", " 'cmems_SST_MED_SST_L4_REP_OBSERVATIONS_010_021',\n", + " 'cmems_obs-ins_med_phybgcwav_mynrt_pointserie-latest_irr.html',\n", + " 'cmems_obs-ins_med_phybgcwav_mynrt_profile-latest_irr.html',\n", + " 'cmems_obs-ins_med_phybgcwav_mynrt_trajectory-latest_irr.html',\n", " 'cmems_obs-sl_med_phy-mdt_my_l4-0.0417deg_P20Y',\n", " 'cmems_obs-oc_med_bgc-plankton_nrt_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_med_bgc-plankton_nrt_l3-olci-300m_P1D',\n", @@ -454,37 +589,41 @@ " 'cmems_obs-oc_med_bgc-transp_nrt_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_med_bgc-transp_nrt_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_med_bgc-optics_nrt_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_med_bgc-plankton_my_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_med_bgc-reflectance_my_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_med_bgc-transp_my_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_med_bgc-optics_my_l3-multi-1km_P1D',\n", " 'cmems_obs-oc_med_bgc-plankton_nrt_l4-multi-1km_P1M',\n", " 'cmems_obs-oc_med_bgc-plankton_nrt_l4-gapfree-multi-1km_P1D',\n", " 'cmems_obs-oc_med_bgc-plankton_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_med_bgc-transp_nrt_l4-multi-1km_P1M',\n", " 'cmems_obs-oc_med_bgc-transp_nrt_l4-olci-300m_P1M',\n", - " 'cmems_obs-oc_med_bgc-plankton_my_l4-multi-1km_P1M',\n", " 'cmems_obs-oc_med_bgc-plankton_my_l4-gapfree-multi-1km_P1D',\n", - " 'med-cmcc-cur-an-fc-d',\n", - " 'med-cmcc-cur-an-fc-h',\n", - " 'med-cmcc-cur-an-fc-hts',\n", - " 'med-cmcc-cur-an-fc-m',\n", - " 'med-cmcc-cur-an-fc-qm',\n", - " 'med-cmcc-mld-an-fc-d',\n", - " 'med-cmcc-mld-an-fc-hts',\n", - " 'med-cmcc-mld-an-fc-m',\n", - " 'med-cmcc-sal-an-fc-d',\n", - " 'med-cmcc-sal-an-fc-h',\n", - " 'med-cmcc-sal-an-fc-hts',\n", - " 'med-cmcc-sal-an-fc-m',\n", - " 'med-cmcc-ssh-an-fc-d',\n", - " 'med-cmcc-ssh-an-fc-hts',\n", - " 'med-cmcc-ssh-an-fc-m',\n", - " 'med-cmcc-ssh-an-fc-qm',\n", - " 'med-cmcc-tem-an-fc-d',\n", - " 'med-cmcc-tem-an-fc-h',\n", - " 'med-cmcc-tem-an-fc-hts',\n", - " 'med-cmcc-tem-an-fc-m',\n", + " 'cmems_obs-oc_med_bgc-plankton_my_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_med_bgc-plankton_my_l4-olci-300m_P1M',\n", + " 'cmems_mod_med_phy-cur_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_phy-cur_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_phy-cur_anfc_4.2km_PT15M-i',\n", + " 'cmems_mod_med_phy-cur_anfc_4.2km_PT1H-m',\n", + " 'cmems_mod_med_phy-cur_anfc_4.2km_PT1HTS-m',\n", + " 'cmems_mod_med_phy-mld_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_phy-mld_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_phy-mld_anfc_4.2km_PT1HTS-m',\n", + " 'cmems_mod_med_phy-sal_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_phy-sal_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_phy-sal_anfc_4.2km_PT1H-m',\n", + " 'cmems_mod_med_phy-sal_anfc_4.2km_PT1HTS-m',\n", + " 'cmems_mod_med_phy-ssh_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_phy-ssh_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_phy-ssh_anfc_4.2km_PT15M-i',\n", + " 'cmems_mod_med_phy-ssh_anfc_4.2km_PT1HTS-m',\n", + " 'cmems_mod_med_phy-tem_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_phy-tem_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_phy-tem_anfc_4.2km_PT1H-m',\n", + " 'cmems_mod_med_phy-tem_anfc_4.2km_PT1HTS-m',\n", + " 'cmems_mod_med_phy-wcur_anfc_4.2km_P1D-m',\n", + " 'cmems_mod_med_phy-wcur_anfc_4.2km_P1M-m',\n", + " 'cmems_mod_med_phy-cur_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_phy-mld_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_phy-sal_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_phy-ssh_my_4.2km_P1Y-m',\n", + " 'cmems_mod_med_phy-tem_my_4.2km_P1Y-m',\n", " 'med-cmcc-cur-int-m',\n", " 'med-cmcc-cur-rean-d',\n", " 'med-cmcc-cur-rean-h',\n", @@ -502,9 +641,8 @@ " 'med-cmcc-tem-int-m',\n", " 'med-cmcc-tem-rean-d',\n", " 'med-cmcc-tem-rean-m',\n", - " 'med-hcmr-wav-an-fc-h',\n", - " 'med-hcmr-wav-rean-h',\n", " 'cmems_mod_med_wav_myint_4.2km_PT1H-i',\n", + " 'med-hcmr-wav-rean-h',\n", " 'dataset-armor-3d-nrt-monthly',\n", " 'dataset-armor-3d-nrt-weekly',\n", " 'dataset-armor-3d-rep-monthly',\n", @@ -513,31 +651,28 @@ " 'dataset-sss-ssd-nrt-weekly',\n", " 'dataset-sss-ssd-rep-monthly',\n", " 'dataset-sss-ssd-rep-weekly',\n", - " 'cmems_obs-oc_atl_bgc-plankton_nrt_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_atl_bgc-plankton_nrt_l3-olci-300m_P1D',\n", - " 'cmems_obs-oc_atl_bgc-reflectance_nrt_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_atl_bgc-reflectance_nrt_l3-olci-300m_P1D',\n", - " 'cmems_obs-oc_atl_bgc-transp_nrt_l3-multi-1km_P1D',\n", - " 'cmems_obs-oc_atl_bgc-transp_nrt_l3-olci-300m_P1D',\n", - " 'cmems_obs-oc_atl_bgc-optics_nrt_l3-multi-1km_P1D',\n", + " 'cmems_obs-oc_atl_bgc-optics_my_l3-multi-1km_P1M',\n", " 'cmems_obs-oc_atl_bgc-plankton_my_l3-multi-1km_P1M',\n", + " 'cmems_obs-oc_atl_bgc-plankton_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_atl_bgc-reflectance_my_l3-multi-1km_P1M',\n", + " 'cmems_obs-oc_atl_bgc-reflectance_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_atl_bgc-transp_my_l3-multi-1km_P1M',\n", - " 'cmems_obs-oc_atl_bgc-optics_my_l3-multi-1km_P1M',\n", + " 'cmems_obs-oc_atl_bgc-transp_my_l3-olci-300m_P1D',\n", " 'cmems_obs-oc_atl_bgc-plankton_nrt_l4-multi-1km_P1M',\n", " 'cmems_obs-oc_atl_bgc-plankton_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_atl_bgc-transp_nrt_l4-olci-300m_P1M',\n", " 'cmems_obs-oc_atl_bgc-plankton_my_l4-multi-1km_P1M',\n", + " 'cmems_obs-oc_atl_bgc-plankton_my_l4-olci-300m_P1M',\n", " 'DMI-BALTIC-SST-L3S-NRT-OBS_FULL_TIME_SERIE',\n", - " 'cmems_obs_oc_nws_bgc_tur-spm-chl_nrt_l3-hr-mosaic_P1D-m',\n", " 'cmems_obs_oc_nws_bgc_tur-spm-chl_nrt_l4-hr-mosaic_P1D-m',\n", " 'DMI-ARC-SEAICE_BERG_IW-L4-NRT-OBS',\n", " 'DMI-ARC-SEAICE_BERG_MOSAIC_IW-L4-NRT-OBS',\n", " 'DMI-ARC-SEAICE_BERG_MOSAIC-L4-NRT-OBS',\n", - " 'DMI-ARC-SEAICE_BERG-L4-NRT-OBS']" + " 'DMI-ARC-SEAICE_BERG-L4-NRT-OBS',\n", + " 'esa_obs-si_arc_phy-sit_nrt_l4_multi_P1D-m']" ] }, - "execution_count": 3, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -548,7 +683,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 7, "id": "92b2ffc4-5e7a-4261-bec6-7922f272d929", "metadata": {}, "outputs": [ @@ -558,7 +693,7 @@ "('dataset:zarr:cmems',)" ] }, - "execution_count": 4, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -569,27 +704,27 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 9, "id": "dd643e67-aa89-412f-b34a-be704a580d5e", "metadata": {}, "outputs": [], "source": [ - "data_des = cmems_store.describe_data('dataset-bal-analysis-forecast-wav-hourly')" + "data_des = cmems_store.describe_data('cmems_mod_glo_wav_anfc_0.083deg_PT3H-i')" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 10, "id": "de209be3-0bb1-4bb3-b9e0-af366d9a59b4", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "('2018-12-01', '2022-10-31')" + "('2020-01-01', '2023-02-13')" ] }, - "execution_count": 6, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -600,17 +735,17 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 11, "id": "b0cd5030-2060-4981-a0b8-96c0ebcc9127", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "(9, 53, 30.221627251342774, 65.91610912890626)" + "(-180.041666625, -80.041666625, 179.95833329166663, 90.041666625)" ] }, - "execution_count": 7, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -629,7 +764,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 12, "id": "7965a142-523a-4d50-b82b-1fca47d30253", "metadata": {}, "outputs": [ @@ -897,6 +1032,11 @@ " grid-column: 4;\n", "}\n", "\n", + ".xr-index-preview {\n", + " grid-column: 2 / 5;\n", + " color: var(--xr-font-color2);\n", + "}\n", + "\n", ".xr-var-name,\n", ".xr-var-dims,\n", ".xr-var-dtype,\n", @@ -918,14 +1058,16 @@ "}\n", "\n", ".xr-var-attrs,\n", - ".xr-var-data {\n", + ".xr-var-data,\n", + ".xr-index-data {\n", " display: none;\n", " background-color: var(--xr-background-color) !important;\n", " padding-bottom: 5px !important;\n", "}\n", "\n", ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n", - ".xr-var-data-in:checked ~ .xr-var-data {\n", + ".xr-var-data-in:checked ~ .xr-var-data,\n", + ".xr-index-data-in:checked ~ .xr-index-data {\n", " display: block;\n", "}\n", "\n", @@ -935,13 +1077,16 @@ "\n", ".xr-var-name span,\n", ".xr-var-data,\n", + ".xr-index-name div,\n", + ".xr-index-data,\n", ".xr-attrs {\n", " padding-left: 25px !important;\n", "}\n", "\n", ".xr-attrs,\n", ".xr-var-attrs,\n", - ".xr-var-data {\n", + ".xr-var-data,\n", + ".xr-index-data {\n", " grid-column: 1 / -1;\n", "}\n", "\n", @@ -979,7 +1124,8 @@ "}\n", "\n", ".xr-icon-database,\n", - ".xr-icon-file-text2 {\n", + ".xr-icon-file-text2,\n", + ".xr-no-icon {\n", " display: inline-block;\n", " vertical-align: middle;\n", " width: 1em;\n", @@ -989,44 +1135,47 @@ " fill: currentColor;\n", "}\n", "
<xarray.Dataset>\n",
-       "Dimensions:    (time: 34320, lat: 775, lon: 764)\n",
+       "Dimensions:    (time: 9112, latitude: 2041, longitude: 4320)\n",
        "Coordinates:\n",
-       "  * lat        (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon        (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time       (time) datetime64[ns] 2018-12-01T01:00:00 ... 2022-10-31\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2020-01-01T03:00:00 ... 2023-02-13\n",
        "Data variables: (12/17)\n",
-       "    VHM0       (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VHM0_SW1   (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VHM0_SW2   (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VHM0_WW    (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VMDR       (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VMDR_SW1   (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
+       "    VHM0       (time, latitude, longitude) float32 dask.array<chunksize=(1, 681, 1440), meta=np.ndarray>\n",
+       "    VHM0_SW1   (time, latitude, longitude) float32 dask.array<chunksize=(1, 681, 1440), meta=np.ndarray>\n",
+       "    VHM0_SW2   (time, latitude, longitude) float32 dask.array<chunksize=(1, 681, 1440), meta=np.ndarray>\n",
+       "    VHM0_WW    (time, latitude, longitude) float32 dask.array<chunksize=(1, 681, 1440), meta=np.ndarray>\n",
+       "    VMDR       (time, latitude, longitude) float32 dask.array<chunksize=(1, 681, 1440), meta=np.ndarray>\n",
+       "    VMDR_SW1   (time, latitude, longitude) float32 dask.array<chunksize=(1, 681, 1440), meta=np.ndarray>\n",
        "    ...         ...\n",
-       "    VTM01_SW1  (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VTM01_SW2  (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VTM01_WW   (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VTM02      (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VTM10      (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "    VTPK       (time, lat, lon) float32 dask.array<chunksize=(4, 481, 474), meta=np.ndarray>\n",
-       "Attributes:\n",
-       "    Conventions:            CF-1.0\n",
-       "    source:                 FMI-WAM_CMEMS\n",
-       "    institution:            Baltic MFC, PU Finnish Meteorological Institute\n",
-       "    title:                  CMEMS WAM model fields (hourly)\n",
-       "    cmems_product_id:       BALTICSEA_ANALYSISFORECAST_WAV_003_010\n",
-       "    westernmost_longitude:  9.0138\n",
-       "    easternmost_longitude:  30.2080\n",
-       "    southernmost_latitude:  53.0083\n",
-       "    northernmost_latitude:  65.9081\n",
-       "    grid_resolution:        1 nautical mile (ie. 0.0167 degrees northward; 0....
" + "
    • latitude
      PandasIndex
      PandasIndex(Float64Index([             -80.0, -79.91666666666667, -79.83333333333333,\n",
+       "                          -79.75, -79.66666666666667, -79.58333333333333,\n",
+       "                           -79.5, -79.41666666666667, -79.33333333333333,\n",
+       "                          -79.25,\n",
+       "              ...\n",
+       "                           89.25,  89.33333333333331,  89.41666666666666,\n",
+       "                            89.5,  89.58333333333331,  89.66666666666666,\n",
+       "                           89.75,  89.83333333333331,  89.91666666666666,\n",
+       "                            90.0],\n",
+       "             dtype='float64', name='latitude', length=2041))
    • longitude
      PandasIndex
      PandasIndex(Float64Index([             -180.0, -179.91666666666666, -179.83333333333334,\n",
+       "                          -179.75, -179.66666666666666, -179.58333333333334,\n",
+       "                           -179.5, -179.41666666666666, -179.33333333333334,\n",
+       "                          -179.25,\n",
+       "              ...\n",
+       "               179.16666666666663,              179.25,  179.33333333333331,\n",
+       "               179.41666666666663,               179.5,  179.58333333333331,\n",
+       "               179.66666666666663,              179.75,  179.83333333333331,\n",
+       "               179.91666666666663],\n",
+       "             dtype='float64', name='longitude', length=4320))
    • time
      PandasIndex
      PandasIndex(DatetimeIndex(['2020-01-01 03:00:00', '2020-01-01 06:00:00',\n",
+       "               '2020-01-01 09:00:00', '2020-01-01 12:00:00',\n",
+       "               '2020-01-01 15:00:00', '2020-01-01 18:00:00',\n",
+       "               '2020-01-01 21:00:00', '2020-01-02 00:00:00',\n",
+       "               '2020-01-02 03:00:00', '2020-01-02 06:00:00',\n",
+       "               ...\n",
+       "               '2023-02-11 21:00:00', '2023-02-12 00:00:00',\n",
+       "               '2023-02-12 03:00:00', '2023-02-12 06:00:00',\n",
+       "               '2023-02-12 09:00:00', '2023-02-12 12:00:00',\n",
+       "               '2023-02-12 15:00:00', '2023-02-12 18:00:00',\n",
+       "               '2023-02-12 21:00:00', '2023-02-13 00:00:00'],\n",
+       "              dtype='datetime64[ns]', name='time', length=9112, freq=None))
  • Conventions :
    CF-1.6
    time_coverage_start :
    20230212-03:00:00
    time_coverage_end :
    20230213-00:00:00
    date_created :
    20230203-07:43:00
    product_type :
    forecast
    product :
    GLOBAL_ANALYSIS_FORECAST_WAV_001_027
    product_ref_date :
    20230203-00:00:00
    dataset :
    global-analysis-forecast-wav-001-027
    institution :
    METEO-FRANCE
    references :
    http://marine.copernicus.eu
    credit :
    E.U. Copernicus Marine Service Information (CMEMS)
    contact :
    servicedesk.cmems@mercator-ocean.eu
    producer :
    CMEMS - Global Monitoring and Forecasting Centre
    area :
    GLO
    geospatial_lon_min :
    -180.0
    geospatial_lon_max :
    179.9167
    geospatial_lon_step :
    0.08332825
    geospatial_lon_units :
    degree
    geospatial_lat_min :
    -80.0
    geospatial_lat_max :
    90.0
    geospatial_lat_step :
    0.08333588
    geospatial_lat_units :
    degree
    • " ], "text/plain": [ "\n", - "Dimensions: (time: 34320, lat: 775, lon: 764)\n", + "Dimensions: (time: 9112, latitude: 2041, longitude: 4320)\n", "Coordinates:\n", - " * lat (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n", - " * lon (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n", - " * time (time) datetime64[ns] 2018-12-01T01:00:00 ... 2022-10-31\n", + " * latitude (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n", + " * longitude (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n", + " * time (time) datetime64[ns] 2020-01-01T03:00:00 ... 2023-02-13\n", "Data variables: (12/17)\n", - " VHM0 (time, lat, lon) float32 dask.array\n", - " VHM0_SW1 (time, lat, lon) float32 dask.array\n", - " VHM0_SW2 (time, lat, lon) float32 dask.array\n", - " VHM0_WW (time, lat, lon) float32 dask.array\n", - " VMDR (time, lat, lon) float32 dask.array\n", - " VMDR_SW1 (time, lat, lon) float32 dask.array\n", + " VHM0 (time, latitude, longitude) float32 dask.array\n", + " VHM0_SW1 (time, latitude, longitude) float32 dask.array\n", + " VHM0_SW2 (time, latitude, longitude) float32 dask.array\n", + " VHM0_WW (time, latitude, longitude) float32 dask.array\n", + " VMDR (time, latitude, longitude) float32 dask.array\n", + " VMDR_SW1 (time, latitude, longitude) float32 dask.array\n", " ... ...\n", - " VTM01_SW1 (time, lat, lon) float32 dask.array\n", - " VTM01_SW2 (time, lat, lon) float32 dask.array\n", - " VTM01_WW (time, lat, lon) float32 dask.array\n", - " VTM02 (time, lat, lon) float32 dask.array\n", - " VTM10 (time, lat, lon) float32 dask.array\n", - " VTPK (time, lat, lon) float32 dask.array\n", - "Attributes:\n", - " Conventions: CF-1.0\n", - " source: FMI-WAM_CMEMS\n", - " institution: Baltic MFC, PU Finnish Meteorological Institute\n", - " title: CMEMS WAM model fields (hourly)\n", - " cmems_product_id: BALTICSEA_ANALYSISFORECAST_WAV_003_010\n", - " westernmost_longitude: 9.0138\n", - " easternmost_longitude: 30.2080\n", - " southernmost_latitude: 53.0083\n", - " northernmost_latitude: 65.9081\n", - " grid_resolution: 1 nautical mile (ie. 0.0167 degrees northward; 0...." + " VTM01_SW1 (time, latitude, longitude) float32 dask.array\n", + " VTM01_SW2 (time, latitude, longitude) float32 dask.array\n", + " VTM01_WW (time, latitude, longitude) float32 dask.array\n", + " VTM02 (time, latitude, longitude) float32 dask.array\n", + " VTM10 (time, latitude, longitude) float32 dask.array\n", + " VTPK (time, latitude, longitude) float32 dask.array\n", + "Attributes: (12/22)\n", + " Conventions: CF-1.6\n", + " time_coverage_start: 20230212-03:00:00\n", + " time_coverage_end: 20230213-00:00:00\n", + " date_created: 20230203-07:43:00\n", + " product_type: forecast\n", + " product: GLOBAL_ANALYSIS_FORECAST_WAV_001_027\n", + " ... ...\n", + " geospatial_lon_step: 0.08332825\n", + " geospatial_lon_units: degree\n", + " geospatial_lat_min: -80.0\n", + " geospatial_lat_max: 90.0\n", + " geospatial_lat_step: 0.08333588\n", + " geospatial_lat_units: degree" ] }, - "execution_count": 8, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "ds = cmems_store.open_data('dataset-bal-analysis-forecast-wav-hourly','dataset:zarr:cmems')\n", + "ds = cmems_store.open_data('cmems_mod_glo_wav_anfc_0.083deg_PT3H-i','dataset:zarr:cmems')\n", "ds" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 13, "id": "2017ff84-ecf0-49dd-80ff-a886ac737345", "metadata": {}, "outputs": [ @@ -3379,6 +3594,11 @@ " grid-column: 4;\n", "}\n", "\n", + ".xr-index-preview {\n", + " grid-column: 2 / 5;\n", + " color: var(--xr-font-color2);\n", + "}\n", + "\n", ".xr-var-name,\n", ".xr-var-dims,\n", ".xr-var-dtype,\n", @@ -3400,14 +3620,16 @@ "}\n", "\n", ".xr-var-attrs,\n", - ".xr-var-data {\n", + ".xr-var-data,\n", + ".xr-index-data {\n", " display: none;\n", " background-color: var(--xr-background-color) !important;\n", " padding-bottom: 5px !important;\n", "}\n", "\n", ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n", - ".xr-var-data-in:checked ~ .xr-var-data {\n", + ".xr-var-data-in:checked ~ .xr-var-data,\n", + ".xr-index-data-in:checked ~ .xr-index-data {\n", " display: block;\n", "}\n", "\n", @@ -3417,13 +3639,16 @@ "\n", ".xr-var-name span,\n", ".xr-var-data,\n", + ".xr-index-name div,\n", + ".xr-index-data,\n", ".xr-attrs {\n", " padding-left: 25px !important;\n", "}\n", "\n", ".xr-attrs,\n", ".xr-var-attrs,\n", - ".xr-var-data {\n", + ".xr-var-data,\n", + ".xr-index-data {\n", " grid-column: 1 / -1;\n", "}\n", "\n", @@ -3461,7 +3686,8 @@ "}\n", "\n", ".xr-icon-database,\n", - ".xr-icon-file-text2 {\n", + ".xr-icon-file-text2,\n", + ".xr-no-icon {\n", " display: inline-block;\n", " vertical-align: middle;\n", " width: 1em;\n", @@ -3470,21 +3696,22 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "
    <xarray.DataArray 'VHM0' (time: 34320, lat: 775, lon: 764)>\n",
-       "dask.array<open_dataset-d0faff73ed868e66bf0f0d557442f8f0VHM0, shape=(34320, 775, 764), dtype=float32, chunksize=(4, 481, 474), chunktype=numpy.ndarray>\n",
+       "
    <xarray.DataArray 'VHM0' (time: 9112, latitude: 2041, longitude: 4320)>\n",
+       "dask.array<open_dataset-b2f731d6c017ac043f8915994915b73eVHM0, shape=(9112, 2041, 4320), dtype=float32, chunksize=(1, 681, 1440), chunktype=numpy.ndarray>\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time     (time) datetime64[ns] 2018-12-01T01:00:00 ... 2022-10-31\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2020-01-01T03:00:00 ... 2023-02-13\n",
        "Attributes:\n",
-       "    long_name:      Spectral significant wave height (Hm0)\n",
-       "    standard_name:  sea_surface_wave_significant_height\n",
-       "    units:          m\n",
-       "    valid_min:      0.0\n",
-       "    valid_max:      20.0
    "
+       "
    • latitude
      (latitude)
      float64
      -80.0 -79.92 -79.83 ... 89.92 90.0
      standard_name :
      latitude
      long_name :
      latitude coordinate
      units :
      degrees_north
      axis :
      Y
      step :
      0.08333588
      array([-80.      , -79.916667, -79.833333, ...,  89.833333,  89.916667,\n",
+       "        90.      ])
    • longitude
      (longitude)
      float64
      -180.0 -179.9 ... 179.8 179.9
      standard_name :
      longitude
      long_name :
      longitude coordinate
      units :
      degrees_east
      axis :
      X
      step :
      0.08332825
      array([-180.      , -179.916667, -179.833333, ...,  179.75    ,  179.833333,\n",
+       "        179.916667])
    • time
      (time)
      datetime64[ns]
      2020-01-01T03:00:00 ... 2023-02-13
      standard_name :
      time
      long_name :
      time
      axis :
      T
      step :
      3
      array(['2020-01-01T03:00:00.000000000', '2020-01-01T06:00:00.000000000',\n",
+       "       '2020-01-01T09:00:00.000000000', ..., '2023-02-12T18:00:00.000000000',\n",
+       "       '2023-02-12T21:00:00.000000000', '2023-02-13T00:00:00.000000000'],\n",
+       "      dtype='datetime64[ns]')
    • latitude
      PandasIndex
      PandasIndex(Float64Index([             -80.0, -79.91666666666667, -79.83333333333333,\n",
+       "                          -79.75, -79.66666666666667, -79.58333333333333,\n",
+       "                           -79.5, -79.41666666666667, -79.33333333333333,\n",
+       "                          -79.25,\n",
+       "              ...\n",
+       "                           89.25,  89.33333333333331,  89.41666666666666,\n",
+       "                            89.5,  89.58333333333331,  89.66666666666666,\n",
+       "                           89.75,  89.83333333333331,  89.91666666666666,\n",
+       "                            90.0],\n",
+       "             dtype='float64', name='latitude', length=2041))
    • longitude
      PandasIndex
      PandasIndex(Float64Index([             -180.0, -179.91666666666666, -179.83333333333334,\n",
+       "                          -179.75, -179.66666666666666, -179.58333333333334,\n",
+       "                           -179.5, -179.41666666666666, -179.33333333333334,\n",
+       "                          -179.25,\n",
+       "              ...\n",
+       "               179.16666666666663,              179.25,  179.33333333333331,\n",
+       "               179.41666666666663,               179.5,  179.58333333333331,\n",
+       "               179.66666666666663,              179.75,  179.83333333333331,\n",
+       "               179.91666666666663],\n",
+       "             dtype='float64', name='longitude', length=4320))
    • time
      PandasIndex
      PandasIndex(DatetimeIndex(['2020-01-01 03:00:00', '2020-01-01 06:00:00',\n",
+       "               '2020-01-01 09:00:00', '2020-01-01 12:00:00',\n",
+       "               '2020-01-01 15:00:00', '2020-01-01 18:00:00',\n",
+       "               '2020-01-01 21:00:00', '2020-01-02 00:00:00',\n",
+       "               '2020-01-02 03:00:00', '2020-01-02 06:00:00',\n",
+       "               ...\n",
+       "               '2023-02-11 21:00:00', '2023-02-12 00:00:00',\n",
+       "               '2023-02-12 03:00:00', '2023-02-12 06:00:00',\n",
+       "               '2023-02-12 09:00:00', '2023-02-12 12:00:00',\n",
+       "               '2023-02-12 15:00:00', '2023-02-12 18:00:00',\n",
+       "               '2023-02-12 21:00:00', '2023-02-13 00:00:00'],\n",
+       "              dtype='datetime64[ns]', name='time', length=9112, freq=None))
  • standard_name :
    sea_surface_wave_significant_height
    long_name :
    Spectral significant wave height (Hm0)
    units :
    m
    cell_methods :
    time:point area:mean
    type_of_analysis :
    spectral analysis
    WMO_code :
    100
    • "
       ],
       "text/plain": [
-       "\n",
-       "dask.array\n",
+       "\n",
+       "dask.array\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time     (time) datetime64[ns] 2018-12-01T01:00:00 ... 2022-10-31\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2020-01-01T03:00:00 ... 2023-02-13\n",
        "Attributes:\n",
-       "    long_name:      Spectral significant wave height (Hm0)\n",
-       "    standard_name:  sea_surface_wave_significant_height\n",
-       "    units:          m\n",
-       "    valid_min:      0.0\n",
-       "    valid_max:      20.0"
+       "    standard_name:     sea_surface_wave_significant_height\n",
+       "    long_name:         Spectral significant wave height (Hm0)\n",
+       "    units:             m\n",
+       "    cell_methods:      time:point area:mean\n",
+       "    type_of_analysis:  spectral analysis\n",
+       "    WMO_code:          100"
       ]
      },
-     "execution_count": 9,
+     "execution_count": 13,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -3634,7 +3893,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 14,
    "id": "cc682314-5d2e-4b6c-bce7-f40c3a6ea510",
    "metadata": {},
    "outputs": [
@@ -3902,6 +4161,11 @@
        "  grid-column: 4;\n",
        "}\n",
        "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
        ".xr-var-name,\n",
        ".xr-var-dims,\n",
        ".xr-var-dtype,\n",
@@ -3923,14 +4187,16 @@
        "}\n",
        "\n",
        ".xr-var-attrs,\n",
-       ".xr-var-data {\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
        "  display: none;\n",
        "  background-color: var(--xr-background-color) !important;\n",
        "  padding-bottom: 5px !important;\n",
        "}\n",
        "\n",
        ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
-       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
        "  display: block;\n",
        "}\n",
        "\n",
@@ -3940,13 +4206,16 @@
        "\n",
        ".xr-var-name span,\n",
        ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
        ".xr-attrs {\n",
        "  padding-left: 25px !important;\n",
        "}\n",
        "\n",
        ".xr-attrs,\n",
        ".xr-var-attrs,\n",
-       ".xr-var-data {\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
        "  grid-column: 1 / -1;\n",
        "}\n",
        "\n",
@@ -3984,7 +4253,8 @@
        "}\n",
        "\n",
        ".xr-icon-database,\n",
-       ".xr-icon-file-text2 {\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
        "  display: inline-block;\n",
        "  vertical-align: middle;\n",
        "  width: 1em;\n",
@@ -3993,21 +4263,22 @@
        "  stroke: currentColor;\n",
        "  fill: currentColor;\n",
        "}\n",
-       "
    <xarray.DataArray 'VTPK' (time: 34320, lat: 775, lon: 764)>\n",
-       "dask.array<open_dataset-d0faff73ed868e66bf0f0d557442f8f0VTPK, shape=(34320, 775, 764), dtype=float32, chunksize=(4, 481, 474), chunktype=numpy.ndarray>\n",
+       "
    <xarray.DataArray 'VTPK' (time: 9112, latitude: 2041, longitude: 4320)>\n",
+       "dask.array<open_dataset-b2f731d6c017ac043f8915994915b73eVTPK, shape=(9112, 2041, 4320), dtype=float32, chunksize=(1, 681, 1440), chunktype=numpy.ndarray>\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time     (time) datetime64[ns] 2018-12-01T01:00:00 ... 2022-10-31\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2020-01-01T03:00:00 ... 2023-02-13\n",
        "Attributes:\n",
-       "    long_name:      Wave period at spectral peak / peak period (Tp)\n",
-       "    standard_name:  sea_surface_wave_period_at_variance_spectral_density_maximum\n",
-       "    units:          s\n",
-       "    valid_min:      0.0\n",
-       "    valid_max:      30.0
    "
+       "
    • latitude
      (latitude)
      float64
      -80.0 -79.92 -79.83 ... 89.92 90.0
      standard_name :
      latitude
      long_name :
      latitude coordinate
      units :
      degrees_north
      axis :
      Y
      step :
      0.08333588
      array([-80.      , -79.916667, -79.833333, ...,  89.833333,  89.916667,\n",
+       "        90.      ])
    • longitude
      (longitude)
      float64
      -180.0 -179.9 ... 179.8 179.9
      standard_name :
      longitude
      long_name :
      longitude coordinate
      units :
      degrees_east
      axis :
      X
      step :
      0.08332825
      array([-180.      , -179.916667, -179.833333, ...,  179.75    ,  179.833333,\n",
+       "        179.916667])
    • time
      (time)
      datetime64[ns]
      2020-01-01T03:00:00 ... 2023-02-13
      standard_name :
      time
      long_name :
      time
      axis :
      T
      step :
      3
      array(['2020-01-01T03:00:00.000000000', '2020-01-01T06:00:00.000000000',\n",
+       "       '2020-01-01T09:00:00.000000000', ..., '2023-02-12T18:00:00.000000000',\n",
+       "       '2023-02-12T21:00:00.000000000', '2023-02-13T00:00:00.000000000'],\n",
+       "      dtype='datetime64[ns]')
    • latitude
      PandasIndex
      PandasIndex(Float64Index([             -80.0, -79.91666666666667, -79.83333333333333,\n",
+       "                          -79.75, -79.66666666666667, -79.58333333333333,\n",
+       "                           -79.5, -79.41666666666667, -79.33333333333333,\n",
+       "                          -79.25,\n",
+       "              ...\n",
+       "                           89.25,  89.33333333333331,  89.41666666666666,\n",
+       "                            89.5,  89.58333333333331,  89.66666666666666,\n",
+       "                           89.75,  89.83333333333331,  89.91666666666666,\n",
+       "                            90.0],\n",
+       "             dtype='float64', name='latitude', length=2041))
    • longitude
      PandasIndex
      PandasIndex(Float64Index([             -180.0, -179.91666666666666, -179.83333333333334,\n",
+       "                          -179.75, -179.66666666666666, -179.58333333333334,\n",
+       "                           -179.5, -179.41666666666666, -179.33333333333334,\n",
+       "                          -179.25,\n",
+       "              ...\n",
+       "               179.16666666666663,              179.25,  179.33333333333331,\n",
+       "               179.41666666666663,               179.5,  179.58333333333331,\n",
+       "               179.66666666666663,              179.75,  179.83333333333331,\n",
+       "               179.91666666666663],\n",
+       "             dtype='float64', name='longitude', length=4320))
    • time
      PandasIndex
      PandasIndex(DatetimeIndex(['2020-01-01 03:00:00', '2020-01-01 06:00:00',\n",
+       "               '2020-01-01 09:00:00', '2020-01-01 12:00:00',\n",
+       "               '2020-01-01 15:00:00', '2020-01-01 18:00:00',\n",
+       "               '2020-01-01 21:00:00', '2020-01-02 00:00:00',\n",
+       "               '2020-01-02 03:00:00', '2020-01-02 06:00:00',\n",
+       "               ...\n",
+       "               '2023-02-11 21:00:00', '2023-02-12 00:00:00',\n",
+       "               '2023-02-12 03:00:00', '2023-02-12 06:00:00',\n",
+       "               '2023-02-12 09:00:00', '2023-02-12 12:00:00',\n",
+       "               '2023-02-12 15:00:00', '2023-02-12 18:00:00',\n",
+       "               '2023-02-12 21:00:00', '2023-02-13 00:00:00'],\n",
+       "              dtype='datetime64[ns]', name='time', length=9112, freq=None))
  • standard_name :
    sea_surface_wave_period_at_variance_spectral_density_maximum
    long_name :
    Wave period at spectral peak / peak period (Tp)
    units :
    s
    cell_methods :
    time:point area:mean
    type_of_analysis :
    spectral analysis
    WMO_code :
    204
    • "
       ],
       "text/plain": [
-       "\n",
-       "dask.array\n",
+       "\n",
+       "dask.array\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time     (time) datetime64[ns] 2018-12-01T01:00:00 ... 2022-10-31\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2020-01-01T03:00:00 ... 2023-02-13\n",
        "Attributes:\n",
-       "    long_name:      Wave period at spectral peak / peak period (Tp)\n",
-       "    standard_name:  sea_surface_wave_period_at_variance_spectral_density_maximum\n",
-       "    units:          s\n",
-       "    valid_min:      0.0\n",
-       "    valid_max:      30.0"
+       "    standard_name:     sea_surface_wave_period_at_variance_spectral_density_m...\n",
+       "    long_name:         Wave period at spectral peak / peak period (Tp)\n",
+       "    units:             s\n",
+       "    cell_methods:      time:point area:mean\n",
+       "    type_of_analysis:  spectral analysis\n",
+       "    WMO_code:          204"
       ]
      },
-     "execution_count": 10,
+     "execution_count": 14,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -4165,7 +4468,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 15,
    "id": "6ed6eab5-373d-48af-b206-7e46383d004c",
    "metadata": {},
    "outputs": [
@@ -4433,6 +4736,11 @@
        "  grid-column: 4;\n",
        "}\n",
        "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
        ".xr-var-name,\n",
        ".xr-var-dims,\n",
        ".xr-var-dtype,\n",
@@ -4454,14 +4762,16 @@
        "}\n",
        "\n",
        ".xr-var-attrs,\n",
-       ".xr-var-data {\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
        "  display: none;\n",
        "  background-color: var(--xr-background-color) !important;\n",
        "  padding-bottom: 5px !important;\n",
        "}\n",
        "\n",
        ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
-       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
        "  display: block;\n",
        "}\n",
        "\n",
@@ -4471,13 +4781,16 @@
        "\n",
        ".xr-var-name span,\n",
        ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
        ".xr-attrs {\n",
        "  padding-left: 25px !important;\n",
        "}\n",
        "\n",
        ".xr-attrs,\n",
        ".xr-var-attrs,\n",
-       ".xr-var-data {\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
        "  grid-column: 1 / -1;\n",
        "}\n",
        "\n",
@@ -4515,7 +4828,8 @@
        "}\n",
        "\n",
        ".xr-icon-database,\n",
-       ".xr-icon-file-text2 {\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
        "  display: inline-block;\n",
        "  vertical-align: middle;\n",
        "  width: 1em;\n",
@@ -4525,89 +4839,52 @@
        "  fill: currentColor;\n",
        "}\n",
        "
    <xarray.Dataset>\n",
-       "Dimensions:  (time: 120, lat: 775, lon: 764)\n",
+       "Dimensions:    (time: 40, latitude: 2041, longitude: 4320)\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time     (time) datetime64[ns] 2022-01-01 ... 2022-01-05T23:00:00\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2022-01-01 ... 2022-01-05T21:00:00\n",
        "Data variables:\n",
-       "    VMDR     (time, lat, lon) float32 dask.array<chunksize=(1, 481, 474), meta=np.ndarray>\n",
-       "Attributes:\n",
-       "    Conventions:            CF-1.0\n",
-       "    source:                 FMI-WAM_CMEMS\n",
-       "    institution:            Baltic MFC, PU Finnish Meteorological Institute\n",
-       "    title:                  CMEMS WAM model fields (hourly)\n",
-       "    cmems_product_id:       BALTICSEA_ANALYSISFORECAST_WAV_003_010\n",
-       "    westernmost_longitude:  9.0138\n",
-       "    easternmost_longitude:  30.2080\n",
-       "    southernmost_latitude:  53.0083\n",
-       "    northernmost_latitude:  65.9081\n",
-       "    grid_resolution:        1 nautical mile (ie. 0.0167 degrees northward; 0....
    "
+       "
    • latitude
      PandasIndex
      PandasIndex(Float64Index([             -80.0, -79.91666666666667, -79.83333333333333,\n",
+       "                          -79.75, -79.66666666666667, -79.58333333333333,\n",
+       "                           -79.5, -79.41666666666667, -79.33333333333333,\n",
+       "                          -79.25,\n",
+       "              ...\n",
+       "                           89.25,  89.33333333333331,  89.41666666666666,\n",
+       "                            89.5,  89.58333333333331,  89.66666666666666,\n",
+       "                           89.75,  89.83333333333331,  89.91666666666666,\n",
+       "                            90.0],\n",
+       "             dtype='float64', name='latitude', length=2041))
    • longitude
      PandasIndex
      PandasIndex(Float64Index([             -180.0, -179.91666666666666, -179.83333333333334,\n",
+       "                          -179.75, -179.66666666666666, -179.58333333333334,\n",
+       "                           -179.5, -179.41666666666666, -179.33333333333334,\n",
+       "                          -179.25,\n",
+       "              ...\n",
+       "               179.16666666666663,              179.25,  179.33333333333331,\n",
+       "               179.41666666666663,               179.5,  179.58333333333331,\n",
+       "               179.66666666666663,              179.75,  179.83333333333331,\n",
+       "               179.91666666666663],\n",
+       "             dtype='float64', name='longitude', length=4320))
    • time
      PandasIndex
      PandasIndex(DatetimeIndex(['2022-01-01 00:00:00', '2022-01-01 03:00:00',\n",
+       "               '2022-01-01 06:00:00', '2022-01-01 09:00:00',\n",
+       "               '2022-01-01 12:00:00', '2022-01-01 15:00:00',\n",
+       "               '2022-01-01 18:00:00', '2022-01-01 21:00:00',\n",
+       "               '2022-01-02 00:00:00', '2022-01-02 03:00:00',\n",
+       "               '2022-01-02 06:00:00', '2022-01-02 09:00:00',\n",
+       "               '2022-01-02 12:00:00', '2022-01-02 15:00:00',\n",
+       "               '2022-01-02 18:00:00', '2022-01-02 21:00:00',\n",
+       "               '2022-01-03 00:00:00', '2022-01-03 03:00:00',\n",
+       "               '2022-01-03 06:00:00', '2022-01-03 09:00:00',\n",
+       "               '2022-01-03 12:00:00', '2022-01-03 15:00:00',\n",
+       "               '2022-01-03 18:00:00', '2022-01-03 21:00:00',\n",
+       "               '2022-01-04 00:00:00', '2022-01-04 03:00:00',\n",
+       "               '2022-01-04 06:00:00', '2022-01-04 09:00:00',\n",
+       "               '2022-01-04 12:00:00', '2022-01-04 15:00:00',\n",
+       "               '2022-01-04 18:00:00', '2022-01-04 21:00:00',\n",
+       "               '2022-01-05 00:00:00', '2022-01-05 03:00:00',\n",
+       "               '2022-01-05 06:00:00', '2022-01-05 09:00:00',\n",
+       "               '2022-01-05 12:00:00', '2022-01-05 15:00:00',\n",
+       "               '2022-01-05 18:00:00', '2022-01-05 21:00:00'],\n",
+       "              dtype='datetime64[ns]', name='time', freq=None))
  • Conventions :
    CF-1.6
    time_coverage_start :
    20230212-03:00:00
    time_coverage_end :
    20230213-00:00:00
    date_created :
    20230203-07:43:00
    product_type :
    forecast
    product :
    GLOBAL_ANALYSIS_FORECAST_WAV_001_027
    product_ref_date :
    20230203-00:00:00
    dataset :
    global-analysis-forecast-wav-001-027
    institution :
    METEO-FRANCE
    references :
    http://marine.copernicus.eu
    credit :
    E.U. Copernicus Marine Service Information (CMEMS)
    contact :
    servicedesk.cmems@mercator-ocean.eu
    producer :
    CMEMS - Global Monitoring and Forecasting Centre
    area :
    GLO
    geospatial_lon_min :
    -180.0
    geospatial_lon_max :
    179.9167
    geospatial_lon_step :
    0.08332825
    geospatial_lon_units :
    degree
    geospatial_lat_min :
    -80.0
    geospatial_lat_max :
    90.0
    geospatial_lat_step :
    0.08333588
    geospatial_lat_units :
    degree
    • "
       ],
       "text/plain": [
        "\n",
-       "Dimensions:  (time: 120, lat: 775, lon: 764)\n",
+       "Dimensions:    (time: 40, latitude: 2041, longitude: 4320)\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 65.86 65.87 65.89 65.91\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 30.12 30.15 30.18 30.21\n",
-       "  * time     (time) datetime64[ns] 2022-01-01 ... 2022-01-05T23:00:00\n",
+       "  * latitude   (latitude) float64 -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
+       "  * longitude  (longitude) float64 -180.0 -179.9 -179.8 ... 179.8 179.8 179.9\n",
+       "  * time       (time) datetime64[ns] 2022-01-01 ... 2022-01-05T21:00:00\n",
        "Data variables:\n",
-       "    VMDR     (time, lat, lon) float32 dask.array\n",
-       "Attributes:\n",
-       "    Conventions:            CF-1.0\n",
-       "    source:                 FMI-WAM_CMEMS\n",
-       "    institution:            Baltic MFC, PU Finnish Meteorological Institute\n",
-       "    title:                  CMEMS WAM model fields (hourly)\n",
-       "    cmems_product_id:       BALTICSEA_ANALYSISFORECAST_WAV_003_010\n",
-       "    westernmost_longitude:  9.0138\n",
-       "    easternmost_longitude:  30.2080\n",
-       "    southernmost_latitude:  53.0083\n",
-       "    northernmost_latitude:  65.9081\n",
-       "    grid_resolution:        1 nautical mile (ie. 0.0167 degrees northward; 0...."
+       "    VMDR       (time, latitude, longitude) float32 dask.array\n",
+       "Attributes: (12/22)\n",
+       "    Conventions:           CF-1.6\n",
+       "    time_coverage_start:   20230212-03:00:00\n",
+       "    time_coverage_end:     20230213-00:00:00\n",
+       "    date_created:          20230203-07:43:00\n",
+       "    product_type:          forecast\n",
+       "    product:               GLOBAL_ANALYSIS_FORECAST_WAV_001_027\n",
+       "    ...                    ...\n",
+       "    geospatial_lon_step:   0.08332825\n",
+       "    geospatial_lon_units:  degree\n",
+       "    geospatial_lat_min:    -80.0\n",
+       "    geospatial_lat_max:    90.0\n",
+       "    geospatial_lat_step:   0.08333588\n",
+       "    geospatial_lat_units:  degree"
       ]
      },
-     "execution_count": 11,
+     "execution_count": 15,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "ds = cmems_store.open_data('dataset-bal-analysis-forecast-wav-hourly','dataset:zarr:cmems',variable_names=['VMDR'],time_range=('2022-01-01','2022-01-05'))\n",
+    "ds = cmems_store.open_data('cmems_mod_glo_wav_anfc_0.083deg_PT3H-i','dataset:zarr:cmems',variable_names=['VMDR'],time_range=('2022-01-01','2022-01-05'))\n",
     "ds"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 16,
    "id": "51426226-bf16-443c-a22d-a2eb11871f15",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       ""
+       ""
       ]
      },
-     "execution_count": 12,
+     "execution_count": 16,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
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4pnsfK8AsFovFYrFYLBZLhxg5ciQDBw5MpiuvvLLNdV9++WVqa2vJZrP84Ac/4O6772bcuHEATJ06ldtvv50HH3yQWbNmMX/+fPbff/9E0C1evJhMJsPgwYPLtrn++uuzePHinjvAXsCmIFosFovFYrFYLJYOsWjRIgYMGJC8zmazba47duxYXnjhBZYuXcpf/vIXjj32WB555BHGjRvHN77xjWS9rbfemp122omNN96Yf/7zn3zta19rc5taa4QQ3XMwfYQVYBaLxWKxWCwWS4XRFefBniQeS+xq2BEymQybbbYZADvttBPz58/nuuuu4//9v//XYt3hw4ez8cYb89ZbbwEwbNgwisUiX375ZVkUbMmSJeyxxx6rezh9ik1BtFgsFovFYrFYLD2O1rrNmrHPP/+cRYsWMXz4cAB23HFHPM/jvvvuS9b5+OOPeeWVV/q9ALMRMIvFYrFYLBaLxdKtXHDBBUydOpWRI0eyYsUK7rjjDh5++GHmzp3LypUrmTZtGkcccQTDhw9n4cKFXHDBBayzzjocfvjhAAwcOJATTjiBs846i6FDhzJkyBDOPvtsxo8fn7gi9lesALNYLBaLxWKxWCqMUGtCXTkpiJ0dyyeffMJ3vvMdPv74YwYOHMg222zD3LlzOfDAA2lqauLll1/md7/7HUuXLmX48OHst99+3HnnndTV1SXbqK+vx3Vdvv71r9PU1MTEiRO59dZbcRynuw+vVxFaV9AnuwawfPlyBg4cyLJlyzqcH2uxWCwWi8Vi6T0q+XotHtub/12furrKqRZasUKx+ZafVOQ5629UzqdqsVgsFovFYrFYLGs4NgXRYrFYLBaLxWKpMFQ0VQqVNJb+jo2AWSwWi8VisVgsFksvYQWYxWKxWCwWi8VisfQSNgXRYrFYLBaLxWKpMEI0YQU1Yq6ksfR3bATMYrFYLBaLxWKxWHoJK8AsFovFYrFYLBaLpZewKYgWi8VisVgsFkuFEWozVQqVNJb+jo2AWSwWi8VisVgsFksvYQWYxWKxWCwWi8VisfQSNgXRYrFYLBaLxWKpMGwj5jUXK8Aslgpl6kanM+f9a7v03mOfOYHbdrm5ewe0GkwdfSaEqsvHY+kck7z/4V7/jr4eRocZf1Z96UVUYyDSzzWgQKjoeXp+/DaR2qAA5cKL153RY2PuDbY7tZ4Xrj+DnU6cjVMAp6B58n/PMst+ZM7ZC784g21PqwcBL157BuMuqOe1K0rHPf7sel6+pn+fh5idj58NwPzfnpnM2/a0+n7/OVsslrUPK8AslgpldcRKpYivKdv9jLkvXApCMuf92X09nLWG/iK+dviBEREegIhEVCykmokvGWgjwOJbsCnBlYgvAVqCloI1oV2NdszjszcZwbHj90tC9YVfnMEOJ5nXbhM892sjQtLiC0A5vTDQXiItvGKs+LJYLP2RtUqABUHAtGnTuP3221m8eDHDhw/nuOOO46c//SlSmnI4rTWXXHIJv/71r/nyyy/ZddddueGGG9hqq636ePSWtYWpG/4YfJ85n9zY7np/W7AdH/qD+TKo4cKt/tFLo1s1k3e+BFEMEE1FRFOeqev/cJXHYll9ln40kkEjFvX1MFbJzsfPTsSREwsmIdAScIyY0pIyISYD0EogtDaiJJoXCy6gJOAoiZG+ZqcTZqMdgXKNmHrh+tK4tjmzHhG2LiB2/J6JaLm6tJ1nbz6zxXH95/+dwY7fq+e537R9vK/OqIxz0Rk2m1GPymgWnGEE19jL6nnjov53HBbL6qIQhOm7TX2MqqCx9HeE1noNuE/YMaZPn059fT233XYbW221Fc8++yzf/e53ufzyyznttNMAmDFjBtOnT+fWW29l88035/LLL+fRRx/ljTfeoK6ubpX7WL58OQMHDmTZsmUMGDCgpw/JsgYyZfyFzH15eofXv/K1g8iJgDO2vLdD629/Sj3f+/HfmfX8gYRFh4XHnNvVoVosAOxy7GyUC8/e3DJCAbDbt2aVpQ4CkXgywks5RqAoV6A8zOSWHhHmvU0b+6zztBdFucx8EYL0dZv77mt2+EE9//lVSTzscFI9//l/qxYTuxw3m2duXfUx7fzd2cy/pbTeLsfO5pnbKvNcdIZNr5nNO2f3/+OwVC6VfL0Wj+0/r61PbV3l+OWtXKHYYdwnFXnO+htrlQA7+OCDWX/99bn55lJ61hFHHEF1dTW///3v0VozYsQITj/9dM4911yUFgoF1l9/fWbMmMFJJ520yn1U8h+0pXKYutHp4PvoxibmLvttXw+nW5g65hwoFG2d11rE7kfPQoSYmitPEHpGSGkhEMqkDMowqt0Km6UQEkW7HNCOea9yBSoDYcaIrzALKgNvXHQGEw66GqHh4TnnsNcR16BcQZgV/Pt35iJ9wleu5pF/nsOeR81CuRBmzHLlwvO/7JvoSZIyqE0KZVoogYkGhp4gzMKLPy8f404nzEbo1tPu0ux55DXIQCNDcz4f/ftPuvUY+ooxV9Xz1nkd/9ymbPNTGjYdhF8tePr2s3pwZJY1hUq+XrMCbM1nrRJgV111Fb/61a+499572XzzzXnxxReZNGkS1157LUcffTQLFixg00035T//+Q/bb7998r5DDz2UQYMGcdttt7XYZqFQoFAoJK+XL1/OyJEj7T9Oi8XSI5z30pFctc2f+3oYgIlsAUmanXJEkgoYR7yEMuJABiZS5RQ1sqCQUUdP5Qi0JwiyEr9GEFQLnr/hDLY5s54gB2EO3viZTT9b2+hK2mHTx6OpGv5uD43IsqbRHwTYs69WngDbaSsrwLqDtaoG7Nxzz2XZsmVsscUWOI5DGIZMnz6do48+GoDFixcDsP7665e9b/311+e9995rdZtXXnkll1xySc8O3LLGMXX9H6LDkLmf/bqvh9LjTPjK1SAFj/zfmnFnvq/Zpeadvh4CALt9ezZEtVumjsvM1wKQEDpRmqAsraMcgVuA9Z9uRPhh4mk87/lL2G/SDAqDMjStZ+a9NLt08b3FxfW8fsmaK8L2OXQm6M5Hr3b/phHAT/1xzYv4OIVVr9McK74sFkt/Ya0SYHfeeSd/+MMf+OMf/8hWW23FCy+8wOmnn86IESM49thjk/WEKC8y1Fq3mBdz/vnnc+aZpRSROAJmsbTHR9/YHBnA4g9HMGyDj8qWLfhgOJts+HEfjazjTN3wx6A1cz68vt31mtZ1WbqZYLOZs3n7J7amoyt8/9ljUQg2zH3JYHco171+AKdtcX/fDkrrUg2Xa9IHtYxruVI1XNEU5jQqq1HVIS9e+7MWm3voXpP2Pe6n9S2WvX7JGWz5s3rCLLx5YceF2MT9rsTJB9z71EVdP85eQBYUD8/tfC2mCEpOiWsawi9/vd+kGcm/EYvFYunvrFUpiCNHjuS8887jlFNOSeZdfvnl/OEPf+D111/vUgpicyo5pG1Z++jrlJxN75xOmHcRruLdb53fZ+OwdB+7fWtWEvmKhVeYMbVaSaTLBZVNm2lotKvRGc3Ck87u8r63OaMeoU2/q1UxdfNzmfPmjC7vy1J5bHFJPa9fvOZGQi29SyVfr9kUxDWftSoC1tjYmNjNxziOg1ImD2b06NEMGzaM++67LxFgxWKRRx55hBkz7A+5pev85/2N2GGj9/nXu1vjoJg8+rVVvmfpRyPZ/9IzKQzsupX0l6pAVZfe2ZI7396Zb2w2v911pmx1IXzyaZJa+c43LuymvVsqgV2PmW284ykXW3EKonIAGRtxlN4X14PpQLDxzVfj1vpd+rfxUv0Z7H34NQDsedQs0BqhjbGHLCjcphCnwUfmi4i1597iWkNmKWz9k3pemdmx78PVaWZvsVQCYYXZ0FfSWPo7a5UAO+SQQ5g+fTobbbQRW221Fc8//zyzZ8/m+OOPB0zq4emnn84VV1zBmDFjGDNmDFdccQXV1dV885vf7OPRW/ozO2z0PgAHjX6lw+8ZNGIR//nV6u13RLP0xs6y8IPhjIrSIVclvgDmvtpx+3xL/0NLY/sulMa4bUQ28JD07VJu7Hpo5omoubIWAiE0otFBLvG6PIbH7jYRtNxnRUSouP9RK/LXFl6q79yNKCu+LBZLpbJWCbDrr7+eiy66iJNPPpklS5YwYsQITjrpJH72s1I9wjnnnENTUxMnn3xy0oj53nvv7VAPMMuaydRNzgbfhyBgzsc3ADBlne+j8wXmrVx1Wmp/ZlQbtWhTx5yD/nIpt774jxY1bJbu4a/vbM/XNn2+r4dRRpgRiFAjQxFZyAsT8YoSC4Q2tvMKcBSoOPIVCkRoXr9z5pns8IOWdV6d5YGHzmfy9hev9nYs/Z/tT6lPIrJCQfUShQw0yhU8eeeaZ1BisVj6P2tVDVhvUMk5xZbuZXLuW8zL397Xw7BYeoXxZ9UT1ESNkYHiYAVDivBFhuwXEqfJWM1DKT1RS9BuqZmyFqCymrd/cibbnFHfIqKx27dmoaXg379v26xlyjY/Ze5Ll/fQUVoslrWFSr5ei8f25KvDK64GbI+tPq7Ic9bfqJxP1WKpEKaOOYepm6/abUsre+/Csnaw1bn1hDnTINkfoCkMC9C1IdqX6EE++dFFGjYNaNhQUxxYMuSI0xKTnmAaRCDY9JrZvFR/BmMvK4+ErdhIsmzTtmsMpm5yNmJlvmzepN0vY9Iul3bzEVssFovF0nPYCFg3U8l3VCzdx5SBxzN32W9bXzbke8z94je9PCKLpWcYe5lJ7wqqNaomhJxCSIVwNK4XgoCg6KDyLhQlKJBFidsgkAWTEmb6gTWLjEnQniasUogBvnXJtPQoex9+jUmf9TWyqHAKIfc9busH12Yq+XrNRsDWfNaqGjCLpS32nTIDoeGheR3rM9OW+AIQNdXdNayKZfGHI3jLr2bvUW/39VAsPchmV9ejqzRhlYbaACcbIh2FkBopNI5jHGQ9N0TlfILAISg4hHkX7UicJoGTF4gAUJT8syLnQgKB8B3e/mHXrekt5Wz+l8uQQvP611r2WltbmPCVq40RjNLJd/pjd5/NfpNmJO6YYZVjvvcVtr+YpWJRWqB05TgPVtJY+jtWgFksgNsUJs8P3PNy7nvip13e1pxF13XHkCqCtiJ9wzb4iE/eH8mDC8ey/6g3+mBklt5Au1H/rlyIdBXSUTiOQkpF3JteCnNBKx2N1gKdMfOVcNDCdAlOizBiV8Q4CuZoRt0wC6RmoRViAIy65erI0QQQGiE0CFYZJdzsfy8HBDiwxV8vRUojkF87bFqPj7mSeOSf57D/xKt48IHzyuY7hZD7H7mgbN7Efa/ozaFZLBYLYFMQu51KDmlbLN3Nwg+GUyMlHwWSE6edwdD/LCWsyayWgLVUDpv8fBbKNdEvNxfgugrPNTcrRCQMHBkJBEBrQagERd8lCBz8vAt5B9no4K4QSN/oCu3E4gvCjCasU51u0Lz3YTPJfVrg7f+p4t1Tz2LqZj9hztszu/0c9DSj/p/pa4bQUd2cRkhA6kismvMrotcimtdaHzUjwEBKs74jzeflOgo/cMgXPd484qLeOjSLpaKp5Ou1eGyPvzKi4lIQ99r6o4o8Z/0NGwGzrDXsO/VqtIBH/nVOq8sn73gx8567ZLX3M3XMOcx56+rV3k5/ILapXxeY33ZWpqWfokX0Py2QUicRlbT4coSJhnlOiBAmNVHlBMXAJZ9zacpn8LMeRc/BW+4Yt0S/tH0nL9ArHDafXs+bF7bs89SWsAqqJYV1soy+x2fy7y5Bysq5SAHYbEY9SG3OoTT2++0iUo+iXHzFUcNYfEmp2fwvl5nPAdCAVgIpjfjy3DD5rAAkmpcOuZT9HjyLXeZewNKGqrVGiO07ZQYPz207xXC/yTOAjqefWyy9iW3EvOZiI2DdTCXfUVnbmbjvFTzw8AWrXtFisSSM/sUsdE2IU+3jeSGOo3CdEEeanw5HKDJuaKItMsSVCleYi/986JIPPJY2VtG4Mov4PEPmS2nMOeJfnrgeDAiq4PVLOtdst5IYe1l9Iri0iM1HdJJuueCMliJs1K+uMQIrEWsa4egoEhZHvUrRLyFVEuGScXRMgFICrQUyFfUCCELJiwdfluzvK4/+mJwb8Jc9ftkr58RiqVQq+XotHtsjr2xQcRGwCVt/WJHnrL9hI2CWtQYrvrqflxdtyEJ/CIds8lJfD2WNY9orhwKQlT7nj/tXr9fbjf7FLAC01OiombJyBEIIAhy0Ll3oO1KRdQJyyeTjSpOqGCiHYq3LFwOr+GJINV+8PYSqTySiAEn4hlIz501nz151tKjCGHtpZKcvohTLKGiFNmmZaI3QsMm1sxOhFacbJs1gNKUoV7QtBAipE+ElUmIMzHPXMYLMkQpHlO6neo4RxU1FD4DNZs7m7Z+cyT/3+XmPn4/eYuL+V/LAg73jnjnhoKsRSrcbTbNYLJaOYgWYxWLpMuNHfsD4vh7EGsq0rf9G/X8nccaW9wL0rvi63ogvomgOmBS3MDQvVJQ4IZVGS2WiYDKk2vXJOT41boGsDPBEydxmWM6lUOfCeu/z8HtjCF+tI/NlFAkTQGgaOQstGHXbDHJ1hR538tv+5Hqe/2X7EbfxZ9WXTENSBiJpMxHRfH4qumcifAKNEWEaYSJbCrQUoGKzjdRORSnNM047fPvrpbrKcfdMQwhjgCKlxpMhGTfEkyGeE+KHDr5ycIRiWO0KvvXv7+GtGNdt561S8Gt77xKmrdR1i6UnCZGEFdSyN1z1KpYOYgWYxWKxVCix+Pq/Bdv0apQxDqSk89O1EuhQECJxUCghSCewu1LhypAqp0i145MVPp4MkWgUgqwM8LVDoB323fgtnsqMYsU7g8l+JozwCo0ph1+DMaDoRnY6YbYRSELw3G+M4Nrx+/UIATv8sL5cXDUXU/E5UZjUQlK9zaKTFJfKCd3yER29J3o0oswsjAVZciKFjo69VPeV1IGlEAIcqRDCRCd95TDAzVPt+ny4YiBfLhiMCAULTktFEndt/dzsfdhMHrvnJ10+t73FXkdcAxpkqBG+xvEVjhBMOOhqcIyQ1Y5AO4LH7u45N839J16F0LrXIm+ry87fnY1T1Dx9+1mA6YcWO4k//lfrOmqx9BW2BqybqeSc4rWJSbtcinYl9z1p7hqvqhDbYlnb2eS62eZJHJEiSj90NdrTCFeBo00fMEfjuIqsF1CV8anL5hmSbWJgpok6N0+tU6DaKZRFwFSkWHzt4GuHJcU6nv9sQz5dWktYdNCBNJEfRyFdjZDK2NqHwoi/6Kpx4XfKrcXbYpdjzfEkYrIVgaWFaBHNai7AWrwvvSxuMN18XitCLk45jOvBTGNqHS3T4IB2FcLViKjXmpDNUg8xKYkZNyTjBeTcgHzg8tzU6Z36rLvLcKgSmLT7Zdz71NphKNId9BfB3RtU8vVaPLYHXxlZcTVg+2+9qCLPWX+jcj5Vi6U7keAPzLDLsbPZ7duzeXjuuex/4FV9Paq1hktf+WrZ6wcXjl3leybvNK2HRtO/mf/+qB7fxybXzjY9uhRGgKny5SKO2uhIDCkButSUUwqNK0MyMiArA3LSxxNh2ZSN5mWlT7UsMtRrYMPaZQwZ0EjtgDy5AQWydQUy1T6OG6K1QPkSVXTQDR5iqddh8bXbt2cjA43ja2RQmkQYRbIi4w+hdPSYnld6jipFsdKPq5xHs8dkEqVtp97TKkn0qyS+wsCh0JAhX/BwhOaJA2d0WnxN2e5nUGGOkauDFV+dQ6hVr2OpHHTUiLlSpvhGmGX1sSmIljWSoC6DllD1aYAMNQdMuAKvocjUzc9lzpsz+np4azyb5T7hF6/vz4+2eJA7396ZpeEw9l/FexpH1rLnkdcgQ3o0hai/sfNGC3ts25vOLo8SpQWEloAr0JEQ0WFc3iRBqMh1z4ivjAzJOT61ToE6J0+1LOKJACk0TkrNhSKuIRNkpc/oGvMTtLSYY2UxS6gkoRaESlL0HXzp4iuJKArePfWsDh3T7kfPQoaxuIn6k0nTnBg0Qptxx26FQkf9t7Qo1XNBUv+mlZmnZam8K0lH1Kl0xDgVMTUveYzOrXmvQEsj/Er1YGZejNYCoUv9v6TQkdU8iKUeYoTPM1M63kB48vYXIxsLEIboQTXMm39xh9/b20zc70oeeKh/pPf1Rx79e8eiXxMOutrWvVksPYhNQexmKjmkbbFYLDGbzZwN6buZ6YhMJDiUF6UgOhqiR+FocDSOp8jmigyuaWJEzXJGVC1lvcwKBjqNeCLEEQrZRnhHIZBovghrWFIcwKfFWpb7VTQGHsXIQKIYuDQWPRoacoSfZ1l4SvsCbI+vzzIRrSTCpEGIVCqgSJo/6+h1Ou3QpAam5qVSB1tLS2yRctj8Pc1SEcu2leoPZsYUnWPPnGciG3rHU3iZACdymgRoaMjxzv9YR1fL6rPnkdfwxJ/X3ptdlXy9Fo/tgZc3oqaCUhAbVigmjn+/Is9Zf6NyPlWLxWKxtEt3pSNudnU9KJGk3IkQEzVKT/GyOHVOCYSK1UfJN8KRKol+1Tp5ctInJyMTDhGUTY5QiTBzhKJO5hnoNjE008jgTCODMk0MyBSo8wrUZArUZIt4mQC8VedNJemEoU6lFprnRNGw+Fibpx/GKYSldctTB5unHKbTCGllvVbfQ/q1MI/J+ReIUEBYbmyio8N2nZCabJENBi5bpfiavPMlTBl/4SrPVyWx04mz+3oIayVdFV97H9ayMbqlZ4gbMVfSZOkebAqixWKxVCi7zTufndd9n+t3uB1YvXTEMVfVJ8+TKBEk4iAtGOLAmJBxWp42bn1EBn5CJO/LOgFDMg2s461kiLMSR2gjtlCEyMR8w7gnGlOO2JzDc0JCJFIossJnpZOlKcxQUC5F5dDoZQD4+NPqVo9pzyOvSY7FiQQVsYgCY+ohBVprdCpVEG3Ep3Z08hpNdEvShAA1ICSRXXyUXqiiefFaOrVcUf6e6HnsaRK/N05h1EKYdEetIyFmxJcSEtwQ6RojjjCUCAFPTepYDWslpxe2xbM39a++b2s71sTDYll9rACzrLHsf+BVaClQriDMSmu52884YMIVyKaAe5/p2V5QlczTk6/kopcP5+wXv8E1297JG4tGMHbkR53eztjL6o0wiIqYWoivKJojQxIDDu3G8wU6sojXLpG4kKioZqnWK7JeZgXre8uok004qSr/UEuUMHVdso2Ei0FOIwAOmqwMaHR8Au1QCF0KboGcE/D50Bp2Pn423kqdpBmijWN7HMkiLF+WpP+FGiEE2hWokhwqFXulRFeJKH1RrUKEqdJmOiTCdLL3pC4MRGJjHw9LZwRudUg2E5DxAqo8f5WfcX9hy4vq+e9lphXAdj+q54VfnNHHI+o4k3a7FOGH/cZBcq8jruHxv5R+9/Y+bKZJs6UU8RUKHvm/1gXVnkfNAq3LImV7fe0ahNJWhFksq4kVYJY1FndFkXufXnsv3vs79z9i61wALht/d/K8K+Jry4vqEc2/6ZuJMKFME2Tpl1L0lANhLnruCZRjBId2BUprtNSESpJzfAa7DdTJJmpkAQedpKn4OFETUTeJfjXHQVEnReKoCFBQLtJRSGGmXUe+x+9/exP7fHVmVFtlemfF0S8RlFINRRipSlmSVDox0yjJH2OE0VJ0JSmFSoMUiWhKTDQoCam4hVdZJEynRJpOia5415REGKQijwJULOxCQRg4iKxPxgmpyxRW/UH3E5zUofQn8XXAPtO5P/o9mbTLpf3ixlBafIGJXO03aQYP3duxlixP3NWy7tLeyOxdQi0JdeVUC8Vfr5bVp3I+VYulm2lNfG1y3WxG/cbmr/cXdvhh/apXWgvYbV7XXOHGn1VvRFWQqn2KhFY8OUVwGyGzHKo+09R+qKhZrMh9qcmsAHelWe41QGaZIPOlILNU4i51KazMUOcWGOQ0MkDmqRFFcsJPHnMiwCMkJ4qtTqY2LCQnfQY6jQx0Gql2ClQ7RbKRpX1WBmSdgJ3nXIB2orv3SpuaNV8jfGXqvgKN9BUiVMhAIXyFLJopqfcKNDK2pg9bqQNT5VOZZXxb8+Jarni+Kn8se97OxYtyQGVA1wVkB+dxvJDlHw5gyUvrMWef61p9z9TR/S91T/azYN7E/a8E4P5HS3V1lSy+9jm07d+3A/aZjtvQzz4Ai2UNxUbALGsVC07rfxcsazP/ubH/3CHvbnY+fjbzf2v+vT49+cpOv3+7H9UjneiFKJlmiDASZJEgkEXIrNRkl4Z4K0yUKqh1CKocI9DiqIxMpShKCJsExTDDexsPJhxYKs6WiY89ZkcRIQKnmStiiMAnGqQkqh8LyUuPgvIAGOKu5I69tqVumwGEGZVs24gwbSJesfthWHIHSYsdEdWtCVGKRAltRE9ygkqDTr1Po6Uot5NXpVW0aD0dMVkeP41L5gQl2/rIGVE5oF1NWK0QdT4Lv1US20c8eTJ/2eOXtMWcd615RU+StsTf+/BrkvmV3Cbj0b+1nRoYVLs8PLdj0S+LxdKz2AiYZY1i12PsBYllzSAWX11hh5Pqkc2iXiIA4RvB5RTBzYPbANllmqpPA7JfFHEbfaRvRFjaEVGGJkUxifSEIAvgNAkWfj6EFaoKXzuElFIJTQ8wY8ghUXiEZY6IEhUtN5b1GWGW56RPnWxioNPIEHclYzKLoaYGEZY3VZa+iXrF80WgjBBTGhEqhCpN5j2lSJiMImalaJdOuRqmnBCjZa02T06lHpY1Yk65I6abOYvmyyKzE+1owiqFHFhkwMDGss+xPfHVH9nxe/W4TX09io6T7kcmA51EU/srD889lwkHXd3Xw7B0AoVAIStosi6I3YUVYJY1in//zka4LP2LcRd0b5rlTifMxvGNQHEiseUUTe2N2wTeSsh9ocl9oahZElLzUZHckibc5QVkYxHpK2RRo1wIqk1aXEKqx5XQRpQVFlfz2JdjWBrW0KCyFLWD0iUh5qDJiJCMCHHQyRQLLpOi6EdpieaxRhYY5DQw0vuc0177H3RtzgitKKXQKYRIP0QWQ2QhQBSj58UAUQwQfmimQvRYDBGBMimI0aMIIxEXxuJLt25R31yENU9XTNvJp4SWTFv5N7P4Tyz/NaisxhlcZMHRF/DiwZd16DOeOvyUbv03053s89W2U+Ce+80Z/OdXlR3VbkugPPJ/P+GRf57TboQJjPEFrPpm4M7Ht728vTTCVXHAhPYbdOc+bmgxb/8DO+awabFYug+bgmixWCx9yGtXnMFrizZg3MgPV3tbuxw3GyeOsgjQgUYGJft1twDeyhC3URmh5Stk3kc0+Qg/ACEQUrJygxoaRgjCDMltOhFGJh2KUuNiF5wmyb8XjGJYbjnjqz9gkNNAncyTESEyslR0hErSD+MURaVFZNhB9KiTPmEOCk+EbOGtYJ3vLkVtsK6p9RKxGIqt25VxOdTRPN0sOhGnI0ZNjHUGU0cmdGT7LtDC5BamDTqiN6eem9daipITokgtjp/HVvZRqmPakTEdFTPW/qV5NTX5Tn3Ocz6+oVPr9yaP/r1/uuNNOOhqk9aqYL/JM3hoXtupevtOmdFmKl9sfKFXEShoz1dhVSKvPVZlXjTv+ZYOjk5T6wY5Foul57ARMIvFYuljxo38kCff2wSA787/Lt+d/90ubeeZW880kZ0wjoBp3LzGa9BklymyXwRklgW4K32cJt+Ir0IkvnwfikV01iE/2Igv5UGY0YRZTVCtCaohzJpJeaBcY0+vig6vLRvG+8WhfBoMYIXK0aAz5LWHj4OvXYqpFMU4Ota8qacTpSrmRMC6TgN7/eUsqDY9wIQyxhplka1AIcIQ/BACI8biySyLHv0oOhaqVKPmyLgj0ImLYpkZh25liiNh6TREVXrdVkpiiymOhPkgfcFLh1za4c946phzuvRvY3XZ+idtR2o3v7z/m+U4vsIpKh6699x2xRfQoToqr0Gx51Gz2O1bs1os2/m7fZcqv+sxs1tE5+57vH817l6b6Oumy7YRc89hI2AWi8VSAeyx8QIAtqtbxGlb3N+lbex+9Kwyd7+41kkGGicfIpui9LwwuuMdaiO+ikUoFCEIKY5dH3+AEVja0WiH5FZd6GpjTR95a+h4nUDy0bKBvOqNoLEmQz7rMchpxIvruoRPTvhkCAkxUa7YWllFGzeRL/AIqZFFRjqCsdPfhiGDjGgKgyjypUpW81pHjZdbiXyJ8gsFoU0/MLIOSJkck/Qjz3gZ9QmLXTMAnRRqRemHErM/AQiRRDFEbMyRjoRFBh06PS+eHw9TrjpS0pw5b/VNDc8rM9tOHfRaZrX1Ox6877xu3V66d1Zz5t9yJrsc2zciLPd5gHZEkioqQo12xWpF3SwWS+exAsxisbTJWx+MYH5+JN/c7N99PZQ1kt2+PZun/1Bet1gju97zqcxi3VfRa4Ushoh8XB8VlASL1lCMIl+FIqqhkUWTvGR5ya1Pl4SCAGTJQAJPI1xFvuCxaMUgFIKVYZbBbiPVTjGxlx/g5PExNV8OpZTEEFHW58aINsXXN94LZ3jWGGsUozGHqjzVUEVNt9ICTLShaAKJVBqtM6iMC06UJ+hKpK9MyqCIrQ6NUjK90pqpplhQSQ1KlNIN0wKsmRCLz5nQqf5f0eLM8o4rsKmjzmDOwu6NNm1/cj3P/3LVdVlbnV/Pq1eewdjL6nnjIrP+uAvrURkQXrcOaa3gmdv6pl75kX+WR1AP2Gc6YZXLvlOvBm2i590tRi0WS0usALNYLG0yZsOPGNPXg1iDaS6+AIq6a1/Lex1xjUk9LMYpiAoRmDovEZtTFH0IgnIBE4kvnS/w54WPs+8Lm7D07cElcSFj//rouQAdixxp5gmpUaFkRT5Lvsrl46aBrHBzDPKaCDOSnPTJq5BQCJCm/iuu+Qp1yVlLRvNqRIjIZkFG/vlBCEq1FFwqJSSbR73Sz6UAHYIPQgqEEGgcU/MWlqzmRZg6Ph01ao6UksY8JrpKAVKjESbdsD0hlhJvyaiUee4t6/hn3N3iC0wqZEd49cqWIu216WbeVufWs/VP6tuNklkqk3R/M0vlUXmNmPuvC2ilYQWYZY1gj2/M4sk7z+rrYayx/L83JnDS2Ef6ehhrLL94fX9+tMWDAAxyGlexduvIyPlQFlONiCM3QPzQiC/fN2ImTkFUCp0voIs+X/x1JPc3DeWLJXVR3yyIm2mZSJimLPpD9FzHzbVAKcHnTTUIoan2sqhqQZVT5Iuglrz0yEmfah01YpZ+JMQkTmTWAeAJxRDpIquqzIwgNKIrHf1KBFjcF6yVi4JEJEoIo9dCgQqRoUJXZdDaRXmOad4sQDuO0XEqEnPJsLQRcalUQy3j1MO0KmsZKYt7j8XmJfHyuBbMazBj3/2bplboqT+2/B6buuX5zPlv53vBdQShVr0OwLan1/PitWfwxkVnsNV59TgFeKneCK5XZ5jHXY6dHTk8ap76k/0+XpPY64hrUI5Au63/G7VYLJ1DaG3lbHeyfPlyBg4cyLJlyxgwYEBfD8disfQjvvHUD7hz9191+n0TDpmJ8BVOIUo3jM0qQmNUQRAa8eUHpQiY0uggQBeLqO0257o7buToF49n2fsDkb4sOSlK3VKApfPoHA0ZhZMLcL2QjBviuSFVns+QXCMDMnkGek2sl1lBrZNnkNNItTRW8xJFRgRJ5KtOFhgqCzzcuCn/u9uWiOoqI6Ci2q/SpNE6Ug5t9WWSwqQUSlESY0KA44DrQCaDrsqgsh7akyhPojIOyhVoT6CliCz3o0cneh4LsGaPQHmaJlEkLb1O8/cBL/zCiJfW0lEtlu7igH2m22hXMyr5ei0e290vjqGmzln1G3qJhhUhh2/7VkWes/5G5cQ1LRZLRfP9Z4/t6yGs8Ry8zgtdep+IHNykr1oXX0FoIkhhWBJfYZTWF4b8/c8382TTJiz7tA4RipTAam5uQWlZnP0XR8q0QCtBGE1+6NAYeKz0szQEWRrDDAXlkVceoRaEWuAIhYx6ghmjjgBPwNF1HxqhGARmzPGjUugwNGMPlRGUYdjG1GzddPQsVOD7JUOSxOlQpxwOdbPHyNykDXfD0jZK50nolLtiuhdY+n0RVnxZehIrvvonphFzZU2W7sEKsB7kgH2m9/UQ1homfOVqJu5/JRP365k0HQv8eqfbGHVLyYHtopcP77V9bzaz72ybe5PvjHm6U+vvO2UG+x94lXE4zJumxOlmxCbiFYIKywVMVEcVC5QPwgKXP3kwcrmL9IWpC9LpyE1KiElM1Msxj8I1xUxaQRg4BIGDHzgUQ4dGP8NKP8NyP8enxVo+82tZoXIUtIcjdKoJsxFfOaHwECgUKl9AF4pGfCllonV+YMRTEKB938xrbYpFWBCAb14n742FZxBCvojIm3OWRA7DUnNmGeqSq2QinnS7Qqy1SUatAUQYmaT4OrKgL53WXY7r3X/jvb0/S8+SboC93+QZTPjK1ex+9Cy2P8XUDdrfxpZM/ubP+3oIlrUYWwPWg9g7Tr1Hc2cnS8/gfFH6yrhs/N29tl9ZbHnX7YAJV6yy6eiazH6TZ+CkjTaivliEoWlQHEe9VCn6ZaJeqfoprUFIDph3Ou4yFxGIlHOfcflLm3CYx5IY02lTidQypSRhqClKB0e6NAYKKUxNV7UsMsQxvuUZEZIRIZ4IyYkQL9p5qEsROp3Uq8XRqxCtopowMMoPQKTuJ8ZP49TD2NUxbNbFJggQvgOu6YwsHYl2NMIRidMjxJGqyKwjjLafpGSKUstm3eycaMps5tM6VpB6genh1pv09v4s3cem18zmnbPLP790A+zW+pg1rZvp8XH1N2RgK3AsfYetAetmKjmn+KMPR9CgjbMdwIvvj2TbjRb18ah6hk1nzeads8wP1KTdLkWEmnnzL+7jUa15vLZoA8aN/LBH97HFxfV4DeA2glPUyGDNv3j85Rv7cfLYh9pcvv+BV0UmG6bmi6ghcVnKYSy8ojRDHQQl0RKbVzgODftszpIdy+/FKRe0q5PHUu2SRmdMnp1QRlloRyNcjZAK4RhHRMdROI7Ci+rBMk5I1gkYmM2zQfVSxlV/xCbZJQyVDVRLP4p8aRwBOSGpFRm+uuEuyEwG4bllQioRX1qhY1dEACHNuhHCTR2TlGWuiMJxwJHgupDJQNZDZ1xU1kPlHJTnoDIS7aZqvuJasOh5bMRROjfR+WhWB1ZGrGWj1MY4ihYbVux1xDU8/pe2+0dN3P9KHnjw/DaXW9ZM9j5sJtoR7f7bqCT2+to1SYNzgLBKVuTYK/l6LR7bXS9uQXUF1YA1rgg5atvXK/Kc9TdsBGwt4nMlGT/yg+T14rCObftwPD1JLL4A7n36Z304kjWbnhZfYJq8uk2QXa5xCqV+VLscN5swI/Br4aXZa5b99Z5Vb7e7XBbCUtSrGESRL1Wqf4pt28MQXfSN0UZTnvvCOwGYusGpABTHDOfzcS4iiMq4HAgzkeFEqgGz2ak2r+P+VyoODwEh6Mhj3Ti4C5QWBGFpA1oLhNAMyXpIoakRRXIiIIMyQblIfFULF084RmCFYbmJRrp+LVo+76MX8XVAk/bJRu+dusGO3Bf+jikDvss/3nwMd5g5n1M3/LFpOB1vS2uTphgdRvOcfKVFtH/AiZwMpUDr6N9hHO6KImJatCybS9MybVGX3YVf1UWqFV9rJ4/d07+aJD/+18oTWxZLpWFrwHqIqUdcy6RdLk0udPqS/7y/EUCZ+AKYPPo1AOr/O6nN917z38lc89/JPTe4LjLunml9PQRLxH4Pmrv31/x3Mle+dhBXvza127a9+RWmfiH3hcJrUOQ+K1K1pMB+k2eQWaFwiprcF5r9D7yq2/ZZCbQXmZ647xWl3l5J2mEp0pUYTqiUKAsC7gvvZP8DrzINV2uqUcOHsnyTHDIAaTSIsVaPBUJS8yRK5htCIwJhjDpCTC+ruC1XZMKhlbGj10qYVMRoUlpEwsw8L2pzV1cKqJaaGinJ4uDS7G6vikwzwnQfMBP9OujVZfg6oKADqoRHo/Zxh72dCM25y2/B16VGV7qhkTmf/srsFEr1YCoSrYFK6sFkEDWyjurBRKAT0SRUfJ50IqgSYaVbmVSzcxrXmUXbtlg6wgETruj3teV7fGMWO51QGfWHE0+4vq+HYFmLsSmI3Uwlh7S7wrHPnMBtu9zc18Ow9CPuemdHjtr0uW7Z1pir6sksgwELFdUfF/C+bGLui5e1WG+fQ2fy6N8q9y7xzsfPZv5vVz9tcuJ+V+LkA0Q+KKUcJuIrVe8V1UolNVRFH60UcuQIgqG1yELAylG1rNhQEuaiiFeUUqddUrbrJgVRu5EVPZSl0WkRLfc0wtHgKKRrUhEdRyGlRkqFIzVVGZ/BVY2MrFnKznXvsl3ufdZ38tRJh2rhmagXEEYphZ5wmbzB9ohYLKVrvLRi7qL/sFLlGTDi/S6fz6nDTzHpiVIaa3rXBddBuxKdyxBWe2hHoB2Bckwkzpybcot6hCizo4dUn7DonCVph81EHErbGlaLpQ+o5Ou1eGx3vDCu4lIQ/2e71yrynPU3bARsDWPquO41JWhNfG37j4vY4V8/Zbd557PvA2cz8aEzmfzI6Xzl0R9z+BOn8I2nftCtYwC4+rWpTHyodAE75q7LATjw4fLUs+/8+8Ru37elc2zkfsG8d8d12/aUB8VaSdP6WcQXywHTMylNJYsvoEPi6xtP/YCjnvxhu+vIYmjEV+xyGDdVDoKW4itK1yNqKiykhIYmZCGgMDRH43qSoAojDqIomAzAyRt3Plk0r0UIsiBwmgROo8Rpkjh5gSgK45gYmOcEIhUFEyYKBjhS47khOc9nZM1Stqt9n3HZDxnh5hkkXaqFh0RQ0H5ZtMrXAXM+fI7CpB2SWi/huWZyHBSqTfG1/KONOvS5zPn4BiO+IHFXpOAj8j6isWjOd2hqWUwkrI1omEoti6NhkZNkIrR0ylmxqHHyCqcxxCmufghsr69ds9rbsFgqnQlfubrM7RFMRG23b81i12MqI6pmsXQUGwHrZvryjsrUTc5mzoLe/yE+6skfknECbt/1NwCc/J9v88sd/tDr47CseYy5qt5cyAooDgrZdfu3u9SoeE1h0i6XIvNFI77iyJfSRnzFLoFxs+Ko31ViyQ6IIYMIhg9h+abVNK4vUB5JGiEiqvsiMuFwSlGwMvMIUs2Eo0iZymhUVkFOgauQUSQskwkYXNPEetUrWTe7ks2ql7BT9QKGOSsZJDVZIfGQSfRLIlBoFEaUxOmICk3V8He7/XxOHXMO5AuRG2Sq1kwKyGRQdTlUzjMRsSgSZqJeLSNhLZsxlzswllIRNcLXOL7iwfvO6/ZjsljWZCbtdmmLuu59Dp1J6Ame+HPnas9sBKzz2AhY92FNONYg+kJ8Ady1x41lr634snQXWoAYu5INhixlZSHLF4WqFuvs8MN6lAsvXL9mGXG0hiyLfKmoHkqXNxqObdvje2tSgHQRnoeuq6awbpbCIGGiMUVKtvOY5+nUOVEKSJUaDGPWV5FJh/KIhJyAooRAoAKX7McO6z4fkP1Uct6d/0udLBq3QwEegpxw+FvDSP6ndjEBIaHW+ChUtBMZuXs4CJaqgFHRrifXHMO8ht+t9rmcOvY8aGxCNzYx98ubjEFH7A6pBFBENkq0E1/8SCNyHWl6oCGSkydiUw4RCTGROv+kzhvm37TKSR75l007tKyd7D/xKh58oGs3H1oz1ar0DIjVQSFRFZSsprAxm+7CRsC6mUq+o9KXnPfSkVy1zZ87tO45Lx7F1dve1eV92bq1vmf5RxutVm1OzGYz6hkw/nOG1y7ntfeHoxtdFn5/zfyxXVUd2+QdL47SD/1SvVcc9UqnHcbEUR3HAc9FD6ghP6KOpvU8/CqR1HrFv6daYjRGFNWK7dUTV7/Ueto1oks7EGbNMqcI7kqo+URT934B77MGCDWiUIR8AZ3Pm6bIQRD18tJ8+r2deeTCegqRAIuT8STgCYlCs+6InnfajJk6/JTSORQCshn0oDpUzkU7shQBS55H0S8nZVcf9wZrZkNfVgOmQbmCx+5ePbe4CYfMRDn9zyXPYlkVe3x9FoWBEoRpP9JdrUd2OmE2z95stlXJ12vx2P74wtYVFwH75navVOQ562/YCJilV+io+AJ4/ssNV2tfVnz1Pd0hvgBkCJ8vHsAXbh01r2aQfuvrbXt6PS9e278jYO2Jr0m7XIr0Q0QQiSytysVXWjTEpMVXbRXB4Gr8WgctTB2SQiS+FrHQ0pHTvI7nYV6kAmQGVapxckMTScssh9yXitznAU5TYOrOtEoMLkQ2a4w0pASlUCsbeOjC2RRQhNH4QzQOAh+NgyYf9/jqBaZudLp5EvdKkwJ8IxZF6JSUqBDm3EuicJY2cTARvUeCJurx1VyIiShqFmoe+7/VF02PdMM2LJZK5Mn/PavV+Tt+v57nft317/r22kRYLL2JFWD9nCnb/Yy5L1za18PoFHe9syPLwmpO3PyxVpfft299L4/IUqloCes87eE2mfw3LU3/r2duPZNdvzMbv1oQ5kz0ZU1l0m6XmtTDIFXzpZtNsf08RCJAGvGVy6LqqgkG5fDrXJQnTC1SCDISPVoK07sr6nWFBtJ9izVltV+x/osFmFOAzApNdrnCWxnirvRNmmQ6GhfXV0kBSrHiwHHce/31NOqS+EpLrZEbfMzo62fx7qmtX4T1BHPev7bV+VM3P9ecSwBXQhgdV5yeKUVidKLjCJcUkaukRhA9jyJkyhE88fe+EU67HDubZ25bs5uYW9ZswiyM+2k9r13eNRGWNkTa59QbumtYPUaoBWHzcHofUklj6e9UTmKppUuI5Y19PYROc9SmzzHS+7yvh2HpQbqrF1hxPZ9p593C4Bc+Z8C7TdR+UKT6k8C4vglQGfDroGFEt+yu4pi0y6WIQgh+yuEwHf2KDTZChdZmAoxgqMqhBtUQDM4R1BrxBYA2kcVkCnRp8iMnRD9yQvTbeB4Y0es1QHaZJrvMiC+nKUD4KrLH1yaC5PtRj63ANIUuFHjkF8ZIRSJwhMATkqLWfBp6HDd6X6au+4NeFV/tMefNGSYKFvdcSwQwRjWmLOZlGDVWDnXSAwwdR8OM+FKZ7r+A2eXY2exy7Kpd4JqLr23OsDe7LP2LF64/o8viqzmPXn9Kt2zHYukKVoD1IHt8fVa3b3PqlueXve4r443VJW4CbakM9vnqzBb2vjF7HtX5f8dzTt93NUdkEAKWhtWIvI9sKuItL+A2+AilCbKi5NLXD5m435WrXEcoZaZ0mmHztMP0+kKaXlaZDLo6S1jtEWYdlCsSp750Y+DEJj1MOfSlGiy39VwGkSAraNwmY6kui8o0iPaNKBSxUUhk766DAO376DBERj89DoJQawpa8YXy2GGj97m3+EfTLLmCmPvydPAjEaZUq82ThQJZCHlo3rlJfy+zIJWGKKKasTbY88hr2OuI1r/T9zzymtKU+pvc7VuzEKqluFoV2/7YiK9tT7cizNL/GPdT++/W0r+xJhzdTCUXdVosnWHPI68BIXjirrPY7duzefoPvZ+6tMl1s5HDG8n+p4bhTzbifbzMXMwPqGHRQUN49cr+XffVFgfuebnpQeWb6JcITFNlgiDVeDksOSDGZDyoypmar4E5gmqXMCsSARbbzKfNIqCZrXw8CREJv1QKYmw6ocHxNW6jxmsIcZui6Fc+QAQBohimol9GeFH00X6AKhb5xwfzKeiAAiErlGKp8ni9OJxvbvbv3jzNXWLKdj9DVXmojINyJcoz9vQy0Dw079xW37PnkUZUxeKrrfqWrrDH12d1eXvjz6xHhvDidWvm35HF0h6VfL0Wj+3W57etOBOO47Z/sSLPWX+jn9477l8s+nA4b32whuZIWdZIJhwyE6eoeeKus9j96FkIpdn96M5Hwi595asATH/14C6NY8FpZ6IWV1E94VO+OK+JJT/3uOjhezj6zw/0K/G192EzOXCv6R1a98C9piOLIQRGZIlUT68WtV9aRzVfAlynhfhSGZFc9Me1Xy0iXipuMkzZJEMTDZNhtH5ool5uXpNbqsguDfEawiT6JQJlxFchKIkv3y+JrzBEBz5zPnwOhaZRByxVms9VFl87ZeJrxzkX9sjn0B3MfeFS5Mo8shAY+3lHEOYkymk7svXEn89GeUakNRdLq/q72vU77acWro6Ye3n2GVZ8WSwWSx9gTTh6gZEbfNzXQ7BYOkXaXe2pP53FnkdewxN/Pps9vjGLJ+/s+AXfz7b+OwCytZytDiJ8QdYL2Gu9BeSkz62f7s0n+TqOHdPlTfYa+3x1JrKoyBSViWKtggP2mY6Mol1CqZIzRXuJCrHBheehqzKE1RlURqLdkjV6sqpOtfJKfSSm95cpVNIitUyneoIpjVM0j9LXiKRuLEQU0zVSkUV+LBCVRiuF9gOWf31nQv0MjdpnmYKlKsuuG5caLO/wr5/iCMVzU69Y5bnqS+a+PJ0pW12IyrogBcoReGHpM9ru1PoWfemCnOCpP5X/7ezxjVk8tYq/p3//3ppmWCwWy5qGFWD9lKnr/5A5n9y46hUtlm7giT+bfkWdEV9pzh/3ry7vW/qCxV8MIFjX4aN8Dcv8KhoDr8vb60km7n8lhcEej//FnK9HO+l2J4tGxIhQR+YNOmX6kDKAUKokvGKr+bpqVHUGlTOpcVpSbksf9QUTOko5TKUWChW7IGokpZoloTQyiKNmUaQs0Oa5b8SXzIfIgo8oBlAwKYdxuqT2A3SxiC76+HOH89CWv2Cl9vksVCzXGZaEdQDsNu98hNDUZkMendh6LWKlMffV6UzZ7mcE1eZnNLOkZIjUWlPw+be0FFJd/XuyWCxrB0pLVAUVOitbtdRtWAHWT9FFn8k1xzCv4Xd9PRTLWsCu35mNdui2ZpgdZexl9QgH/EaPKllEeiYcszoRtZ5i4n5XIgshVR+vOtLVnAP3vBwRptwDVfQYi6209TwYm/lYgGWN4YbKZVBZtyS+oEUz4Pj9ifBKNVkWArQWaKWjiFhKeEWiS8TufkFKfBWDKF1SGZEIptFyoWhMN4o+n52wM09s+XMatU+jDgmR5JXLp8EATnv+aGoywzt9ziqBuAXIfpNnIBYsanWdrX9Sj9Dw8jU21c9isVgsBivA+ilzv7ypr4dgWYtIp0HtdMJsnr25d4WYzITUOXk84aGQuLLzIqeneeCh81e9UiscuOflkftgKuoFpehXa8SRLUdCxkNnXLQnE6fDFqvrcjFWJrwiq/S4SXBa28YCTAQ6ST0EkEHkeBim0iVjcRiGpu4rNNbzaMWzF99IIXUoIQJHKBSCJYU6ck5Axgm5e8/K78vTGpkljajG1luCqAy8Nt2KL4vFYrGUsAKsj1j4wXAU4GvB2JEf9fVwLJY22fn42WXNK3tbfIkQamoLDPe+pFFlyUmfc7ad06tj6CkO3Gu6iXwl0S7KI12J2YYqszUHjPiqyqGyHtpz0G5U9xWbcjSjhegiqvvSsUCLLOjjdZUuM+owQsxYsIsgqvnyY6fGAIop0w0/QIflIlmhUGhCDXntssgfygfFIdS4pot2nVvovhPby7z13QEs+PEdfT0Mi8WyhhEiCSvILy+kjZuClk5jBVgf4SMYs6EVXpbKJy2+ep1IHOw+YiEDnDwAvq4cS97VIRZfadGV9PtKCzGVEmSx+JLC9PrKuOBKtCPb7S8FJO4bZc2BNZH4KwXO0stLkTkQoYl6EWrTCytOlwwjS3wV2+Or0rgBWVWFQhFGx+AjyCuXonbISp8hXgMSza93uq37Tm4v858jrwVar+ey0S+LxWKxNKdyZPVaRr6Nosr73t2yw9uYMvB4pgw+EYDJVd/plnFZ1g4m73hxl9634/d6t/mlqTeCa0Y8xCDZSI0sUC2LTHvl0F4dR3eTiK9IzBDVV8W1XyItZMAIL5maMhl0zouiXrHhhundFacaJimHkdCC5uKKkqFGPAUaWVQ4xaixciFMPTaLegUKkfT6MumGOhJiWpk8Rh2G/OvNJ/B1GEW/NL426YdD3ZWMy33ExAGvVoT4em3RBl1+7x7PnADAmKtsc1iLxWKxrBobAesjxo/8oNX5B47+b4e3MXfZb0svpODAPS7nvid/CpgUx1EbWvt7S+vMe+6SLr3vud/08t18DW4TTLzwdH55yc/Ja5cGlcUTlVcDtt2p9UYIaVCu6bHUnIn7XhEZWjQTX3H0SBE9T0e/Un3AnMh8IwiZ+9IMJu80rbRx4yJvnrZRB5YWX2a/RnihSjVnZVEvrVsdpwh1JLrCRHyZSJgyIkxrdBjiDBmMrwNU4qcPntDkRECdyDMq01AxbTrGjfwQMD3bHrun4+6Vo26YxcJTprHJdbNxg1VEIS0Wi6UTmK/qyvleqTz7q/6LjYCtKSjNP/5SEmQ10n60lpZM2apyG9y2hlDgNcC/r/wVORHgiRBHaC7c6h99PbQydjphNtmlmtwXmqpoag2hIlFVFvkyEaW5L09n7qvTyx0P0+IrfswXmLPgGrO9QCV1WaWdkAgxoUtTmfhSqShYqJM6NBnENvOqtO0wbCm+wmb9vpRC62gemJRErTj16cfKjt8RAicKx32hanm4cePu+xC6idqnFjBx3yvY4aQORrMiZ84Fp53Jmz+16YYWi8ViWTX2Kn0NYV7T7ynoIHm97ogP+3A0lkpk8vZdSzvsKlteVM/WP2n/InbPI69pd7kswuA38igUNSKkThbwRMB1rx/QnUPtNLt9axZ7H1bqV5VdrsmsVGRWhHgrQzLLFXsdcU2yzsT9r+SAfaYbcROocvFVCJjzWqnx8Jw3rkqiSnPenQ2FInMWXcecD34OxSJzPi45Bc594VLCai+JXCXphml3Qx1FtVQ68hXby6eEl2+aRcuooXKSbhgoRGCs5kWgzNhih8N06mFKJGplImCTqvLJWCUCicBL3cz9zpine+gT6jpzPrmRzFsfs85LK9nuR/WMu7CezS9v/d/xxjdfjaz1e3mEFovFYunv2BTEHuKwiTN4cP70Xt3ngBHv9+r+LP2Lec93Le2wq/z3slVHA+IGz22RXQqZBUsAqBaCvPAZJBtZJqu7Y4hdYo9vzOLpVAPdvQ+biRtiDCkSSiYWE/e/MmXlrlpEvmjKt9jHnAXXMGWd75vnKcHVWvP1+x+5gEm7X4ZO6sVKy8qcD+O0wkiMyTjCFY8rrkGL0yBj8ZY4NOqSyYYKS+YbYZQyGYZR+mGqH1iExDQWU1EqjekDVpnNtAHmfHg9U4edTHazzQgzAi1hzJX1hFUa7Wq0iKKHgxQLvnlBXw/XYrGsoSgkqoJiJZU0lv6OPZM9hFzRfy2VLZbW2OaMjhsMdGbdttjq3HqyyxT4AVOPOA5PSHJCkRM+dbKlaOkN9j78GtymZuLCj8RVIm5SUxDVVYWRw2H01ri2iiBkzvvXttjP1A1ONbbuHSUs798FJMYbpWhYSXwZsRWNKyW+RCQMSRuDhKqUchiLr1iMaW1SD7U2xhtKm+iX0gx7amCzIeoyC+MVKscf396148fYy6gVKxn0+gqkMq0QRGhElxaAY45j4XfO69tBWiwWi6VfYgVYD/HXZ37W10OwWLqVl+o7Xt/SfN1xF3ZekDlFqF5cNFGWp1/GQSCBnAyoc5o6vb2ustOJs9n1O7MBeOzusxGhZsJBV7PvlBnsN3kG0jepfDJQJTfBVPPiJBUwJkkLVCaNrxV0ocDc5bd0eIz3PvMz7nu8VN/XoudXynDDpB1GjZR9VXI0DOKIVtzzKzLYKLOXV6lIWCr6lUTMVDLdtvGjhNr0/kqbcPgalBa83jSCb2727w4fY3t89OGIbtlOmj++9SC8/CZOwZxDGWIEtKPB0bx7auu28xaLxWKxrAorwHqBqRv+2DyOOafNdf62YLt2t7How+GrZZNssXSkBmynE2ezww+630q7enHnmjdufU49XgO4KwpGrKR6XGUIqRHFVf7NrC67fmc2e3xjFlWfheS+CJhwyEwmHHS1sWoPtBFevhEyshiJmdjEIihFwdAahEALYb5xhTCvXUkwfAjjz6pn/4lXlbUGmPvZrzs93gP2mU66u4VoRXyJaJK+iow3WtZ4tSq8wrCUdhiLr3T0KwzLol/zPnqxTHQBKDR+lJqYEwHjqla/TvW1RRvwxqLuF18AzxYGcNp/X6RmcUjjCIWTBxEKhC8QBcnoX8zqkf1aLBZLTKhlxU2W7sHWgPUCcz74uXl86+o21zl0kxfa3cbIDT62AsyyWnSkBuzZm3qm6bLbyYxcEYLbpE10RggQEonAESCFJid8PBHw2zf34vjNH+/28e7+zVm4PlE/rEhIoZNaKtMwmcRZsIVLcDriJQRaagQCjTQizBOomgwNG1SRXapxG4pdbg0Qc/+jFzLhoOg7RmnTLyzldkjsfhjG6ZHlqYeJy2I8/uY2+GXujHFNmC45H0JZ/Vc6+hWnH8ZrruuE3fK5revACqUJgQUfDGeTbmy9ESI5aPQrHHR3ad5mM2ebfmuyczcULBaLxWJJY6VsPyLuU7MqJmW+2cMjsfRn9jqifefBniDIdW59pwC5LwIjwAAhRWRhLsigqJY+I92lbJpZ0gOjBaegcRtDnHzUkNgvPSaW7b5KIlyJ3XuzGjAtQEuBdiTKk6iMJKjLkF+3ioYNq8gPlTSMENz79OqnLO/x9VllBhyEaZForOVlymKe0BhnmOeq/ahX7HCoI7ONIDDRL0jm6zBEK82yf41BUS6+fBQFrchrzQuFYYzY4KPVPl6AwbKKdaRHTnT/T9lH/uAW897+yZmRAYcATzPqNzNbeafFYrFYLO1jBdgayL3FP/b1ECwVzON/adt5cKvzuj/9EDoXWdvmjHqyyzXeCt+IAgAhcXGQmMAOgK8lsofaQjp5FUW/VGLVbhoUq1Sj4pK1exJBiidhRBdSoF2REl8ehcEuhSEu+UGSYi1oFza/op5NZ89m1P/rmjje/pR601A5OjlClfcAM1E7kh5kJuoVlvf0SlwNmwmvWJQFQdJwWQiJELLkfBi7H+46nie3+98o+mXElxFiJgIWIljXWdFtn9NBG+3C44UBZHHwBHz+0Ybdtu0VYRUXvvQ1AMbdMy2Zv/CUs3j3R2ex8Hs/YeH3Ot6w2WKx9D37T7yqr4fQKRSi4iZL92AF2BrE1GEn9/UQLP0cEfb1CEz0y1upkMWwlMonBY6QOKL05e9rh7zuGSvzdEPitLBKemmlUhDj1LzEhVAItBQmVc0xtV/aEaiMJMwIwqwgyEKYBS1BBCmXPb9rP25uozlPcSqkFqm0yGbZcokbo24mGnXqWFukG6aWxZuNxVdc+xWGzPnrrUnqYSy+wug5gINm71Fvd+kYW0N4Ltfvvg+OEOSEZOiID7pt22dseS8rwywAg2t6z/TFYrH0HN5y61BtqQxsDVgfM+o3M7t0F3XKkO9x96v3UzX83WSejhzVpoy/kLkv924PMkv/Yp+vzkQ7gsfuLo+GuXkYf3Y9fo1xIQRQnpneuKjjLoirg9tk0v9EoEoX/EIgierAoqhXiMDH6fb97zv1apxCiAzKBUeMqQeL0BhzjRRaUBJf0kzKM1OQM5PKGIEmA7MuApQrGPpC58e73Y/qyRVTPcCi2q9oeK3er0xEWCwwVQeEl4pMN9I9v0KFDnw+O3FXnrn4BnwdlkW+/OizcoTAQzJ0g+4TSOZABMGnn+PisO6I97p328B12/8JgA1rlzH5kdOZN+Habt+HxWLpPebNX7UZlcXSG1gB1sd0NYVl7he/aTkvck5bstc6qzUmy5rJnkfNQoSax/96No/+vfV/dy9cb0TWlj+r59Ure0dwpdnhh/VkCxqnGNmjh6WQ3OQR23LXB0/jCXC0xkHjEXLbW3tw7Jgnu20MTj4s1XdRLrCS/l0x0ggcjYiElCg5HhJFotwoAuZGkTGIzDyijMFoliM7l6q5/Sn1iBAy+VL0zWzfGH7EIizevojGrR0BSiDiNmNKl3p7NRdfcW+vWHgBBAHaD0ArlB9wyYL57Jh5hoIO8bVKen2pVORrsMwREPLGohGMHdk99V9T1/1B8tzpgRqwNKNrPuM9MYSvPPpj/rnPz3t0XxaLxRJTac6DlTSW/o4VYBXEgc43zBOtuOODp7o1ncayZjJ1g1OZ8+H1HVrXKaqWzXrbYFWpiGOuqkcE8OZPu1ekiRCkTwt3PSHNl76JgAkcNFJoHKGolt2bUpI214BUBCmKGgmty6NeUc1Xc8pEWNoeXpXEl4qc6YlMFsddWI+WoDLg12oWnNFSkI0/q57cFxon2mb8WcWRt3gSpPqBQUqQNRt7i4GXxFecYpheNxZfOgx5Z/au7JiZT0BJfKlIgJkoGCxVgj3+/CP+fdSs7hNfw08xY4twh3VfWmNrXLXNn3t0+xaLxWJZu7ACrIK4L7yzW7bznxt7P3Jh6V0mZb7JvcU/tiu+9ps0g4fuPTd5/ejfOh5tfW16+/+G3jqv7eXjLqgnrOp8yuL2p9TjxL2qNKT9NbQqpbJJDZ7QZHSIR0iNLHDd6wdw2hb3d2p/bSGKYUlkSUwfrWb1T0l5VaKgMHVgYWkFLeIUxNS2lUaGAqE1Spm+UsoFISPhKUE5oAvgNLUUdbt9ezY1gHIxUbS0oBYictyIHlOpiEDpdSwsm4uvZpEvnTRaVhAJYF0sogMTOvvKy5/xg4G/SMSXH6UexiggRDNu5EcsOA3AiMk/vr3rajVgnjLw+CTdGrrve9NisVgslt7CxhIriE2um03h40063Fg0Nt2YutHp1oBjLaMjTpfxBfaEQ1q3yt7zqLYbyW4xretuiK9dcQaZL1vOf+uDtv9db3taPcqN66aimfGjEKkImDHiiBdlhBFhuSSfbvXY/8CrTOpjYFIghR8iwrC8FipVGxXXUgmlErMLHYuvOBKlS06JMiBq4KxxfHCKGjcfTU3gNIG3ErJLoepT0xh7pxPMtPN3ZxN6kfgiMu1QpFIlS9E2LUV55K0sEkbJ/TA234jOc9pSPnZF1EGA9n10U5MRYGHIvxY9y/cHvkNBB+R1SF6HrYqvBX5di3O8OuJr6vBTwDF1f9oPmNfwuy5vy2KxWCqdEFlxk6V7sBGwXmTTWbPNBZET9QdyNQt/WDJBWHDamcCZjO3g9uYs/qV5fP/a7h6qZQ3gwfvOA+CR/2s98vXEXWe1+V4ZtLmojM1mzubtn7RMk8su02x1bj1hNbx+sYmEjdmw7fSzMGPEhHJBebF4SUWAombMYNIQk3FGaYiDnEamvXIo07b+W8cG3gp7H34NucbACK6olouwpclGNAiD1qUasFaXx5NGaFEW1UssMiKBpoWOImflqYNmWbP962aPkNSgaXRkxgFCC7NdIsfFWCzGglI1i4JFxxSngGqlkjo8tdM40Jp5f/ldVO8V4qPwtUoOK0TjROdi5AYfk29HdHeWqZv9JInEJSYgFovFYrH0Q6wA60G2PqeeMGsc5BAmfSp2O9OuXq0ORlMGHs/cZb/trqFagPnvj2LnjRb29TA6RP1/J3HGlvf2yLa3uKS+w/e42qrHffZmI8p2OmE2m86azTtnnclu887n6clXtlh3ux/Vo2shqDXbc/MClXGMAHIcc9HdvAZMgCcU+SgclJM+63nLOfvFb3DNtl1LSXMbQ2Sjb0w2pE5EWGsugib1MFVTpUAIXRJiKtKLkQDTkAgxtDCpg8Ksl5hkxOKrlR0K3VKExT2+zIvSZyFUKRVRS5OKqKXZuIhTFOO+ZRANVEXpliRpijoMIQhQfsCP3/ovB1QZo5Mmrcjr0Lgcak0+FfnytcATmuroINoT3Z0mCJI+ZToMWfqPTbtv2xaLxWKx9CI2lthD7HXWDTh5cPLgNoLbAJnlkFlmHr2VAlkUXW68au/+dj/9RXwt/Wgkm2UX99j2lWfqkDpEJAo2mzm71cXP3nwmweCAzf98GapFGCe1jWhRUI2xac9KtBsJr1gIOU7idhcbcXhJCmKROtnUZfG1z6EzkUWFUAqhS42WSUeL0v3AYht3KL1Onkfpn+koli49iiQqZtIHhdLJvPSyZGpOer3WFovyKY6GJVG9NFKYKXYRTBmfxCLMiK8VFHSQpBz62tR7FbXG14K8ljRoh7x2yGvJsA26UXgBU8eel0qZNAc+f+oV3boPi8VSGRwwwf5txygtKm6ydA9WgPUQmeWaqs8V1Z9qqj/R1H6kqf1QUfeBYsB7miGvKoY9rXFWdu0jmLfytm4esaW/MGjEIg7Z5KUe2/6bF5zB65d0zEDjnTNNpKu1NMSY944/hzePvIhnplzBDv/6acsVUmJCO1Csg2KtRGU9cE0ETDgOwnG4fcV6SEwNmCc0nlA4QiHR1MgCv3h9/04ercFtDHHyQbnIigxBCNOW7CoRZiIMy5aLQCFCldi9J0RpfsZZsSS6ZBA1YY7quBIRFjV7Fs02Uxbxan4K495jMn4UpUeIepFJc1zFAFEomuOII4zxOCPRpX0f7Qd85eXPEvHlYyJfhSjlsFFrGrWkQbs0aI9G5SGF5h1/aJc+g7aYst3PoCmfGINopRCOw+IPuy+9sS12nHNhj+/DYrGUc/8jF3T7Nsefaeqax17W9fpmS+e58cYb2WabbRgwYAADBgxg9913Z86cOclyrTXTpk1jxIgRVFVVse+++/Lqq6+WbaNQKHDqqaeyzjrrUFNTw1e/+lU++KD/u4RbAdZDuI0Kt0njrVRklysyy0PzuDSk6lOf2kWNDHjlMza/+i1G/W5Gp7Y9ufbYHhq1BeBvC7Zj+qsH9/UwupV9p8xgv8kzOHDPy3tsH5v8fBYb33w1m/3v5Wzx10tbLN/unxfxn4PK97/z8VHkLJWOp7JGSKicg/YcyHimSZYj+cMWI/GEgycknoAMipwIyIiQnPSRQnPa80d3euwi1FHfscicIjUJpRIxlgiuVIQsXh5Hj8rSMrUuiapU5ErE6YjpMrd0NIz0eqXXzUnXyjUXYcoR0XYhqJKmts6VaM9hztszmfP2THRVxrxfRgYckfEGQYAzeCCnDFpIQQeEUU8vH5NyuEKRRLx87eBrSVE7jB/5QbffHBANRnxR9KHoI6REZLMmpbsHOeLJk3luqm1ob7H0d3Y4qR4n8ml646IzGH9WPdueZoVYb7Dhhhty1VVX8eyzz/Lss8+y//77c+ihhyYi6+qrr2b27Nn84he/YP78+QwbNowDDzyQFStWJNs4/fTTufvuu7njjjt4/PHHWblyJQcffDBhP88EszVgPYQMNFJqiJzKCKO73r5G+iEiH4BvnA7G/vBVpvzou8xdfkvHNh500CHB0iUO3eQFDu3rQXQzD889d9UrAaOvn8W7p7ZtztEeC37c/vuqvFacClORLx2lPeoocuM0BWjPQXguRBEw4Th4wsHRAQ4CKcBD4YkAR7sMdVZy8KAXOj94Tat280CUaqijrskpzRRGoieuF3OcshQ/Ewkzro6tZm0I0XoNnTaNlMve01yENRdj8X7Toi4qBVOeIMxKhFb4NS4NI7IA7PH1WQzQ0XHFvcS0ifBppfnniw9Q0KUfOB+NryFspSrOQdOgvVYOphsoFFuYbuhe+A6sdQvs+8DZPDyxa2niFoulQhDwwvWlrA5vpXGg7Q+oCnMeVJ0cyyGHHFL2evr06dx44408/fTTjBs3jmuvvZYLL7yQr33tawDcdtttrL/++vzxj3/kpJNOYtmyZdx88838/ve/54ADDgDgD3/4AyNHjuT+++9n8uTJ3XNgfUDlfKprGCLQCF8jixpZVDi+wikqpB8ii7G1dZSa5DhopZiU+SZXvnYQu8y9oNUIQsy8/O29dRhrNTe9uXdfDyHhyfc26dHtj74+sqTvRFBhk5+3bWMfE/87HnfPNIbkGsuW7fqd2UlUKMhBYXhAYWiI0JBdHiIbi4iCb2rBPBc8F+G57HLJKVQJj2xSD6apET6eCFmhcty3fOuOH0TEAw+db/4m09Ev1WwKW04iCBGBKok2rc0Nl9gaPopGQbkIS+qzmtNKnVZ8jpIoWivpifG+k6exmJUQ5CRoExHzax0a15dsOms2jq/RcY1dsnuZ9Fz7ym5fAYzxSdxcWULUBNs8xnV4AE80bL7K89wlikUITFROhyG6WETlu7f5dmtUOUU2qF3W4/uxWNZ0pm5ubgBO3eRspo5uO119/wOvYu/DWm+b0ll2/u5sdjnWtO9wCppdjpudTF6jxmvUTPr2z7tlX2sjy5cvL5sKhVV/J4dhyB133EFDQwO777477777LosXL2bSpEnJOtlslgkTJvDkk8b06bnnnsP3/bJ1RowYwdZbb52s01+xAqyHEFojQ40MlBFjgUYECulH/YWCVO+d6AJIOA4Pjq/jsW3v4JndbuKjD0fw8qINufPtnfvwSNZeZFsuB33AHhsv6NHtx1GvztTXririBfD6134GgO+7/HOf0o/d7t+chQxMiu46LzZyxzH1nLzng+y386sc8z/3UfPMQkTeRzQVTQRKRhEw12Wdm+fjCZdq4VEnwNeSEEFO+NTJPAPdJg557NROHf+k3S6NUgtD0xdLq8Rxr01BlhZmilJ/rTiNsK1v11TaYOyGGEf9yswzYtox3CgTYkKUvVc7EGYEygPtQpgVFOsEQZVZ5tdIcMvrv8B8DwnPJVhkjDRUlH7oIcgIQU4IckJTLRTVMsSLukF/Xqzt1DnvDHHtVxwJm/Phc1SLnk3g+NWOv6+o7wCLpb8y501TZjFnwTXMebd1wyYwrVMeu6f1timdZf4tZyIDjVNMTQWN26RxmxROQfWbKFglMnLkSAYOHJhMV17Z0uE45uWXX6a2tpZsNssPfvAD7r77bsaNG8fixcZMbP311y9bf/3110+WLV68mEwmw+DBg9tcp79iBVgPkRTWR6mH8XPClMNa3AA1/T4peCBfjSccqoXDUKnYIrOY1xZtkKxT+LhnoyFrE9v9qPU88LNf/AbHb/54L4+m/zHqV9cw6jczzdROLaOQmm3/cVHyWhbNj2BmRYj7+Uo2c2HrqkVsV7eITTKf8uWtA6BQgDBEFKPURSESQ47JG2yPJxxywmGgDJIUDU8EZKXPgEy+U8ch/ND0xwqTXLzUFAkypUtCJa6XSkWd4vTF2BFRC9HS/TC9z1bEUwuaXx+ktlOqFUuNqcWBRaukGjTLAmSWCfwqUf6eOBKWiooZwxMR1dxJstGUE5KcEHhoMpEd5MZVn7VyAKuPTuznFTrVt0z2ws/XF4VqJj7U9h17i8Wy+kzdrCS6Ju7f9oV8R9j9m6XMDBmUJhEQlYBoUyISYm66VThKy4qbABYtWsSyZcuS6fzzz2/zGMaOHcsLL7zA008/zQ9/+EOOPfZYXnvttWS5aJb1obVuMa85HVmn0rECrIcQoYl6obRxRksc0qK76ukGqFIipEzsoOs33TJ10SMYKAPqZEmsZYcvoOHjjXv8GKaOPY9djm37btWawAu/aN3tr6t25v2etmz22mDhD85m4fd+Akqw8Ji268zePOIiXjz4suS1DEx6rghMGtxRY/Zlh8wX7JBbyJjMJzyyzZ2QLxiB4PugImEkBMJzkZ7L1A125JZlWzJIuqwrTfpDjSzgiZB1Mis5+T/f5lv//l6yzwUfDG/ToEMUg1KkK2lEHE1JBCw0U/I3HD+aVEQzPxZfpKzpW9lha2IpPZ60YBOpealIVckSv6XAay2SpqVAaI3jQ+4zqPkkSNWOpcSkEAgpkZ6LJ9zoZpDHLcu2YqDMUSsyVAuXnHCokRJPaNMQu6eiRWHkfhhFJ7XS+Drk/WD10hCve/0ArnztoHbX+ec+P+eB/dbs70CLpa/R1dnk+QMPtn0h3xFECHt8YxZ7fH2WuREeGsHlxMIrJb5ka43oLR0idjWMp2w22+a6mUyGzTbbjJ122okrr7ySbbfdluuuu45hw4YBtIhkLVmyJImKDRs2jGKxyJdfftnmOv0VK8B6iJLVdOyeFomwIOWY1vwirBU1L6Orr0Ylms3v2Y9u8vYXM+eNq3jmtpZ3f3f8vnUPWmPpYo+PhSednTwfdesMNr2zffe4x+75SeT4p9E5F1lbw3FTvsu2mSJjPcFhO0wF1y1NSoPrJoYcuEaEzdl2Hfa/9EyGSI8RThOeCBmTXcyw7DKqHZ/bd/0NW1xi/r3ud+8ZXLf9n1qM5YB9pkcphNFNjnSUKz3FQiwIzRSvpyI3xLAU/Uo7E5Zp2mb9wdImHKVaL10urprVfMXrpEWXFs220VyURU3ghQK3SZNZrnGbQmO44UQGIhgTDpEyE9nthSP56lEncthme3Pf9utw0Ea7cPCGO5MVHlnhJi0BAN4vDGn3M+8ycRoooJVm3ofP4+uQz1VutTZ72hb3c/64f3XHCC0WSxeYsp1JUQ9rc+x/4FXdss3kmiu+BgtJXsfPSS239D5aawqFAqNHj2bYsGHcd999ybJiscgjjzzCHnvsAcCOO+6I53ll63z88ce88soryTr9lbVOgH344Yd8+9vfZujQoVRXV7Pddtvx3HPPJcs70pOgIyQphzr6I4+cEJsX8+sgMPPimhDZ+gVwXpd3xq0a/m6nx9RRxl5Wz4rNB7S6bO/DryH3Rcj2p9Qz7gIrxCwlRt0WpSA6Gq1WLeQennsuaNCOA54H733EkaP24vCN90QtX2GMNxwnEVx4RoyJjIfwPPPccVjn5n/zQRhSJx2GOSvJCZ+NM5+zqHEwm11dj5aw6azZ5Aa1npYo81H6YWs/xq0JsXQESsUpis1SANOGGOlTkbrJktRqtXWqhGixzXIx18b72kObO8RuUxShj2tQ4++fyNhEhyFy0EAe2fZPuG8sQriRE6WMUxPLfzqUFgTK4cRnj+vCoNondocVUiCkYLcXjuyyBX17tYFXvza1S9u0WCyd54B9poNvMhuE1jx433ld3taeR81izyOvYa+vXRNtLy4DoexGFkqXykOiut1KJ0RU3NQZLrjgAh577DEWLlzIyy+/zIUXXsjDDz/Mt771LYQQnH766VxxxRXcfffdvPLKKxx33HFUV1fzzW9+E4CBAwdywgkncNZZZ/HAAw/w/PPP8+1vf5vx48cnroj9lbXKhv7LL79kzz33ZL/99mPOnDmst956vPPOOwwaNChZJ+5JcOutt7L55ptz+eWXc+CBB/LGG29QV1fX4X2JUIOM7oiH2jRtTfcLUpGrV75g0g9d10QDgINf+7LF9qTQLP5wBMM2MIXxyz/aiAEj3l/dU9Iq2oEv/2dlq8uqPm6kODiH9B2cYo/s3tKHLDylaxb0AAuPNSmIC7/TiR9SrY3LYSYDGQ8ZRWIQAjIZdCZuxCzNTQshIzdEz6TzBiE6CDhji4mo7cfyj7tupk4ux0Fz0DovMd/bHBEK4wIYSs558Sg+KQzgtl1uBmD/iVfh+WEpxbBZel8ZcYRMNrtvFQuxsNmveTTcpFQrMduIDDfckvlGTJsZoB0QX+meYK2mOGqQoblD7OYju/ko3TBueI3roBub0EWfvz4/h380DiEcPQL59qJSfRygkv80CmjQGZqUx0073drGAaweOgyjyJxm4FfeQX4gCbVkxzkXrrJX17HPnJB83v+39/VtrnfOuDltLrNYLB1nyjrfZ+5nv253nfsfLTU5v/epi9pZs8S2p5kbatqBl68x5QN7fH0WMq7lEpTVycautEITtRlJzQttBKw3+OSTT/jOd77Dxx9/zMCBA9lmm22YO3cuBx54IADnnHMOTU1NnHzyyXz55Zfsuuuu3HvvvWXX2/X19biuy9e//nWampqYOHEit956K47jtLXbfoHQehXFCGsQ5513Hk888QSPPfZYq8u11owYMYLTTz+dc881F5OFQoH111+fGTNmcNJJJ7V4T6FQKLPfXL58OSNHjmTfnS/Ek5lSFCxQ4IemVsQPTF1LsYhuyiOqciClufApFFDFIv/48DkCQvI6pFGHLAqqypzwln40klmf78Rl4+9O5gWLN8Md9vZqnaPNr6jHr1Nt9oKauP+VNIzIEmRBuYIwB34NIOC16a3XU1nWLkb97ioWHlMuwkbdNoOFx57LPofO5NG/mYLriftdaVxBgxDny0ZYuszU+SgNUiCGDEbnPLTjmBsYsd178xTBSIgl/fGkRA0fysILJN/a/Fn+eNd+SB/y62mm7PMf3li2Xlldz5TxFyLyvqk5g9J2VTNB1Sy9MDGrEMI0ivY8dFUGVZ1BZV2UGzU/dgTaFSjHPFdeJMDi/mCx/kqlGwqlW0TGhC5PNUyGFQmvtiJpzS9GnKLGbQjxVvjIRh9RDBCFojn+QhFdKKCLRe5590mOfOsQ/LPXQb69KJk/d9F/aNIF8jpkmQr5XGVZUFyX+5ZuxZfFat5dOqRFw+3uYHLNMfzhrQdYd8SHvLFoBMe+dixLvjA/0guOvqBs3R3+9VOGVjew5zoLqHXyNIZZ6pw8vnZ4btnG3Ln7r7p9fBaLBaZueT4sX8mcD9u+2dFRtju1nheuPyMpezA3r0C5oF14afYZ7HnkNa00r4/FVkp8qdS86HVYbOKRJy9j2bJlDBjQetZPX7F8+XIGDhzIZc/sT662cmIl+ZUBF+3yYEWes/7GWpWC+Pe//52ddtqJo446ivXWW4/tt9+e3/zmN8nyjvQkaM6VV15ZZsU5cuRIICrAj8LfceqhiC/q0gXvrmsu5NrQwU50dZZv1uR00IhFZeILYKXqht44GrTTtiYvDvRAa9wCOL7GyUNmOeS+MMvHn13P2EttamJ/ZuPfXr1a728uvtIIXye5/mV3Hx0jZuIUOCBVB2XW07HYkZHgcR3IeJDLQnUV1NXC4IHodQaBEGw02+HBn+zFoLcV1Z9ohr4EDy7cnDEDPk12MXmnaSVhl55i8dVa2mH8PHZNTEfAwtTffYwURnA5AuWaflzKwUxuNEWNqOOasCSalUoP1NF2TANnkdjWl9WOppowN88UETpyBIucwGJTIOEHZTb08fY+U3mqXR9nZT4xHvnsxF0paD+5MdSgHRpVhhCJRLNudkWPiC+AeQ2/I68VO/zrp/zuy90IlUgOfbP/Le1zh3/9lCrPZ8OapUg0Q5wGqp1Ckj4zomopp/7nWz0yRotlraehqVvE1/an1CPibj2xgApB+uDmwW2KVmzl5lML8aUpF1/tOcdWGH3teNiWC6Jl9akcWd0LLFiwgBtvvJEzzzyTCy64gGeeeYYf//jHZLNZjjnmmHZ7Erz33nutbvP888/nzDNLRhVxBAylEUJFd16iC7NQlf/RR45uQIsvAkdIAh0SohOn1M3/chnFRq8sxWv6qweze81bbJtpSMTa6qBNp9Uytv1xPSpjusfr4Q5VnylWbigIs+aiEW2W7fDDejIBZJaZ503rwn8vNVGxTf54BQu+eUGL/VkqkA7Ub3WWOD3xkX+dw8T9jM2wCJT5UQ2USYVzHCO4cIzAgqgHWLkQSxDCiDJHlF57DjrjEmYdwpxDmBW4edP7BQHenTU8n92eXZlNZoWiWggjPuLoWZq06IpR2ty2SouVVGpei1tawkS6lAPKM1Fj5abSEOP1owsEIcpFkIg3nV43rm1IrVcac/ljecoNSF/h5BVOPkAUoqiiUq0e/0DhceLwR6j/YFdUvkDjITvwxM9+TkEHFLTC16YHWzESYVVOkaYw0/I8djM7rbeIZ77YmLzv4bjmBDmOYrt/XkSV5zO4qki165OVAXVOnrz2qJZFTh77UI+PzWJZ6+lAQ14wkbI5/23dcn7H79ebe08Kdj5+dqn1BpGDYZQlsMc3ZrW86omMjsrEV2y4oUomR0mdvsXSR6xVAkwpxU477cQVV1wBwPbbb8+rr77KjTfeyDHHHJOs15meBNlstlX7TXN3PxJfcfQrbW9tdpS6497+3Zg6WeC7Wz7FHQt2ZOxfL6W2qsBzU6dz4Vb/6ORZaJ2dTphNcYBArFseAdvq3HpEDrJLIfdFiAw0KzZ0yQ81X44qCsz5deaufZxCFeY0ytOMvn4WsiAQcvUcyyy9x3sndk8jzLaQvlEPabc/wJhsxH8TTlST5Ai0lAgh0CJOQRRG6ER9wbQovdauREfiTYYa7Wt0XAOgNI6GzDKNU1TIQogo+FFNZkpspVMPdervFYxLoEqrLJMuaaLYpiGziAQPpOq+HJGIL+WKJNqVTkEUyhhNKDd1t9bRKbEVzcMIurZICs7j4vPQpB3KokqOW+Z9ZD5KOwyVSYmO6unQGlyXI0fthTNkELg+wgmoumc+/AJ8FEWtadAODSrDCpVjaViN0pJf73TbKj//jW+a2aV/Y794fX82yQ6loFwKoUvO8xPBmnUDarMFBmQK1HoFbt+1lNkw791xLAlsqozF0p3sO2WGMVJqxpxPbuzQ+1sTX7t9axZP334Wz/36DHY6YXbyPQjlxhpxNKysFja+iaVL3/etia9EgNkaMEsfs1bFEocPH864cePK5m255Za8/74xs+hIT4IOo1Nh7jglSWuS5svN3M10K02ZAVT0DeOg2DjzOVsM/ZQNBy9ls0Gfs88D3XehLAPILNf4dSq54Nt8ej3aK13AOb7GbVQUB0FQpygOUgQ1pSmsUWb+QEVYpdBZhc5oVFbjNPXvhnlrC6uTfjjq1zM7tJ7M+63MBGQsuiLXQ0eWRJgrjVui40AU5dJZD5Vz0TkXlfVM3VXGQbkpVz8FIjCOf9LXOAUjQkSgEH4UmW7VsEI3e6nKnsdTc9KpLSKuQ4iiYGVTmSGHiSTHaYjKi9IRHSPcknRCnaoDa55iKFLbcSH0ovdiUg7dxpDMMp/Mp414n65EfrECVjZC0S8TX9r3UfkCwnFwBg8sOxeff383FIpQa3wEvpbktUeDytIYZlnZwehXVwX+Q19swZwvtyUrA9atamBIdSM5LyDrBgzI5Vkn18j6uRVl4gtg8ujX+M6Yp7u0T4tlbWOr80wJwfgzy0sJpq77g7LXbmMrWQMdZOrmrfeM1I5g96Nnsesxs5PvOi1pkU5NSpiVzzfRL3NDO/WaZt/NitLyCiek0pwQLd3FWiXA9txzT954442yeW+++SYbb7wxQId6EnSUxO0wSUFsVmcCqVoSc5ddK9NkVG47jlCbC50YB81QZwXbDXyfHYcsYmT1l2wxcAlTHz2N7f5ZchA66skfdmqcMc/cdiYDFxQYe/HrrP+4Y+q4BATVZoqjWw0jPBqHK9TAAD3Qj6bATAMCdG2ArgrRGYV2NWQUqkoR1GrGXlbPprNsU9NK5r3jz+nyexd+v2MX1vOenQY0c74SwkTAMh5U5SDroTMuKjXpnIuKJrPMSSbtyVL0K45Wp+54ml58Okl5lMUQ4YdRXWazH+F2xJfZbuk9WkfRs7gWLJmaHXQiuEpiDJESXrF48koiChF9j0R3fpPUm/jrIy3gkuJ0QZgVBNWCYq2gMFDi10hkUeF+sgyx+DP04k/Rn3+J+nKpMf7JFxLxpQsF7i3+ETYabpofF4oQNUF+9uIbCbVxPVQafO3g41DQHr52WO5Xcchjp/Kdf5/Y7ue/5d2XtLu8NTb50xWs9DMsbBiCK0MGZxrJyJCaTIFhtSuYsO7b3LXHjR2KwFkslrZ59SpTNvDy7HJTrTmflhvXpF0MO8ucN2e0Oj8/WPDUn87i3787s6yHYvJd147RUFn0K4l8RRkJoY4s6GP7eXNdZiNglr5krRJgZ5xxBk8//TRXXHEFb7/9Nn/84x/59a9/zSmnnALQoZ4EHSYWX+n0wtjhrVmak06bcgAH/emJVjfpiZAR3lLWyywnK3xq3AKjaz9nzODP2HmOqa+6aw8T/j/8iVM6N14wRfk11Qx6dRkAQa2iOCikaUTI59vB+5MkSyYWkUMKeNU+mRqfbG2RbG2BXG2BbG2BTG0RtzpA5kKEp8BVyFyAGuTj12rcBhsJ6yy/eH3/ftGjaNQvTQ+W0dfPKs379cyy1y2I0giREp01vb50NopuZVwjrKJJeRLtOmhHRpNICrDjKSGOQCmNDONoVHMx1koz9LZQrUSpVTPxFr0uFXlHQ4nH1jxiFZtupCJiKhZmqYiXUCZCHb8v9CD0BCo9ueYxzEKQi6YqKNZC47qCZZtk0RkPtbIB1dCILhZNG4xi0QivYhFCxdL/24Tb3toDf2gN+AG6qcmsE4aoZk1zQgShlhS1ix/1KQy05Pe73tTqKdz0zumM/eulZLzO3Tkf//eL2XS4MU4pKocVfo5QCwJtrOj/b+/r+dnWf+e8l47s1HYtlrWZqVuev1rv3+EHJkK2ww/rV7Fms/1u1vaNuuLA1ItUajaU33CCtNhKZxNRSj3UqxBfYSs33yyWXmStqgHbeeedufvuuzn//PO59NJLGT16NNdeey3f+lbJEasjPQk6hNYI0nfE20hzii/iUheD7bnMSBQOGik0jtAoLZBCk/UCtvrbNF49dBq7zL2AQA1m239chNaClw65lPF/vxilBa8eOq3V7e72rVkM+rIRHIls8gmqNapKgacQrgJH43lR00Rp9i9l6ZikiMcukFIThhIVyiRnSsuQcIDAW+mx6azZvHPWmWX73/Jn9Ylhh6WcH23xYF8PoUMsPPlsgLIWBu1FxSbtfhlAyUgj6umhHQfcOKJVcrgSCLTUiI6ahGiSRpuJICp7bOcHOB2djons8ZPlsTuhVghkswhYs7/5eN1IiLVIrUkdkpZRtCtCBtHfVmJl33paTuyqqN1I3AmSW2x5R+CvW4P7TgBaoUNASIRD6eYQsGz+uhw75Unu+OR8tNbouNF0M2LxpZColPJdUWxZD5sch9TkMj5VnRRgVRmfjAzJuQGBkgRakvc9GvwMoZJ8598n8vtdb2L+5xt1arsWy9rMtffeBrRugtERsssUE/e/kvUXLOnU++a83Xqq+jZn1iMzxvTLKUa1+EK3vHGV+g4ti2AlmUWkUhEpu5EVi6+kLKQfNGKuNOfBShpLf2etEmAABx98MAcffHCby4UQTJs2jWnTpq3ejhSRG4UqFfm3cnGWRL+SL49md5mjlJ/4gscRGikUjlCEWlBQLkoLqlyfRi9gm//7GS8dckWL4bz81UuSKFlrLN4DDjr/ZZ46fAtUlUc4IIRsiPQUrhfiRm5jpuWRQgid+CUYZ/DSF2HoCJSShMo8Ki3QSiBkQH64oPp9l9HXzyq7ULfiay1Ea2Ow4YCWTslUIzLeIGW7DqCJ/rGlxUo7KSkmhaUkuJLoV2BqwJL6L925SFhbx1JuY5+6O5sWXPGYW0mn0TIuHo+OIbJclgEU6wRhJmXe0byHmEhZ2acs7ePURmph4cE5nrj9IY49+Huol15HegKRzaKLReblby8fTBCC4yAcx4i1Zpn/IQIfh6J28LVLoJ0yIdac0X+4klxNSG22SG2mwFce/TH/3OfnqzrbfP/ZY1m3eiBF5TBA5ql2FEuLVaz0MzQUM3hSJRG3D78ctMrtWSwWw9iRH3X5vbscN5tn/tR6r9CYKdtexIcHDkkaJrfH1ufU88rsM9juVGM9X7rGj2p503VbUSq3oNTXK1lblx6bZz0kdfmKxJlaNO/1aLH0ImudAOstzB92qnGsapZ+qHWp6Wz8JRBd3I3NlX8xmsJHiUIQRhc5oZYEyiFQDo2BR6OfQWmBEJpt/2Fqa5woQuUIxfypV5Bt487zqN9dRfUGeX629d/hLRj9i1mQCxLxJaXGkToSXTrZtkiJLpn6FhSOAEcRKonWIUHoEIYSITXUaZo2VdDgJM15LZXDqFtnIJd6LDj9zFWvvJrk168i+2nBiCwtjOCKBFacXlguuESZUGr1ej9dX5n6cS45aLXiTNqKvX3Zttrbh1KAkypWSP3Qp8cpSNwa0+IprnOIj0XHh6tN5EuGmsIASVATvQ9K20hFwWJRp5zUcgeUp439vaehzievNZfe8zs28YqsO+JDpm74Y3RTvuzwJnzlaqqFQGQzUW2bAi24/stN+P6gN5Da1KSCuRvqawdfSRMVF5pt/u9nFH2X17/2M8DUb3m5kKqsT8YJyMgQV3bswqcp9JJ1XaGQQuNK81jl+YRKsvu95yGFZlCNef7UpKs6tG2LZW2k/r+TqJYFThr7SJfev/s3Z/HMH9sXX1PHnIOQkg3vXAgmM50p217E3Bcva3V9p1B6VKmr0lKbDpOTHadiaxlF+rUo1fam0g+T6FfqxrcIVUvx1Q9MOCxrLjaW2FOURbxaaeqqyi/YdNSgWSvNlKpii00BhNHHFYeAQwQKQVE5FAMniUaVJo0jFK5j9v/4Aa073DkZxYAq8w144UtfQ1WHSDdEOsqkG0qF4yikNFEv1zEROIlGYlIhTWQsehTRfKlwpMZzQ/N+oXEck9Kocwqxwur/SmPhcef2ivgC2O3SZ9BuSWSZeqjSP+AWAktQVvOVzNZtP5bVCbQ1dYYkNVGVN2uOHyO74/S2k/sU6Vqw9qJ4qddhRhBUp5o1u61EumL3xOaPcSqio8E1kbhPwhw3f7oP/ykMjHZgDDbSVH240tjTg3GjFBKE5Pr7JiOROEIkAixEmmiYLvnie26IjETTpndcgZcN8LyQrBvgSoUrFRnZMS+t5X6OonJQCLJOgBe9z5UKT4Z4jnmdcQLqsnkG5Zra25zFstZT5zR1WXzt8Y1ZOPn2vzOnjjmHOK25uNmwZL5Y0fbfZtzOpsy8KPVdqeMbWPE6mrLfgUR0xdkOKRfaJHIWi6/4BpnW0A/6gIVRrWslTZbuwZ7JniJOa4rd0WIXxDj6FbunKRWJr6jeAsqK3eP0Qz/6h6+iCx6lBYFyyIcehdAl1DJJD0wmoY1Yaudu8+g/XEk2V+TpySYX/O479za9hxyNdIyIynghngzJOKYOw4uEVWlSSVqiE92dNjf7jQD0ZJhclEmpka5CuBotW375jb2svns/hzWI3765V6/ta5Oft2Oc0U1cve1diEBHBhLSOAQ6oqzIelW0Jb6AMpGVuAmGqeabnS3ATouvNus6S5E1kfqzSzsdpm3o4zGLVv5EtQOFQYIgl7Kmj007oudJg2ePUu2XG0W+MqYXn/Y02jV/n//z+Pd54sPRPNUwhk3qZ0MQGtfDiKmjz2TuC5eiGxuZs/iXRhA7EiEFm57xDBKBTClEXzsUlEdT6BFE/dEk5qbL+L9fTK6qSC7jM6AqzzpVDQzJNrFudiVDsys7dMoHeHlcYQTbTTvdykufjWBpIYfSAlcq6rwCT026ivWibQ+rWt6h7VosaytjMx93+b1OQeEUFPtOKXcxnDL+QqaOu8DYy8fXPSsb8J57M1lnzoJr2txunKYY13TF323Nr/XjNO3kxloKEWUMJN+l8Y232HQj/VtgUxAtFYAVYD1FOsrVvP6rWfQrWQdoUQOGTuq/gNIjEl9LAiUJ4wufKPIUR6Vkapr4UHlUY9QNsxh16wyE1Lx22LRk/mvTzwCpo7RDheca4eU6Cs8JU/Vf5SmJ6X2J5LEUjYujYXE0TUgFnmbU/yv/Un7jIlsL1hbHb/54r+1rwY/bTzHpLsb84nXzpK2oF5TfFU3RQqA1i2qVmnbG66f/BjsxyHST9OY/2OlaznRELNUIuXm/r1Z727Sm5aQgzJTek9wNTtd/Ne8vFkW8zHNtWkFEN1QQIF1FEEpueXovVLVqEf2a865pEzH3s1+Xjh2MYYcUOELipAbe1h1RR5pot+ea745qr0i163Pn7r8iKwMcNCc+e9wqTjy4MkQKzd/2+gWTHzkdraEYuvihibjFdWR1Xh5Xhgxw8+1tzmJZ69l71Ntde9/h1yB9bVKjfc2Be01n8s6XMGWbn0Z3ilMlF4FpYRE2NHZqH1qmvhRTmQJldvSCsptfie28jlLM09+/kQ19melGOk3cuiBa+hArwHqKuO4r3f+rrehXGKUfhiFzPnqegva5t6kWH4WvwdcSH8fUWkRToB2KyiUfGhMOR5jUnjgVMB0Ji6NXZWQUmMyiMkb/4Uq8XFB28SRF+fZam9KCLBZh5WNQZLyglI7oKcgohN9BRzsLYCzpz3nxKE57/mhOe/5ofvDcd/p6SKvFL3f4g4myJD+KlDsGQkmotPdbmRJd6ceSKCNlupFukt7+D3CZ9XyzlEOd1G6q9BuiOoTY9lijncgqPlNKI2zR06ZZWiKQRL7ib+m0nb3p+VXufGhSDnUSBUsEmqNB6iidWKNCadKAXcXcL37DqN+3XTMlHAcRGaIgJDL1kxFG9V9NKlP2XQQkf/85N6AmU2RItok6z4ijxfkBfOFXUwhXnYKcdtyaN+FafOUk20/Xkd20061kZGAFmMXSBv+3YJvVer8sKCPAfIVTCBFRL8UkkhRnBgQBFIvofIH7wjs7vZ/mzerLUrchMeEovUEjAvNdizKRMBGqstTzsrqv2II+vjarcHRUalIpk27+Q2XpMrYIp6dQIeCUhFcyRRd9ZY1bjfhaeuyuFPTTfBT6TMgtpVGrxIDDj9zGQiS+cimELsXQpRjdCU6bYsQCyBVG/GSckDn7XFc+Pk8hHIV0Shcxo2+/Eq8qwHVMyqAjTSQtTiuMkc1CD2kDDoVxFRCpq0ud7qgIaB0SKolyo2bNEePPrAcBL8+yUbC2aG5Jf86LR/XRSLqPBx48n4n7XWl+QONCRlLmFJoW4qRFqiHNxFdSlxXPU+V3Qtv64RUd+3GJxZdWChHZ5yepxvHfepTqGGaj/lxZytwP0/1tYlElUvdJwixlFx3xY5yGmI6AIXWpuXPamCN1osoOrSgROcXGN83kvRPPa/UYt7i4ntEZDwqF+KDxdUBehyzXGVaoHMvCahpDj2IkpnS0c4lObt48OrHcdtqY9muqHL/N8xvz/spBAOz34Fl80VhN1g0TYZdzyk2Fbtn5llVuz2JZWzlkk5e6/N4JB10dRb6UETdBLL7CSNyUbiQThuh8gXlNv+/0fkT8/Z+Yb8Tz4xWi7ztz2YQQpj2H9HUS/Yp/R2LTpVI0LCW+mtfnWyx9gI2A9RRpx8P4zlDczDV9B12Z2i+tNE9d8UtCrXHQFAgTEx9fS0IkxcjqWUU1YYGWyQVPHHmSzaJQrRW8b3zz1ckdcSGNa9mo312Fmwlxo3TD2MSjNbHVfGq+HMpFWiwMRdS7LE5vlK6CXMioG00aosqU9z+yrJqrt72rr4ew2hywz/QW8xL93kxItVyxXHyViavkx7uU8pt2JywTYXGubJrWomNtCbfmacVRM+Y4jTDMgvYih6/m6YfN7+5SSicsIylGbyay4scycZY+zlYOw9VIN0Rk2rkAEZiLKWUuqia99CXLdYFPlWRxMIBPgwEsC6pM/VcqUhUb9bRFzvGpcnyqnGKb68RIoU2z59Al4xjTDUeopC7MYrH0PDLUyCAWX3Ez+7AUSVKx+FImAtbFyJJQ5d9vQOn7K5WGGEfBzE0ngXZFyaQDSk2WE+FFeQpiOl3SYukjbASsp4jvrsSRrlh8RV9WOjTpiTpyIfv8+7sR6vn4KDwBea3wEOS1Q4PK0qCy+No1k3IoKBP9Uogyk424DsyJ3MbmTbg2WTbqxmvQWYXIGPHjuArXCXnpkEsZc9flOE5cp6WTtME4vRCaWc2345CQeGukvkQVkdqXipzQ0XWqWSEUxi3Nrani1ats9GttI8y5Rhj5unXjjfiuaHNXwdbEF5QJjrLC63T912r88OpmqYhlj1EBughC8EO0gMJAgV9LqYA8jKYglWKYKhyP+4/qeH5zsRZHumRqXrOLliT6FUefBYg4VVhqMnVFwkCy8Ji220BoCbpQhCDg0+/uxDcHzOQtP8dbxWF8UBzCZ34tDUGWfOiZG0NRGwwvle7c2vdEjVPElSFVjs85Lx7V7k0EXzn4oYMUmoxrzIBybkDGCblz91+1+T6LxWKY//4odt5oYZffv++UGTi+ivonaqRvol8iUKZfoEpd50TXMzoMmeT9D/f6d3RqX+novhYQN1IuiS8BAhQaqUvpisoVCE8gwjgDJ8p6iPt/pd0P45vjccSuwqk058FKGkt/x57JniKVZhh/IZXuFOlkvnFLVDxz8Q0EhPja1H19Ebp8FLosVVU06ix55SX1XwXtUVRuksrjRneE3ahBs+eYmq+0+NrkutlGfHkl8eVEd6m3vPsSMpmgVKMVOSi2JbLS0bbWpqQWLBUha14XlonSHD0vxK3yQWjCLGx7Wj3bnlbf4x+PpTI4YJ/p5P77EbIQXbQ3Tz+MaU98peu8UlEvkRZcZcYY7aQgdpT4/emeYfHffBhdkPghfq1DYSiEORPhjd0LhTIRsbSzYVkkLJ16095QW8uYjASXEWulSHe8vgBcN8T1Qja9o2XTdoAxV9aTWQbh8hVMef5T5l10DR+GGT4Pa1kaVrOkWMdSv4oVQdZ8F8Wph80MeppH0AF+vdNt/5+9N4+3pKjP/99V1X3OucvsMAybzLCJCC4s7qJxAYnG9WuMSfxpNk1corgrGnFBXICJa9SYGCMuiXGPIuKGMURFUNwQUUBBdma7c+8953RX1e+Pququ7tPnzgwzl5mBfu6rX+ec3k/f09X11Of5PB/mdcps3sVs4xGkfX0xcEY+qdKuHtiCF6VFixYBO0u+ZOaK18vMIDMNuSnbOeMjXkGCGLV/O0q+AkzkFAuURhpQmhAp4XJgk1Cc3jvoJqJYz+3MFK6HlWhdIZfc8wlYi7suWgK2WKgXW45NOIp5ru7XBTdcjraGzDoD+swK+jZh1nTo28RJD4s8MFf0tJ7sHjo84+rsmMQiEp+IH9X3Kup6SVOt71WTMwbUP48jYWHdGFWChreld2QQK9CThsvfdRqXv6uNgt1RPO3i5+/uU9ghfP07p/Pg86/h6985fWRZbC1fsR2uR75glHjF69WNN7aHfMXupNH+iuhXHcaU8mJjYJgh5gfM76vIpw2mZ5xBRuxkGPK3iCSHfnmTzTI0yHMWgsCVevByYlG8uilNNUkn5/D/fMvIpsP9Mg688HYAXrTiajZoywY9Sd+6gSDjC8EbK4voF1Sj5CEa34Qb5pZx/fxytuadsad/0jdeUSurYYoizE3ErkWLFlV87KoH7dD6D3/K2Zz0RJezGciX9JEvF/EyZWQpRL5Mtb115mJ37P7MpsWI6YbL6YpWikhYQb4iWffIoFU99zeok3bFQFyLFjuBloAtFoLMsBgV11EkzL83ls1fPozM5i76haFvLX2rGFpF36YMg+zQm3D0TcrAJORGIbHOIj6QLqXpqZx9urPcY3Jj5XTshEZ1NFJ58uM7ZEBRnwtcgnywjS8iXT6SFZOveidILrSsIVcsEL4wqVRjl+Sse+/i15+6K+MzD3n/7j6FHcZ3/+bE6ozoQVkYc9TI00jkC6oEq+gMMBoFM3b8wzeaF+drxvX66tsV87U32ckyGAywGzex7OnXY5bnmAnj63E5EhZqdgVTDquqtb6MopAlxhbMFblhkTcWnU+dnAUpogARci+lxVrh2gAg29KtbLLuvLP47V++Eq67CZkmvGfjoQBcl61is57EWFkUgY/JV4CM2o2mKPpjv10OsHzg+I+NLDvlopdwykUvYSLJ6Kq8mHpJTkdqOlIjmwqntWjRooJnHfG9HVpf5hbVN/zByW9HDV3ESw41cpg72aH25hu5LqNehemQH/SVO96tPPp0p3rJu5SF5r1kW+Y+Nzxq90zi2kudCnTRbgrnjugH24p6j3XpYSxB3AtywEIbuydNLXYN2hywRYKTF4qSiBU3vinI1/WvfRA/vd/7GFhN32r61hTRr75NiymziqFNmDMdR758dn4iDdJ3BkNh0i887L2V81j7wbNdEVafbK8SXUS/rKUw3Ah5ZGmU8xVD1MhW0/vwOb5BhbAVZ7RiGwnKSKwqCzjrnkQLy2HnnMtvXlatW9birouv/d/rAVBzOaanRosS180y4nm2arJRr+81Ev0K6y2UgF0nZiYmYrVlShSRMSGEu9eHGpvnnP3Lb/Lqa55KZ3LIkBSjBSJ3Dl/WhnPHdSiCkWJkpCG1540+MhbbMxfELSZjkSFH/IwMEkQhrL/fLUnHYK3gp098I+AKb4fab9f8+WsA+OrGD3PK9LORwiAFLFNz3JwtI7MK1WTAEyLmttnAB+BJ330hSztm7EBBT+UVe/n4gZ9IL7WWTobYokWL8Tjx/NdyyanNEuMmnPTEdzrSNdQ+V9U6t8PcONJVl/EZXW0bbbmsXl9wW0jm4ZhXrh/Nb7WQzFvyiVKabqQbwDLCcz0hcIaq7jxsImHo+lzV3N9AGCP55A6eZ4sWuxJtBGyxEEkOCxOOKPLFg47l5y/4J7Q1aGsxWLSFYXA7RJBZVeR+DYrXBO1Hr2UkOewl+Sj5+re3w4RGqJr00Ee/EmVKR0JfvDmgiYQtFOVqwjgpYuicBVlRMP7odjNUV6Pm2xGWuyNE/DAcJxesEKna/LCfMALasL2oE6k4CTteN5SLiOzmF4yYhWPlOXYw4Iu//i5XZ/uwvDtPt5OjOga8BLHIbQib+k5HIGMFyTK16FdsPd9AuopoV/Fly1fho12JMnQTzZLOgEQa1r7vnHL7Mfjve6/CWFgq55mUzrkwRKDq0uPEywXjzzG+8LD3sl9vS/E5joYBhZtifZ8dn/sVyFfSOiC2aDEWD/5ac2mJhRBqfMncIgq7eTdh/GtBvqJIEpTpFXZMO7kNFOU3ghrA1zEUBlRWFrQHrxAozDd8/cOoJ2uVKE2b6qZLoQZr3D9r0WI3oY2ALRa0dn274AxkStONzV85govv929k1hTSw8xaBj76laHo2w5922FgU2ZNlznTYU53yHz0SwpDR7rXRBi6UU2cQ/7lHfz2r15JOpW5PuEgQaUaqYKrIYUUqSRJFKQoIJYR1clXjPA5jnyFSFhTRAxACYORAmsFwrponOxYcq3Il7SN4q7E0y5+PsaKQrr1yQd9aOy6/3Pt4Tx87a/vxLOLIAQyM05GEh6gQhQP13p9r6bI1wjpquv/i/mm2H8FTQ/l+nbF+UZP/RD9Mpbe11dwi5lHMs3q7gyrpmYxVjA7n2ATi0lBaIGglB8WxhzhqwuQBjT4YsoUeWIVy/lguBFOr/Z1Qt4XOKnxRJqxdukGlqXzXLVlX24bug3ienz17y6koCssqdCsSrayQU+5/dUi4QkGZNkOSOEMgh7/nb/nyye9u1j3/cedV9nuD775MuazDr0kY0nH0FMZuVGVYyRSF/uTwpAKw/Mv+/PKvlq0aOEwN0xZ0hvw2G+fxoWPXL/N9R/x+Hf46Jev8RUbV2RRra8iyqVL6SGUigLj1AC3PW/Hcs+EKYlXKFQ/nIBsCSy7WmOXhmRZJz00HRxB89JEnfq201jk0J+TwX2HWCIengNa36FI3e6AxpUh2lOwJ53L3o6WgC0S3I0tK/lePPBYzv/sv6HtpWTWYjDe9dAwtJYhisxKn/vlol99kxbkaxC5jSWuyiDL03nec9zHATj8P99CPkiQXcsRn36LkxolXlqY6jLa5YlXsI0Ophtxva5x0a1xJCzMi0lX/NrkKJAIA8o5nQUi1utkDA/eylFnrOeXZ7jR8aPesJ5fvrE15rij2JG8sN1GvoALfnjGyLzHPvQtCCPGj1TGRhvhcyWSFZGyOhEz1lvAR9E2v2ykXl8kWQwJ5iLU6QokTgiszvnEYV/iVg3L5RzHTV1LV+b8ND2AayzMd7rY2zswFO5wEaFy+3CdCjX0OWFBahjLDwvZoR2JhIV9hPutftn+97Fvr854JBx55npY3hwCu2D233msegYdIUjRpCJHYZ0s2rgp906FBQkLuaV+XlO9rid994V84WHvZWk6YAtdJpNZptMh//HgD/Ck776wkBu6/ZTSw9QTsO0p4tyixd0RJ57/WlZMDFnRm+dzD33fdm0jg728lxyio8LFxtvNFyQrcno1phwsg6IN3XzUDkqEbZnXFfJhTddiOoZvf/VVHP/c9cjcDTbpjnAEDNcGWxGK3QvSWT8/Nz7vi1LJEKJfcXveRsBa7Ea0BGyxYF1DFYosY40nXwZDRL7wzoe+uHJmE7R/zbwRR2YSBjb1jmPSSQWlRglbkK97f+EMVCIRInfRJG8xL6Wl08mL3I/SgMPiUk1Kd7S662FT9Auaydf2oL6d8eTPCosBlLCkiWZuvoP0v8yjzlhfNLYt7qYIRhuCKGJlsbgoErr68K/ngRWGHvW8r3jdJvlhfb53LcWaavQLEFJitWbL048H/peOEKxJ5lDiFgY25eaJJcws6XK7gNktaZnHFZMqRVEjLOlbBl1Rkqt6lCsibOVJ2HJ55eRAKouSY+5bC9e+4GXNy/z3ToWgIzTauO+dG8XQ1yIMWMiYJ8ZT/vcFfOFh7+NvL30WGwb70lM50+mQyWTAs3/wV0wmZfRLYkmkpivzgnwBrL/fHbO4btHiroyTvvEKVk8N6CX5DpVqECYUV7ZFEfkihyouWmz0KIkJwSkbyRN3FMGYKET5lXUOrn5X2TQs/41m65oE03FkLcgSZUHehIuCRXlfzbm/OyeXbNFiV6ElYIsFT7xCkeUfvOF9ZFZjcDlfjnhZMmsL50NHuLwBh3EGHAMfAcuMcx6TwoB1I84fOuGjxeGshaUTfbbM97xtszPaCJ2uiolGVGQoELKwTmwdvZD0MG7cTc16LUTp6pLE+vtEGqwW6Gj+RJox7CVs2T/jsLPPRXYF2XLN2o+9jWufteO69hZ7OQLxKj7bYr4boa25H/rPVohRiWJTlKxCvGrMLXY+rHUqhBTgpZJCSqwx2OEQ86zb6YqUVVKxDE1PzHOrnmHdxO0oYbm9N8dP+ilmbqIgXG7E1yIMdG+XzvHLRtGvenQLyugXY5bHswSuvp8aMyotYe37znF1ApXl2r94ZWXxhebTzN+4Diksc6bLjO4xqztszToMtaKjNB2hq21FZLgTtwPP+v5fk4iUp138fDb0V9NRmskkYzIZkApDojKmomPHEsOzrziFgUmZ0b3m79Gixd0c33n0O4v3r/7J/+Pllz+Ds+/7H9vcTvi8r2AzP1o3K46AhXmu9IYw0pOvsl3d58jbd+i851e714J8hXEdK1j7vnOQBwu2HCGYutbVVASvIHePAHQPdIfSkh6qOfi6ShyLuqx7gQRxT3Me3JPOZW9HS8AWCVYbQPCEn9/OC5aX5CuzBo310S9LZqO6Xz7vay7kfHnpYe7JGbgOTSryIufruK+8DoA0EcwOOnTTvJAYBnlhPc0lRhz1qltHN5Gmpto+EltYUtf33fQ57pSFmkR4OWQiDL00Q62ZYfP8crdOLrimJV93S5iuQg60J1nRgohs1clXMfIZ1oujX1GuQrFdTUJjm2rExNGvCCJYLmuDUIrlT7yWx8sHugiZNXzxmv/juO7NHJBs4rqJFfx2uC+5kfx00yGITDjJTc8b5XQ13DaB6rvRXHcARqNdTfdznahVllmO2vcWtgy7jYt/9drTWPtPZ7uh5DHR7Udc/kxOP/Ir/GjuELbkPW6Zn2Yu6xRtRyEXLGoImsbo18ce+GGe+8NnM6s7rOxBR+as6Mzx/uPO47Qf/wmpJ3IAb7vPf1W23TeZoW9STr/3f4/5oi1atAg4sncTf3nkd7dr3W986zWccsIZo+TLl82pkK+QP+VJlw1DqFr7ASvDRff9JLBtB8Yjz1xfGAsFFUBsqBHMTm1iEblgsI8Pe4Wmyrd72uKKMqfC5w1L10zG7XwgjtF3GVvXsUWLOwFtNt1iwdvNv2D5tV52uBD5Ul5+WLoeZjYhM4lLwLQC5XufqdC857iPc3D3dp77w2czkWZ0k5xuopnoZm6kO7gLCic7GlcsOSZfTUWT49fwfluyhrE1gRqiaTLqvMVROCVdJCzdIlF9geoL7vnm9Tv3/2ixV0JoU5KpgIXIVxNGol816UlTNKxyrLA8KjAqZNXAQwpQCtFJEZ2Oe+12eeK6B/OIT7+CeyaGe3du5n1fOpV9elvd7lKLXDlg2eqtdJYMWbXczRc++jWS2zVycbZjHX+6n3nI+xdOxpfw2798JSJp7pD84HFv5aZsGb+fX87G4SQDnRS5m8aKIgoeyFdSm2J86ISP0tcpiTeEef9x5/HcHz4bJSxdmTMphyPkC+DZR1zM8+550QJftkWLFgFN5OusX/zh+A2acmXrtbPi+bUi9WGyxrLVDrd5fkedsb4cVGswFaqP3wgjfC6sBWnLvFifM6Y7noQFQidl84BbQ85vixa7Ay0BWyRYY7nghsvRwenQ53sNIvLVt5K+lx3Omm5l6vscsNwqb2RhSIXmYUt/xdMv/ju+edtR3Di/lMl06KJiSrtCpUo7y2ZlSJUnY9KUkSagbrYRSw+bDDi2ZTnfFP1q2j4UZC4mEdnRR9bVAP938tv41WtPQ+aQbhFc+frWhGNXoekhfME1R++GM9k2vv6d012dsDGRrsbPtUnUH7oB8ahoZZR39Ldu43lCghRl9AsQSiGSxJGvbhfR89P0FEf+w0/pioR9lOTws37OjX91IGpG0lk1z4MPvYZ773sTB67YxKMP/JWvv0PRCbHbIljbAT1QY5fd883rOfTd54CwrP33t6M6mqM++6bGdS+fPRiDYNNwAm0kxgq0kWgrC5mMc2fVRd7WhBrSlfnIviaVM9wI+NAJH2Va9dkv3cw/HPPFnfvCLVq04OLfHjoy7zVHf2Xs+kX+V1EvKzKuqEWQrI1MOHyUzPrXTV9cy607ouwLQa16FN8Kgn+XsJSy7FCoWVlMYjGpRXddnphJRJHPVpJDU55/kB+G6Jfe8yNgBrnHTS12DdoruUjY8ul1ZDavkK/MWobW0reiIF+zNmXWdpizgXj5CFjkeJhK5/r1rvt/kku2ukZ1a9ZhaBw5S6UuCFYgMoF0BXITTzJaL2B7EnbjdQrr+Rr5GhvxoiECh6vxI4UllRrlR8oTFbXeXpZw71fddSNgz/r+X/O0i59/px2v6SHcE6Od5D0JIhht1CNd8ec6+dJ2tBBnQ+2amJTZ6GFti/Xd77JwPww2+RB83iFJIE0QSoGSbvRVSvdZCB724z9hUqT86g1H83ef/2+e8tjv8/Qjf8TKdI5l6TwHTW3myN5NmMQ5ki3472i6VRc0xlmYwcU1xKRyRjhNOHTiVowV5J58Ob4qqsWShWFCDZlQGV2Z84HjP8bydG5kXx974IdH5p1xzBd44VHfXPBcW7RosX14yCFXc9X1B3DJ79ZW5l94zb0qn0+9lyu8XhmsKoiVqbafTRElaz2Z0ZjhkK/f5zxu1VNFekQTjvu79aXUcKFIfp2ZRSU4rC/IbJWTKGZLAQuyr13h6PrzINjORzlgtmGwrUWLOwstAVskfOM+nwdAW4vGFq8GJzsMksPMm24M/XvXmSn/LRLD2ff9D47s3QTA56+6DxsGEwBFR0h4AhOkfEoaUqnpqrwgNmFZPRLWFPFaKOmzHg3bnvXqxK0ub6wTs7RmWx1GvQD+4OSajfZdAB974IcrxWl3B+SIdeCehQsueQOwgN38QjLCivPhmO9ZN9qI9h/nfjnyJV30K5AwpZwEcRyUYsWTrkUi+PEf/yP7qi0c3L2d6aSP9r2OYKtuUjeKW0BU+yAVG3pYIO+rfCvT8cPRV77+NN+hCbmYrl5YEzbnk8zlHXo+/1Rb6S9T2V5MqMy1QZQOre+476fHX5sWLVosGo446AZOvMe1lXmPXXdF5fP5V5zl3owbqKoRmZESHX4dayx/fuXvGaDp24Rlvfmx53XZP51WifKHshpFu+UjXhWI2qQsVln/CrprSQbGkS8opZT13N9i4M2Mfx60aHEnoCVgiwRnNV9Osewws7KIfM3aTlHvKxCy0ClLpSb1JeL/8sjvcup3XsyyqXn6eVocR4oyihRyv1KpXR2daArLYiJWR8UpsUaORr6fFeSR9KjJ8TBIDZv2U5El1ghYL8l56IWvCheySLYF+NbXXrWj/4o9Gn976bMA7tSCsq+8/Om86WdPZP0VJxfz9gpZQZybME56aCim0WW1V6gug2pytikf0pXcr5hsyYbrVssvEEqhli3lSfd8BBmGGdMjFZqBSenKnK7MmUoGXD57MNlSQz7hiFiByLKeekclLF8AVm8jAiYtQsI1f/4ahnMplz/hzY3rvfnYz5EbycruHLmWZLkiM4pMK7SRdKTGIHj/cecV5KtFixZ7EYrIlqlGuQLRikhMIF+hrbRa88fTNzJjDLOmSzJmIAfguOetL3O1aoNKFdSJmHD29DbKATPKtWE2sUz+dqYcpAtNs7VOImljCaItSwTt4dBW7HFTi12DvaDXtXejiH5Z0Ag0giHK1/ryZhs2wUTVzhWWVOYsU/OceZ/PctI3XsEDvvpaciOZ6GQFUUoiGeE46V9AxXSjTnq24XzYhLr1PNRs58dIGhuJGLV5lFGw2JDg6NetH3s+eys+cPzH7vRjpkLzD8d8kdPu9bVi3tCOzxPaU1CJfgU0ELIwjSZc10Z2A0KB5Ya6MPUHdEV+COX7eB/xuYXte13EyuUYLH3rCttpK5mUTq6XCs2G4RRM5UUx0lh5E8sEi9tsB/LD1n38rPEL/X4P/cRbufb/W9htdGmnz1QyIDOKXEuM8VJEBEOj+PAJ/7Z9J9SiRYs9Cl/9yVuaB6jCq605xFaWGWb+5AFkVjNrFbOmS26au5dHnrmeyz54WiW6XwwqLeDkWim9Ecw4wnzfRxCz/YgsUjn3IvoFZfSrjYC12I1oCdgiQVtDZnXheFiVHkovO0wYWuXlhy6fqytdZ+zQzq0sUfO8+EfPJNOKqc6ARBqm0iETSbZN4tUUmYoRm2HUyVcT8YpJW7z/yjpjSF9SM9hoPO8oHwwg9XlgV7zpNEwKec+NdB26/twd+j+0GMWDpn89Mq8uS9kjET/067lfTRGvsAxGna+acr8q8pRa9Gsh6WKA9iPBWY7Nc6zW2DzHzMxgNm6CTodn/snzmfVlJoDC9S+ziq15l8700Ll5BRKmKPMdpK24IzaSMog6M+5VSEtvcgFXMmVBWq7+09cuePkP/8+3FK6FMzMT5LmLfIXBmC887L0Lbt+iRYs9HPFAVZHzNT76VWxmLBed/T622pxNuseN2Qo2zE2O7P7o09cjNBz5lvWVshqx2VDZrvnJ1zKNyRfCeqdDPymL7RiufMEaRySNcfPzvKwBVuQGmyL69Zv3Hbfrrl2LFjuIloAtIownXnH0SyN9xEs4Rxlbusq4ZYpJOeDS2bX8an4Ns7rL6smtTKdDOlLTUzlLOwN6Ki8sniuW7l5yOC4aNk5+uFC0a+R7NZC6cdsvRBTr5wwURKwjNSd94xWse+85zu2oa12nNLUc/fkztvtc9wYEKeCzvv/Xd8rx/ujQn/DBKx/Bm372xMr8e3/hjDvl+HcYkcRwrAV90UmoRb9G9lN2KmxNblNIavx0+3MfxAU3XF7Z3sadk1ArR+vygZ/lMMyw/QGfv+ZiPv2rb/GRb32MD33ivczoHgOTkgrty0UY5nXKLXPTCGkxHcgnIJ+kzH+UttIpKeU7dnweWICAwXw6drFNLDIxHPmZZulhwK//uEyq18OyLqHEMpFk2ziJFi1a7BWoDHQ11ESsw8sPBzZnkxFcl6/iitk15LpBVRGLF2JJdZhXb8t8+1aJ+ktbShd9u2gTC12DWTlk3cfP4pYHr6oUki6cD7WuRL5+8tiP7tCl2R2IB9P3lKnFrkFLwBYJBme6UXyutV8aSSpypDAVA4RUaG7LlwAwMAkSy3Q6cNbynpgkwjgC5olWIkw136rJcXBMLlcTGXPnOxrdip0Px2FclGtkvZoVfejIhe06SpNKzZojb3U67w7oSYvpGRJ115IN7JduBiCRO+Ldu3M4onvTiN13r7N3dKIb630t1GkIEaym3K8YUUJ5jB++4Z/8/GgkuC7N8UVIQ9TLeltmqzUSwZzN2Wzgl9kqNugppDCk0t3/c7rDwCT084Q8U0XkS0/aUooYOhw0jBYXF6Y2egxFh2dcdGvde89B+BwwtUDOxgiEddsJV+j9gkf84/Zv26JFi92K+RvXbXulmopgIfkh1jBnczaZLtcPV3Jbf7p5n6L2Wp8f3teIWXFKsqHtFxahbNEmSWXpbTKQuwExq3V5rnHeVys/bLGb0RKwRYIrvTx+1EhhOCzZwGo1Q0eUHe+N+RRzulNExUJR00k1pCNzOjIn8XV2Ot5sI5b5hYhYER1rIDpAxQ2xDu2124GEyQqRrJptjETYouMFFFG6hhpgxTnWoncAPZUz3Rk4AjapMasHdJYNyPVd62f7p4d/n7OvOIWlSf9OO+aj1l5ZvH/axc/n1O+8mKnOtotn7m401fsqrZMbCFbRQYh+65Gd8rjoVyikzgOP9fey4dcfO64gVYXUsKh/Y9zDfjj0U1YsT0VCTyhmbcImPcWc7qJwToHGSjbmk2wYTDE/SNGDpJQeCjCpLUd567lf8f3blMTuP1/9zPHSQts1oCxSGfQO3FcqNSRKI6XdMeLWokWL3Y6J/a9pnH/+Ve9wb5ok3HX4/FdrLF/8/Q+51UiuGq7hV3P7sXEwgRR2RFVhEpoHjyr7pWjb6gNMTQhOiCJIFQ3ccGqOvfV2bH+A7Q+KOmUFGfO43+f+csxJtGix+Eh29wncVaFDx9BDCsDCKjng6uG+/GTuYP47nyCRmsN6tzBjeqjYMdAapG/gujInsxJprSt2isUgHGnBYERzWFgKu6BLYdM2ekzi7EK5X/V1mqJuTaYc0tf9kgInxRSijIQJ6CiNFJbu2hmEsEz3hqRK08/vej/bY3vX8fJ7XbBbjv2Zh7x/txx3R1EtrlnKDwuMy/1qWu5lM8X8kNdgI/JlDRd89t/JrEEJyVWP/hdO1ff3zjDGOSKG57nf5oIbLsdg0NYNwEgEkJAKyYzpskTOc1BnA32bMvDOp8YKNg4msFZgc4GVILQ7jJ42qFlZtZ+P874qUbHtlxGv/dA7IbXQ9eQrlwsStTpU6oq9h9qCLVq0uItge5wBIyMiqzWbzYCrhvvx87kD+f3cMrSRSGn4ad1RVVYj+jZq03ZIVm0pBqJC9Mudl3vpTA/51M8v4BmHnuQiXh0KEuZqM0pA85O/fRHLXjW+XtmeAGtlpTTR7obdg85lb0d7JRcJOQYlBD8fLqMnBDMmYcZ0+PlwX2ZMD40kkZrcKDbrSYyVLkfMhsiXRUUERgnnDCiFLSSAMo4sbUNuGEelmohSExrt58cMQ43dxzbOrZznInbFPMpo3tpVGzh4xSb2ndzKyt4cE2nGw77+yuYLv5filHW/2C3HfeXlT+dFl/3ZnVoI+o7g5Ae/GSvEqAQGmmUxxbKoeGi8foxYshjcDI1l81eOwHiGp71cZfNXjuD25z7I5YfVRlXPv+FHDGzGwGbklCOtD/rx/wMgFTlKGPZNttATGZlV9E1KbhWp1FgrEFqUnRJDNfcLGqU5FfK1Hc6Ia//pbJczIcK0cJSsjiM+/ZYil1T5KHaLFi32Hrz4R8/c9kpm4ftaSAnGMnnRvmwwgquHq/l9fzlDn/ulpOX480+vbNNIrBYyFKrDimoeWSS1tuGDAKUMv81hw+cOYcuXDvHqBssf/mwj3W+s4ku//R5P+MVGLv7t/Rb8ji1aLCbueqGEPQQDazBG8JXN9+X9s6sAFz06fvnvWJbM0ZMZCkMmQjK7wViJEsYZdFiBQbiomNSEAs1SGKQVICKJoLDliFAEY0URBQuof66vbxBjCyeHws9hv8WxoZK/NRL98t8tfo23De8TqaPljoh2CqmlrmzzpYe/hz/45sv41qPO2d5/yV6Bd/3yMbz4qK/face7R/d2rh+u3KOjYCc/6E187Xv/AMDjjo0e6LH5BowSrSbUOxVaV6WHHhf8/kcYLkVbU5ApYy0X3feTyPsK1Bv8QAmSU/7fs+H7P+XI//w7fvr0dzNnc1IkEktXJHzrvh9ngxkCroD6Etmnrzps0FPM5l0y46Jg2TAB4+/tFHcLZLIS6VqwgzKGfB3yr+/gt3/pBiwO+fA7ET0v1xFlDuiR//VmlDJMdDMu+8O3LHgJk0QjfJ5mL8349qPPXnD9Fi1a7Fl41/0/OX7hGKfYAkK4KJJXC3zs0C9ywfwaLt9yMBsGzvkwVbokRB5HvWG963FG+awV+/kx5CwmXK6rI6IBJ1tsF9oyISBRhm/P3ZNPH/sRlsuEPx4+FPuAY7gtu4yz136GL87tz5QcsC6dW/hCtWixiGgJ2CJhzsL1w305sLuRDcOpomjxnOmwxPbpyszVu0KjI1ICzohDSuskh0gGOvGNjCEFkE6ylyMpNViy0lBJ3zDlVpZExxJFz6oyRGPL6FsTQuHluLZHTL5GSVf9NTgzlpGBuixRCkuOyxnLw2ejfL5bjgr76lie8r8v4FuPet8C/4G9E9+87ShefCce74VHfZPX//Qpd+IRtx8PfuY5LP31Vr52yRvKmRF/Gqn1FdvFC1mNfo2zqI8dDYFgO29wZSScnNAt056IKSEw1q0jkXzmPz+IEoKEH7DVavrWoLEoIZgzORmWOSO4XU+jhGG12ooShmsG+3LbcIq+TpnPOuihRAxd58KklFEqWXY4Knlg4XPciQnLalGytR95h0tST8N65TbCvybKMJFmnHj+a7nk1LeO/b8MBynT0/NMdYas6M1v1/+yRYsWey5OveerOf/Kt5UzojxZ5LgRHyc/vFHnfGfzUdw2mCI3rr/RVS7av3XQBZz9PMGI1VL0VeqDSQvmfDUMMruImB2Zb6zgp1sP4ojuTRyWbOCe31e8bf9/5o23PIDf5cu4ZrCaX83tx5ET14y/KHsIgoP2noI96Vz2drQEbJGwyXS4OV8GuBwuGZEbXUS2cjKToIqIkIsQBSKkhCERGi2FK4LlSZjC6ZPiSFgcNVrIJnRcBMw2RLZiZ8KFcsmajlGPooXctaaIXPzdE0yR2wbOGTARhq7MywOohZ0Y92ZcP7PsTj/mm4/93J1+zG3h8Heey7rfzSOykrA/7n7/ULwfiXzF74UYNd6orRcKJjeRL6u1z+Fy5GvU0TTkYVo0rtYf1g2cZNbQt55EWej7fc/ahDnTZYmapyc0KZrMKrYMe8xkXTbP9bCZRFrfCVG+UxEKjhZf3J9qvaNSI2YxxAhJq10XLyc0VvC/j3376A5qkMrQTTSrJub26MhpixYtRnHBNUePSN4r5AtqpkXerMhbuheuiFpz5QeO45fZL7mpv7SQHga3ZpnYohbYyNhu1E7F8sOm5dXzooyK2fFpr8YIbh9McfVgNavkLG/b/7v0rWtzb9VLmdE9JJYNerRWWYsWdxZaArZImDeu0LLCMpUMGBh3qRWGzCpSoV2r5ImFwqJxRErbsrhpKrQz2RA+c1VAgnZ7GpEeltGwhUw36iRoe+o61KNf41DNSavmqLnlpjDdCFE/VbSibpkSFh2dUyoMqTCldNFaliR9Xnn503nHfT+9zXPam7BmamZ3n8Iege4Ggekoko0R8TZmvORwHCGrQxusNQghseF3p7VPygasIb/wIAw/QFtLhiGzhnHZEBpLFg5nHVnMrERhybDMmISe0P6ez1ki+szahBnbY3M+wa1z09y+eQo9lyL6CpGL0npeAD2NNb6ejid2dYt5oCrp8Z8r0sU6ROmEKvxgy8+fdMb46xZhyVSfHzxufISsRYsWey5Wqu2U3QXi5d8H8hUGrexwyNdO/kfO2/RA5vK0MPDqKM10OuCQyQ3cMjfN0a/10sMFBokao1thPl56KEbfA1gjnODBljJEawW3zk/xi7kDWJnMckDyO/pWkBvFDdly5k2HrszvsgO5LfYOtARskTC0rtOUipxJOYxIhkNwtVH10egI2ssWpbCk0pAZChImrS2jXl5aWESa/PymWl5jSRhl9Ct0yOr5X0HTreJCz2PNPcoi0W6e8dfDvZqR3DEn5wo5aGEfuXUSxK7KkV70ZbRk/f0+BcAj/uid3PMNP+NDJ3x0m/+TvQGHTG/Y3aew23H069YzXAG33q/HT9a/BnB5YFLET92atLBe66u+blR8WYhyIEFIiTEWETn5XXj0F9BWFOQrw6Kt98SgaryoERhbykTmQoFlLEMkW0yXWWHo25RVapalcsAteppNeopfbVnNpq0T6C0dxECW0hyJs1aWOBOO6RwGyh04EDAjyvUbyNeOQkZRtrX//E6u/ZtXAHDUZ9+EsYLJ3pCO0ihpWNrNx+2mRYsWezgOVNsoNxLaTikQRpYkTEo3WAVgLB//7f9wcX81tw6nmc069HOnMUyVU6287T7/xbH/vh66Y6SGvi0rCFUYYCpWqq0/DoWkUTjhg+/bzGcpv59bzhXpAaxNb0V7o7ObhssZ6AQpDJnd87vArsLKnkMUt8cks8X2Yc//9e2lcAYaBoNzONOmJFN1FJLEbUB6WZN7X0oRm0hYsU3I9SCWTi0gUYylgzX5ITC2dlilrldEvkajXNV9Vw05QvWzcp8J2uXEEaJpXpLpcdGXXsFxf7seThj7lfYqrEpnd/cp7BHIl2nyI7cWn4UuR2DHolGKGJE0ACmq9vNh9cj9EFwhdYVgAAX5ciSrfAAFLXzfD7aAG3hx6/mcT9tBWkuGYkoM6duEDMWc6XD9lmUM59OCfBW3SOiMKAMIetMD+raLzUWZcA6OhIUPcWSMmjPiOBTJ67UizF3DkZ95M2mi6XY0SroafUoauionVXdewfAWLVrsWhxw4A0LryBF2XYGEiaNawSVQgjBrZ8+iA3askX3mMl7DHTCUDszoUSlpeomRL7qXQ5RI1X1CNhCTZdteB+3nf5zriVbsw43DpZxU74M5ftGW/MOABPSKRNatNhdaG3oFwlhZEUKSyo0PZnRlXmR7xUjyA+BwglxHBzxGm2d4ryrWP7XvI/qfGtHc7vidXIfrWuKjBXES4aCylF0TBhnnx8VhA5FpKUw/tUtV9hCalhO2r3K8F6jcPlgsY3uZR84DYBT15429rrtLdgT87F2BdZ9/KzK50M/0SxhO+Jt6+k8eAPLD9pMmpQdfZFpR8ICRup7mei9HSVedffDLC9rf4HPGXNTsJyXiEoDaSxkVjBE0reKzEpmbepIlVVuQjFrumzQk9xuphjaxNf4M/RtwiYzQd+kXD9cyaabl8AWN2oscgHaESwrLUjrXoXFAhNL+yRTObKjEYmB1GATV0TZrVvKFhceLLUV90MAnUt+8kdvYu3HXB5Id3pAN83ppjkTac5EmtFLM7rKvZ9O9/yC3S1atLiDEMJFu4QIozMIpZzzoZKY+T7fud95dIVlYFOu27qcuWFKf5gwN9/hxtuX8dEH/AvgBDtFzS/pCJnZAc4jbHUqYKujTbZQBAjXnzGCLFfMDHrcOLeUK/oHcu1wHwYmYSbvubqjVtC3nV1xxVq0uENoI2CLhHhkJfXOf03FiJugrbOwjseZJQZNuU9XrDmMegd7d1tEwpowzoAjXl/UiBWU8sP6shDlKslXVVYY3gcLeXBkUwpTxLpkA9mMyV8qcxKhSYt9SCQaIwV/cclf8JETP1Kse/616xu/d4vdh8POPRe9MiOZ1Bz9+TNYOjGgl2RML5nkXv+wHpGDVc52XeZw0COv5x7Tm/jd1uVs7jvb9sfd9/V89fI3c+q9XjO+sHIdWrtORIwgVYxlirUo2H///lJMw30aOz9lVqJrhjcaQWYTZk23yPHs29TnfCZoMrSV9G3KjJ7gipn9EX2FzAVWWWxiEUa40wmRqUyChDxTJKlGJRprFUJa1+EQMqSd+S9QO2kRKTHHkDLdT5Bdt5PORMbRnz+DbmpIlHE280lWDLwk0jCZZK3xRosWd2UIWW07vfLAzM/z+au+Q2Y1IJiSkh/OrOXGDcsQ0qJziR4kdK7vcORb15PMgU1qg0LbqaQbR7aEjUyJPOES1rp2MzgiWjeorI1kqBUzWZfr+iuYTob0dUpuFBMqA2CwV0gQ96xCzHvSueztaK/kIkFHl1Z6WZ7y07Ywbp0RGZ+PLKlI6gfVost11PO24pywSgTNvw/2+TFGomU1041wbvF5KWwlcheuSb1uWCrddmGSGBRlBC0VGuWjY0uTPk/67gu3cTVb7E7olRmyq+l2cya6Gd875Sy+/eizmfyP5XQ2u3WEBtV309MPvIwjp25mdthFB4ldHqzlI0mhjNhFIGV1Q4561Csma2FfumQwyZGHYrDElhv1O3GcXDizCbO244or2w59m2KsJLMJQ19wWfmcg816kr52D34rfYdBuYiXVfE5uqCcHirXudFx7pqLfAlli4Fq6lOxsm1MchfCIjsaqawrriwtSlqktMVgS5AbaiPpSN2SrxYt7qI49dCXuzdx25rn2P4As3kLX7zqf5izGQbr6h+++eV89afHkM2m5EPnHJROZCSzrk3XnVH3Q2EWVkYXka44nB9yvPw0Eg0DH/miIF8hEqa1JNOKmbzHrYNpcqOKAWfjB8RatNhdaAnYIiEeWVGeOKRCj5UQNs7zBEURExtbrF+QnoiEVYsbN8sQx5GzsKwe/YKqZKlKuprnK2Fd5MqTpUC4EqmdpFBWpYXF9cFZ7xevwpJKXZBX5b9vKjUTKuMekxsr53/8c9dz79e0kbA9AWs/8g66SwcsXzbHvtNbWdotCfP3znspl7/rNLKloIaQ9N1D+5Ov+kN+vPlgbrl1KZc/4c0AfPXnZ7odZjn0BzAcVg04YDQSFhtvRETMRlJFawxWazcZy5e/9Zlivcxq5mxesZ8HN/gwxBdOtpKhdZLDm/Jl3JovZZOeYkM+xWY9WRjxGCSzpkvfpPRNys3ZUjYOJrBdU3ZQVCBhlCTMgtACm0nyQYLJJNa4joW1oiBhYRKyJGMi6kNhxejIc8izT5wBiRAWKQ1KGVKpnUXzzCQXPnI9V1+9ht/dspIvPfw92/2/b9GixZ6NTTccXPl8/tW+oLoQjoQZg81y7HCIyZzxzqRIecYT/4qn3u9xrLp8liU/6SA3pej5BJ1JlDI8+mk/RM0XBs+juV0RkaoguHFU5IV+XUOU7xWRMqJ92XKZU6ULtBEMtWLDYJJb+tPM5SlDrZzJkpUMTUvAWuw+tARskeBkR9XLG5OvQEhiBHneOEjMSLSr2JcnYc3bjToVNkHUyFdT3a8kckCsn0NYJ3TgAkGsE65AsApjjdqkMDVS5vfjiVwq8yIaNlFzdLr0Q6fR3Qj3fUlLwnY3plbOcdCKTdxz5S0cu+JGjl91PfdZ9vvKOle9+jRk5h6wJoENRyX86H+OJGlw2jv/qndg5+Y4/9r1o3VrxqGWCxY7IGJdza/NXz6M4eOOLyJfofaXAW90Q+Fq2LcJfZMUxGuTmeS6bBU35cuY0T1mTI++dSUoQhugrWRgU2aMk1RuGE7Rz1JER7v8LeUjX6HwcrjlDK5DYVx+mDUyynWgmnheTLX7u2G4uBhM8esL4SJqSrp7N1EGIWCw2RVR/e1fv4Krn/na7bveLVq02KNxSu/PGNx4KNm44hqFC6IsomFCCh705hfx5HUPQV5/C/qQ/Zlf0yMZQDojUDMJzCbMb+zxnuM+7iJdfloQMRkzYvyyOgmrrBPnf4FzQ3R5YNpIslyxqT/BxvlJ5vLUq3rcc6C/F5hwGMQeN7XYNdjzBbB7KZwLooMUBrwFahN52lFNbXAMDJb0VZJUdUWsb1eXEwZr+e2VH8brLjQ/kE3pZYTxOSgMoe6SoiRusRwSSimmKvZVXkclDAZBKjQv/tEzuWF+OZ9+yD8BzpTjhL86d9zla3En4PC3r+fYh93K5x76vsr8T/z6gZz1iz/kpsEy3nX/T7qZ1idrJ2A6YFNLkjQ/ub9624e2fXBTRrmAqiV9ZT23/Hv3+y/4F3y9L1MpvFwvwKwRGFzka8522aJ7zBknPTTI4n421tXucyOtriUIBdZntUv8Fsq6wV6JM9tQIIxwEa1AtAKscOcrRLW+V7yO8J+bBllqORgiEC9Ryg2lNChpUdKgjaS7bDDuCrdo0WIvRxapBk5d83xIEs6//t1uhg+hO+MNBZ0Oqz/6I8TkJExOoicTTCIQxknHrRLkSJLbFce8cn2R+7XdGDMuXDRlC8gW43VtWDcQMiPItWSQJ2gj6CTlwN6ellvV4u6H9te3SBjWkjsDIQkRsKZ8qDBfRlK7ugyxjIJtu0VqckNslCRiR6JfQKXwcl2aWD9O5btE0a9wrrGLYfw5lhim0pltxJGvunQzvBYRMqmZVgMOmNhUyQebviHnsQ95yzavUYvFQe82RsgXwMMnfschnds5sLuJR37j5Rz9OheptMIZceSTFj1huPKp/7Dg/k85/g3jF0oZ5YHVpIoerpioGwg4/D+fR2ZzcjTar5dZU5Avg3M/DEYbw8jtcOBzCOrR68wmvqC6czXVOOMOlxvmBxoSA13nZiiURSQW2zG+BpgtWmdh3akWI71GRAQtsC6PmJyNJL7b2nxb5I4JIFGGRGnmhh1uuW4Fw60d1n7kHeOvc4sWLfZKGCyzvjl44P93Luff9P6SfFkL2rdlSYKY6CGnp5ArVyD2XYVevZR8MgEBMrOoeVDzIHJI5n3eV0PPciwhW6ArUzHv8G6KBSurOSEW+/LyQ2tAa0muFf1hwjBLimLRoQ3O94IIWIu7LloCtkgI8j1jRRTlKUlWeK0TsXGo54Jta/2R7RuMOZoKNYf16vLDsNzY5hB0IR8Ulnr0qyCPEdkKCEQznir5XjViGhOy4rPUdGXOFx723mK/yWyG2jy/3dfnroKnX/x3u/sUAPjZO09rnP+svz6NA5ON7Jdu5kH7Xktns3+eeiJgElh60JZt7l/kUU0wO+Y+qJtzGOtywGpk7LCXfM9Fvbz0MI56Bef7UNsLXGS5KDMRDTa4Q8jit6mEKaJebpmLhoVRVyGss5EXlHlciXXB4TAvumcLp6/yKkTvY00iDeSL8pjR/PBZeAOc27ZMc9kfvgW1Rbniz9sx0NOiRYu9D0cc5OqByXwb97gQkCSQptiJDqabYBPhBDgaVOaIVzIryKbdJiFKX0Trt+WC2CQtrJwDhZ39WBRyRHdAawVWC4wW5FoVap/Qh5G19nlPhbZij5ta7Bq0EsRFgpMjlbK6QMLiBiR0xAIJC1bXqhA842WG1YYitqRXjBZWHidDDEWYg109lB2wkN8VULi0efv5CvEbJ0EcE/1yxMzUJIrOXS0mWeF61IlqGQGLrqFv/YNleFfmvPzyZzCnU95/3Hl8/Tunc+qBL2o8z7sizr7iFHoi495Ll/C3lz6LDxz/sd19So3obOxz/06fI9JrOe8vHk/3UMtwiXuY6w4gq4Yv4yD6Gedf9Q5OPfwVTs5qa8WVRS0yFJOxyJRDSMGvz34whh9UyJcSopDohOhXHeH32BE5HZHTNykISP2Aw9AmdEQpecl8vbAiX1IG8uOiYTIxGO2iZtZIJ0dkW1Kees7X6KxivQb5YagJlueK751S1mr7zcteutBBW7RosZfCmmoDoQZj2lutKcp1SAlKYpVwk++OSA1yCNK5ursaXzFRahovqg8KWd/G2eblAFa5FRvbwjCAFz7aoBpwoX2TSzdGl+qiP1Z/bdFid2DPp/97KUyUPxVL9woSQbMRx7ioVt2aPpYh1t0Qq/tbuChzfH5x7pc2siB925Qw1pwYFW40XdbMNFKZV6ZAvkIksJQp2tJwIyJfsUlHLEkM603IIe8/7jzAFWXWt9w69jvflfDeXz6KnsjIbMKkHLIqneUvLvmL3X1ajbBK8ozjnsBfPejpWCVI5gwycw9yNQQMHLpiwzb3c/6Vb+Nxx55e2/nob9NG0bEi+lWTJD70Qb8AXL7XwJqC1KcIDDBEFpFsWZREcL+7nsyK3214HwZewr2uo7YgM0mZdyBASAPKka801ShPxITE2dI3GWvEELWpPi/6HAhXbL4RFqdpztGfP2P8cVq0aLHX45SJZyGku/Ev+909AFBDyx+c8nYec9KZ5YomUgoo5aJfvRTTTdEdiZWR5M/Lx4PpRqEGbCJS4/hOPZjvXwtyVidfoV2sjz8V+V8UUkSjJSYv88EWSqdo0eLOREvAFglNI+ZNJMzNHy8lrEeOmratW9g3OSWOQ0ziQrRsqNVIVG3s9pF5R3iNHRHr5xlPdRIVT9V1yjy4+H0lH0zm9MIwHK4o89eyT23Xd9jbsUzNMSmH0fWzRaHJPQH3f77L87rX596InMtgyTQsmUIOtSNguUVoJ2cRpjl3rAlf/emZ4w02arDWjES/Av73+/dCIkfkhzFC/a9YHtsJOY1+AhcNCy6ecR5n2Ee4r4p7QxDV8vJW8hIvPwQi0jT6VW1DtLAhIhZ/HOeICPziyWc0fvcWLVrcNSDSUvQUzIFEbpGZQcRSxHo9CykKV0QrRRlN9wQsm6IgTAUJglKG6N9vN2L19R0JUsXax5ATFimCxql49kQEs5A9aWqxa9BeyUVE3YYexpMwN68evaqTrYjkjBCxMgpWXz/eV2wxH0aBgrU8wNAoMqMWDM3XO5Hh2EmIXknja4BF9bsaiFZsrhFPcY5XhXwV+2omYTuSE3dXwbN/8Fc864jvkVlViR5OqwHP/eGzedrFz9/dp8iP3n8ap5z4Rv7xfv+B7A+xUz1sJ0HODZm4YSvpbETA8l0oCfGjtFbrihmHNaaUJAKHfcrlCuooKiaLBzU+mhWir9X7VwYiFhnLhCkgvDdWkhkvHQ7lHJQjXdaCkpZEaaQyRV2vQlJYdEaiHC5RSoSrsLWNbCX6JXyh5Tj/Swi473+//g5c5BYtWuwNuP2Gg0AprHHF5kOdQjk0iNwgM82pR0flJqTvv4SC9blBaIMwLholjJMvihw6W6i0VaJsekYC+BUXV0qCFhO3is9G/ZHQROp8+2ZDm1nsvDxAqJ/YkZquyhtrr7ZocWeizQFbZGgkEt24rJAoRfbV5TLbGEWrbC9GbeWbIIUlN6XbT722V0zU5vO0SFalRtbC+0TU6ncV8kNLInWFfFXJVLN8Mb4W9fMOyyqRQGG89EF6J7vQUZac8bMnccYxX9jmNbkr4F2/fAz3nk557y8fhRSSKTlAYcisIrOKrsz5zEPev7tPE4ALLnkDjzkpQS7RCK0R2roHui/wKTM/5XDou8/BpM4RUPjaWEkv59d//DoA1n707Vz77Fdx6pGvKsNCYaS2QYYIFJ0IG0trwP2Gvnd58VGNuedSYbwRhyNjIb5orCwGWgqHUv9bHtiUNMoBi408AgGSymAtSOVli9JilEErg7EKgXW5DFD2SiSM922uLyo/xLlf0hM8KUoHVCHg+POdrHPD7dNc8+evaT5GixYt9jqct+UobJaBNWTW8PC1vwZA5sZFwIY55BoGQ8hzV4hZa0SuQQhErhHDHNVX5FMKIyGdc06ypkOZixVImCmNM5pzt4Rr3+rLtocXiYhoSeuPE3Ja/fyQRm8Ewvd0i7QQXF+llSG22J1oI2B3ArZFkuLR9IWKMdfzwNw2NdfBetRsTESs6XNuZEG+4lH1mHyNHt+UJMwTsZgw1eWE9an6/asFmcOymHzFsq44Elacy91oVGu5mkMKQ2YTjBU8+4iLWaL6dH0u0lQy4MU/eubuPs0CFYmLtQhjQEk3kpq5kVQR7NYjBYlQbrt7fe6Nfkfu8/m/ejsoWUS63LKmxINIethA0J7wi42EIsyp3z4UYjZUf/9FIfWaLFhRShKVKHMxnQ29e5+ZpLA9lhEJsn6Aw1pXi0tKZ0uPsM6URJb5Wq7TEToaTRLE8ro1zhNV6/kKKfP3cSoN00v7o/tt0aLFXov/vvcq0AZrLBmGi649EgChLSI3iEw7Aqbdq81yyHJsnjtCNhwihrmLmBlAQPfWeWRmq5Gq6P1YflNoFbcD8WojeWCU7ZqsjcEFR8RCECCKZcEkbG+AoXTU3iOmO6QJbdGEloDtwajXBAMqhGNHUDoNior8MDbfGOhkhGSJhchXRPqKiYiQ1aSH7juZylTUAgud12jqiLxKuPz+Q2StTsJCjs7dAV+4+n5MygGp0GRW8cKjvsn6K05GW1eceonqsyyZY0U6t7tPtYDITRn9shabKrLVS0hncjozlqTvZIiOeATS4UiGzhRXPOUNHPLhdyLThv+xqBGxOmLpodaldb01vGD5tQCkQtJFIRFoa+lbS+bvlxCNLmvxGVKRMykH9GTmJbU5qc8BA2e+Ubc51uH+w8kNlTQo5UhXQJp4Mw5lChJW2NUv8BVHyFjUIarKDeOJIgoWk7Flk3e/Eg47ggd/7dW7+xRatNhufP+36zj/95di84zNXz6MzJYKmwu/e3ppuuGKZznZttbYPMdmGXYwhGGGmB2g5obI3DKclqx972/QPVHJ17LSuSFaGbnCL4BCemi3j5c1ShjHHKOon+hVBMbIsv/j2/EWLXYXWgK2hyAmVQtFwbaFbSVIjtT28uRrqBWZHi1KaKORj8p2USsZ280Hy3kVkbI4b6aoBxYVZg5Eqz7FdcGCo2LItSk/lyQMXL7Nq3/y/3b8wu1F+NdfPYwtuge47/vKo88HoCszDJKOyFmi5lki+0yrPSeSIbTmgkvfCMblHIhBTnrDJiZ+fgNLvnUlybwr6hme2m60sqznAiC6GiEth37yrdGORfW1AXXpoTW2mDJbFmBWQhQyRI2gb5Uzz4jKSYSBhZ7I6HjSFfLAYgOc8DtuqpsSyA7UIlyUBZGdG2KU1V68UuZ07QCCSjNEv6SXIEppHBELeW7SkAjDo7/VWtHXceL5r+WP/udF/N/Jb1u0Yxx9+vpF23eLuy82mz5fue6H/M99P4XGVgaHnCTcR8BqTrHCm2+Q5zA/j5jtk2zN0V140X7fcNbzBmd2IbxlvHSvzj6+4WSK6JSb4vyvGCU5G9PYjWFrxenX0inAuTwHEibuRoqZFnseWgJ2F0dMlCq5X5SRL4MgM2WhwjrGzS8KN0fyw3JZSbyanAwDwghUvRhzVXJYygWKCJkfwYpd5mLjjrsy/vLI7/KsI75HR2ief89vFfOff89vsUTO0xUZXZGxTM3x8ntdsBvPtIoLLvUSQm1BGzfq6nMNvnrbh5C5s6MHHM/QApsJbCahrzjkX98BxpExqfz/uFbTZntdEYvVpSgMNwLxkt5+PuxaI7eZjxmcEGX0+67LYZvMa+LXcOoSi5KlRLEw4wjkKSZf2/q6FVlQNQoWIl/hHGIpooqMeVo43O/Lr2efqVm+9PD3LNoxjnveen5x5mmLtv8Wd08skUMya8isJvc56Y9dd0W5gjFlm+zdYq2XbVutnRRxvo+dnYO5edINc6gB/On6lxVRqzh6FZsQVjAu36vwrq8t25EmyJ9A8Qiw0fwIe1vtL+vdc/eUybYSxF2G1oRjEWGs3OFIVt2MowlN7ooL7pNqsea4QDS43K9h3vxTMIiRjmQZ7TI+kbWUH7roVNVmPpCvUJQ2Jn7hc2N+GyGSUM3zAkoTDnIym6AwvoGQTKrhDl2fvRVPOvTHI/OeetiPuPCae1UfrnsQ7v/89fzo52dy6hGvdORLO8kLQDJvMEphUgPKO21pAUOJyAVyVqAGgnQrrPil5pSz3lDeCVIw4nVTJ2cxrPG/H7jXp1/Az5/+XjLrLHMy8rGbaaQ3yHHFzjUWDUUkFlzeV7hltDfpyGxSqQcGjuwkyqBNOS8MdjhZojPpMOFb+n2GvLH4towlhsEZMc7nLIOEtoh+BTOOolC6J15KGBIfBbur49BPvpVuL+OKp7xh7Dr3/e/XkyjDVCfn/JPetajnc9kHW/LVYtfi8t8dzDLpno9z1tkH9X3bcOr+L+CEr92AyO8FWQZ57ggXlO6HQnpJosHmGVII14ZkK+hsdfuxCrSglBEaH/2iJGMV3hMF9INRh7DNgS5RBuPKGdA8+BRyZH0esQh1yXwTqo1gqFWRi9uixe5EGwFbRIyLxmxvEUAnfXJ5JAYx0oGrI17WVAusKXnSIJjP0+0eFYrzxhKfyJoK4wovR/JDKKWUdfIV1kkjt8Q4glBEEkRp6hFybMpaYGUkzOXe6EYTkrsj9lTyBbDmK78D4Pyr3sH515wL1nL+Tc6p8X//6+XeCVEg+hI1q1BbFJ2Nit4tkunrBMuvtOx7ec7kDX1E3kCUZNDZRTDGyWg8bETMrLEcdtoPSIVC+e0yDBqLFM05lxpR/sb97zBFF4MPQ6sK2WFmFX2bktmytENcGD3kfgXJTCiALoV1JEw5EhZHwkqX0uZrHOeCxdGyos5YuIcjF0QhnDW+O79STvyk776w+SB3EaTdnE46nnCfeP5rmexkLOkMmEyHPP47f79Lj3/Yuefu0v21aFHHpNT0fNs2sMYVm/dNhFmzD7+Y2R8rnMTQZnnUGLlcMJtnoA1y//34wu++z6/edAxbH3AIMnc29DK3bjAoyA63EfkqmqeIrG1PpGtHAvLhERB3a9zXcpL2ohxI219osRvRRsB2I+qRKAi21mKnit3VI15hv3X7eWMFuZHkDblfbhsxQhRjM5BCgihK6VXxuUEOGOdz1THOkaje+S3W8/bzIRJmMCjrRvlaElbi6M+fwS+efAaHfvKt3GP1BlZNOFOO3WVPf/616zl17Wno1StQt20p3AlP+/GfsP5+n3KjlkPh6hDnApmBGkA6A90tlu4mTbI1R2aahp9RCccoIF9gJVtd5ooxG7S16OjnGKS0QYYYl4hw7yOZb3Tvhnswvu8Wuq+tz3sL952SBi2k69hYZ0cvsFVJcLgH6u8ZNeWoRMGifM3YiKMghpQ1Au+qOPSTb6U3YVDS8qALXsNQKy77w7cUy48//3Qm0pyuyumpnEQaemo8WbsjEBoO/cdzufolbb5di8VB30qWS4uxlqF17q5967p+h/3Lb8iNYs4sK4mXlx+GHFmhFEhB/tvrmLMZV7/4pTzoB+cgc2f/XrRzCZg0ImEBtchXZZaNglZWNLrU7jBq7WAT8r2omHBTDv7uxJ50Lns7WgK2SFBFUYydRxz90khvBVo2IHGnrknCGGxMm/bbFP1yLm1VWVM8Ku4KN8eTN9aQwRTDjkgPY/LVRLbG5W1V3BNFVIA6qgGGdZ3jVGg0kp7YtZ2kvRX3/sIZrF6ylWf839/y4EM1H3/gPxfL1r33HNI1c/zq/935xXfPv3Y9p97z1UX+F8AXrzyW9feDwSpQQ4HQoPqQzEMyC90ZQ7rVkMxq5MAXBY0SxQuEoV0pS+v5JgRZjY0HCETxKww5YKroIeB/Zw51d8OAUNMPq9BWFhGwuAYYlHlfMZkSwjqXLiNcgWYfBbNIpHUDJq5VqX7niia/nv9AiIJFpMvnlynhyIeIjDeKAtHRAMtdFUlHkyaajtJ0kpypzoCnXfz8yuDEVDpkzcRM0Q595MSP7NJzkJnAtrl2LRYJ/3Pt4SyVAm1dVH9gnbHQJjPBh3/1cJYm+7FfuoXf3dwpXA8x1kW+tGbzlw9j+R9dDUKgpqcY+PZSZq50iBWge5BNC/IJsImXFHqMlRQSGWyM6ybVlm1Xv7/IeQ0yxGr7ba0oyFdQ0rRosbvQErA7GQrTmMPliFUZ/Yrlh9V1ylZI10ZGmiNq5Tp1Q46m6FfIHyn2WYt4xccK8sPSmbAa/SrlhVXy1SzLHN8QxuRLRYRM+nycIdDB5d50yDE7aMRwV8Pa952DWD7kgNXzLOv2+Y8Hf4B3/fIxPP+yP+eSm+/BzHwPtVoyPTnYbed4/pVVFzl11SRHnLXe5xY40pVuhXTWks5Z1MCQzGvUQCMz7WqIBbiw0fiDKYUdlnmBQooyzwE4/4Yfoa3BYAs3RKhGvBSWoZAjI6vbMucI93WoAVa1sy/NN6z1rzgZYrgHlTQY4zrpQhowsuScIeeigcxVTiueLUrCFWSHIe9LCktHaZIoByyRzUXkdyUOffc59O4xwy+efMaiHyvg2C++gYmuIVHl9//GH1TlgJeeeian/+SpLEvm6ZuUOdPZ5efhBhru3u1Vi8XDwcksc1bSt2UUf4iibxMm5ZB13VtZmWzl4z/7BX/y//6W//7MvwKuDiJAKi7lVHM8avkyzL4rePLpL8ck59LLLXJgHM+RkuG0I18m7k40RKK2SboqKzfMs5TEqnGdsnEUAggGRl45YIxAG0kSycBbtNhd2HvisHsZdrUbX0XGtIv+bU22802oyg1HR8UDMapHv0bXKfO56lNc/ytGk2Ni6YRYK+RcSCDbhjXt5qye3Mryjqvn9OKjvs6KxMkPlTKsWDLHst48D73wVbvzNAsozwWFBjXnyFdnqydfQ+OKf+a2cOiqWyXX5YRunkV4o42mHDAhhZPXRAgdD0lJvIpzxNJBF9K9MA+acwnigZa6CQ4EW/jR32ucq+DWs6OESkTvw1sxWpg5ru0V54I5p0VTNd0oSFc1CraYOPEvzkVPmjuVfAH0B6kjoA3XLMZJS37JK48+n4M6G1jXvXWXHf+oN6znXq9fDxbyqba9arE4WCIVqbBkPrqvEWTWqUT+9PDvc0T3Ju6RbMBg+fxn/pmtdsgWO2CzGTCwOQOb8difbuHmJ6xjsN8kQrsBMqld7pfMDQiBTX3kK0yCajtVw8gtZ2vvLc3kbVsIx5SU0a8wWdxglhWRWmfPh0sf2bOmFrsG7ZW8k+Fc1LafmAX5YYw4h2oh44kiF6XhhsmtLBJRw37qiG2ym3LBJJZE6sboV+GshjPJiMkXVAsyxzWUwnqx3XwsPSzyzILEMTLi6PiI290Zb/rZEwFIU80xS2/gqOkbi2Vn3uezbNgyBcAlp76VpZ07JwJ26LvP4diXrx+7fN17ziGbdg/27kaYuM3S2+Qlh3Ma1TeogUEOffRL16SHpkbGoCRp0JhXYI0tXBDfs/FQt0nhYugQ13WuR7qU/11LDD2RVYgaQGbLouaZVfRNOqYeGD4iVW5vrRulDSQsrONqeAVCFXmN1Do6caHlegcobKekI2Cp9BI8qempvHgfHBAXW4J464mGo4+8vihsfORbx/9OdiWyuRSotnuP/fZpnPSNV1TWO2XdLwBX+uF597xolxz76Ne672hSP0O1BKzFrsdlv7sHACmuoHzfSjIr6duUR6z9FQCn/eyP2c/XipwxGXNWs8lYZizM2Jy+dXUmZW6RmUUNLcm8RXjylcwMmVst0R3QnagAc+hy1M03GohVsZ6wzSRrW0SsFg0T4UAFCSsHWUwuyYwkEYsf2W/RYltoCdidjCbyNc5WflyeyY6gMvIeRYfms7ScHxqnWj5KeK1Evyq5YLoowhxcDUP0KxClOvmqE6uynldpzhEvc+cdomtmpEMYSxuDGUhcG+vuhn845ougLEsn+rz52M/xmqO/Ulmu51KMETzgq6/lFzeuobOLTQXqOPLM9ZgJw9Rjb2lcfsRZ60lmJd2NMHkTTN5i6W42JHOedGUWOTTIzCCKOjXGkbCCePnaNToiXT7iZePImHObAGsQnl1ZY/nKvZcB0Le6MNRQIrh4MkKuFGX0qxO5eAYY71oKjnxpK8mtIjfK51dWBzbqkatSKuPkwyP80XcqELYo4izikd4RB7LqvRwiX4F89VROL8npSE1H5iRSF9NiR8Cuff7LMVawenIrf/DNl3Hgg65f1OMFqF5eXId4gGkiySrrHfYfZ3L0589g3Xln7bJjC+P/JcLJtq7++5ftsn23aAHOel5hyaxB+fagb530MLOK9/7yUW69J7yZ/VQPgAzLnBHMmIRNpsOMkcxZzf1fsB6hIVuaYKXL/QoQA81guTffSKyblDPnCHWWx0oJccuK9cKssnkbXZ9oXWHLOssjbZ7fSFBtW30ELDYQa9Fid6ElYIuEJqe/HUVjbawxHaK48HHz8mr+V+ggFiND28hwrZIvUxwvkKPQkMXRr/j8Y0lmTKxi+WI8r07KYoT1QxSsIGGeiL3/yj9Y8Lvc5SFgzdRM8zJfQ0oKy1VPfx0HTG1Z1FPRPYtakvG9U0Y7sOvecw42saQzkMy5fK9k3rjRVg1CWzcZR7Yc6WJUfhhj3PzoCW1HijdLlBhtCpsaRymsN9qo7sNQ5muGARVX/0v5KHYsIW6+16Qo7TRC9Gu7TMEiSWM5D9/5qK0ayQ+lsCP5Xolw74uC6IvcQXnXLx/DwVObWJr2WT0xy3S6+DX81n7sbUxNDugoXUiRYDTSf8i/vIM01XRSTTqxawYqjn3Z+pEowGHnnuvkiC1a7CI463lNFv3QtG+jNJI0igA96ZAHIxFoC0PfZgHM2pTHX/Y33moedEcUdbVsIjCJBCXQPU++UjeZhDL3qkauYlSKNYtoXgO2exzIRnnsnnxZKwriZX1O/EJ9pT0NIY9/T5pa7Bq0JhyLiLopRiWfKTLjGGfMUUd9PSVso6wpIK47ZHxtIWMFfZ0gsSN1a0fOvyHqFep/pbEDYpH3VY1+xXlfgRy5/ZY1lOLrosT46xD2WSelLprg3BANEmXv3hEwAKssn3vo+xqXqa77r/f8SH/sjLgrcej6c0GCmTZc+yevHV3+rnNJZyS92yHpQzJvSWcNaliSLaktQhtE7iaMceYbwaIwmG/ELGUBxiKk9HVuDKAKIw6hFA944wv45uvPdfW/KN0OFdaNIFtf/6vhwa2t9L9pF+3SNriW+qLNUSTbWFlEwsL9KfxorTY+ald8F0HdFGdcvlI5oCyKyzBCvijljko4S3Vnr+5kh9Ib6jhzH1UY7SwmMqs4cvJmNuROGrsl7y3q8QCWLp9j5eQc3SQvpJaBFHe86ci6j59Fd3nO0sk+vTQjlZoj/+vNZIOEa/7sNXf42MKA9OaboSlT84Ir3nzazn2pFi0iOIk0lXIaleXRc/Rrw09w6w0HYqCQKKa+GP3kfyzHStwgGO43m09KrAA5JZm5x1LyCYvpWmzHuqBT5g2Bwm+8wYwDvEzRekIXJNiBsNXWH+nmNJkMibCDknwJabE6MEEQ0mCtHxAWo4qaFi3uTLQEbJEQ509ta70qSbOVmE8gSk0Oh+P2AYwQs0DCRmSGdnyHLex7pPaXj4KlsmqGEdapFmOuWr3K2vqlgYarXRY+V4jmiDFHaKzNaH7c3VxScNjZ5yL2GX8Nur0h1gq+/eizF+X4h799vXvo9txD1SbVcznyLevRk5ZkXjjyNQdJ3+UVqMwiMre+MPg8AxcBE7aMfok4vytGmNdkPy8lNsuc/DAYb1hT5IGBs6EvJIg4p63C1V64/S/keqiEKToOuyIXMXzD2JBjHMJIL9E9XV1evgrh3A7d5EhIV/pC6cK5ixrh7PR3Va7EYZ96K79pIOL7JZsLF1WNYInPR1lM7L90i8tz81HA3FTbxVO/82LW7DuBtYIlXXc+qutcI2dUd6eOLXTZ8QzT3bzJarGLsemGgwvyFX5aod0KBl7152aKLNo+ieEhh1zNsS9bz6RwbbPuOlZkpcv1yqYEeU8wWAmmazATTlcrtAu724boe4FovlW+vdoWwdrBoIu1whewd+QxEEIrIgmiMHf7/kKL3YtWgngnIY7ylI6BpqiVFROVupywUYq4AxLHmAQOvfOhiAhinbwFklXPjwjnJkMEDJdHUnczDIQtjJ7XbeRjk43CUCOWPWFJ0RVXxLDOSD5OJEXcFbLPvR2dLYLOdLOM616feyO/ePIZDObTxuV1rP3gjpM0mYOtWxFXVoBkq2DiZuhscS6HSd9Hu3LriJcBmTvTDZFrF/3KffRL+1wvKPO/wnsocsQKjLGnr8gQrWH2AFBCoBCoqOcQGkg3olzdV3GfRPdn38a5lfE9P3oecfHjemelkCB66Uz8s49NOKpTGJgoDTvc+uWrkqYoLDydDJhSQ6aSARPFa0ZX5nRlTurv853FuvPOQirDUZ9908iyZx3xPfZVWzioczv7JjPsk4yRzu5CLE0HTCYZ08mASTUsDEh6KkcKS0/lHDS9mYOXbGKf3izLO32Wd/usmpxl36Vbue9/3/HaeZe/+7ToN+4d5TI46oxWgthi12CDyd0AEsH1cFQ6Vu9TLD/gOo446AZSYViTzPG4+76eFVflfPKsd3LjUwdgHfnKJgVz+wrm9oe5AyzZMo1dliM62o1lhQhW7EIY0DRmpihzxuruiYIil2x0Q/dSNKvCjjopVlagSDaz1tUM7XkTpT0dBrHHTS12DVoCtkioOPlF5CsmGTERi0mYKiJOUa6TiNcpR6q2JRGKo1ehAOG46Nz25JsEWVKT/DDWlYeGrSCVNSON+jUI1yee6uuNXuNRMrYrrf/3Rhz81RkGm5tH6a94yhsAMMPx5rv3e9F6jnmF6wzaHXRnO/p1PvoVJ1BHuzjqDeuRQ+hsdrbzocSU7goGSyWbD02d3EU74w1R5H35ostBgujfV2SIMaQsTDiQApEkIERpRS+iV2uwxnLF3/wT0o8CS4S3oRcoMdpI1gcsXNTa53tZWYwyFyUXootQH3GVWB+9KucVhMvnMxQkrIaK2yElCQuFl91MW1k3lYapdMh+vRn2721mZWeWFckcK9I5liXzTMohXS9L7Mqc7i4waUm6GqUMSplG8vLYdVewSm1lpdrKpBzwr7962E4fcyFcv3UZuZUkUjOhMhcF9IYjHamZTIZMJkOWdeZZkgyYTvv0VMZkkjGRZEx3hxz7xTfc4eNb4SO8nnzJYVmGoUWLncVV2QpmDAysI19DJEMUQ+smGO9ueuzB1zNnFB8//yOc+e4PAnDWiZ9DGBf12nKoYP5AQ7bUYHoGJkJ75qLvVlpGErbGPUaEJ2AJhXW9jacxdvbls6WBCFjACDACo6VrO40sQ4F+21Toog/TosXuQitBXEQ05ytF84MMIEiXfIfQ4OQ/2Or4jNtOFtKpcZLEMEIRoltB3mci958YTcQrXsdY4eQ6lY5kc0HlJnnhOJJYr6UUUBTArV2/gpgS8jZksZ6xe0NFj8WHHOZOBrIA7JjlD/qzc+ikAjUQHPd36+HE7X84Hfvy9dChcHgrBiC1YO2/vZ1rn/MqbAKqXxKvWKaihpbe9cZtr81obheUuV8LIar3hRCuDpgcnwl+wQ2X+13fsYiywssY7Xg3UxiVBG8L2yM5rH8OlvXxZYvXU9KSKM2XT3o3AO+/8g+YMx16IiOzCX2boK0kQaNIvCnHHZcgHvKv7yCZykhSR74SL3tswqPWXsmF19yLnsxYzDGUhz/5nWz5ix77TMyiOtbLLI1rH/216kjn3NqROQpLEuRbVrpoWZIxI+64FFFYQtqqg2WHJVYtWjTh2uv3pyeWMGsTel7Wm/nUg1h+mC3wvOwJzQYDGYrf51NoJAe96Ndc+sPDMV2DVd4uPrHObCP8gBvIUiOsV0kEwkYgVWKUrI3b17jHgCmNi4TwzzqDj3y54+TaXYdU6FrCR4sWdy5aArZIcLWxRkP+1RpeVSIRSJjEkS+EKfah8LrtGgmL81gW6psW5Mv3jqWwTiPe0GkLLokiyBZEOF/XKXERqVJ+VddSx5KrivSywUgjOCkWx0Yu7OYYXz/ctdCIIldusU0D9nRky3ukty98W4uGyNajHvs2Jo1zt5KZIdky4LJ/OmO7jxtkVUVuiwFhBDaTIFxuWJp5ApZFARptUUOQmUH1Q60vU8n5AvcqYvdDY8Ho0R99YHQj5M1ijakUYbZak9kc46NeBoMpBkkExlpUlBcWEA881ElX+BwPVoQSDUjIdBmFduQoNuIo8zKLnK76da5IDWvLYm/n6Phh32mi2W9yazG/blbzpavvwx8d+hP+9tJn8YHjP8brf/oU3nzs50bOoQmBZMdw5Es72WOaM5FmTC7gcrhU9slQZDbhg1c+gktm1vHhE/5tu46/vdh6oLs3ghrAWEkaEU1nVuSkl11VSpS6npSFUfMtSc7aD57Ntc97+R07ET9QUblvWrTYSdxqukzKIX3rfucaR75C9CtIpHsyG7uPrrCc/vsncM+pm7n/5LXMmQ6HTd9K//4J125cSX+QonOJEGC0I03W4FUGXnYYtW1FcxSZZVhVjolZZcEIZ/QRa7EjGfXYaFeT7NCIchBQuOdPUY3ECobDxPVlRI7eC3LA9jTnwT3pXPZ2tARskeA6XXltXpWUBGhPQjKSoqEyGBebFxpDmfyvcJ27DBVFwsafR4iCGSsLV8OF4CJm4bWMpIXtUp+wX9dO190P3XZl7hdQIV9xNCvMK93kovOJOrh198RdUSftroatB/fo3b7wOvWOMsA3L3z1Th1X6LIz6fJbBFb7gNTWhGQe1LzLe3HrOmvjmHypvkbm/skZF1E2VAsr1yHFaNQkWtdqDVqXOWNCgpBccMNlZNbdaxI3IqytGxPtChlFrAFbHiL8dst7sjx4KvLCer56inZkYCHkfkkbGe3gyJcJjojRaG6deNWjYDYaQZbSYoxA+rID1gou+8O3NF8/jz869CcAfOD4jwFsF/k6+rXrmTtEw4Tl8P98CxO9jJ8+8Y0c8em3MDmRuei50kx2huw3uZVVndmx+9pX9V0nUaT0Rco+na087eLn85mHvH+b57E9OOlJ72TzIxX7dIcu34tQOxCWJn0vIRWFzLornPuhtpLUakhKYj3dHTCz7xz3/e/Xc/kT3rxD5yGM/39qfz/kIMfZ1bVo0YBfXHcgRx/8++LzcV95HQ/f/zf89T55Ecnu++6dttINbKDIrOKph/1owX0/6jOvwCzLuO7g5ex30GY26CkGJmF5Z56Dlm9i4/wkc8OULFdoI9GZwnhnT6fdts7sQnjHT5/HJax7bxLrxpBD3pcEWww84dowHxkL2xU1v+o5ZTYaPRZhZmQCYvy+rHADggLy2ZRUaLoiI98LCFiLuy7aHuwiIaFabLgjnKlEKvLKVBQnFtbP00WeV/gs/Qh6HGmqOA9uI4w+0hls6AiG9awdHeGIixZKYYp8iRD9aopY1XPfqhb8VSlhMb+WAxbWqRZprkbaXP2vtvMSoLuuU7czRgE7iuP/Zv0IAROeXKm+IJlzkS8nL4xImq/xJTXIzNf7CpEuqL4G+eH2JCou5JAIRRHmEPFytN+9bg+aBjHqZGzcYEc8T0QDG80FmcN60Q5q5GtE8RMRtbEuZLsQ6RwgLKpj6HZz1q7YwOO/8/fst2ILvTTzxY4tqdSs6sxyUG/j2H3tr3oslQNSoUlFzspkltzsukeUyC1qIJhMh/RUVrRjpemIJpWm6JwV84TLh5uUQybUkEQYeknOmmVbmEh3PEdOaAqLbpk59081hAf+f+fusu/a4q6Nr2w9pvJ53fINTKiMOZMWckMnNUwK4hU+bwumZ7C5ZFmnz+8Gq9iYOQIGuDqBSpMoQyfNSZRGJdoVhJdRe+eNOKyqpoRZZb3xBgXJQtpqTzRExmqvjYgHpURtHmCNWyCMKHKTxUDSkxkdoemya+r7tWhxR9ASsEVCTwyrk8zcJLLyvcyYkgMm5aCyjvvs3ju3nqxw7VFYUi8DTKUeiaaZKCrkrOdF8b7uaFhuIzz5Kh1ubLGd26asFWSL2l6OLFalVkF+GEe/YulhnXyFefWpur8qKYPxBhzDu3kumBq4B9ayifF23uvOqxZFPvQTb+V+X77jhC0ZWCcr1H5UP/Pka+CiXmrol1nKAsv+Xym0dZGvTJdFl6OCy5X6XwtB+iHPGmux1oA2WGNAa2dBXyu6bPwfOOlh4XzYwGDC77MpolWcSshRHFMDcKF7UYgqoapIE6P3deIlwjrFh/p+Lcd95XWN57szmP69S2bq9oYsneizedgrzCqK8waWd/v87epvccLU1Xzh6vs17uupD30af/vql7BczjElB3RlxtK0z6O/9dJddr5WwH6TW9mnM8vSpM+0GjCtBixRfboyZ0IOmVRhGjAphyxRfSbVgGXJPNNqULhITqQZU50Bj/zGjskQ01kX/Q0DEmrgCpB3N2tOeuI7ecxJZ+6y79virofHLftLnrvsCj77m/sDcMpFL2E6GbBPOsPtZgqNkxxm3ngjs4qhTcis4hmHXzJ2v+vecw5rP/IO5JIhy/abIZGGm4dL2ZRNMq/Tom8Qird3lGaim5EkGpUYT8AEBFmi9ITLt0ch4mUTi+kYTCBhwssQI8lhnXQVn+MmU9ResZV2z+V/+fPRAnKB6EtkX7Iy2coSNc8yNT4iv6dgdxddbgsxLx5aArZImJZ9puSgJFnCTVNywJQYVifp5vdEVrx3xGxYvDoSlhekJ5Cw0gp74RpFVSv5mnTJfzRRvaFgWV3vKIacrbr9fMWZsSBdVRfHuuywbisf1xlrImUxOQvnEqJgbr/NxiB3J0z/fsCya3K+8+h3Ni5f+8GzmZh2lmvrzjuLe33ujaxeNcPBSzfd4WPK3NfwMiUBk0M/eYlVmfMVRcAy1/kUmamQLxFqfWkf8VpInlVJXmz43xtbyheFBKW8KUf4zZT3TGY1KZJUyMLGubSmL3cZfoeuMHNz8XCD8PkXZc5XKc2tRsGaIlVCWmRIUG8gX+W2thoNq0XRYoTk812J//30yyCxpIlGG8mNG5Zx1cZ9uHlmCf0sdXkiVvC5h76P4+7xO9YmG1mbNGtkz7/6bJZ/70aO7vSL9nDt5O3cY3p81GxHkMxr7vG1Ac/b/1scMnEb+6QzrO5sYXVnC90w+KUGTKs+y9QcS2SfST9ANimHTMqBa/dwxeiDdf1UOuSUi16y3edxyUdeSjJvERpMIoocsGRO07u1T3rz4lvxt9g7cdnv7sG//eKrDNAskX3OvuIUjlp6M0uTPgrLjJ4o8ryygoQ58hWiX6+8/OkAnPSNVxT7ve/fr2e/I29j1ZrNLF8+x2Erb6cjNbN5h3mdkhtFbtzgppKG1JvpKGFJlPE1tyw2F8ihKFLACidDSmdDqyyEKYpalcWYF2jva6NOVvpBqhoZExZELhC5KEynhBbIgSCZExzauYWDk03ssxcQsBZ3XbQEbJEwJYdMeoLVE3lBrnrCRcHcA31YfvZEbFIMomhZlXjFssRAPhYq+Fp0/rYh0TMIdE3qUxIqW5FTxfbzdTTNqxOiOOertNsfjQbEZGx0n+Pn3d1NOEwi6d2ygKe1gemeN0IQMNHN2G9qhi89/D13+Jhy6DqTFQMO/zm4IkL47CSHLk/MlsQrzvuCihRxu1BPhIxzyIoTFSGZamRzl/vl1k2jZlHb+u/SvbqyC6ZIci/Wj0w4RoqQx4MgtfsKYumgrbyPl4vauk1oXEdQELpdDmWYneuyea6HMYK5focsd5214JlSrIplUurxVvNGMylSlsv5oh1cns7z1z98zs6fp7HI3HDmXzyHY3vXsV+ymZVqln2TGXoioyvLdnlSloqEWIWQCs1UMnASRmGKgtbJDuaSJANfYkHAYJlksFySTSegLXOHrdz579riLokpkTNjIbMurWG5ciUkphLX5gejjTAApH1ZjHiQaEU6y7N/8FccEg1sCAsP3u8a9pmcZbLjyjAkUmOsJLeyiH6FHMkwcGRtKaWW0iJS43K8TGnAUdTy8rJEIlIGlFEtUYt8jRlPruSCNbWDYT+eBApdyg9lJkjm4ah0himhmRKtBLHF7kNLwBYJK2WfVWqelWqO5XKe5arPcjlglXSvy+XQTwM3X82zSs6xXM2zXM4VMpxJH0VLPYkL+RGVfDAMekxouCAyPocLSmmUsY54aSMxptrASqyzno+IWBokiJiadNCU8yL5YT36JWvbldEus+AUk7F6DbMRY4O7eQTMdCWv/PjHxy6/9u9ezuZL9uWoM9bTmxxy331/zxce9t6dOqYaWtTQWRPHU+WBaiDpBxMOi8xcrS+ZG+K+a3A6FFH0S8Q1vxq/tA09gaoNPRRkSygvTS0kit4FD1uQL12QeLdNMORw78s8Lynw0S/rI2CiyLFw29dJW/NASSBacYemeA+llFBEssMaORuZqEkRo2MpuTj3hupqZ/ZhBEr5/NVEF+cx2XFyxMPfvp5X/+4p3JRPsirZWhmBDzj/2vXc78N/z76qz5pkEyuSWVZ3trAk6fP8y/58p87zG99+LSI3dK66kU16ivt0f8+xves5LL2FA9KNrFSzvPior3NgupFVyVaefcTFrFROqhTa4mnVZ0Uyx8rOLNNpn2lPxnrJjnXkVN+SzruBB92FwXLBpnWK3z9qCRd95ZU79T1b3DVx6hGvZB/lTLeG1j1PJ+WQFcksy5K54vme2aRCuHQw4fLLX3P0V7j39A3cY2IDz/3hs3n8d/6e2QPds/+Ayc3sN7mVJUnfOR5H7VZMxKRvT1xpC0OaaKQypL0c2zNFDUkX9bIgXYTLSotNbDGv8vj2EbERs41xKNq5sB9PtOJoWC5AOxImhsIZP83BXx77eD47cx9WqT2/C7y75YatBHHx0LogLhL2UwnTSpBhyGzp5edyTMofcGmBbcmsZmhzBlbQt4pZm7rRLCNBggpmBFDIm5z9+viaYOMQ5IbaioJ8WQuJMpXOWrzfYD9flx+GkeER+SFlpCsmXxATqPF5XdHZVj4p4b5/cHhUvo6aEuJub+fcuX3AnB1fo+j+L1jPhIS5R27lV74w887iO198BQ99+jlFAU0oRyCFj4olA9fplJnLF1OZdY6HwRY+tp0P5KsowNxAvmz0m7DRU1dJ53hoTDlPhnl+H7VnbrhH3YlIpLVkhazV+3/4dY0to2A6GmUuBhqsIWO0hp3bdvQBFghXKKMQI5YWhs+j9b/KUWhrBVIaXw/Md4AQCD/Ysa3aYncUU5ODSnTN5YwahlphbXmv5/sP+dVt+/Kh5JGcuuqnlRH4GFe+/jTgNHq/P4C+7aAwZEnCVn3Ha28FiMyAlPzr/Y7m1j//U/73De9moxnQE3nhAvmkQ39crL9azTBrO2RW0bcd17JFdZQGJsFYycDsWL2073725TzsqWeTKIuVZbsltbtHf/S+03b6u7a4i2HTFpbJHpvNLAboCE1PDFki+8VzNLNJVGzZVFyEN+vJ4v3+6UZSoZlO+uzX3cI+j5plXneYVkOXC6ncoEkgbkOTNLZdBkilgQQ3kCssZipDawF9ifCkyIYBucS6Mii+Pao0Z56sVepYhkhWgI1mWVGSMP+csabaxjkFhssBUwOBmod0HsSaffnafWe56usPAz694/+LFi12AfZ8+r+X4sk//2NO/smzmBYdlsmUJX6aFh0mRVpMj7v8OZx8+bNZKrp+PcWkdDKdnshJcY1s1UVRj8ibmhBHyUbzvlz0K1hU1ztnTdK/RDqSVUggazlX46JfC5Gvptyu+vEXrAsmanlhd3Nb2Qsvfl2lA1mHzKC/Cn71tF3rkji3Wvriml6XH8iXcZ1KOXQPQ4R76MrcInJf0DNEvWqvC1nLA6Oyw8CM4lwwGf2uA8nS2lnTUxZgLggW1g+GWJf/Jco6YPHhNFUyVXcades05IbZMi+sCSESVjfaGEe+6tsutN/FuDfWfvBs9p3eyv5LtrDv1FaW9+aZSDN6qbNwF4JiMGdiSZ800dwwt5QbsuUsT+cXNH950k+ew0q5tTDBmFYDTv/JU3fqfEXm/u+i12Xf837Mk+7xQCaF4r73uK5x/Qcecg0HJzMuH0wMCqliT2aFe+KEGhYSsB2Bcz8sI8cyL8s0tGgxAin4o0f9MT1RRqGCIiakKIBrY+qF3+O26Jnfey4G6U0o5lmWzLF/b3PRX5hQWRHFn0oGvuxM+ewOCpmQC6ak8blgPi8sMZAabOKJlndDtAoX5Qq1wsA/KEa/ajyYNxYF+XIrWyMK6WPIqxQW0KI0iMqd86hNFSJN+PrX7r9dl75Fi8VAGwFbJKz4m00oI3ly/2FFZy8g2GAjJPtI9+B/on4wotvlK1d+l9T0SclRMnPkxBqksSBBWgMGUlEWVQx1vgLqja9zQ5TlughyK9FGoE3ZiRS17Xoq99tbuiov7JjLqFdp05yKfCT6VcgNgwSxFvWqG3CEeTqSOYRzHiVhJnqnUNF3bDEel35o146sH/7Oc/n1K16K6lvyrijyvgrL39y5Iboim+VDVeSl7TxQRr/Caz13K/y7F8oLi4sw16qL20C6hHVEzBp0FEWTxauLWktKg44gPyxMbvx+w7x6joXbpvzsOkShmEJ1BFlXvqarAyaFHel8LGQtX59noz5NUOYI0UwSdwaHnXsuB3/HcswDbmRWd9mvs4Vbh0u4bm55SU4z6Kqcp1/8dxy12l2ToVb8dOYgJtSQA5dsHrv/ff6/DRz8o1lmbI850yEVmjnT2alzFsMcOinC9Fxx7sGAvl2Y8RykuhjrTA4yXLs7kCkyNWQmKeqH7Sgu+pKLHOsuZNPQ2UzhitiixQiSBHP1b+kKydBqOujCLdngorLxIEuIftXbpjW9LRyQbGTG9Jg1XXrC9TOCfT24PkTqS84MjCtcnAhDR2pyI8mlQVhBIg0Zqsght9ZHc5Xrr7g6X6UckY4h1OWCcrAO62t3QSMhi7mWexM++H3b4q0jYTYiYxoX/eo7R950zmITiZycZO3ZP+bqO/K/uBOxp8n+9qRz2dvRErDFwpIp58KTJCUBiyyyi5wUj1As9tS1J7Lx84dw0X0/SWozJDkY0IV1dhcjJIMoouQ6gOVIfJyDEpOxMHpV5H5ZifH5X0HCFCJjIRfMbWdIPPkKSenBjKPJer6IfjHq/FYnX02RrhGyFQIb0XeJi+FKrwHPqEoaWywOHviscxksF/RXgkoER75lPeoAV+8rjN4Xo/qa4v9X1P4KxhvAiO86lERMOkmJwL0vpIl1uOQpl9cVSJWPggkhsbgcskDAhBRccMPlZH5XCoERosgFk7hzUgj6VhNKkLl1rc/5kkXe19C/uk5Q4mS9iCLapa27nzIzOjI9+lUC0apqb+okqx6hju/XUMy57mi6qwxqbpNpawABAABJREFUDn33OSRbJUIJDj/9FwBsHk5w4pJrmFRDbh1MF+ejjaQjNau6Wzm4t5HMKrbqHlvzDrN5l6WdPqdc9BJunZ0eKRR9/q0fAD7Azb9dx6zqkgq904MsX/151eL9AV99LWsO/NSC20zsfw33BK66/gBnciBTtJJ0bYqRghce9c07fD5J32ClRHfApK5enld/tWhRhXBtXE8o5oQmFaYw8TJCRs/asgSMKzFv6Pu24OwrTuHhS27hseuu4IJrjnbkzEBXZixL5pnRPfKiIHn5rE6lpqNy366JYnA2kYa+HzjSRmASSX+QumLyifEMDJ8DBjI1XpIYBn1DzlfQ4Aps1O5ZRDP5qlwXL7SudxsMrg/mI2AyCw691snSJ3pIMwU7Hrxu0WKXoA0ZLBaSBNIEel1Et4PopOXU7UAnhW7HTWFemkCSsPyJ1/LEA0+gJxQ9IegJTU/mdGIDDsrOVkBT52Rcp8v6URVtqhJE97kkO2HkK8gdQuHlMtpV1vqqR7/q0sNx5KuxBljdbp5RI45yeXBmLK9Li8WDVfDj95xWFFwO0qmgzy/kh2ESFHWPZOblhyYaFQ2II1jhc/yTjnO9YkgBUlXlhqZ8oAdccMPlYM1IRLoOl7PppIeZJ1xhgCO8z6wqol+mMOHw1vM+LyysX7ekL09RVEo/lF8zEKdycl+l/P3XLeilqEoUK0Yd7FoTDjUrUfOgJw0PX3YVT1pxGUdO38ykr93VkRpjBR2pSZWTRn3g+I9xZO9G9k83sSqdYWnSZ0JlSGFZ3ukzkY5nHZOydJBNd7Fr2Q8e99btXveIg27g4Wt/zZQc8JdHfpfn3/NbO0W+AFRfk08C0plxWAU63aldtrgrQwoSFApBKqzvF+ROgSLsqAEQ1TIZCktPZn6Zc1JUflBWCjN2ALNwbSXUBTXF1FM5qXTFmZWfhLJuPCyxLhqWOodEWdQLw8kTiwcG5RQQE7NCOkH1tQZhneFGpCkvyqMI7Z5XwoBJleujdXcuot6ixc7gbkvAzjrrLIQQvOQlLynmWWs544wzOOCAA5iYmOCRj3wkP//5z+/YAZSETiciWR2Y6MHkBPS60O26eWniyFiSINIUOTGBnJpETkxw7Kf/nkmRMCktU966PqVafFlbSWZKE464oVwIxptvGCO9A3jZGazIpHBFmLvSNbJN0sNADEP0KxXanacwpMIUOWuj7ofj63uF1zopa9pHsd02bPlb7Br84N9eyr1fvb5ScDnU+gp1vmLypQbOcENmtnBADFLDIgeM8NmPTiayYB+2iXQFKOkepCqsH6QwkQmHS0QC4PwbfsQFN1xe5H6BkxpKxEjh5cwaZoysRL/Au4civNuYYOhdx0L0S1vpPysGJiUzijwQNls1zAlkKy6ALkR1oCF+35wL1ky+iu/n3cqa8jp3FI969Nt41dM+S7bUIvcdsETNc3Q6w0lLfslyNUcqNCs6s0hhixpZocTB0w+7lLWdWzko3cDqzhZWdmYLp7XJdMgDvvraxmMee/D1LJdzLFHz2014HvCccznueeuLz4/4o3fyyMe9nVMPfwXrrzh5p67BKet+sVPbx/jmha9m9iDDYJUhn4K5/WFudSvxuavi0Hede4e2O/Wer3bto1IoIZG49qiDZlIMo+dyXg6ENjwLT7vX1/jDdT8DqoO3GllJE0ilIZWlsiWR2uWAR21REg3odJR2BcqTnE6au8LMqUakBrruverlpKkuFRGSgnwVA03SVq3q/WSVzyXzkbQFYRwJE8ZFv2Tun1NDV/7B2eEL1/ea2Hljn8WGxf2v9pSpHeLedbhbErBLLrmED33oQ9znPvepzH/HO97Bueeey3vf+14uueQS1qxZw2Mf+1hmZna8MKZVAttRPtLVdeQrkK5AvNLEvU8SSFM3FdGyDke88jImZYclImGJNPQ82QGKUXeXf9D8b1yIhAVXNOOTV0M/ODiyBXRUXpCorswi4lWSryB5SL1pSOr93MpImaXnJRNpZEMf1nHnM36K11vIkKPJzKPFrsOJf3ku9371eo555fqapMPJpgIhc1Eut43QkPRtYbyhBgY1nyMzXeaAWUZrftXzwJoghbtnlIqiZwZ0Mwk/5UCXcG0wZFZjar+VUP9LCedK6urtyCLqFaSHMfnqe6fS4D6WFUVPncRYF1LFyMY3PMgC+apFwOLoVhPxqlvPjy6P9uU/K+GKp+8ssqUJt+ZLEFqw74oZDktvJRWSozsbCznUwb2NrOzO0lMZaya2VLZfo2ZYlWxl32SGZckcE6GeltR0kpyHfb3Zgv0hh1zNKrntoqkPffo5PPTp59DdbJi6RfOIP3onj3r02+jePE/31jnsLbdx2r2+ttPXYVfi2he8jHT/Ofr7avoHZNg2AnaXxNoPnA3Csvb9Z+/4xiFqLwSnHnB/UiFJBaTCeDfEzOdybb/UeIuZKBwTgaLNCtmqAakMudyejHlilwiD8XlgiXCGHJ0kLyJhMjXIVCMTXRSWTxNN0tEIZbwc3LdXwhZW9YVJh3TRs2BfX0bKytfSct5Wo2KOtRTRL0w5QChz92yxvRTbayNgLXYf7nYEbOvWrfzZn/0Z//zP/8yKFSuK+dZa/vEf/5HTTz+dpz71qRxzzDF89KMfZW5ujk984hM7fiDpWhabSGyi3Ai8nyqfpXDrhs9ClCP6ScKpBx7PhEhJqRpRhI5dGFmvHDp2P6RBlhCZWwQ9dix7UrKsARbqh8XEayTvqyY9BNfhCxGqes2uaiSrqhxrvJQNJGw0aha+bxsBWyxc8q8vLaUc3s9CRA856R90CJfP4qSHpdRQaIvqG+TQOBMObb1NcAP5iiGpavFCpEsqRup+4aJfIuRMRtaFIvqhxREwg0XV7qHMWvqRjDAglh/GRhvalnLEIPkJ6xpfJiI2wnHHHf3hb290q3o5Rjtc8TLpOyq7QoKYTQq+/WcnkszBvVbexEqZ0ROKlbLDKjXLpBywX7qZ5el8xc46YFK6aLj2+XHhHk6kYSLJRkjiR696SPF+iRxu8/yEcSRfDgydjUMu+tIr+OY3Xo3auJULLn0jX93ykZ2+BouBXicDKxCJHXX/bHGXgE38vau38cCr4dSjXwt5Xrq7Clm0V2lQgkTP5BhmgS7eUjlP36Qjg7jVgvEu/7teUD6RxtUFqw0eKeFkiWmiXRRMOdt5mRiSRNNJcxKlkYkz43D29BF5KqJekSwxjoZV1okO7NvDQqkYP5u8E6/QrmalHFo3QJ5IbFrNxW/R4s7E3Y6AveAFL+Dxj388j3nMYyrzr7nmGm666SZOPrmUp3S7XR7xiEdw8cUXj93fYDBgy5YtlQnASolVCqsUJNITMTcRbv5EYmVMwjwxkxKRuiiY7HR4xMtfQE8o19h6TXeQOIWkfunJULWhHP8kDzkh1ksRQ/0MKZydbCJNIT9M/eh5KrTXm1edDwMpC8YbZbHlkoSNi3jVZYjjbemrr+V8G+2zjX4tNqQnWsEuOyZgWLAJmMS7W2lXfDmUa5Ea1EAjcl/fy1Kt8eVrfxXWgKGwcpAhVhOiIImKK1f2Yd1ya50U0UMoxSdn9ik+Gww6qvmlcfbz2lpmbc3YwlZzv1xdKBf5cvty9+PQuno5QX6YW8VAu1pRIfKVG0nuXcNcKYjqNS5s6BcgX3XE8+pRMydBNHTUzkXA7vPS9czuJ9l432V843nv5MmrfsRlgzUkKJ5yjwfTE5rlao5lao590q0sTft0ZTVny1j4zXA/vrXxKG4aLCukTR2pmUxGCxof1bmR9/7yUQDsq+Ar1xzTeG6Pu/fpPOIP34HMLOnWnIu+8krksPzfn3/VO3bquy8WHnTBazjpG69g6UQfmQtsJlmg2W6xl2LtB89GdAxWwDUvetl2b/fYh50JWe6i+r6hEEq5CJgflO141UmKruRIFoZAYxQyp6z7BR2hi4Gk8ByvI7SDEpcPnkjNpBoynQyYTgdIbLFOIo0rQZFoEuVIWJJqOp2cia67v9NER3litpIILKT1xZsjK/r6FKNC1HyUDMAIZCbK/C8DMvODM7lBaCd1t8me3wXe3UWX20LMi4c9/9e3C/GpT32Kyy67jLPOOmtk2U033QTAfvvtV5m/3377FcuacNZZZ7Fs2bJiOvjgg92CRLg8lkC2lB+t91P5mZKECeFG9ZUjY0K5WhVL//MSUiELcuMKf6b0TTrGon1hMhJqeIDvu5oyH6ySS1ZovcfLDwtShnZyRErL+aZIV514Bbl30w+xiYzVSz814RO/fuC2V2qxwzj+uesr0a744YZ/aGKdBFHk0Jlxo43gZYkDg9CBfDX8I8MArzfbsFKWxEtSsu+ImI0gyA+D62HtB/PvRx1SrurJV+Zfjf89BsTkPtT9KuWHwWxDFIV5hzZhYFLvNCrJjCNfhYxxgQdZkP0qOXpdxskLy+XVdeP3SropVY7g7AwsML8GbjvO8px1j+SMs5/NUw/7ESdc8ixu/Mw9AVgu51gq59knmWFCuqKuL/7RM4t9PPmHz+NT15/A1VtWsVU7a/kJldFReWH486TvvrBY/5L5dRzd+z3gJKI90fwdsv2mmfzNBpJ5jew7opnctGmnvu+dgV6ScfTym7jud/uAhamrE2wCD3j2HcsVarHnYd17z4GuRkiDnd7+QZBHPP4dqJl+hXyFfoH0LZWklCGGWqFxAeamWoQxlqtZr1YxaERUY9RW9hNQEDGfFz6lhsW9W6kRJoyTIvrBnzTRTKTuPi8kisoiEuNMOoSfItv6glDVI2Q+d8xGZh7FsrBe9BwKUzLw+chD78QYBsBbtNhNuNv8+q677jpe/OIXc95559Hr9cauJ2o9HGvtyLwYr3nNa9i8eXMxXXedq+tllayO2kuwfiTfVntM1feFmYAoSRkgfZMbJ/jXRyKaXALLQsylJDGsW0gPLa4OByGYUO7X5XbpMqJVczwMEbHY9dB1XE1kIlCeY0yo6j++hchYfT8LoSe2LVVqsePQHYo6XxXyZSnrfgWpR+YKzQKF0YYcaiqFr2JEBZgbTTfqEsQg3/XbFq/+vbWmSr7C6LEUlfpfA2sqka+wJPxOA/EKv9mQ66V9sdMQjS5yvRBszKeKPLBsG4WXw9fZ1rImN8SmbetkrYiCYfnMQ96/4HlsCyYFPWGwq4bc9lcn8qP3n+bmW8F/3f+fAejJnJ7IWaL69HzB4mlV+jzPz3SZHXb8dj7njrLGUMdH3wMO7mzg4GSGW284EL1Ajuc3vvkad20GGqTg5Ae8Cebnd+r73hm4YdMyvnfTWlZcluIMa0BkrRHHXQk2sYWM7tq/KHMc73Paeu73wvXc//nrG7fr3t53detMmf8VPwRdoXj3PhVhSGjHVCDL5fyIbD+VpdFXIa2OB4uEJRWmqAnqCJkpBm1VMP2RIYoPiTKOfBVFmw1COkfE8tU9SEJOWKVt888YdwLOiEP4axq2qyC0m0GCmFOWP7FOIWGbSqC0aHEn4m5DwC699FJuueUWjj/+eJIkIUkSLrroIt797neTJEkR+apHu2655ZaRqFiMbrfL0qVLKxM4soX0ZhxhtD5iFyNRgKJTKUtTgagFCjkrGYq+SZkznQX13VBGwZoa5WIEPphwmBAJk2RaFfkpHZnTlTld35kKjoch8hVkh7HrYex4mEaRsLQh4qVEdSrOneqPM5Yu0jA/Rip2TmrVohk2rhoYZIdEhCwHqcucL0fWnNRQZRaZ+Qd9qPMV7SvMd9KQaJl0I5UuauxkhzaJTTdsVYKY56UMsQ5fe88QyJalb10x5KF1lvOAm+d//yHqJYX1joeKjECukiL6FaaBSfnBxrXclk2zVXcZGBcBc/eCG5QItXSC42FA9X359ZqIV4zSmr5pnssB3RX5X7oHZsKwZOk8/3X6Ozj+/NMB+L8T/5Vl0t2Lwa11uZplmZqjKzPOvM9ni310JjNS6Tpjub92ABNqSE9lzhUxuqefdOiPOUh16aIYWDfI8/qfPqXx/Mx0FzU7RPYz1KZZ7Owc7/rlYxrX3VNw8PsS9j2rR2erpXeLc2xL5p2ZTYu7CLp+8FOVv+u1//xONh+TMXug+9wU8RSXXwW3bXQSxHBzm/BMd86tUA4W9WRe5ILVjTQWgvIDphWFiwz53pbMy6VDikNX5ixN+0yoYdGmJcJJnMNrL8mY6gyZ6GZ0U+eO2EvykqAp4wiaJCJfFFLC2CERKBx1Q9MgiqhZcbWq6/n9ybw0iJKZlzcqWdlkT8fulhu2EsTFw92GgD360Y/mpz/9KT/+8Y+L6YQTTuDP/uzP+PGPf8yhhx7KmjVruPDCC4tthsMhF110EQ95yEMW2PMCiOVTNUJVgYzWL+aFbd1Qj0SS+dyTOdMhMzuePBrLCrUvwBwQcsFyLSt1wEKD7GrwjJKvQnZYI1+xBHGsxLDhctSJWGVZxXQjjvJFOWatFf2ioSRVJdGCMhJWmGmEpGnwv3sQma26HUr3vmLAUR+UCPcN5b4q0bE6yarnk8X79dvZBx5bMeBwdbr8e+vywEy0rGrA4U02fBS6MNvwn+Oiy7N5l6FJyI1LcA+dF4klN3Kk9lcMWYlgjS6Pa3/VCVldjugGzXdsVHwsBIjUsHJyjuvyJShhefnlz+DUv/97lskuXeEGXDrE7UV1MCRJNMrXDwLXznSD06q3ue6onGd+77nFNg9589+jhPD/G8myZK759HLj8mczDfN9vrrlI7z4qK/vmu++SBA6RH1d9CvYZbe4a2DtB0rHQyENh33K153rGmRXk9+jj+m4+m91yDX7YvPcDSqBy4/10ZtLo9/IqMLE31vb0b3bYnpFHnk5yGkKEhZIXCgqH4y3ZJAphnZNlPXBJE7y3FG5H2xx+wruiUX7JmskKm7r/HzRtKzSnNlIxTO6PNT+kt7waUG5QYsWdzLuNgRsyZIlHHPMMZVpamqKVatWccwxxxBqgr31rW/lc5/7HD/72c94znOew+TkJH/6p3+6w8cLHUu7EPGKMLbWkRAIP3Lft5ItZoLNerLo/IVGcCGHwDpyKxnqUsJorcBqgR4qskwxyBOG2h0zlYZJNWBSDuiJoZMV+c5VKIza8RbzbhTNTR2MNw0pSVVHCDpeNhFIlkIUUxPqP9DtsZkPNvgtdg2O+9v1HPuy9aUcP1xe4R5uamhRA/eAM0qgfWkVK51szSiBygzCdyCslC6CljlJooijWEKUETFZavStEKWM0JgyL6JCtHyRZRMRcGudhXN4NbbIn8gwFQ5ngMxCZgWZFfS9pXxAZiV926FvU0+2fETMu4gFc47lnXkynwOWR/LD2bxLV+UMdEJuZeFQGKJiUCVXMWJjjfprfZvYwENJU7Gz3xkIA7Kj+fajz+ay+bX00oyvf/hBLLnwFzzpHg9kuUzoeXlSivZtRsYrL386AI/8xstZOT1HL8noqZwkyJjwdYaEpiNzP5X38OqPXOavv/u8XM1x+k+eOnJ+erqLGOaI+SF2do75G9ft9HdebMihRmQGqaGzBVTfksxbupt3EWlusVuw9kPvZO2/v83J5bQbuRICfvMnr2Xtv72dkLc0MTVgy2GGvDf6/LNLJhFLpt3AUpZVCsh/f+5wUkojjtSTmzSoUkQ8yCQbydhDL3wVN+QrmDNlLayQbhBImKv/abwKwFQGcWNn18QTrCIS5gdZOklOJ8lJa9JiKFMdnOSw2pYV3YFQ9yuOkDUNXoXomBWIXCCGolRlFIZRtjT1KA7cosXuw92GgG0PXvnKV/KSl7yE5z//+Zxwwgn8/ve/52tf+xpLliy5w/sMnc4KGq66qEupIlit2WwG3KqnuDlbVrG/3hEE6dNQK3ItMVpiDWAENpeYgSKfT5md7bF14BrlrshYIvtMyQFTvkMV6o4E4pUK7ZyYohpf0gf+lHAkK0UUkbB0DOkaR8LqqNvSl9uHeiVtBGxX4OjXudyEyz5wWpHnHEYarf8nJH1LZ8aQzrrEZt11uWImhXxCkE0IhHGJz0KXkSihPfkKZMlQmnCYklwJ4wsqKzeQIWJ5YUzawmcTzavdS9ZYkhtuL6Q74H5LIQrm6npJhkj6VtE3peYys5JZ02VYkC3pnQ+TIiczM46wJVJjrCS3ktwoujJnWg24bTDFh0/4N+aHKdaKYkQYfHSaKrmSDcQqRpP9fLxMyVJ+WO/83BEMVlk63ZzHfvs0ZnSP5xz8f+z/qStd1ClJSYX0UUSBEoalqs+kHLK6s4Xn/vDZrOjNs6I7z3Q6dEWakwFS2ILkuus0ZEJlfPQB/wLAf/z6RMywHO6XGLoiY0U6WhPswv99HWJu4DqrwyGZ1VxwzdE7/b0XC4856UxEP0dkmmTe0tlq6Gy1dLcYehs1695zzu4+xRZ3FEbAQEEm3aCVl9mt/ejbC3s/oSzGSLoHzjK/7+guvvqTt0C342qJxrUNjeVDnzi1KByfCugJVydUeVWKapAf1vsNRy6/hZuzZWzWk/Sj4nNhQFd6NUlXZI6I+WiX8pHokPOqRFmupuMHVjrSEa5UugLN7rTFyECQ8KN6FS4koglwhhvh5Nz6duTrWawRxXNKDQRy4HORh7Yoh4JwaSF7E3a33HBnJYhnnXUWJ554IkuWLGH16tU8+clP5sorr6ys85znPAchRGV60IMeVFlnMBjwohe9iH322YepqSme+MQncv311+/09d2duFsTsG9/+9v84z/+Y/FZCMEZZ5zBjTfeSL/f56KLLuKYY5ptj3cIhtHOYEVKFV4bOlTW8tvXn8iMhdv1tMs78S2TrEmpGg9d1B7yr15ClWtV2M/b3FWMF7mEoUT3FXPDTmE3OykH9IILIsF+PsgMGySHwkfiPPlyREwUkzv3HcOIYYdY2JTjX3/1sB08Qos6fvGW04r3wWY+PBhdvSVL0rckc95RU7k8MRf1At1x8sOkbxGZqRpseMmiyGsDFKGjoUsiVThVBQli7IYYR5hjCWKAMdgoIpb/rmywdbSuM9so76N41LggWJTkS1tRGG8ojCdx5cMpPKhyK9mcTXDmfT7L7zau4KjPvqk4ZohONWFsJCwiavHnUXJGJcK2K2ClpdvJmE6HpDLnU39+cmkaBGS+VxRG5J1cOWdSDtm3M8O+3a0s7fSZTFy+17Qa1PJODF2VV0w7fjJ3cMX1TXnHt3F5nudf9Q7oD0AbMgynrPvFLvnuiwE51AitEcYgM+PupzlNMqfp3j7kpAfuuefeYmGITMAwKikgynvaWlz7JzwpkYZfvvG05h0VzsmhjTNgDQedeXF5TyBIRbjvNONyv553z4sqnydUxozu+bavJFSVw4dnu1faACOOrkCRBxbaplCcuaO0i3ZLQx65LLumfQzxirWEFSIWrWubZpazC5MoXzIlVMOwSmCU4A6OYbe4A7jooot4wQtewPe+9z0uvPBC8jzn5JNPZna2Ooj2uMc9jhtvvLGYvvKVr1SWv+QlL+Fzn/scn/rUp/jud7/L1q1becITnoDWe6/iKdn2Ki12CnFuTGQ+UJkXI4zi+86kHQ757l+dzY8HYaRq+/9lRWcwMhTIjSzyv0wusblEDKQnYGEESTEroXNAzopkluVqjiWi7/K9tkG6oBr5CuQrjjogXOc3tIHbGpuX0Wt93SIKJqho2ZeoPd8Bba+CpfhHqKFFDZ1USvVdbZvhUslwiXDRr8SnLhpI5i3pVlf7K0SyRG4Qee4iYuCYW24QeZAKercqrTBBr2odERPSQB4RrdhGuJI/JiDTo/eXkJjgaOgZZSgbFlvNh3sndDa0z++SwtA3brTYxGQt5H/h8iRCNR5jBbfMT3HvL5zhIlFKF+Sop3IyM+pm6r5KVZIIo2Y6dSJmRLhHRNFpUsGdDMtT/vcFfO6h71vgnzwej3nEWzk8M+xz7s38zZqLeNk7/5Y1t/wunGwhj+oI4eqrkTMlhvSlI1P7pO6ayWwKYyXL0zmm1QAlDD2ZIX15jb5JKxHsSx+1D0LNe9MBh1TkC+Z22SzD5hlzVrPqDn3bOwdioBEDZxrT2ZKT9xSdTUPU3BBx8+2s7IxG+VrsHZCZwKQWoYW7L72EzuaegBhRlIDRYjwbOP/Kt3Hq2tNclNlYd8eLkBfuBzStZWjL9IOO0PSt9UTMRZfrpOwvLvkLlqe5yynXXSbVwOWqeit6KQxYiRGGzCq/vSwGc3LjHF5zH712eWBuoDcoAFCQWMNkMmTLsEdfJ0X/w1oRKQH99/KmRG6QLjwb/DoWrLJFyRM3w6/npYdhvbDjgnhZymeNcOoNm0jEcFs9jxa7Al/96lcrnz/ykY+wevVqLr30Uk466aRifrfbZc2aNY372Lx5M//yL//Cxz72saKG73nnncfBBx/M17/+dU455ZTF+wKLiJaALSasbZQWjpUbFvN9tCDP+dUH78UN+bfYZCaZNd2iowdlkm1sc629JrxwcfMdyLCescIRMJ/3xVAihxI5FM4COQepQc92OOj+mzg4vZ1Vais9kRcSQ6i6EgajjTivC6iQrxF5oahGILYHsUX4uIifFBZpzdh6QS12DGs/cDarLlMw4Z5x6bwl3WpIBm6QwCaCbEKSTXrybt1DrzMD6ZyTVSWzOcIYbKrK37wBctdpF1CV2OTOShzjaoZZ7UYuhRUUzCYg3DMhz0uIwu0QayvRLwA1NQnAAF3kFNUjqRrJ0Hcswr2W+Y5MfP/FJSHcMnevBWJU5kcYlvQGkZuYG7zYpzfLpsGEH5cRFUJVj2hJai6Htvxc+prYwrFRCV9/RzrTCylsJa9qR6HmMsQwZ9Nf7sM75/6QNckNpczTGIQUdEWCxqLRdKxhUg6L65ipuaJIbGYVy5J5pDC85uivjD3mqfd8NaLXw873AUfuet4E6OwrTuGQzm08/bBLAXjcfV7nJFsAxvLrc04ksxex6YaD+cLswTz7iIvv8HdfLFzwozdy6qEvh+GQzk0KtbSH2tKHzTMk/ylZlrSDSHsrfvPSlwJw2LnO3VBISzZInMqk4t4HU70hD73wVfzvY9/evDNvxmVtVphwACghSa0f6ao9S1UwxLKGpx/+fb5w9f0qyw+Z2FAx8or7EFXTIFGUlpHCoiKH2NwqQk2w3ATnZEMiBMY/hwGm1JChSpjL05EBJ1EwJoul6gwbGxXZQLoQZf0v8J0CUeR+Uah5XD9GaOsMOKyPitlA5oSTIu4Fhjd7mvNgOJctW7ZU5ne7XbrdbtMmFWzevBmAlStXVuZ/+9vfZvXq1SxfvpxHPOIRnHnmmaxevRpwLuZZlnHyyScX6x9wwAEcc8wxXHzxxXstAWsDsYuFutU2jH4OpgIjZgKuU8Mw44ePep83A0gqnb+FUFpol4ViY0mUDu6H1jVYclCSLzUANQ/djfDny7/PmmQLy+WAKZHTE85YozJhSYXrHIW8rpDrFZOv2Db3jmJb37ziktjmge0SyHlZyXlO+i4CZiWYjsQkgmxKIDVFgnPvduhuNs5QYE4jB7krehkMNozxoRrjpjyKVFnr6t7kLjdGDDJHwpoKZsYDGTZiU07bU6wmfBkIIQV/dukVLkKzAPk31tW+cbLCkmwFolX/bYX7sqnoadFx8fVvVESsjpq+kX6eVMhXXWIY5tUx3rOnrL0TJI6JLB3L7jByLzNNJKRpVfaJy6+D0lTHDcw4uWCoBzYph+yTbi2IxXaVi4i+aLi6HZGzXM2xWU8Wy776k7dw3PPW+3PNwbp2aJPJmZSlpHGPQ55DlsHMLGrjHGydQ99yK6fs+3OWtVH8vR+WwnDDauE+58LliHkZ3qrJ2fHkC1zEC8o2zdjCmCs8UzvxfSJGTbjqtTGnVd/X8Yqi6FHuV4Dy7ZHCFDLEECELeV9hG2f+4QhZOI+OdOuGedqUbaSIiGhBtqLTLgahPGkqHkTxA8mWZXTQAplJZF+ghs56PphGOUliqa5w9VjHX/IW28bBBx/MsmXLiumss87a5jbWWl760pfysIc9rJLec+qpp/Lxj3+cb37zm5xzzjlccsklPOpRj2IwcG33TTfdRKfTYcWKFZX97bfffiOlo/YmtBGwxYKtEau69DCg8LwOZgQ+sjAYMP/wezFjvsqsnaJvUue25p3W4lyTuGaRFLZwJzJe2517AhbcDwd54gw4tEANJEkf5NATsAxU3zVeLzn52Zz3jY+R+XN2RgVlR6tSp6vWIyxrlFSJl0QU+9hRbG/3UQlDajWf+PUD+dPDv3+HjtXCoXx4BUmhQfUNw6WqUIFYBdkUzB5oUX1Bd5NbXw0NIjOu0w5OeugHJsRQu1ydLINOxyWbg+uQBk1grhGZi5oIH20Jtt3FZHzEGJxMJ00h19jBAGtMSb6UwuY5fzx9C1tsvuBvKY6uDq1CCVHIDQMMooh+jY/GOgmQFJY06oAIYcm04qO/fBCTvWFj/S9Z3HOiMr+6f3evN0XClM/BCLkYO5sLJgJZNkASRRi1LuSHqVAMbE4qBKk19IRGyyEYyKQzKOlKF5nWCJbIPmdfcQovv9cFlWOd/IA3oTZuLeWlQvD+TYfzzKU/K0x/uiLj5nxZZTvzxA2cut/fYbOc5b8sL9gatfkOf+9Fh9bYLIdhhsgyUIo3//r7fGbTCbv7zFrsCvif4W+e4WrmrXvvOYhcYJXFaImUOX990Hd5/Hf+ntUTMxgrCwOaAtYUFvTWGJACO9R8eW6aP+ht8M9UgxR+IMff5ikaLSTv/eWjeOFR1XzC1A+MKGuKQd2eyD2hMoWsmlBXzEe00uihL8WAgTcqSoVB+/ZI4qSLQEHyguFQrmWlLXXyw7KNC6pChJNnYkAEsmpEQWbDZQnuh8IIZCZQ8wI17waSZRY9v3w9Shnk7cGSviVhdxjXXXddUfcW2K7o1wtf+EJ+8pOf8N3vfrcy/xnPeEbx/phjjuGEE07gkEMO4ctf/jJPfeqo422Atdb1DfZStBGwRUKFfMWRrvC5HvEC38HRMBhgZ+f52oc/wMAK+jYtOnqhzpChjG5BaQkbk69gg50b5Sdnjd0fpuQDhehLklnhCJevP5PMU5gr5Cun+PMHPo1lssukSJgUikmh6AnpX8spRdJF0cW9d86HpU49NuCI5Yh3ZEw+7vDG8rE4P015E4AWO4eVP/e/W+EeaMmc8fW73MPSdAS6K9i61tBdO4M9bBYrXeFlYcGm0jkmWusMBwYZcpDB5i3om2/BbNkKwyHM9x0hi0Z56Q9gdg6xtY/a2ne29XG0LCZfUPwYrNYj0sNAFga2/E1IyryJJv8boBjwKGp+IYt8sHIQZHzkS3qHMCVNMQUiNDUxIPGRsdhLpFoKzTbvcwyZClLFEHULdtDJTkS/Tn7Qm8LFKF0oTST7tBYhBY8//KFFpLsjRFETTOLuxZ5wJSyWqTmWqzkm5YCD0w2c+fMnVI4nrHXEvNi35Cv3XubaEFzR9yk5YFKWo/qPfuRb2f8VGtsfgBTs8+HvF5Lo2OFtT8P5v38PALY/QG/YxEd+8Blu0stYkc62EsS7AOpB3mte+DKufslLXXuqDGmiOTi9nVNX/4wjp27m3tM3jOzj/GvOLVUxfqBWSMEHHn+qHxyyhR19qAMmMTx23RXF/VbHmmQzXZnRlZkvMzMsanyGKUTCghtiGPiYkEMm5NBvU37BYL6TSF/IWeoi8uX2MyotBG8WJC1CmkqxareyAO0jhsUgtpsvjJcbagGZz2HPXT9G5F5+mDvCFZMwUcy74wNSdyasFXvcBLB06dLKtC0C9qIXvYgvfvGLfOtb3+Kggw5acN3999+fQw45hKuuugqANWvWMBwO2bhxY2W9W265hf32228nru7uRUvAFgvh3g4j/uNMN6B0b9Oug2mzHKzB+JyOuNDrtrTAMflyphuOhA39a6YV+VBhM4XM/n/2vjxekqq6/3vureru99682dj3HRRBQFkUV1AEVNySaIxrTGJUcAHRn8YsouKCwMRgoiYmLnHDGI3GBJCAEjcUURYjruybC8PMvK27q+49vz/O3aq6+r03w7xZoL/zqXnd1dXV1d3Vt+73nO/5HhVT9Sb2y1Cut5PNFXhmFs973O+hTRnalAWiJcW6CjmpcNuTLL/e31fuX4omOWJTZswmyzA09T1LG1KOsOnw2nkAUCVDd42cz85S3rQIxThgx42cb90cE782cvHri/shWXbGG1ZMB/oFeK4rsjW2cr77ybwjazCSIePZOWB2FihKULcQAuZ7gAHVYIaJkWJApIfs9svGgI89DEXtnAgGLw0/q7ThcrjNFLJfwXyj5oBY3X+ViKXZLj2ERKXmjqGX+0ZY0Hvy5V9TSJhplDIuhKec+B4xULHOJKU0gFawkx2gKGW91mJuMtetuJwGox7XF+wFB16DVxz8LazUM6G1xbjqYVU2g1dd+5Lam9ADY2WeOCHmJCTM44pv/EXcviHQsy3j0rX/BAC4/8v7Yr0FujYPtW4jbN8gQ7jtT948sJ4VQ+cWK8bnMEEFVmcz2L/1Wzy8c9eQHfkCa58VVvjZq3aCggq/ixRdznHVrQejRQYvOejqgccNVGgr4/t5Al5RE/fnr62+MXOuoqQ4V9InDHB9wJzc0MsWm4JHRICxcRIv70Vq5DwJI1fj5S3qfesTyXZRIkmEkLNSyBh8jZev/2Kf/YKTHiIoKKjJMXeEJQEz44wzzsAXv/hFXHnlldhvv/0WfM59992HO+64A7vtthsA4NGPfjTyPMfll18etrnnnnvw4x//GMcff/ySHftSY0TAlgpBIoVKX6PwGBCJGbNMHksTI79aB5KSSg6B6mQsbcIsu4yZr77N0Lca3TJD12SYK3LM9nPYbgaa0cimJV2vCiDrubR9ydCFuNxxrkArJsG/uw+n7fMYPGvPYzGuWkLESAdild5O/wFwt3wNWFLoO89k0MSPZ5PgP5/RBOaBQ5XuAsa+PrCQ4mUSx8OyQzBjMtHoTbWxfNUMHvPX16A44z7kG/rIZgqouQI0V4BmukCvB/T6gNZ45v/dV2kuGiYZRSEkrdeDmZ6BXT8FTE1LlqwsJUtsTDX75S+oPjMDyYTBSeS4KPGVL/xzsEoHomlMuJ8EPKrr43MsYvbLky8gmnVEW+bYtNRnoShMQmJdWN/opHyNGxdfy5Uu4ftJtpO6r+h86F83JYHP/fbpAIBT//f1i/r+9XQBNdMDrZsG/+Z3mDp8J3T3XIFyeRt2l1XSKFZrQCuQ1sigoUHokIZC7E900n43hX3uoGfwsNa92EHPoEMFJtUcdmpNBxLGmRKZYzJmktYusCNRdj9xrGBmTmSL7jnjpAe+420VlGf4xpGfxgxnUGQxrnpBrjnC9otfvOXMxvXctpic6OJLh34aK1SJnfQGHNq+Bwfk9827P1IqjH0HnPU9d+31gc5YB93lHPtkU3jSvj9v3I83C2q6RtZNH0Ldl9u+7VrS+Ps+U6aJ0VZlaNrsyRkAlKzCGGRdHRiRiA+DMsCTMM2hbxo0yyzV1RdLNDbJipmYBSNDMZhcRBdEcrLD8NffLhlkRkHapcbpp5+OT33qU/jMZz6DyclJ3Hvvvbj33nsxNycZ/unpaZx99tn47ne/i1tvvRXf+MY3cNppp2HHHXfEc5/7XADAihUr8Cd/8id44xvfiCuuuAI/+tGP8OIXvxiHH354cEXcHjGqAVsikGEQklqVJn2Rv58YDwAIk5ln7f84/N3Pr6hE4edDmvnqGyFdJSt0ywyF1ZgrcszMtkEzGnpGIZuRSJEqZcDSPQ5Fq75xLi+fAPULKK3Bc3M4dY9H41drjsUvn/8RZ2bgB9/EidFl7+pZr/mwmLqwWOsm95uyFjKJFttdTRb/+ovHNEYAR1gcWlMGvRVS75X7fl9K+nyVY4TuaqC7kwWNlcjHSuy0bBoZGTx/rx/ikE/djRM6M3jekaeIcYOfPDh54Ae+dioOat8AyjP5fRgJQHC3J6Sp18N/3Hk1nvCON2DnT98AGgeQZZIdAeLvymfOCgNmO1gw5SYsXn6onOlFferR91ktxKwWEHuCVd1GowOpX+8nGJky0ubBFa0rUoEQsYn7VcToZKXUQSTuX3UMkxumUwd29Z/kCFuuTSX7lTlXs2VZDy+8+pVYniv8wXdejX87/kNDv/tD3rkGf/np/8asbeN35ST+6RsnYP//KNC+da18xvevxyW//XDlOb179sfK3e8AAKwcst8n7ftz3Hf3nkA5hz40pmwHO+ZTYdJHpZVIv687C1k1hQ4xOl7OqAp84KdPjZb0zoCF2m1wv4/n7/sEfPm270KTxWFvWgOywI0XVCfED/+rNbjpnc2T5C2JSzd8DHP37IeC5Zyq92wa4cGBfT92Hig3yJZZPGG3X+FF+zwBn7z1f7FcdbGTsth1j0EJYoBS0mLBMtgyLrlLHEDTrL4iQDPjtP1vmPc4JPteBok1IAFLyerH8TP2RSTkKkoUC7hMtDLwA6mCdeMkBfJVuBqx0uqgANDawhgFrRhEUZJdGqnXVYrByZhnNMeMV62dDeCyYTapVeZEflhxQKwSMQDbhQzRYrAGeWtiY4/lQx+Sa8yTn/zkyvqPfexjePnLXw6tNW688UZ88pOfxLp167DbbrvhhBNOwMUXX4zJycmw/Zo1a5BlGZ7//Odjbm4OT3nKU/Dxj38cWmtsrxgRsKVEU51XQsZCPUX6FwCRJO+plWNcDUrpUgOOOoLZhtXoWzHc6JkMpVGY6+Uouzl0X1yCdD8WqUqBamIw5AY8zjWolYNKkYkpAAe+8Rqc/IYj8Myf3I/TV94aXvvansHr/+IMXHX+30OBHAlL670Go01Nvb3mg2+W6+t2fP+mJngXthE2HVT68xbS80tJTRdrQtkhlMsA7oh2P9PSJ25dMYaOKjBB/fid+8yEMaGO4aC3Xg9qt6PZgrVCvvrSx+nLt38Ps2yw9tgCO38mKZIiAkhB/Ond7ymVJVbegBKZ47GHweBbro6I4HMLYixDSelZzGiFui/nJpqu126y0QQvwQEQZIBp3ZYiltd1hhzyluYnX+nj3JANt8n9uuwxJXCZEgmpdQXzKfa76ALwygK77bIOu05M4cinGnxt7WFo6xKTWRcPf9fNuP/E/XHl5ec1HisAtHe7eehjKX7cH8fu2TRggY4qRJLY6eGUHV8J2tP1ggmRltj3KAehBYuOKpFziUnVxV/d+Fxc/eePRuaadBMpqLExgAjPO+Y0oCig/xAAA4e9eQ1+fF4kXKoADn73Gvz8L6ok7IjXr0F3R5EzDW2Su5kxttstOA7AcVvk1UbY0tj37y8ArTAiuSPGmC4AarnMrvTuuv72vXDE3ncsuC9ShL+9/wC8euVPkUOhBwNNQMHDAzbhOP7hfLz5KeOYVHNhfEilh4rYqW7qSoBqxkx6hWnkykqLDXKZNYr7BGL7Gz9x18q6uLNzTFaurs1S4ozo5kgKgDfqqHpwIG36FaTynEgPHRmD4TDXCuTLu1RvBwRsewcvIPUcGxvDZZddNu82ANDpdHDRRRfhoosu2lyHttUxkiAuFUJmK5Ef+h89s+js/OM22c41LEWWgY2RySJnwQHRI+3t5TvZm0C+JPs1U7Qw1W9jptfC1FwHs1MdYCoLTkGqL9kvWKn5UoX0zAAj6LNYKXGpy3Mgy0CtFijLQVmOrz5iB5y6+1E49pzTcew5p+Mv9zsak5/7fsiGVclXEtHaiFoUAwpLfZ28f1lXrwPzdSIjI44HBlUymOQ8aa0vQtrRtAkzewL9nUroyQKTk3NYMd7F6vYcFDH2bK3FEa05PHfvx8oE2mc0jAWz1A2pZRMg737oyVcp9Y9fuO07+J3tYpxyHPKaG0GtlpuIpxFQihkwX0OWwk3I2TK++oV/AYCKMYzhaoQ3JSQWsfmyRawF86hbzutEhgM42Y6ru6rLCevrKlb1ylbue8lhSuD8uvrjqdFHcEAMxxBt8LPkuDyO/pMLgVV9YCbDeN4PE6iSxbjn2397LN7wna/j6k+/cVNPpQre+dKXYZKADhmsVLPYK78PJ0/8ErTTDqB+WTVY8TVdpNAhjXHFmKACK9Usds3X4bHLfoHszt8B5FwwMw0aHwOtXompY/fGr59zMIplwPV/dybqvhb5DJBPCflMMf5bi9b9wNzeIxngCJsJy0p41z6dWVx34mqR1kJhUpWYYo19hoXEa6ZCP/+no3DZI5ZDQWE+OX8TPnDKp7DejKHH0vS85eoNvfTQj4OehPkMWVsV0JDrqr/eKjAyksbL3hGxKj2Uhs0WhNKqEBRqaYNMW2htkWkb612BQFB9DRhpWQAIo1Jucff9sB1Il/HKHsmCKS83tHEeRsaZQpmN++xGGGFzYpQBWypYG8M1ydhJzGBLEpExztXI17R4NjHWAWUZsKyDa3s7Yp0ZR8/m0YyjJhPw0SWp+ZKGhzNFC7P9Fma6LZSFhi0UMJshm5WeX7rr9NEs1qy6YOcQFNPynFE0D/FW3r7xKiQKx8Zgh3+8WiZLjng94xkvwn/916fD8Zmk7qZ+sVgo+zVf0+XFICdTlSmNsGg8/nnno2UZrOHkHBY2l0jn1F4Eu+8cWplBu1WG2qOd21MoWOGH0/vgkNY94GMOg73+51DtVsh0kZcj+sxXWYrksF/gv275Lu63c1hrLTQBz977OKhlbakJ8tuz05wERz4b9kGkwEq5Bs6xBgwQ8uVNYXpsULjMl5eyNpF974DoAxyabDDY8RFgD8mKEXwDU8WeOEVDDEXsmpQCUEPO/oYItgK7fbuMF1dvBxJGVedDL4nUlBTFE6B1iZ7J8Nxvn44vPe7vMf2MaRy4+n788q6dcf/cOH43M4HlH10OYmDsrhn8+5ffj732uGcjz6BmnPKItyG7426sUG0U6MKghwkqpPYzzWa6WlgoGXtO3ePR+Mqd33cfSIlxmsOueg4XbzgKaOUyhvpzpJWDl41BF4ysx8in5DttTTGO/tMLpQ+Qku++tQHQXXnecS+5EO0NBpkitKaAnb+VAX+yWd72CA9h7PtP7weNOQl3qbD/m6cArcGugfkESST0Z0W7OQNak1Wf87gv4/l33YOCzYCh1eF73TnvsdxXLpPrKqtQy2UQ21ooisEPH9wV0mWD03AKf79nM4zpApoYhp17rDMCS4ldcGlNROAKDKsI1pLjqBSNzBRE5kiidmDFzpIe0Q2xcM2Xg5GY1LHrrnFky1ZqwWBtbGmyjWNbbcQ8wgPHKAO2VGiw7/NkhtKMGHsSZsOEERNj4LE2ONcoWON35SRmTSuYccTmypL9KlmL8YY33CgzzPZbmO22UHQzmF4G29egvvTKSB0PySC6DAEDaX6Wyv6QTfBETNbJQooC+QIAe91PK/VfaX1YE9KMWD0gVSdfacZiPumh/JUJ6cS23Ih1G8a3vng2qGRYTchnpHmlKuSznd23RNYqkWUGrbxEpix2GptBwQpTZQczZRsTqo/PfOFDwMP2E8c87cwVtCNTST8pFKWziS+wzopEb5w0KMvleWn2y3Lsm+ezXz5oUDPmYMt4+o/vHyD+8zVirjtqArEObDGom+Q0ZbsoJUTAgGtYui5t0tz0Gv5+Y2at9lxFFhkZtFSJ1a0Z7DtxH17zwxfjyfv8AntOrMMeu9yPHcZnsP+qtZj4359j4kd34eh/uQE/6a9a1HtfDMhaIBMjnw4pdMjCgHBjfydwnpwTfntSoS72iX/xWrQpwwrKsZNuYe9sAlc9dtf4HF835idcJSObZbSmGMe95ELpT9cDsq5M0MTZk9Fexzj+BRegs7aU5uElY/x3Bll325+gjbDtg1N79Vl3jru0jyYlvfMg9Y3NO0h+D4rwksnfoWAz4Oq6GOyarwMgWXu1yOerpFbLQA1ce8UBMR5jcGB2hmCeRKRGRGnGntKsV3jLhHq3ZFYiUfT9wsjNsVThFhPnNVRIH0oqI/mKyiNUjdFGGGErYJQBW0JQvRcRgFi4ZJMMWGLFrRTssg7MWAZVWOykp/A/vZUorcaYjn1viqT4v2ck87WhaGNDr4OZfgvTM22U3RyY0zJAlQQ9p8JARS5Bp/uOFPr5rHKDm2tWyJkCawK5STBpHR1h3V+wY21sxVocwGOu+30AwNVHfqGx9svDB7dS58P56sLqk+OUkNW3KyBkLO0XNMLG4YqvvxVHvnYN8nul/5e+/TfY82+7WP87mfQqYozlBfZatg67djZgquxgtmzhiBV34m23PhcfO+DfwDf8DLxiuTRM1Im7XQkx3ejL8t+3fx/3W5mA5AQso1aYeAepYcVNlJwrosgaYdmdn8nZwxavXXUzZq0REsZAgRIFGBqitG0i8nUyJM1JRQ6sYVGgufBXIruutxhZ14i8So4yZd0ERUGjasDRRP7CW3HOZdbtM4DkeHWS+cpcPx6f/ZJjs+H4MmUwrvrocY5/eNSncPzzL0B7XYlMAXc9uoU/e/ElWHH1LArWm90Q4pKb3oNTd3k1nr7X0fjS7d+FUgaTyuANr30JJor744aJ2w7lOUgp7PDvN+K5//7kuE0rBy0fk7Fzros0pcktubzpgoEZN0SljWRdAN5HzLMZA901UIWFyRWynsVdT9p2e4iNsP2BjcLuV1FwagWA4697Pr72yH+FJotJNYSAJRkwtgwL6/p/SVZ/p93Evv7uu3Zf8Bj+/o4T8fgdfwkAaJGBhQrB3YIz5Kgeg3KuoxoWBWsUnFUcYBVJbZh1x1hY5bZTYgJm8ig/JKkVZiboRAFgmaCVQklxbgFEsYPcoShF1CwuiP4YnZGY9DON5RSqZGmfQSS1YF526M19RgRshK2IEQFbIgw0Yk5dEP0AYJ0jXL+IA3IrhxnP0V+ZY261xh9ffDrKFQaPOPR2rG7PYkwXyJRByRo9k0ERY9a00C0z/GZmGTZMj8EUCmY2h5pTUH2X9jcUu8NbyKStZJBxrnYZEqchBwWZzCjlrKZl8pySLwacC1LV7GLF038BkMJzr3oa/v3ASzfqs1uMLDHFsEyY5CwYHRoRsE3FgeetQWs5kE0VUBu6OOWKm3D1uv2xx+R6TBVtGKuwotXFqpY0+/Tn5Ld/tz/opHuQ3yZZUp6Zk15e42Nh39zrid18vw/b72Pa9rDWMPpQ6JDBY9/xWuysnJuXl5f5WsmQDXOZ47SYOulqzJYrElgPT/h9AKAJmpzRBkfDjbQOMy1S9wQr7NfJEKNc0U0+yKJ0+/JErEly2IRgtMFVUw6dkjsnQfS3vfQwJV++HqxwYwgAfOfzb8SpD38r7HgLttWCIos7+6uXzn0rlzrSMWrjOX/wMqjrfo6JVXcCHdfM0ztbWgA+Cw8IIc+ca6aXsWoFGAuz9n58rfgcTtIvQLbbLuKK6QJKWdfK7cSXnj0BY0DPWeRTBVTf4LJr/gZPeO75ACx4p1H2fIQHhv0uugCYEPKFWY1lt88GmS0phRXP+BXyOxU0E6Y2Qt7l3UZT7D6fi6LDw1f8GkA0FFKurstAASwZLpFey7HkJL2/ALG373KcNmoSUqaIkSsb1Dl9m8UMmBUi5rf3P0FFDGOj8YfPjlligMkJhCIjozSL6A04SOYz3nZe9xm6kLKKsKlhFyN2mS8fGN9OyFfa/HhbwLZ0LNs7RhLEpUJax9C0eBmV71PkLeiNBWtCb4VGMUHIZoHWWo07N6zArGlhzuSYM3liuCGyw/X9DtZPjaG/vg07k0PPKqgeQfcIqk8x62Xg0u8xCwbIxIRTX3dFoU6ioStsIGakpJDCyxCp5g3/pQO/Nu/H5F3pwqCMeFI+kNqv6mswPvKzJ22WfT2UcPC5a2DGLEwb0LMlbv6jHXHj9J6wrNDJSoxlBVa257C6PYu2KoPcZFz38W8Hf0EaH7PFl277NuyjDpGdOpkYO7t52+3hN684Gl+961rMssE6265c4AHEOi9vYZ82XE6JV1NfggQqZEsT8tLwFG9B39T2IXVHHP46iS10IEeJFDHpDzas91d9kbfnstVD1qfb+6aoKfmSbVxtBxMsFC56VKzVvOSm9+Cya8/BT//mTPzd9SdgdTaNtx/25Xnf6ybDkapT9z0G+oZfQi2bqPb+stXvNpUhIstkybNIzKzFL88/FgBwubkYl9z5d6B1GwBF0IXUfYg8iUO2nyzCOlUyLv/2X+Kya/5GHmRGOa4wT0JyhBEWBTIEKglcKLR/p0Hd4cZQk8PqQmtoCiothId98R0AgDHVx6TqBvKUQvqKxt6illW4bZzqpmdjVtgk8sKwLulF6uWHcf+DUuzwGKp9DuvdRAYCVa4pMxiV3l9ituE2Ua6MorKfJBg+8CIjjLDlMMqALRV8PQJQkcWE2+wmkaUB9/siQQRAhYs0rSLYHOBMslPWKqzrdTCrc2RkMZ657YxkvtZNj6P87RiyuaQhoRuY5Hgc4fLGG67BLlmxireZZMTkIKTQFYBYjmeOaGkFWLETJ1LRf8B6A460qW7T5DUdbL3lUYSfDC/WmEiRfJyhgS6qA71cSCwU2xDBG2Hx0D2grxmt9YDql9jr+Duwvj8GRSw1RO0SLWWwU3sahVWYszksK+wxvhbP3/cJuOT2j+Mew/i16eOSf/84nrHfYyXQQATu9XDpHT8EABR8Nea4QJelBmL3zGKVmsBOH/sB0GqB+/1YAxZ6fyW/pzpC5tmGYnJvvmFh0WOWc23IeSbn0+CDBWfBhKOADiYcimwga2LEIRFhzSJDTHuBpSTMMsUs2DxIDTea7qfZr/AXHKSH1X0p6VO2wGv+6gVvA/C2ebd5QNDOsTDPxQmz05YMeyoL8hkwByJfi6piDap1bQ2KAgec9T2c9Pl34f6Hj+MHHz0Ll9x1EZ58yvtCxp+V+J6whkvhU1BPrzuwVTk8VoRyXIHtKEY5wgOD6hNYK+g+Ycfrjbh81mBYxpzVqnoenqRfgGyv3avZGtdnc2OhtcUhX3wHnrT3chw1fiu63ELX5iGg1KIy1E8bKOQQ2bYf30RWqMNYV9gsrJMG9bHuyzeqL62q9D30f1Ob+hRCwFx2zF/P07ceVDpCaqmUunbl2uqogl0zZg69wYBaOUjiSE3lxhPZEUbYXBhdXZYMbtRwTWBDRJdt7IXkHdpMYsDBjHIig80A48ZiVoypdeOY6nUwU7TQtxrTRQslK2zot7F2wwSK+9vO4TBKDdNu8Mp4whUXD+kO728nh0+oZr3qWbAa6tkvALVmzSQW4DXmpYDKOk/EmuphQvKNqveHwRtxpP1LRlgcbnrHmYACxn/DmDpoBQBULqYTWR9juh9aIgDAZN7F05bfCNIaNxVd3GvamLIZpm0P6/9jT1jf58syjj7n1bCwKCHF5ArALtrg5HecjafvfaxIF1NzGteLLvx+kt55cP2fvAkHm+r3vTFNwYchrb3yExWV/JB05XYi+2swyPCfodg4z58Jq2NgH5XMlxC+1H6+vo/5+ghuMZQGlGWgVh5aXMwbjfY/dOeK6Pu7AQCc46XqtEGW0Vlr8YTnno8nPeM8saD27mcuMh6y/iSZ/2KZRm9VfKkjXrdGyFqRbDzCCJuA4156IbI5IJ9SaK0jtDYYqUlqQA7CE697cbh/6l6vx/qXHBcNhxKM7XbLvK/7iV8cH24/9mtvAQBk2mCsXWDO5NDEmFC9SpsW5a6V2mXBAITrpneD9aSosFlo4uzJVxhXnILAyw7r40zFHIiqWa+hII4BW+98aCHznX6UH6YZMEpJqwvshHW2ViayDSNtD7CtLCNsHowyYEsFZonOerv5zK+LxIzLMthnA1KvAmNRjCuYNmA9AcsAzGnM9XNoZTGR99G3GlNzbdx7/3LY33TQmlJQtcbKYUxL//qsGLsJiNdQ+35Pzh2IFYIkUaSITv6TSCulYbQFKSX29EbeA7neSzjucADXNn48nnBZMDQRLHOFhBlnpfBAbejlteyoH9hGYt+PnO9cCwhkGYe/5TrcMr2Dq1kCMrIYUwUK1//F2xlPZD38tlyOV9z4U1w1czB2yqawU7YBppzDFw/7BJbdkWFctRwh+hEKtm5hdEj6c+30iR/KRBsQ0gUf9FRRcmaMnI8AkGeSHQEqPfXYMp75k/sb3592dp8+2zrsHAsNmCE9wXJVhImH7MeZvZCFdbUQkt1yEV+OMkTfBBkqXlSD9TOaI8JArBVLM1+pZXQgcq7HWKj9SsjXfOYeWxonPf5cZONjMZjjyRdR7IuYkKsY9FHxvGAbx9ayBIyFmlwGW1rk0zKeqsLV2bixDrmcdZYkWMRw9a8aaK0HDn7XGuge0FJi3PHMd1yJq9fuvzU+ohEeJPjeJ8/CcS+5EOUYQfcZ+VS/Ip9mK1n6AhYv2etxuNaeCwC4+c7dUO51OlZ/8UZwK49jnbH4WvG5gdd5/Y9eCEWMNUfKYy876Dv4wE+fiuum9sKuE+N4wXdfhV0nO5grcyhidG2OST3nakGT4FHS98vDul6IBWshXkwoEK3l056kBUcy5vsIeoSxq+bmmtrTA7FRs/UmG4F4ubsWQKGgu4RsRlrqZHNCwCrBZYarJYWIcxLnw9AGaNSIeYStiFEGbKngo/O+XqU0cXJYFDJpKEqRH/osGQBmi94KBduGSBAJYM3g3IYJV99oFEbjnrUrUNwzjtb9CtmsDEQh+5XYzHvbeeU6wxO7KJHLcHnCpkqECQsQVV6SovJF70kWzCO5H8gXW1z2xU+GTRREAuazYACcQxyFl0gXTfHkHGiyDB5YNwzeiEPD4h9+dgLOvv4FG/ElPjSx30UXAMRgzSLzeNlvcdfsynAB9RdW3wIBkAupd+n8WXc33NTdHb8rJ7HOjKPLOe41y3GXaWE9F1hvu+hxgYJLlDAwYCgA45ThGTe8zNVEFlj/H3vi/v/YB7bfhy1KcFmAez1Z+oX8bnxgQLvsV1pDFDKvw4c5iyQm4kiWrwFL4RuQqpD5iv1w/HmYZscqdWBehugzUqiZZSR//VK3kk+3999D6PVVcVg0IfsVj50rx+KPvym7tkVgGZxnkvlq5bHNhYdvzZHW+qV942zyHac1gVkGlBbZbIlstoTqG6i+s6JmJJmwKL8GZDxsTTFW/lJMico2MHHtHTiscye+/PgPboUPaIQHE773r2dh4t4SnbVOfuiCmH68uuzu61G45vRz9+yHW+/cDVM2wyVf/DiQZfjtv+7kasYNLpv718q+n/2tMwAAB439OpAvjwnVw35j9+GgZb/BPuP3YefONCbzHla3ZrDOjGOdmRCZfqgLFbmgJguDWPtVsEaXM8zaFnqJ7NBnv4DmbLp3ei3tIAlLb6frYnmWGE+wJ2F+E0tASeLq3CVkc5F8KddWotJc2c9NPOlyTZhHFvQjbAsYZcCWCpXJYGJ5GkwISrDLfq3/rwNw3M634WfHibSqHHfkS0EyVbkMFKWJBa+zRQvFujZaGxR0T2q7lO/pBQzUV/n5YGXO5bNgbnwMA1d9XPKjItXIl6oTMeVeoCqx0KQqRcOapHg21bFrIhjm+Nc3JOOqK2KddPkM2UKZMi+52CGfwmt++GL8w6M+NXTbhzxIFlIAt2XS3zUZWqr6vZZWIyMjFsTJBXjatKGI0VEFupxjyowhpxJdyjBF0qwlh0JOGoY5nAcFLL5+xKeR3abduu+JZPVuBQWFo895NX7wNx8CAJy8x1Eg5JULbGjp0NT+AV4Oy6EWMb1O1ycQvi7CNxUFgJxKySwxh1ovD18n4TNh/rna2cZrcg2YkRAfls+5XtNVOWZO6ifc9gCCHb1/LDX3qMgfh5AvAAMTti2BE5/yXmTWSnTFm24MZL9qE6S69NkzZvd4IN4QWVGwnfauZwpACTC5cE8GVzxKIQNG1rXkIIJtA6/95pW4ubfzlv1wRnjQIp8uYTM1tOZIE+E/b/8+NnAfBQg5WSgocL+Pzx3+MbyWnzkgq/6D77waj1xxLwDgjIddiS/ffCSevf91AIAv/uoojKsWVmfT6KgC68sxrMznULLCimwO6804DBRW6tmwvybjIV9bXdgMhdUD2TE5dsli+abNw5BKD9Oxqz72BvLlFDuyyHyA3G2v9AnB5TIx2XG17Kzk9y2Kn9qYUhtDtmWMXBAfvBhlwJYKPiprjGS/nNwQfd/3SIw3Tr1hLa464rM4f7fv4mk33A87PY2ZPRimw7C5LBh3Bh0A+kZjrmhh3cwY8vsyScEnWS9lmuu9iJ280GW7/ETOz/vIVLdNI8QcLJ8pFsp7U4SaG6LHZXdfP/CR+CxYet9nwRREflaHz4RJnZjPNMSlsm0y2UwHdd9wMifpfTSuC5z2zdcu/B0+RMFa5KhsCMt3m0LuTBtCxiUhC+2kb431jljJN1OwdlmwFrqc445yBX5rckxziR6XKBwpittbTHM/LHNcYNb20eMC3/3ri9DjAj0ucM7N14D7hUSSyzKY2MQ3IROd1Xo6kH/DjKLWlS41b/HH7ich6fsYVuvl9+HXp9mo9HkKjFyZ0J8ruCKC0XJNTAdruar7ypRFy+2jIjtMn5ccQ/i9hNeMBK3JoGNL4Mor3gLlXeDSccSDExLmamIHmnD7v9ZGJYHPlBUG1JNMAxUmWSxUkTRkdbAZwbQI5RjBZgTWQG9Hi8vWHY47+6u30KcywoMdV1z5Vuiec3H1AYPE6VOBMM19rLOMrpPy3WdncMo19+D5736TzBuKEr+9ew+87YbnAQAeNnkv3nn4l8JrTKq5cHvXbD1W6hmMqz6W6S7aqkRbl9hnfC0UGOvLMUybTiBUXikCxOAT4Mf0aMABRNLkx0dvPQ+4+i+O1vKVjH4aDEI1GBUIFwBjJcgcJvqBjFEorSAjQWdxP2TofiRfyi0AqoGY9C/c301wkxxhhM2FEQFbKiSRXGYrk0S/OAkilwVes/KXKNhgjgv86Yqf4NO3fRMHHXcbzLgFZ1L/pTIL0gxjFJgJ62c76N/XQT4t5IuskKt0UKIGEgZPrhrmXkGayIhp+gRcj0K7prpe/uUfI2dJf/LuRwCI5geaFDSpihTRQ89jzKFBaJEsOQ2esCkxA5plDfL6UgemYdGmAruMTeGkb5y56K/zoYD9//ZC7Pvh86XJpZJl+Vg3NPitO/EVyYW2Ii2BrRRvd1naJkzZjivkVugyo8sGhbsAWgA9tphlg1k2mLIWXbboskEPBrNcCBlzy2F5iUOuJnFI9E3M/STc1X+xZXzykL2CBDE955pcDutOmgAq9Q1xwpG+b7FszklIVVrErmCRB3lhNMWoN0r268KkJClQbyJkLW2apYrBcdGGfl+eeHmIIYjF+UdcvAlnyObBpde9wx2M+zX7wE29VccweFWBNzHy2/cLUK8v5Ku2qF4hUkTDMaoOyf6zMzzqLScUkwy92xzmTCvIa0cYYXNA9ZIgUS1Lr0GwYBRuXDUg3GsIL1z+Y6w9usCHf3Ipvtb/DHba/S6c+8gv4l9+/vgK+TryjDVY6QjY/msuxK3FTqH2eUL1sCKbxXI9hxXZbMg+GRC6ttpo3I9dvvG8cVmxtN60dNJDBRvqvST7NWi20dElOrockFCnASMArpZMuZ8ywRonP/TkyxLYkEgQ3f006BzIl2Go0or8uLSg0gddrDRiDvL0JMgzwghbCSMCtlTwk4RKzy/pf+RdDy+7+/rgAFdAJpvrLGPnzjQwbsBK6nC8DtoaBSJGr5tDT2kx3UjJVZ1w+YlGYspRCd7XEk6V8TMhYxWkBfH+PpDcj6fURev2loeGnGZpPZhsR2G9PFbb3vUL88swaHgL+mTimbg6jes+xlSBHTszw3fyUITiID8EA+Or5pC7Cby/iMY6sEhCdCC9kXAAsSYqFnFn6FDhyBuhAIelz+xImRSFy4VfTt2CWYw6YNFjWQpYnL/bdwcm4cPkhwpUkTsCUdq6kMmLjwindV0eGjZkueqBAOXITrObZzUCnPYJSz+7AXLrJi0DE5qK/LBmwFHLep13xL/N+363OtKxE6jeTrdxslPvkulNjag0oL6RyZe7DWtBxoCMm5AlgSjfiN50ANNhjHX6lYznCCNsDlBp0TCE4OTdjwjXvoIVHrX37ZhUpZMvAzee8kH82nQqz9krv69yf93D4zjz1Cdcj7uLlehytLTvUBFasfhsvM9siXSaQwY/Rf0a2hSUCMqHmvywWptarT0d5vQaa79UJVASg8Nu36ZW5245Ps7ufmmdIyJXasDC+JK66G7D4G3A9TBdRhLEzYcRAVsqpOSL2UkOY+brl+cfi4LLMCksWCaiXVZYnnWRjxVSHzJuZEAyBFsSZubaMHMZ8g0UenkhIVwD0sNhhMzD104kmmhiSA2Q9RMVJxMI/vA6SA9BFPrzUGoRTQpfPXQVDvz8n+PAi18F5f6lWTAgkrC6HDE+VpUbptmyOglrmuhqihcmb6QwrsQ+XRHjKV8/axO/4AcfrAZAIj+k3GL1stmKMUSasVFkIX1eNAxTmPhnZCo91/xFHgA6qkAOIXQGhC7LUjiiFSKurqZPE9DnSM5mrEWfpV9OwRZzXOAvf/o9MeUoytDSIZIyi3fd8oP537OXvfioMMe+NR46+cHIe02yXLSwGUymDDQkC5YnWaqUOKUZrCAXRP1xLzuU72Fc99FSZdhGiJlx2bjmY9qama8Ul954rpMXJjVdQDU6DdTkQg0TKPeXnUkBihLwWdFeEW5Tt4CaK6Bm+9DdEqpvpQZWSb0tlKuFXd3HCXv+AgBQjHqAjbAZQaWtkgAgZH99dv6Ive/AU578bnSI0SELA0YPBsftc0tlXyt1lBt+4hfH48ynXAJFjC/ffCQePnEPNBj3lcsAyJiWk0FbFehQiY4q0HZjdJfzoFBIkcoQdRLMyZwRkXRUVJXaL6khi26tmZdcU9VsqIl4AdWyAZ8JS5st++wXWQq1X7pg6J6r/7JcM9phKfRNTTd8aYhlhB6CI4ywlTAy4VgquApSDn2/jMiijAGOOxw3Pf+DIftl3CSzgMgPJrIelLbglgXlFtzTIEPgzKLfzZCty5DNITRVTolXiABVjiXerESSfFbM+H1wpQYsvI80SqRVNBVxMsSgpTYIMkS4KNYBZ34fAHDymUfgsruvF+JFcNprnzWTz8ATL3HFo2BR72uE/CXBQohYKiOrz+MMBqNxPsoHSO3Sjq3pRX+dD3bs98ELgMw5H2rG+PIuOlkhNUdJ7ZdyJ5eX0/WsG0KUQVvJxd2bUaTo2hxdyjFLLbTYwBBBMzvHQVdeGGoQhHj7DJhc4N3LEFAw0AVQoMSj2ioWp7vsKxuDy+76kav2EvLX4xI9GBQNBhx1KDAWI0zRznhDDDh8fYSFYgWQa7BM0tAUCjA2kywhfBG6+w34YwllTonxBtJMokxsWq7urmvysJ0nb03wBHlbwyU3vQenHiI9itJg1UDGKzUyonSSZgPRZke6qSxlWz8uucbfPmtPSiGbbUN3cvBuy9FdnaFYBucAC7zg8GtxYOfX+Oa6g7fshzHCgx9p/0IgnvMJrr99L6hvHo+OM65aZzXWmQ4u/umJ+Lv/OwE//72/AgC03Aj1vdv2w2o9GbLzHepjx2wDpuwYuhzlhV3OkxouC7ByDrDKKRKkybwFhWun5dj3KycjzedhggV9YSW4Vlo9ELTyQSHr68XSGrFk20orDeKqCQhLHbLMV0gCzUb+qn5S914KyaKSKxkvsEgPY+8vjnX5YbzZxO9yhBE2A0YEbClhawMsSwHuJV/8OArnxmadzMC6zbuchYg7jZcgxbA9LT22SgVrCVlBVfLF1dv+pQjw5kHJMVS3Azzhis2Y40TI349ZMHmClx26CJXLgrFSMrg5N0RysgN2n8HJux8RzDm0a6TqJWEp0fLkqomENSGVkAXXuZpLnYdyunhx7lNBgz4CACXkC5rRaYl2P0Yubfis6jIVA0Kb2NU9RfYu34NzCHS1Xx7etTJ8d8yNDbjT79bA98ty2xGhYIuv3nUtHn/dH4bT8jtHfh49jhTKwqIHg663pU9qICrvI7n4193A4r6UiwBXM2VeLiTHFZ0QgehgqENkRCZA4baLJIfPNaxPXpdVIFofO+ZjeMF3X1V5fDGW8k0Syq2NS3723nD71P3PHtzAskReoj+1W2+BfoHLpj8BAHha/oeSCStKQBGodFnQMjH8YBcAs4yZ/9wN98/MQdEsuvePQ63N8fBH34pJ3Q0Z8g8/+l8Hj2eEER4I5qlxNCwk5Ixf/Mxd+4BZm6OAxhkPuxJnPCxuO+4cafuJOUbBCgriPtvjHH3OBogREMcqX7dq3FhmWctzGuSEcNsXrKFh0eNWIG/x+KvP8wG7EgpxPKs+B4gBJ00WpQuikWKp+apsGBswe/mhKmOTdeKY/YqlF7W5jP8O6pn2bRiMbeswt6FD2e4xImBLBY59PnxdChuDS+7+EQo2skAa0PZdJqDv6mTaqoRWFq3xAp1WgfVTLZAh0IwMtFk3Oh2GX0OatYIjX2m2i5LtmKvbc7UmokLQSJwvmAhUb4jqJzdKORcQCk2Zyeu4AZCy4fbJux+Bz935XaxQUdOunKAhtadPTTk8CQv3a0RtGCSiVpOTkRgmdFSBMd0PRhIPZex30QVygwBoBhFjt2UbsCyXvl7eQEJc/OTCH2vAnOGDl+O56KqHN+PQsOhQ3z1HZHtd1i4D5k5GBvKESKTxgCBN5Nh2oM8M5SLBVxwR2wrMWjlnClgoCEmbZZH35sTohDq2RHpYy5hqdzwGMWqsoeoBa2hYFMk2hnXMglX2x7BUI141EibHRCHLmEI5q39FjJd870+xoZgAAHR0KS6KiPVf9df12NZrvy65+XycuufrKpkBZguyKg5IrnD+kl9/qPLcrxWfw8ljLxFTFmNRHvMwUMnSSwmAYYsSButtgfuswlozjmvm9sP1G/bCb1Ysw92rVuDIlXdiVTaDrs1x2MRdW/Ktj/AQwKU3notTD/5/lSxuHS1YPKlzHwxkbLqrXAlNjPNvOhlnP/yysN1n1x2NE8oDsdYuw4xtAwBmbCtIo9skSoS+C+hapmDMAwCp9YaGZPI9kZNgWTQfqgejfNarcA6JKcmT/cdrg3WkUJFvm2GhvLGRe15pFYybH2Taol8ASrlrN3EiPXSkq3AGHAWHv6EEw8jYQb4W2JGwIP30QfFUyjzCCFsJIwK2VKhZKbNl/GrNY1HwDxLyJRpvkR5G96Nx3cOK8S76RmOy1cOGYiVUXwYrMgTVi8WnshIVYgUCGBIp4oR4AbVsGFAlW0O6wrNSIG3FiUgTyDcPyzJIgx0ONWDsBzXt6JFvduobNAP4wz0fK5kwJ0W04EYSBsRsRWqeUJEikhCyOJGu1+8wivA8lwEhqQVbpnvB2e6hCk++WAGsGFpbkAJ2G9+AnpHhwWdesqS2SAViFS/qHrmTyPnHNBgFa/x4bi88adlPw3Z96OC2BVbQZAK5EvON+J16l60+JQ1CQS40aAJBTzOlIl+0MAzMsHaTEAODqgFHKDCGCrJCD09gDCMeKxCIpgFctlWF9+y3kcxXzAYqEinl8EwYMJANSxGkn4yVrTn0bRakoD7arBMzjhTbYvarCZfc+XcAgFN2fKWssAxWVsacUprYcq/X/GQl29z6tqNx1Svejy4z7ixljJi1hC5rzHAH6+w47iuXoWdzrG7NwIKwstXFzq0NmFTSI2mEEZYMaRbXwTsD5yRmXIBcjjUx1plx5GTwsu//CT5x7D8DkHra5aqHLudYB3l8llth3PCBRmksP3iNq4/ZBeuwXWiyzGlLDqo81oQ45iTvyxEyT8asDGISwGMEUwcZf53JAwCqT1Sc/FAImEgQdYHYWiKp8yKX8SJ/e9h3sJ1kwEZ48OKhPftcQtSzX2CLX77gw7CwTnYok0wXsEGROBLlZLCyM4dOVqKdlaCSoApyfxHqtJAsqUNQJcuVLP4x1NdVDnzIG0pt6NNajPp9QHqCyQ2pB6vsp54ZUKH2q27MkSK9X+8XVreiTzFIyGyYtGqSSOGf/uDlQ970QwhOfshMWL1iOkz027pEHswjOFiu58HswbroZlVeCKCyTcEZpk0b6+x4CDRIAXd8Xr9hOErJV/o3hZA1MbKxQMVZ0TBCbaXfXy/ZR8W5MJk46Bph8W6H9R5avtbNE82Bj7VOhBaQvKZuiPVi9WjIIXLQlioHDDwq+3LF8tsL+RpAkEK7xTke/uZFj2zc/LKZT+Ky7qdx3Z/+HWaZMcsKU6wxZRXW2TbW2TFM2Q5mbBsFSz3eMt3DZNbFZN5Fh4rw3c66rMLD/2rNFnu7Izz4ccnP3zfv416s52tf/e9XwwbyBcjY2iGDCdUL/b+8lBCI7TP0ABlCWO+X8FyOS4q4zygfTMfgAedEqrqu5sokTrmDLq0pKnwozFlEeigZrmjAEerV2ZOt2k6YQ/scTucoafZrOyBgvm5uW1pG2DwYZcCWCtaKy47LgrFlWIjZhAGHvwWi85txJ3eHCuwxvh4K0vPHR3xCnZc3zfDjTPKy6ToCg5MfS328Y4p1YgAkgmy4up13QCQCXPYrZMEsuXov62zoTY2Q+bRbKkVMJ7yS9ZLb4SAa5YhpTdh88DVg6f1uGDhSkmCdM1SJyaw77z4fzCBL0u6gZaFyi9ZYgSN2uhuAGJVkykdjJTPV1mWjrDMj49yyrDOaYORUhovsLGvs3NqADaaDcerFTBHDnR821nclBDslToDLmrEUi+eQQseCI5HyE5jUuEN+W5KtUu51rZVocx3aaV0s6yDnEWRJFkzOXBBgWTup6+BnG006YnZK4Ivgmy9kzSQtkXwSA8pAMcOyl37GiY1sXSNj26AJx3wgclYoVsYWMTOy4H4fP/zQmfM+d2y3W6Du3C0Q/S4UupxjhltiBmPF+U2DsSzrQhGjZ7OKe6fHTe+c/7VGGGFzQUHarHhZvYFCi0q0as6yAPDfh63C79/O6KOPrp7FOuPqVpMhJRghMWCd2sA3UQ6vSRzquqRViMjCC2euJM6GUR7tnQ89MiXSaNQyZfJ+qpLo3F1LFFuUVsN3RauYcjgpYtqEGV5eaAEq3VzIAKqfGG8kDog++xXIlSujQD0Y3GCCMsIIWxKjDNhSwVrJfnmLZLYwHLNfBaTfUZr9KjiDcTKoliqxsj2Hji5ApTgBqUIaLyszaKJRz4JFd8SkODX8TbYnuAgRwM3zQYErhGcVmy5L7RfFRsxaDQ5ytSwYOZt636gZQGiUG18qKeQNmQqq3A/PrejP/d9aRG4gQmdjFkeVaKsSD0Xsv+bCYOZCGaM1VuCRu94TIpptVYbPqa1KyWTZeAHOyQTylQc9LFyWrHQZMxu2HVd9aGJ0OccG23HymJgJK1i5Okiq1Gd5pBKZPqQGocvKyXdl6SW3+5D9GRBaMGhB7OAtE/rw9Q5RLih9cGJj5RxmIBPmYSHynCD58YEElwnzPXX8JMg3Zq736VJhu8ElJ4uc/HNiBk7BPaZMyFBmyeffhPc+8guLPCu2IaRSLddDkft9XHP7vgs+9cQvvAlH7H0HcrJyXjl1QcEZCmc0oMhihZ7DgZ1fB/nhpJpDTgZvPvSSpX1vIzx0MaQGLG2x4gM6XkGQ137fKs/QIYVJMthBzWKlno37SbJP/lrnM08+8FhvVVGv+6rDj9HeaEMn5KrSBB5p+4wYkAMQ1udk0dYxex/24cZStgRrFODKKCTr5cw3nARRFywGHCYhXhUJohUi5lwPfW2YvADHMYW3U3XACA8KjAjYUiFojMX5cP1/HxSyN2mdSsUJDgiTumW6h9X5LCazXmw26AafylgcCBc31nvVpYmVv/6uI2FCxmrb+PX+tidiRMJ4Uimih7N7biJjKaQB5fBTsC41rGMxJ2+lie1AViBOth+KCH3kAICBTqvAipbIWdJeVbmKDZb9xdlf4DMSkhIIR1IT5td7qUuLyhBptSAU0FXnQcS+MvXfRR2eRPksR9NiOUoP04t9ul9PJuvOXCmGOSJ6NJG0xTTyDVm7+sQFcTICoELQKhMbt52vzRtW/7Vdw42joYH9MYfhmL1vXfBpN79B+vsdvtedmKDBzBYgn/9O2QY8aewWXHHSITio9Vvsmm3AuBpSYzbCCJsDDdfFKMMXBEdVMFqulisFW0YOhZarG5tUPbSoDNv5gA+AWiY/yYxh/nGvnqGvb6vdeF8lYzXSVZNI18euysfQdCi1PmBkXAA6bb7c5HwIR75KqREL/b884ar3GdyGEZpTb0PLCJsHIwniEkGyX0p6f1nGd478PApO5AUsJgNRHlWdcC7TPeRkcF8xEbJfYXE9a9Jar1SSKAcQb4ZMF+J2QaqYyBDDJl5FmKTwWUn/L3K3SXOyoZMhai1E0Dc39ITNqig/JBVdEdlHxkQ6Ydg2ygzTdfXHhrkgisRt8KIhDnWOGLAN0cUzr/tDrDnycwCAR561Bt3jp9GfbeHWl/6/xv0/KGAJygC2zVAbMhx56N2hx5RkB10NkZetkJKrn4Nyhd5ptqeJeMSMYxke73MWiAVgwvfUJy8xrAcpogwmhYEKUtW6vMY/L/cTEXBYp2ErDphNjplh/0PgJzL1/jpwbog6ue+litIfwr8XhGNekLC5fmP+WOXvcCOU7R2X/PbDAIBTlv9xsI5nY/DVf/8XXH/7R3DE3ncsel9+2ytvPST0RlLEOPNhXwvbmD3fgTcdcSqoleOSe/9hM76TEUaoIWuedokEkUKvQu8u26E+JpPGy6es/jPc8ZZjMEZXo3AZew2LlWoO99kJ17IiurbmZGBIxkk/VnvX2bRVizc/UjUjonB8JHMNP9akTrioyR/TfQKJmVHYyLqG8u5arGS+RMQglU5QRCYv/b6EeOkuoErXfDmVIPqeXxxNOYgZKH0piGS9QlDH9wMbYYSthBEBWyok2a/ohOb/phbbToKVOA7lVCJXpdS5kEU2K7rndBAim5AvVGWIfh6Zkqz6dh6BtDkJIrk6MJEkEkBJFZlyO1MsjohEIK3ce00aNLtmzaSSJrlAxQmRFIFNtTdYitQVsd4DzN+vTzmrjZhjsfCAEQcxlOu5olmIQypD7NzH2G/XX+PHd+4+cFwPJhCLpj5fr7D7N/vY78TfoWtlguotz0PdAMgFENILdlUaM4wE+N40ucuAAQhNP/usoWDRSvbj67X8a3g09Y9Js1rGyWRaMJVtxIEw1mDJcdvK88Gx/gvJ+/Q1XwuhXgeW9gXzj4vjZ9ofbPjEZXD/0Ya+KWPr34dkybbv+q8Ul274GE6eeCnAFlwWKGE2+f2cuO/PAACf+eVxeMWB36o89rWr//oBH+sIIywaVL8mKWgQFBNyV/Mc61oZO+hpfPTnT8BtvR3x4Ruuxp7Z1wEXfMrddcwQo+Ps55E4zOZUxuJYB0/CJIAVxziVBI8s6wEiVs2u1ww+atvWjTbE3dURt+TtZ8qCWcY3IgZbNxkxznjDt/KzjoD1xX4eJvb9Iic5DD2/mCXKnbodpnLDtOn7CCNsJYwkiEsFl/liy7js7uthGrTG80msKvIkX/eV9v6qywxrqK9L5YgpCeNUdggM1IHJtouc8NRkiGGdq/uK26nqXwdfC1av80rho4R1zPdZzodQW5NcTL7/ibOgiJG1Hty1Ye21Quhb64BbT8swrvqOKEWXQ3GwipmXKIWzyaTfSw1To4mYIfISmBaZygU8NACt1B/QvLKYjUEqjakcVyKbiTKa4RfitI7Lo+KY2PB4ioqc0H12ddOM+nHXF//c9HZaPyHHMfg7fTC0WfDuhg/7QWvehuyLxR8d+L3NcFQjjLCJsCx9NJU3p0pNo1zNc20I1GCs0LPYrbUOmiRAmc4p/BiQoxqcaXJs3VjoGpEadDRM5iqVJY5LOtk2SNST/WjlgtNWwVp582whssNQB5YEoV3zZdkwGROSGjBKs17GxOyXTWq/toMMWGiTsg0tI2webP9X520VSQbMW88bFgMOAx7I0FQc+twglZPBhrIjjZeLKglLpYcpIQMSguUJlx18zBOrQOgAgKhK3JrOjnpX+TqIQBSNOsibdjgSNmBLD+DTU6sba8Hq6/QQkmVRzX4tpq5H9helabmqXrjumV6Odl7i4V86Z959bM/orGVks8D4bxkP+7tfY1z10HYEbFwLGfP3AR/BFFmiJ2i6dtGtIyfjti8rS0pW+g19ZUJmGM19bFL4berbpSYgcr9KyuLzF39BWYyNfHo7JaFN9YhVEsiJtX91iaQxuh76SU2FFKM6KVvInGN7wrf/6WhYMA7f686tfSgjjLBJeOqT3g20c2B8LF4XAay3XSioEGDUIOQk9V8dKjDDrdAaoUOiDikd2aq3YakTrZar0/XjdRMRC2020nEGXNlWw/WCRGzHMUiuONQN+15kmVvyWgBOjp2RuTGNmWAS8uWNN6gkUQC5EgzdZ+i+z3xxqP1qzIIxixt1Ij1s6sM2wghbAyMCtsR45k/ud+6HzRmwdNIYsgGOOLRVgZNW/SQabziylPb4SkHDyJhH0/bpNomRx6JUPv7Q5zPLqGTF5DalZIwUPnXUIWGTuiPiUsNfeBQYr/nhi8P6bpmBmZBn288E1jdVBoB9Pvr+BbdnImRzQDbHMDtOYlJ3K1mwWHMUe1Ol0DVyUK9FUq6GIc18BbdAcIjWerv2uolGun0dC8nQUmJTXV+drGxK5nS+bJk8PvzYvKQTSCPAtvaXGz/vOvxEyN/2z93Y491esMuXfjG05nOEEbZ1POWE98jkP3UQdvjUhoc1Kj86VKKjSkxQH4YVHta+GzkUZm0fBfvgTj3DL02Pfa2rD4ABCEGaxWTDfL1YrO+NkvR6j8EBQuYfd8+pPI+q43LTWMdWJIjkM2AWgYRR6Wq/kjqvUPtVcUL0BMxJDa2tEjAg9mkdYYStgFEN2BLByw9fu/J29ELNkuv/5ceEtP6rRsYAoEMFvje1P7Iew+QAK4rOP0BVTjgfB+Iq90plhRQiRfGxsH9bNeeo7nTICyoFKAtpupTUgvnBj6L5hoednW3el0PaE6yOtO6m4ibpjU3qGnZY1D3R/MVgmY7uZ/utXIt7ZyYx28/nPbatiX0/+V5gJoPqKiHDCtj37y8ANAMZsO/H34dbXz7cREQXDF0AumfRX9HC4e078dP+bpgyHYm2skbX5uioQvrQ2KozlnHF3p6EtVURaqa0u+j7HjY+6+Xt3YFoiuHvG1YDE4P0NzHY1Lg66QgTDhqU7cX6L9cAvcEJsfLZOBOX+aCco6N//Xp9l3GZvboZh4YYcfisrbyPQWJWhXXF9XGC44+h/rnkZMJn8WCCmGOMDDJG2D5xxdffGm4/7bHvhF67ztVZK3z10FU4/W6FHBoFC/HJCZhUJQo2aDmFxn1mGdbZDbAAOsk1WBGgnblUDjE8Amcy7pKMU9oZAKVmQ3EsSvcVxyug6gJbNxICAIVYn+r3E6XfNun/xSigocFIxf2Zsig59v+yRoFLJe13Evdn3QN0j8WC3jCUdzgMmS4MEKzw4VhEAuYbuwPbhQSx6S1tTWxLx7K9Y5QBWyok8kMAofGyN+CoTAARDTjSwbGjCnz5e48Ojj/KcKUGbKCmiyOBqteGVTNhPJAtG1ZL1og08xVs6JP+YEQgrWOkr0GK6J+T9gWbz5J+sZi3rm5I1C/tBeVxX3ccxiq0t+EM2K0vfQtuffXZaHpb8v3Gz2LffxzMiLU2WOienAumo/AXp74EO+ipQJh8RsaAQmZM+oFJxLKjCnTI9wor0SHJnPm/KfmSSYGQL0+4xOGrqBhwpPBW8oP2x7ayVNdXT+KWW5dmvvzt+TJVwOJqJuazqG9yJ0wnJqmUx0t2KtHjIBuKtRP1+oumz8QbdSw2kzbC1sGbr/8DvO2G523twxhhC+OJz3JjcU0R4iWIORQ0EcZJo0MERcC4MtghmwYATLHGlM0wZYE+DzaB1870aFz1gnxcBYnh4oMyfvxKXW59Jiz37UeSMUfeUq3fmDKVLFr6+saRtrpRhy000NUgQ1A9EulhH9B9IOu6/l8uu+UbL6fZr6r8cMjY11AKMcIIWxojAraUeMwRABBqwIbVf0kNWDVb4+tBHn7Bb2IdVwNZomEEimt/k23r2auQEWMkkaEh76n2XA5NmT25SkiZv18nYUBjLRggdV+bIkNczHgqGZZBwwXdcHH436e8H+N5f6OPYylwwAUXBnnh/n93wfANh3wG+3z0/WA9+IWqkqF7sp41gVsZVutZIVGqcLVxTrrireSVRFSjWUcZs05kQ8TVyxM9+fKRWf9YmgXzz/VGHsPQNHmom2s0kY3FXmvr0piNRb3mLK6Pk5ihz00yWn5fwzJ+QfbTkP1qkoluavH9CEuHY19+IZ6z8lo8efImvOcnT9/ahzPCFgQxQIWMf5QYcRx9zqsBiOJDJU2ZAbksj1OvEqzq++x7Q0ApHWsXg9RIo9rLkQfGr5SIpYTLLz740zTmeRliZV2yDTv3QyoplF74fpWqYOh+lB8GCWJa+1WXH/oPL75AXDdK5YywlTEiYEuIy774yYpTUSo/bJIcpvAZBbPjJNhZIpEnYkC11osbFqBKoiqPNw88lDwedNVAo9yQ67VdSgEqyXqpGglz+wkNmhucEC9at3fcZWhM+cBO0SYXuOjCVDNGqE1ev/GU89E3gwYRWxqspCB5/w9cCKuBff75vOrjGgDVGnG768u+n3gfqG2g2oNZJjIi5YCV53Z3m8Ar3/d65FRKn66kvisng3HVQ4dKLHO1Yu1QKxYjnr5ovGkRgmbRCdLEMkRS84R8DctOpbK6qqxQ1uXJZMOAQubLb+9Umg+IZC0G6SSm/lrpOZfWUgBRTthUN+GzY95UQyckTCfP868xIl7bNr5y7vnYXc9hBz2DQzt3b+3DGWELQncNqF9W1SMAdvjId6BdJixHbM4MyHi2azaF1WoaLfd7L1ih5yV/iAEkX+PlxwjDqvE66E05wnFV1ASxeXJKwsRUKWa0PKL5hqlsl45FKdGKqpNYEwy42q+ukuxX35twSPZL9yVoSO6atWD2K7WeTzJizOKKKL1at30StrWbLo8aMS8dRgRsieD7XYW6r9pErKn/l4eXbo2rHsplechOifshKlLDJtnhQIasli1bEERVgjVsfdM2SRaM0kyWUtXnKQpZMC/B+OqhqxZ5gIPY2HE0yCpCxkEuEq/94YvCNo+57K0wRuHYS/9ik4/rgeLA89aIDj7t/9aTz3Lfv78A+110AW5+w1nSgqXpCyZAaQvSjIO/8M7KQ1f915tDNFGVDNNRWPGrPv75eU/Hed85Fav1NNrOCbGVSA09+Wq5wm4NyYh5KJch61CBHELKcvIkSy7oHSrRggnEK0hWkghvU0ariZzFfVcdBVOpoYKLFCdxgWFEbHEF6ht3wtWjyJWC9ppUsC6rTKPGTc9JM4irs5lAjP3y9sO+vFHHOsLS47Fffy1Wq9wFJLaNTPsIWwZkGFS633jqEKw1nnz6q0SGSIOBvxYsdtBz4o6YyK0LBooG+YOBQsEZUmMvABWZsw+AhccQ3WzTVjipQ2tKqFKCVW1fIr1MK06uDePqgPzQElRfQc9F8w3dB3RX3A89AYsSRBvru4y/z850IyFiKdL1oyzYCFsRIwK2VGhwPtyYeHTbZQ1MR1fIVj2rFQ05BgeUJnnippSDNJW5UH3wYh7IdgU0SRGBSvbL4yk/OW2js17z1X3V5Q4pJvVckMp5ZMrghVe/EgBw9cnvwbJOD98/5d0bdTybCwe9Zw0AiBMUw1ntEsCSDfPO+ft98AKwSr+LdC8MEEBK/j7iy2+vvIYn9coAIKkFm913Ofa9mPHpYw/DpOrWLOcZLSrRojJcgMPjKUlwUdhW8lgLJpCqmOmp9uMChptt+Mai6Tr/V6LC1R5aQPAmqfTVSc+uTc2GmSFRwCYZYlMWrL5tvaZtWO1WyI6RHYguv/2wL2OFng0EOW0hMMK2hYNf9VP88/qHoeW+77+68blb+YhG2FJgIrFFT+CDkWNfkh51qiY/9IZF8phAEccShnmGMd+gPr2fwmfLqmqQQRLm76eEymfDolPiYDuSilohzbiRe657XUlYEaiMboeqLxJEXbjMl3HqHF9Mnyp1wgfs7nNCwpwBB7Mdka4RthmMXBCXCAdf1QJQrf+S+xG+/5d1ckQvE5CIk8LOelrIj5cF+kG5zimYK8SKK4VfNLBteGg+RkhyoVBNTQ79fpoGv9prEqnY9LC+jQKICWwVSFmwVcieejtwt7OjZxs+N++E2GRDLc52G5cWV7D4ZW8XrNYz1X0RY0U+F+7/+v92Bp62UbverPDfERMJiTJO3cmQmi9CbKbtiDYT5L/0uyYGUWx4Gdb7C1rJQE4idzUM21LoH30gLl+r8Ac7XQNNjK7N0WVxhfQTe8OElnPd8zBQIfslphwmTCC8NLBeu2XIWc8zAFRdtgalMeyOIZ0UyON1yaEO933d5ea5+GriMJFRPj3N0bUxdRKzrOT9hi9T1hvnaggerOXySF3HFAxWZzOYtS0ot98Ub//xs7FbrjGpuihYw0DhNYd8fbO83xE2L9SqlbjkkT088xb5LU3q7tY+pBG2EGxLxbHZ10WTCpFSL0PscQkFIPdjw5Chq+vGAe9ECG42B/LW9HUoRMdXP94YqEQeKM/VZNwY7QOoqQSxStjq661zzAXrihwyUwZ9K9NQ68Z/3RP3Q91HdEDsO/fDigSx6oIYar/kBQcDxN790MsPjQGbbT9Ata3J/ralY9neMSJgS4R37fp9FLUT1U/+0j5H4bHagJlTiRt6e8S+XBYhy0Hpc2vkK2TF/MS8gSCl26fGHExcOSpPrsjbLPnx1qJK7LzxRvpaSokdOjPIKrByUoHUmt4YN9F+4IOgIgy4QTUhjf5Nqi66nKNgLRcnVlCwGNNRTnfzmWdh34+cD1pW4JYXvbVpl5sdB797jXyPno+E2i73GRshr4sbB6lyK9N28GEDgOUCZ3IK65kI979yZ5gvKRyQ/QYbbBu/NZMVG/SCNTQx+u4zlDqxImS/PPlSJBd6zdW6LMBlMEO9IeQi7K3pHWHzSI0y6q6GQC27RZF41aHdB7yYc2ZTUSdh8bicHX1KwtAsfayTtO/cfwCOW3WzO37vFKncZyj73DVfh3VmAn904PeW7s2N8IBwyR0fwNPyPwzn7Qo9fyuOER480HNlMt6RuxZayYIx4ZZyFlfP7Y1nT0htYO6ubXlDkMaAUHgHZYidvM9oFQ0N7gEJHg19zAe/0tp1R8bqgSSFwdYwTdkveZ+xLUeseZUxLHNSjqLUsIWG7nrTDYRWOKrPIJcFo9KKhNPEzFbFjr5OvNhn2JLsl1+3HdSAjfDgxUiCuESwYPS4xBi10dRgsY56MayGxYV/+wJwYuHWJDesSxO9brpSJzYE8zhoD422AaicNeyJ13zNmCGZsAE7ugWeE1/ORfgWyF7MJydrjPy5C1E6OfYWu6+69iVxXY/AZgv+VDZGq8rJ32GMrJIQrcs14AxXEAub/XMIMMs6+JfTTsbBeYZds1ms1LPoUD8Ya0ixtTfBEOOY5aqLCeo7aWKVcOWJ3NDLA4FIomSbpCdWIkusky9vvFnfl6/1aiJfTeseiE17nTTFPmTNjo31ovOFDDMqckWy2GdiLdaX4zjz4V8L9XheAvrN1z0GbSqwV7ZuVFe0HYAto0OEDhVYOSJgDxmofr3+iyrXxted9DJ88mXPDPcNAzvplljSw8Uxa8OYJ1+yfdqjK7auWCzqcsT5JNVpjVdq2tSkcpDjScfvKGEEgH6RQa3NRXbYcyTMBr4nPVAth2sWAFSMNyq1XQsbbIzI1whbGyMCtsTocYG0AXMTQmG+GyxzMlipZ7HLt9bG2q0aqZqXXFUm5UMyXn78qs9HfQIkac7s71fqvuaTHqZ/axeXtBZM3jQFEw55PM0UVJ2g6ta8i0Eqd6hH/Zr6Rs2UbRSsK456dlUBlW8ZqcIh71hTdbusw3+fyfdaz4BKpiz5iygbuPbUcyu7Sx2lyFn9KiP7tJpgOxqsCc977HNwxiFPxR56Cqv1LHbW01ip50I92HI1h0nVDaRsXBWYoBIdYuSQxZMkkdVEeWCOQdOMlIhtjMGGJ145qPJ6/iyoSxA3pyNiMxmr2joDVUOOxSwpQRtTfbzz8C8BAL67/gC85pCvh1qvwy64AVN2DOtMB8874Eeb7X2NsDQgrTFOGhNUYGVNCj3CgxNPe8w7oAoTroMSmExliArml7fg9lMnRHYP6fv1vIOejBUqR4tizZeGND725KvPWpQI80zrQo1p4r4KxDqwFIO1uIlhVW08rtbwxhYkaU2Yb/fiexoqktIBC0LJCkU/Q2sdIZsDdA+h/1fWY9cLlUHGOqMNGww4KsYbA0QsWZ9iOyJf3rBtW1pG2DwYEbAlRsEGhbPjKECYVKpRSuAL63MqMaF62EHNwixrgyxD913Ux4omOmS8GsYQccMbnMA3GXkswuytmWgNex6lRCohWt71sGa6Qap+X37Yzzjh95KX2jwDpU4igdb1A/OufkCMGorUIso6AGCHHacABvb9h/M3y7HMh9S1sokkV75Dpur2Q/bFLNKWpoHzyiveIuTLRDdEKtwXrAmmrVGuGofdaSXU7rvijBe8BvtmBXbRBnvoPlbrWUyqLlaqOSxXXazUXUyqEhNkMKkgE0ylMKEUOkRouUU7Mu1Jk7eHzykuGtHty69ThPBY3WBD1wi6XiDDOt81eLBXzfw/lkpGq6E/1zBb+nisdmg2LAZo5Jx98/V/gFf+4GXI3HbejXJVPovfFMvxhH1/Oe+xjrAwDrjgQuz7kaX9vZPWUCB0yKBDJT740xOX9PVG2Lp46pPeHbM1aXAyNaaCnBc3/dmHYJihiTBBBqQU2pSHcTKFZUKXc1goFNChvGG4u2G16XueGCoBcQxLx7F4P5KwlFxVs2BJL7CGcVNcEmW9cdeluTKH/W0b7fUI9V+qAHRPelWqQuqUZREJIhVGyJexzgVR6rpgTSRhxlTrv6yV+i9AsmRN9ekjjLCFMCJgSwQLCwMO2S9ABs42dGOKXh6XBrU5DMaVEUOEIRPsyhytbsaA2mMYzHQtinylSDJfaSaMmjJiaUNmtYhTrEbMyp/JBNIsweBYlyL6aFyw0lUWHzjqsyiTbFknK2FncnCLcdC/vWuzH1MF9cwmDWYtAQRXxPDFejI2sD8CW5LrDA+6IAJJFszETJh7KlgBNtcoJ3LYFePIbr4bT/jHs3H8F87GDqqDXXUPO6guJlUfK1UPk2TQIcY4Edok/Wza0MihkJNCTjEz5eGJWE6JayEGCVea8fIZNJ/x0pVMabJvokYiVq/BHJjUeDONRQQAgkxwoB6CK5MWWVftq5M2rU63SydD6b41WYzrPiayHsZ0H8/99ulYWy6DZTWynN9MeMRb1shvbQvNzaQ+0mJSd/GC775qy7zoCFsc+W+mZMDyjsE+QJnIEFM1iAVDgbCjysHW4thzTg9jWTp+pbfny+jXxyIA6KiiIlGskLAkmBT6fCWutnVSlpK2OoGrI7TVcI9P99oYu0fFmnfjDDgMJCiYOh5WslvJ/COdL9S2GzACGxGvEbYBjAjYEsGTrqJ2Ff+dLSoDprfrThsXTqg+JgkSGWOnffayM9tMnlKCxSpmwubNFs8nYwQGs1++2NVHkJrGMJ1kveazpJ8H6//7oHkfnw/DLkCSPSir24ZIX5SI+Ua3Hz3642G7b5/0PnR2mANpRjGTb/KxLQp1OaH7G0kYgQyBSoIqIf3BbDUTFsiZJfkKPQljQlEOFl+TsVCFhSqMRBh9w0oFcEawOcGMZSiXt2H32gX7feIOHHLB7XjOsafhT/Y7AftmHeyuFXbTGXbRHaygHOOUoUMaeViU3IcKpEiIlpwLuSNRLYpkLCeIhDEhZkFuCBogXkBaBzb/ObYp0sN6LUVqRpISpWY5TzX7ldo51wmaqpGvlKjNmhYKq5GTwZgusNvYetzTX4Ep02l0Phth49Fb7X9DSyu1uWzuX9GmTCS4ZDGuethv4nd44hVvWtLXHWHrgHMtNdOJ/B5aV2WIOo7PCgQLxpPfeWawrVegEKBKW3hIFsv19nIGRsEavlYHpiiSJyCqb+rSZ0CyVS0qK4Qr7dmYkrJKE/kF6lpTYta3Gdb+ZhL5tKv7KsX1MHPZL28Cpkp2xhuoSg3Tnl/GZcJS6aFNtt0Oe3/VOee2sIyweTC6Yi8hfPbLItaedFkNlT5pksFzUpV4yfNfIwYchh3pSp7kJ9o23g4PUSRfYV2tYrfpefJAup/0Tm07/ytUyXYp6dJ6ow03KNm+/PJO8267MahLx1qumaSHzz74RpMaFq/8wcsG9tO7awI0o0FTS2cceuhfrhkkxJ58ce17c8QqlaNWZKZ+G0viJGUJ1qhBEw4AVFqoXols3RxUkXxeRGAS22TbIpQdjWJ5G/19d4LZdTV4+TLoVSvwrIOegOfv8zj8/j7H49l7H4ff2+uxOPLf3oAxaiMnjUd8/rXIoKFcFqwNkV7lpCRL5ghZ7hfERdeImZcv1mu7mjCf+c18vePmQ6zrajDZqJ1Xg9FgWyFeqaHIsDqKesQ6d45hfuLTViV0UksxwgNH+z5IoMMC+39maXsAnrbPY9AhCk3Kx1Ufk3lvSV9zhK0DbmUS3PLF4F4homN/TMqySnYmh8IO/3h1ZZ12qoBgQORImEVsZRPHFlshYU1Zq5zKIMf3S9poud5wOV2ayFnacL4JqRFHYTU29Nsikc9Feqh7UnahCvkrpRccMmCh+TKQKHMS4pXWftmk95eXH1oGu+WUa9Zthm92hBE2DSMCtkRoql0Sw3UasKGvRMbdwMheqgDUiJG/Ud13UyZroVpJmaxz2BcTBg0z4GSGQZbmSNZiMvhptA8YJGVDkD37t4vaLjVUsDxo77+gHCN5E/VmzCd948zK9q11CmRk3/v883mLOr6NBtf+YtBwIz7gHiT3uK2lOx05I0e+4GSIjT083KSA5vpQc33pCZY+rJwhR4tQTmiYjoZZloPHW8D4GCjPocbGQK0WKMuhWi0c+KYf4OQ9jsKpux+FA876XjBUERLmMmEgkSbCPyaLz5D5LFmUJcqx1wetxZCxpYCvpRisF+PKNvUGp43uYLVi9cr+0gwZYpQZiP3YCqtHGbDNhP9735mhQbltyBhvTnyt/xnkpLDcuVZqsljZnsPj/+fNjdsf/K41S3o8IywNnvrEc8U63cvogFq99KAyRBOhTRLwY2Pwg7/5UHisKuF2MkHY6vXPk6caCQv7IItJ1XX10GVDhr827jRkyPx29abw6bENgyKLkhWmeh2wISgj1xpVxsWTr8ZSh1SGmD5eJ1+29lxf+8UWf7bi9qHHN8IIS43RFXsJ4SPwBhwy5wAqBg9hYAQjh/RMsgyMnXsvsul+TXrIcUkzHTUMZlH8wDOk9ssnsVIi5h+y/rFkkHNNlBslhuGJCYH0dWBNqb+G545dtBLeen5YFuOBKLjTi4K/QAGoTIBXtqqNUXs7ykTXji2xdrxGvsi478DGdf5GWvNHRuSIME6i6CSIksKKEsQmTT5rDWjCTW/eCSDC3E6t6gZEImfVBJsROCOYloIZy8CT46DJZaCJcdBYB9TKQZ02VKcNlWdQrRZICfHSJOTLk6w2ZUGe6IlYWjPms2S6liHz8sJh9V0eCxm41OMBwyYL6QTG369mUTnIf+pZsLh99TybT4Ioz6nWiKayxNSaHohZ3pE71WaGddGNJcbb730SVmty7qF97Niaxi7j043bqrJx9QjbOLL17npSH2LSOmknP2TLUkPOjOPf9bqwqQ3jjxv/akSnRVI/ns4pADSSMD8WrbPj4fl+Hy0vKUzGtKbFl02khCvNlg3WxNbHOnnufRsmkK/NMP5ri2zOGUGlNclGzDfAGAzqygdWlRimroepTBHYLvVz8rZoG1q29ify4MGIgG0BePIl9rE+A1YlYTmVrnFtiTYxvnDgf0Gtm4HuGTf48ND6r0rtT4LGrInbfljGLJ3UsyKpAyIKUkOq//rSRk51LLLPV9xedta65BoAYkNfR91GXNZt/MRTTBB89sFJOBJi3NIlTvrGmXjs194CALj11WfDruqDWgZgwn6ffs9Gv+aCSD77VFo4dPP0cRv181LATJXWBeEcIcYxl/xFZT+cKXR3mwATcM8TV6AcF5IVHlde2uqImCPfrBW4nQNjHaDdAnU6oE4b1G4BrRzUbgNZBspynLLXo3Dq7pIR06ScJFFeI4NGm7Ja5ivWd6XkzD+niXilz09hauds/SdUb/QMDHc9HIgS14rJ5XacfCxEwob1zWk+tlhnlitTqcUAgHMf+cXGYx5h4xHkvr2lzYABwEWP+jQMM3bQ05jUc1iedbFDawbn33QyXnj1KwEAR//phTjqNWukOe0I2xWe9PTzwC3JZFWun76RIdFAn0zDFst3vx27fOpGkPYNjP0YGJ1jvUGR7M7Xn1YdDetISdgOejpkv+pOhk1krL54uaInY02oB7ak96a818m8i/b3JzB5G2Azio6HxtnOl7EEw392XA8AA4Pki6vSQzAPyA9f+rM7lsToa4QRFosRAduC8AmgpqbAvgZJEaNFhMe/7QygLMVutUaYKreDFrq2wyET94pKiXm4CUdCwkConilpJixsn8govB39Igw3tjTqE+thhcIKjJYyaOsYch5f7qKYikFqacNAvhdYKkEM/cEYkS2H7Ci5ei8x6KBSSFgkcnKbmZDp6nvmXGF61wyTP8+g+kDZIfzvl98USJeQcoovGdaJQyKPtYAsk0iuUlJYnmVAnsnkQRFIa7lNKmTD6n3efJ2YPO6jvF52SGHb9DawsOEG0JwxXagVzMY6ismxVbOrcny1c66WcR3YR0PtV/N2XFlG2Izwv72+wj7/skSS4wTa1YHtlE1hz9ZaPG7FL7B/6zfYZ3wtDrj4XGRduMnpkh/KCJsZWdeA+qWUFQCDWZi0TYtz89OkcPIx58gYqqpjnaYYnEprwCQgYytBpNB7K8mC+ccAoMt5kOOnxhxVSbSQMW9dny7pvpqMN/xcJ5Vee/KlibFXZy06axnZrMxFVCnOhyHYzAgtUhblAOFJmjGVAZ4beoG9aHLtgiqJEUZYSowI2BaCCXJECn2mDOSim5OPZFu0YNEmhdWf/ZFkD0za/T3ZYY08hcEq/Ytk4j5MlghUMmihd1RKupqkhjbuo2LE4S8WaUbMp/8beoHVB0VaZJ3YxmJjDAoUWWTKoJOVaGclnvG/IgPpdVsAAaQZOtv8kbOfvMvVnaXZrzTr6e97UuaIl+jkI2ETokZQBUAliSzRG3Ewwdjqd2Azhe6OwNjvGNmcnGuP+4MLKhk5JoA1AhGTdfJ921YGdlkvMWBRLvPlSFiWyX2tQYpCbVhKxFJCFmvFqgQNqLofpkTMZ802FcMIzGLqKOpZMFWZ6EQSVu+r458/rP5rmBzRH1NOJkx6fHPmETYPtPPB0F1C6zdL7HwK4CWPOBXH7H0rPnziCfiPEx+JQ9t3Y1J18fCxu/GKw74LkwP3HSkE7NC/WLPkxzPC5gOVFpxrVzvtszJJEDORIbK1IK3x9L2PhW25QJa7Zr7+7mNceIpCFgwAOmQrJAxoDh6l45h2CpCCMxiocD816vBBprrNfLp4YuazZB6G1cA1N/YMk2Nbpru47I1PhjJAZ517rIg9KZGUXIC5asThCVla/+U/z7pDYqVWLNZ/WWz+a/hSYOtLDgeXETYPRgRsCWHBlZ94KpUrOMOMbeOFF78OO6geOmQc+WIsoxao05YJLVEiI2vSDSZkK5mIs0KjhC1M5hMyVZl72kjsKpa56e204NUm9WFNmTEAaS+wgX4cFRmBBc+TlvDRqlRStpghVCc6ddtwyg9ahrOQYVWio0v0rZMh3d1xx8xLqoP2n7+PAjYunHzfJcXvnQDWDNayEyp9FowAo2AKPXDs5YTGzJ4WJidkPSDrMbKuDfvzNWCV4/OngiZwpsCBhLXE1cuTsHY7ZsKcHNFnwk7e4yic+ryXh3o/IMpOPQkLckSqZr/UECJWR3quNMlXNxVpHQUwKEVsImF+u4pdc4MRzLDMW7R7rha8L6ZX2Qgbh5veeSbAgOrTkmedTln1p/FOW8b9v3zey9GhAge17sX3798XO37713jOE66BKoB8dmmPZ4TNC9U3wYBDahFq10nm6jXSMtRYB3q6lyhLFL79T0cDADqkQxbMW9K3GseiwXrUQMJqJlTyWFIjNk+gqL5E98NBQyJ5bnWs870MT1h2E8g4q3nL0F0L3bMiOzScBB7ZXcPc55c2X/bzCWbXhNkOkC8O6yzYGLBlXHb39SP54QhbHSMCtsQwjoR5lz5ZJ39bZPC1F74fCkCXNV7/jFdgpcrwnMc9D5RlsO0cdWOzlCyFrERY0VzbtShsIqMYqAlbSNflsZgGzQ8A87kvAYBlBcPNETp/O3ORxZaz/v7VWWehNSazMbZLePxcJVmeSAfCZVDJdKZyjQBXqyXbkljRG4I1Ylee1oGVHQVkjPUHMWwGtDZY6K5pbH0gt9nVL/hMKQGZkiWXbFcgYaG+QYGc5bKXI5Ii4OrrcdG6vcOu6/LEihxxSI1XUz+wFDbZ7oGgbsYRjrkuMazVgwGxOL36vOokZ+HX50Er+0VIFUfYNPjf21Lj0vs/Ci4SlkcKfMPP0VEl9s+6mH3zrsDUNNYc+TlpTNtf+mMaYfNBzRWRPKDhmlkzlvAqEOoW8XEAO9wwA0Ck2gOvQbGWeRiasvJ5aiNfkyemJGygb1hNrhhfI5IwBQ429THoJAGjHbMpvPeEZ8JmBFUIwdJ9p/SxSd1XUHVw/Oya5hxplguoki+v1HG1X6ml//aSBRvhwYkRAVsi+B5gw+CjTetsjgKECSrxr5d+DABgdlwOrFoBbuvYwys4H/LQ+q6mxssDE/N0O5ddq6PRqdwZcbD2kglEGaIf+Cw3m3FsRVSigLXB1kINWHcrF/1TxMiUQUYWmYrPK/saKl/6QTsQLUe2fNNlVcoEjMo4QQyWvXUCTolcsSRQT4H7GsYqzPSi02F/kqB6BM4A0yK01xXI186BCjnnfL2XHEtcx66IXBo2K2k02s4GSVimKzJET8JACiCFrx66CgBw/HXPl+/ADUspCUv/yWODmS89TyZssdhYJ8GmLJgc32CT5nS7OHkZjDTLfQ73UxlQyICBIyEbkbAlAZUUghsHvWeJZX8myrShFUgRDs0ZLz/lj0HWwk5Nu2OS3/qjXr0GjzxrJEXcLmAtUFqQMdLDyn/Xvmdm5qzm2brx0RGsXi8EriRYdWMY3+pmHD4LFkjOEDLmx4pJ1XWuy9XxKzocls5ko1b7Va+hTqSKgcw5W3tAxquOKtChAhoWbVUgVyWO6NyOYu8dYVuErOfJFcJf73xYqf9Cosrx84zUfMN9hmxMlXyl0kMAl919/XZFvHgbXEbYPBgRsCWEVxv4jFd9QPSD4azVmOEM6yyjywbdXcdgJzsDkbGmM78y9xryy2gkYeFBNGa/0qjTQHuheh+wetZrmD39YrNjG4n5on51VE0SGuRfvs4HKRGL27U6pRhwEG/24vxD/2JNNaOVZL8Q5IaAKgDdl7+qRKwTCyNklViLIyJBFQT0FPqFRvfW5TjovTKBsxmB+kLCVMGg0sIsa6NYpmNW1UUm03pBMeOQc5RdM1EoBc7cbV/vpxKHL58JUwRy5hwghWPPOR0rnvErnLz7Ee67iSddnVSp2rA1TIK4MfLD+YhXo6VyQy0YUCVXfjtTaztRx2IzYamEOW3mvBjDjhE2Hr4P0QNSFiwSl839q9xwvydqt/H7j/sDmMkxqJkeLpv+hDzsf4Ms48HhZ63BYW+an4g97G/i4w//6zXY/+8uWKq3MUINp+5/NqgvxItKCypcSpU5Xt+9W1+6Xim5XjbZrgNBlp32Rqw2Zo69werQZDFj2xUJc2yO3CRbrAaWUoliWJ8QsZSE1d0SNSxW6Dm88e2vgc2Uu85xhXzBzT38MoBhpQ7AYE+wWsarmv0aUYkRti6yrX0AD1bIjzsOELEBc3XyWLCGphITVGKCgJcdchKy4wzMRCvYz1f6dFkA4JgZSxCyFQmqrodOlmbdoXH1uenkeiiSC8JAc0SiWnGxe7FFuNSltV/r//sgWPxowefUMcyOXibLBOv0mpoYBram34y1Yj77pWyGTJkK2cwzg6LQMM6eet+Pvw+3vvz/bfSxLoS0piusCxcnd80mRBkgZMIY3hLF7558dqwkqEJhblkbnfsIrQ3Aka9dA8qAbI5g2sA1HzsLJ5z8Pqw7oIWsy+istXLOgAbOC1aQGjDjjiNTgLUgaEA7jb6OJ6CXNLIvRtca5Ha640e/B2gNNsDJux+By+6+XoiWf/8NF05NNG+WuQ7fj89D0fwxAZl4qIHzSlONVMHCQEGRrbQykCJ3HbZXYFhQuO8nO/JchmWSdeE9x335Y7CsoMGVY3rrof+96M9ghMVD9dGoKlgK7HfRBbjltW8EjAXnGWjXnWFWjcukfXouHpPxUioAICgN2Ax45JlrwAowY4CelVPIahlDMiWPkwVaDKjeKO66pcBjbVBRAqUFuj1ccscHcOrByfXCuIyYccTMXyv9uBnWSxZMk4JhuZ7l4WLuSh04qTknK7I+9xdwio9gWtSQnQ/jTRJwCmNR9X1ZqAESJtvJ+JWjRIEsjIl91sjJoK0LTKgeVv50GsWKtmS5GGBnKkaWoUobyWfo57XgR12VHybH42WHvvZLeqy5z23U1GqErYjRSLxEMMwD9V9plN336/Duh21itEmkWfnaOckq+F5MjDBb9MWp3gghjJl18uRkYx6pQUe6fUCS6QiP+21rJgwDEaY66r1Omm4vEmJkYucdKIdlGOM+hp/m6QUomBskcrAskX8BwI3POgetVgkulBBasxlnZ44UV+q+TJQWhu8dcTsvSSIjGbGQQfMW9AC0y25lc0DrfkLr5g7ymfgcQCab3vlt3QHi9liMkyuQjuQpGrTAFYcjfK8iSVQiVc2dlIak7gtaO5dEl/3ytvRJTRiAUP9w9DmvxtHnvLrRoCNFU01Ymg3b1NxQVbpatXL2j6cF64MSwno9xWD9Rdz/wkeZShJTjLJfS4eb3nkmgCQbvYS45bVvBABwpsGdDHa8DVhAT83hklsuDNvpPrtFblMpv1u/tNa77HgfyOaArCt/dU/+tqYZE/eOJp1bDF4NUJa45I4PyLqa8RSYwf3CtexQYSwM5Ctp5fGIfzrdSbNThUCEz4IBCA7L0bCn2ntQJIhRqlivV/XXwqpzYpQopkvMdBl0qEBHFRhXvXC7RQaTag4Pa9+Lf3rmKbBt1xfNMpgQ3A59w2VPxsL1zgcTK+7NtfM4UVkAiHMTR77W/9cBgXxtT9mvre14OHJBXDqMCNgSwcsPgcHMTKzf4HBf/jo5Qa8Q3bOXo9St2hcaO4Y9nmS95t3HMLIz39nSVByb9gWrw1ZnNKn9/NVHfgEAltSlyNZkYRo2meRWpWXp/UP/4+0Y7/RBmUs3bsbBKJWKBkkGUBVe17KWgZh5gp2QbMmYUqwTc5OyfCrKF0n6SlfIWHo8EmTlxnMqNGhOvmP2RQlAIFuhJ1xqyqF1PC/8NuGFFXb4x6uxw0e+Iw87Yw4gdUlsPhk31WhjmA19o4RnyGy8iYQ1Ron99htpypGSsGGNm0dYGiy1BDFAJ/JuBWC6ann43c+80UkjuWIQkrqipn2Uwm+/AFTBzkWR8fjfO38LvaERwAyU8cvirGZJD0jz+iyDrwsjUpX2LV5Rsv9nfxv2U2nDkTgiovI3IV0UGyj3XWY+BIiSbSpBSacKqdvPx30PErQWlcghRKzlCFpHFTgg/x1e99M/hFk5Dpsp12O0WmLRaLLhUWmDs7gfJCck7Oojv1AhX2JEPxpDR9h6GBGwLYBKlKniCBQn/ZqANmUy+HT7oL4JA1EqN/RjI6fZrxTsI0mIWZJ0PudJGHN1Yk3J3zAxTtYDlSgwNfXgqNvR+3UAFiND9HjuL5+26G0Xg6qGvTpJriP2VuJgR5+Rxan/+3oAwE+e83bsOD4DyqyTcjL2/cjmmcyEXl4Gsf4rRS37FbKU6UQrMeegkqB8hHzORcTngNYGIJtjqfdy349M0GT3yp07+Qxjeo88ZsDS7BchGHGwJjlHGdVaME2x/ivtd6MjISNHygBHwp3UxuPk571UjqmhJqypFmyxGEZe5mtoXK8Fa3JEbCpSz2tWeou1jZ8vu7WQZf0ImweqVw2MbJnXLAAFqJkeeGbQc95bdysDKG/X7bPlbuxIFQ+qZOiCoQtAuxYT7bWjjs5LiRNPeq80UrZOip24XHLLGRQZC/T6QKcNTIxLcMpluwCETA5RrJs1v7hZHkqIl/RLROgL5rNgLfga0aRZcyBJJgZ0KkYcXF2SrJgK20v2LK0fy2HC0qESE6qH5aqLSdXFJHVxaOs3eMtTXojlbxuD6WRR3eMg5yvXzMaqBhxgjj1HwxOT64p/zFox4KghNd7wt0cE7KGH6elpbNiwobJsLYwI2BaEIh6oAZPBEchBuL10GrCyhOoVUH0jPUQsSzpNRU00+9E2DSBRmhXh6sQhHWcoIXUp4XLbSeqfm2U3qRtR3YmoTrZMMvGs287PY0N/z/TyoY89kAGzPvGtmii4ouFQmGyD45wii2VZH4//nzcDAC570t8Ca2NTZt9z6wHDyw6D9DPhxyn5aliUkyNSUSVyqgCyGaC9HsinGfksI5+rRs9VImN8+F+tEVtg8pF0RjmmqtLD5C90Ik8NUkTlzg9PtlTMgvmsLilUsqMJ6QpRS1LA1dcPGHN4d8QUdRmiXzfsLPNZ6VQVOxA9rskQK/uuE61aYfqAVBBDIss1yeKw/Tc9psjizId/beh2IzxwZL0YxDr43WuW/gWJgNLgsmvPAXULXLr2nwY20YWM7dK0NhnrUc+EyQQ2SpQZqmRQYaH6W8Bf/yEMPVNKPWxpgX6BS+79h/igciQsz7D+ifsDmWteX78mpiQiVQz4VSTkK4XPgjmD2koPrtisWa51HSrRUWUlMxYt5KNksZU0fK80lm9YJlQPk6qLHVQXK1UPO+kuDm118dojnwkeb6OcyJ15kztgHzAOfxGzgtbd9oHG+Uy9vLoiSNkdefXqCvc5pSUNhvkBu+ZuEfA2uGxnuOWWW/CMZzwDExMTWLFiBVatWoVVq1Zh5cqVWLVq1VY7rpEJxxJCJ5I/wEelDLqcSaYl1WOTxhn7PBZ6hdN/+8GbSApVNYfJua3t1/d7SuENO3jItvV+Yr5mbGA4avqxEUWpTIW81bJf6fZ1NESoNjcU8UCvr8btnMQCpML79VFDb0ufKYOJPDbgyacUeuNGxnUljoi3veLND+h4g8kKA6h9b4DcD5JEoELK/H1VAJy7SRgQaruyLgfpEitK3yrAQsBYyd9rPnYWHvXnUtQvUkVGf5lCNpcQbO/WBY7nT3DwgixMYKUkgKBq54siwECyYMxiHUwKpOSkrZAwTomLqkQy6/cXi9TIonrbwkJX1skrePInukybOhImjy/4ujUDj2FIAzW+kL3Sb8cZf4ywtKhno4NZxhLh0uvfGW5f8otml9Vs1qAc1+JeahEHBUXJWCDXCy9H9JmylKyNsHQgn73xDYMrD7r67k4O3WcZIwGEFgR1bpxK9QYIl5j5WCLhI8QVXqLBSdDShuenrocFVAgEiVlQOr6melhU5DT1oJTUg1lMUIlJ5dcRXvTwp4F23wHlRBusRRlBDDA84UK1pY1/mbT3F+T+gCtiWo/ODE7LFvw1Zghs5bMZ4cGMF73oRQCAf/mXf8Euu+wC2ghF1lJiRMCWCPXCWF8P1iETZE7elMOAULDFObdci3cceaJsaBEImCosOCNYDZgx0U4TAzAAO6crEIJrXjBrYHYyQgpELAzuYeCqZlJCdowBQjq4+TejwFamn6yUuNgxV3ub+IGUFMQiD+ExIgWeb1RcIuiGV5VJrLBOC3LOdBxrwpLGkRnZ0JAZcCTWX5MUY3PUgg1IRd3f4H7ot/H3OX7fnrDpArBlPDbdFfKle0nWS7NYwDsSpgwDhSMbRnoMkQWKMULnfhuIf8Vl09d8Of/jkJGFPy/cgXp/ZJtmu5RcTLUW4jXwQQgRS0mYz4K965Yf4NHtwUakdSjQJl9cvSMhUCVMdfdB71joJy3zm73EidFCJMwTK1+nWCdf/hixhDWSIwhMLr8JNk5xnW/9CduVl78FAPDEZ78fNldgJud4yEEFEcZ1nyFzf/0QxpnCiSe9F2QYV1z51q33Zh6EOOn4d0F1S1GAFEVFfujBmQIrBT1ngEyBS4BU0gOsXvft+4Npi4M//2r8/Pkfgq1t43I+ruWGjFUaDBPkC4CXtQRpIsQROBiEDWPnPjBZWx0z+IwOlRhXBquVwjKSPpPPftiTQTvvCDvRBueqsr+01Q0FF0T/eDLngA8ouBX1Q2woe2iSIKpNDteNsL3jhhtuwLXXXotDDjlkax9KBaMQ6hIitbyOxhtACxYtWHTIICdGDoYmwlEtBs/NAb0eaK4H6pegwoCMlWyWJpiWfGWsgHK8mrIalCBykJFVSFYdYWCrDnoB3gWxwioVoGMfqCA1C9tTLXK3bUQcdJBWuAuH65Xis2Cx8a1bn94nxglXSvT7Z391JqBSZvTAJ2bBLh6I30M99W99RFuyVTpxPvTbezdEwG3TdzJDw7IUDO1ImZcfyjqpFVMFI+vJtt3VCv3lSuROqStV5cARasH8fVByboSlJjsEXNS3mVCR7xWWmHRcPXdAkCI21YIpxN44CyGN4KbNS1O5TtxvQx2h27ap0XITmgw90v0BVclQCsuqYhwDAAWP4mdLjXwOsQefBagg/PE1f7y1DwsA8L9fflOo+VSu/svLDaX2K2a8vHsuTMwiZNOFBPlG2Gx46hPPhSqMEIrSAkU5GGRySgFuaSjDzjGWohQx9AeLxILZwtfTHnDm9x2Z8OMfJbdRac4MVE2/6gZgANCCqdaJ1Z6X1o75+jG/iHrHYlwVWKFK7KQ0nvquN+JZ+z8Ozz78qUK+lo3BtrNQ9uCzg1LzJedm+Fz8X0fOyBuVDMt81ddZHnjc1xQfePGrwjoLXrA35DaDbcD1sOKAuB26IB5zzDG44447tvZhDGB0BV9ipJc3AxlUU6tYwA+YMoiyFTkWWRm02ZGcICkpZI+sqCJVSFqCJAMYYlorSMViPyd2vEr2VY0gATE6xQRJ2TrJGRRial8BbMlJKBClBB7kV/rto/Rsc8gQHR0FiCqEtwmabEMvMMBgkADUJ8UpCQvYzNZoPpPFST0xu/88x0trPMggEGPp1RVJOKysF1mirwVJj5fBBcG0ANMi99VFSQgZhu4TbI6KlImDPWOS8dIENk7amPT6IrdduF15s0LQyaq4T/+Qcr3FavLDFL4fzuZAmqFufq3hWbDBbaPs1UsHU7mgz5QtRoros16eeNWzYKP6r6VHZ62F2U3JvM4NpX277Vw2Vclg7X5vPiuu4AI2HMcKH5TzY4MjCHpEwDYryCIab/j+XiZ+xiec/D60IN8XOxm/KAaSQJXW8jxrwzhLFMdJUoRL51p42piFTRQmvi+i9rIJdjWuHLNhfujy45hIFCmMUbEfYe1ax1EZUDcqasGgQxYTSmGZamPnT/wIavkyYGICPNYC57qikADi3CIGGgfJF9I6dH97mEPiAnOJ1NhphIcePvrRj+JVr3oV7rrrLhx22GHI87zy+CMf+citclzbzpXkQQhNg26pYrjBwbHIsDgZaRA2cE8i/loDeS6RsWQmTlZshDkjJ4FzpEojuiIyQZvYL4wJQBbJmc0AqwlhSpw0egaSSb6XADjOBSBkNMgTsbRRYhPSLvRpVG+hGS8kq2E2UizQNDmuSw+D8YH73NPaHguCZlvNfBBDe6dAYmRKjmnfj78PqmVhS5/1A/b9xPtw68s2vSmzKl19n/t4OeG8fuJEVjJlUmCPQNisC3uydpk0HzjUgO4zVN+itb7A5d96W+U1n/js94OsgmkBZJ2UiYVUZbMWZVuj7BDG1rJEz73RRkUfAtcDjMCKQZbk5DcAw9V1+YyochE0J0MMJ5evHfNfVtR3uj+2omZtwkKNmf0pVwsJyHPDcaBSNzisFqzJyXA+GaJMcAaJvm/OXFlHsSmzb/Cc7meELYfvXPxGHPvyC2F3pJBtWpHPLfzELYRv/fvZOP4FF4AoCZ4k2fDUpMPX1fj7tqWhZguceshbcMnP3rsV38WDCI4oUOHkh0pVzKhUYYOiRGqh2AXQFNDSoJ4bH7WOJM6PmwZBSbDmwEfgoNu+ib11B5qSHqOOcCGQMEZBJOOMG7LqmX/jgkZhbKnVmfn6aMn2R7WAJ2Mdspgk4BPrD8PlR+8CtXwSWLUC3MpgWxk495bzbodJTWWs+UqNZKoZr1SmODDfsBzt/G1yLUnmJtK4nPHLF3wYRbgG0PaTARvhAeO3v/0tfvWrX+GP/ziqF4gIzAwigmkqhdgCGEkQlxj+A04L/mUQc/c9EQPjRfs8IfYCMTZIFbxDkHJZDF9UrUof8RQbcNMiBFUSe9mJI2OlLGI9LptQSNcPySrPEzRK7WAbB8ZacezA48F63LnjJVjx9F8Mfd2FXIuabLnTJpSyTU0y1pDJUvBNsuMPM3OW9I/92lvQmuyLMUogspj381oM0vquoJEP9XwINR3+uw9yI7culSf67U0L0F2LsdvXD5AvQGRM3/63NwZbel0gXBxNm8J5BwBZ18T+QslxuQ8x2tEjknVfg1ixok8XN7kgVSdczR/mVw9dtejPU4GCE+IwWWLj+ZLIEMO6eYrPF4v5eoLJfucnV9H9cDRx2JJYdeP66CzYVdtUBgxwGW5fcul6fsWegByIFxIJMfvfJSDycQCnHvTATIQe6jjxKe8FGQsqS6Ao5VqudaUeiZzkMGSEGNVxMssqUkSuZflJqSDLfs3ejwtNmXNS0E5FE2zp0zmHK3/IKTokDvYMixLs6iLmYTlJ2USHDFqwmFQlJshgpSI8/V1vwv8cvxfU6lXg1SthJ9qwHUe+NIVzjVIjDV/3VRVmCKws6dwiBIDD8+2C0kSuRcDTJtb6AdQJb0mkU6htZdne8IpXvAJHHXUUvvvd7+Lmm2/GLbfcUvm7tTAiYFsIPt3vB0b/V/p4EDqkseH5x8SJKEf5AbtojvTEgGQiLEKGK7jQeQQ5Clcm9bEWYBG/ojSK2rDpgEQAGOwLtlDav267S4s7Hb3l+KY03Q1Fw4uwAqtPdH0mgpmglRUDEjDSMXy/T71no4/Jg0ziCjXPkhKgOiFKyRosYDpANlPg0hvPBQA88qw1eNjb1wy8djZnkc9a1wBcJmjECFF/0yJM79GW4yyTc9HDcqUhc6W9Qb0OrOm8qDw3krCFpCPDCHnTuZGqYOpnWl0WXN1XXB8alyZ1YEuJtOkpEGvERthyuOzac2Jd1TbYPutbXzxbEh6BcDG8YiKVLYcxBO6+ZUABdryFU4786/j724bwuMs3XVGwJfDoV67BcS+5EE981vtDrTYAoJWDx1qDT2AW45SkhUtl3PQtO7QCskzadXjUGxc7MpHWgsXALlXqwYBBouV3WW/qXu8F5vthdsgGApcTo0OEFUrjXkPY6V+vA3XawLJxcCeTYJyukq/4GSCQr0bUSiDC212M/DB9La/AGSJVH2XAHjq47bbb8L73vQ/HHXcc9t13X+yzzz6VZWthRMCWCOlPPo1ApZPANiksowxtaPzRr07Din//oXM60jIIp2l4dwElZ6QQiBQRWCHU/kg2DIGwqcJKFqOMdUBpxDRkVhhI+4wFCSIwdEAM8On/JnnAwMWF4kWlMnAOZj58vycFNdDnKVxUGuYMwzIEPgsWe5kM2Y4sct8fhQZljZYJSrEUpAKR/AYHjU1D+I7tkElTINFJdtMbrbh18M818fm/fdR4fG/Olr6Ob1zyZmTTBq0NBmCRqpoWhUln2ZF6sLJN6E/qeIxJI1j/WfgalNSEI2bE/F+FSvNMparZ0CYyvkiCPl+WdD4SBkR5TdhmSBas+hybELJNI0fD+oE1rfMunSNsOYQGxwYY2wZZWKi/DASLkwCNU0BwHDdgncGBq0GCtbjk5+/bum+iAd8+ads7phTtdRatKQPds6GfFWcZ7EQ7jHeU5/jmrQcCAGxbV66JoUS7UgOmZA6QZyE7WallcH2tSBFO3v2IkNUR0kUhE6ZJbmsCcorGHAoI5rQxMxZrnOsLgGAWFhYCxknjD5//apz98KdArVoJrFwOu6wD287BmQZnaTFzevy1D5Fjltb3H40BXi8vnOdL8IHcIcE6TkohVG3Un0+yPsKDByeeeCKuv/76rX0YA9i2tBQPUsjg5ydYkvHKodCmDM/a42hMXXIglp92G6iVg9otoJXLwF0YcK5BlsDk+imRZGCavCCskokz+0muZVzxjb/Ak095n1jZKxmFlRNCi8EH4uCYSBID6lLCOlzdGerRJKqtq0fB0h4dToJBnJgvNKBJtz2slMzXfilXjIxFmB6kRgupNMEyBSOEkhW0kosVecLlLqKkHthgHuo0KOEz/gJd2073IdFT7UhzDncQDKtIrLNdi4KeU+098sw1aM0xbItw2JvW4MfvP7Oy3yuvEHvrx/7RBfCtC4jkfGEldvb+41R9sS5mRVVpk68RJA7nBpNY3kOrSNYVu4I3xALzVLZYL55swOY04hjYNySF6M0zFjLfALDoXmB1I460DiyYdVC0wm/Cnx9y1aJea4TNg+s+eCYOe9MaqBL4yfpdtvbhDCAE41w9sDLJpNZJ1r25gUjSbXCZY53h0hvetbXfwgBO7rwIX7nlu2jvtvUkQsNw9J9ciPZ6C+0aXFPpa66pevlSGtRu4d0n/z4u+Zk8HpsQR0Icxk0/RvrrZZZVbexdc3sC3LWSnQQRKBgw7qKqQ1YsuYC4wTsEocL1nGExOMalWbEcjBbFxvY5KXx0/aHQN/4KtHoVeMUEuNOCbcuUsvFSWx/SQ/1X8rhJnA8dEYsmZMkcJJ2LpBJPrcHMlbo7T75O3v0IXHL3jxYsY9jWENwHtxFsS8eyWJx22mk488wzceONN+Lwww8fMOF41rOetVWOa0TAlggGDA0VCIOm1ASA0KYMOWlQlmPFs28HtAbledCNB2tup4WGy2qBqZqJcuvSzIPNAJsTuqvbYbO03ouUGDiIc97gj6ky6DU8BiQTbb/TurGGz3ZYJZPt5DFmu+AE2w+WmlTV6amm224yOonbLtysVtWImbefB+uQKUvtv+suUEROQsLutt30wSnISp2job92+vHOS019RhNw7bUMgxwJZkViuuKzYhqAFfIltWKyXls0kjAAYvLhnBWZ5FxShdSdgQHdt9BzJaAyGE2xxqQBVTdEyDnjjTjS7GjlAByrnccF0aN+fsy77ZDC68WQq8XAB1mazDY2FvORr8U0ch5h88Nnln91xzZIwEoZ9wOcBb3EEWqqBk4nuRbUL7fGIS+MLMM099FeeMstjqznFQmO0PrxT6HKPrQCWi1MPWJHAECxTKN9v41BtWTcDGOlVlID7pUCaTCTpF5WSIasSomFGHJwIBkFoumQd0f042AkYknyyB2Pi6tFiaKLi/las5wUvvbIVdArW8DEGLiVud5mCMcZ39ciPtAhwV22Cfkaul3V6KQCEmen+/78ePzgbz40aL60DcpuR9j8eNWrpAXBO97xjoHHRiYcD1L4QS413MgpSgQUXEFtqwXqtEHjY052oEMKn6yNS8lS5Gs8CYLr98JhkLOaYHPC7E4avRUKj/+986EMQ88W4WKhCitSRIOoxU6kblwblEKEashcOGyfPq9SC6aHT7brSMKH9X5Pw+ClFfNhMcYJXgbmCZcmi9LZ1lsmlDberrhOhUKLBxYd8jLR1GY+lRICcARIMlD+u8xmjSxz0r8rGnMAugvk055IAd//+FmhdlAZ4BH/b83AcXzn82+UHmGFED3d9aYfHM6b3k5tmJYK+wo1hxzPxZDN8nUA2pEvX+cQpIhxPS0gJwGAi9btPSAlCYXVDeeYTiK3QLNsNTy2EXUBqSSxTopizdbiM3SLqUscYSvCCtHp3NJQ27OVEWTHvheYG88rUmabkDLA1XtKC5KD3jM4DmxJPP73zscRr1+DR79yDfb55/Ow5qangZRChx54MGNz47EvvMA1tmeQl/M7WSds7fqZaWBiDLprccLJ74Pu2mrPREeI/TgZZHt1OWI6Hnr5otbimEwKB13xJ0GKGM2HhChpEtVNU/25lyjqIC2URbvbHVfrlUPq1DuksUy18Zw/eCXU5KTUfLXFsTnUtS10nR9S/zUQ8E2liHUS1uQIMU9Q9wd/86Fkty4ojvldc0d48MBaO3TZWuQLGBGwJYNP+Hjy1SGFcdLIvWMRKZy8+xEyEdUiUxB5QbzgSE2PFbmIS8178wNPvshAbMY9oYLU65RjBN1n6L7II255znKAGapvoPpWasMKG+uO/EWZqwNh6CuToqLnTgbdJqe7+kTaS9ASUM2Mo8l4Ia0DG0bIhs3ZF3KN882Zq8+JmTEvDyvdfU+y5C1GKaItJWV08L+/c97XGwbWFPpthcXfT/lsYYUcuYVzhav+68341hfPlgbLBVcmY35Cls7vvYOiLoBHvHUNHvvCC3DiSdGK+tv/JiRM9/3kLrpplm1Cf5mC6ShwRpUs3dD35mq+2Ed0VfV8oaRJc/18qIDURjshLnpbt+l8JCyVGaakq+KSmHxZ9ebJ874+GKnZxsjtcNuDD2psi6g45foLkKvN9U66leyXh7VYdufWOWYAOPblF2LZlT/F7G7A3E7As466Hn+84iawtVtlgnzq3m/AyRMvHVj/2D+6AI9/3vlyvS2sG6sZqoz1X3VwpsC5Rj5dhOssZ5QELd2GSS0se+JFFNUwSgnZ8oEqN0/wRkUHvvQ6nLr7UYF8GeZQA+Z7jEZjDop1YPBlEUCL5K+vF8sJyEFok8I4ZRijHM/Z41g8Y9/jRHq4bAK8bMyRr8Rwo0aQqi6HtWt/Kj/0NWD1OrAmslUned6wjG2UJHoDDqoH62j7ynx5p7VtaRlhs2BEwJYIFkLCjCt6zSHRvDyxQQ2OcGmhqmvA6AcfT8IQSJiXk3idP1cm7IBkOkBingDXILdYYdFf2ZKDCi5ZCMXZA6SofjFJ7w7LdKXrKjJJO3xboGLTGz4XUjj6nFcPbKtCNrF5EKhPnjfGrCB1tBPZhZOUMcGCUFoVMl9hckyyBCIGIM82LaKSGlp4g43UDCW2DxASxhmhmNC46j/fFPbxrS+eLVkuRpXEGcmcHfWaNdXsmpGovmkTfnt4VeyTzRrX9oDD8WnXxya0PsipmjlNyHwlM+pHGl/9XSfqwLxZL6CZmKdIs2KpI1gKiXpW120O+SGw+TJY6TnbZAiykKx2hKUBAYDd9gjY8c+/oDrR5XiNCHCnFHlJu5cNu2Xsd4Pn7lNO3HRH143B5K1d0MQ4WuuAfT59O962y9dlnDcWOWlcfsvDt8hxBDjyc+qerwurHvPiC0W27yTXxAhuxP5aCiCOc76OywWefACrLjkEEL8Lb1YUxsp0bHT78YGq8Hg05ACAr80tS5Qj0Z5eV0hYHO88GctRbdfRclmvnGTe0qYMj33Ha6FaLVHsjHWAThucZY54NX+U0VwDFVfOCniQvDYafvnzdj4MyYI95rrfT3aTXOe3JyI2wgPCVVddhdNOOw0HHnggDjroIDzrWc/CN7/5za16TKMr+RKicJM9TYQxynF9X+Mf1x2Cz0/vJtGqPANlGSh34n1jgH4BdHvAXFd6iZQGVBjpLeIil9JrxBdXu4HNxMAEK8R6HwbMuMbYPfJV337qpGTUvBzR9QdD08DoUJlXhqgWD95Ot/F/LVcu9Eid7tJMR8PAucNHvuMyX8NMOZpRd7KbD9LvyVayFopsZVJeWo2+yUIGDHCES7FzVudAxFRmsHJ80xq1fvezb4wulymp5vgXcEXfxuKq/3wTvvP5NzbuKxBzdx74zFraPyz9O70noVxW3cc3Lv1/+OaXzo6F4ppw5eVvkT6hfa7UpMmLuic2XTxTJ0Q/MdFaJjuusFzeXCLB8RMMYCCK+Yi/fzUUxIRjsVkuv4f5JIgL72PjSFZdglh33kzt7C2o0Q1xlA3bNkAGUBbIZ4BjL/2LrX04AIDjX3ABgJjhjhJmjgQBtWyCh3eXs8Cy22ZwyDvXVPbND+SHshHIZgqYvXbCTtf1gfExPOby1yMnHQJ3W1Ka+7Rj3yGEptMW+SAgWa9ecr30rpK2eu2r2Mm7++wyWiGgVn8rte29XLsSvMqyeK3U7vqpdRgjvQyRtMZFhxyKD687CDnpUOaQk1sgCyBzEk8+/OOejHVIoe2I1zjl+Md1h+CZex6DnT7+Q1C7DZoYB5ZNwE50wG0dVQ0AvOlLvHYl52M9MxaCAO4D8PdDyUM1U+tNY0KP1NrnF1QVdbCdt7foCA9+fOpTn8JTn/pUjI+P43Wvex3OOOMMjI2N4SlPeQo+85nPbLXjGhGwJULFCAkETQrvfPJz8N+PWIHPHHUQKMurAysAlAYoS1mKUghZKQuViRTRMFS/ZmRRG3fEMEEeL9uEfAYoxxR+es6Z+Nr3/1qekkhTFprfUYVUxX3HQTMhW0DzJLxygMkFJryIcn9c/ydSOPl5L0Xa6wRAJbPhNexNJ/JANqx29VOwAxPiFIZVyH71ra4YI5CfFBMHKaI8AOw8Pj3fO58XdSv6QIz9YRJidHUhcFwqmTXDAxky1Ze/Q4+JCDZz2T+T7CNNJ4VjrB1bOvELUd5kslI5BwbfV1Pma89zvzP0bW9qVHM+X5jNkSVbKBtb7yk2sprfxsA+a8xYe/1OW/toACS/P0bMNKQZ86TGN/7lyoBJ1kLN9mE68fx73O+fj3ztpgWSNha2pVEuy5FvKIB+gUNedQNy0mArZhIr1ZY5jhOe9j732RBobCwMCKnSJBAG/3kmP1F/jawYcvgaWMhzVWkHtq9cvELwKbnt14dNhPBQIuemJBt2ySNXIyeNnDIoEDJoR8R0RRmgIG7M9QyZJ2o5KbQpxyWPXC3B4jwDtVqS+Wq3gFCvhgrx8u81flYJ4arDn4/1QG5ToGAhDMgShwVut6+sV5MSc2sv2xvOPfdcnHfeebj44ovxute9Dq9//etx8cUX473vfS/e+c5NKxnZHHhIEbD3vOc9OOaYYzA5OYmdd94Zz3nOc/Czn/2ssg0z4+1vfzt23313jI2N4clPfjL+7//+b5Nez7sH+QHP3Hk3KMvBvZ4MmE5yyMaAy1IWJ0GEMW7gMYGQUbcAzfahZgvonkE6XzMtP1CjcoHgTEw5qARmdlHY/wMX4sDz1oRfUYjkOfIkEt8kAteAgexX/PCqv9AhM9rQB8wXEycklBSF7vWkCPjejeGxuvFC0+e9WKST29DsNrlCWFZOdqjRNTm6JquYb0gSx0Ip90EHGSJQ2k3/WZFBlRzVCud9Es50hhenP+bFF8q+Kvr6uD+V9BHzGTHtCNhhb16DJz3jvMr+/vcrbwqR3yc++/1SW1jEOgjAZeXmI9/+WNzkgpWSCLPSGOgP5804hp2DyYV1WHa0CRtDZzY24zQfWWoy4kgzafNF+Ovnqb//Vzc+d6OOb4TNAJLfj20Rxn69tQ9GoHx/r0SKjmS88I81zpz8RN9Z2JMhPOycNXjCc8/HxJ2zUGun8JYbfr/+kpsdZjyDnimheoVc97IMT9/r6BB42Zhx/YFA92Qw47EWeNWkBEiBWG9tYzYnJbOB6DpyNZDpb7ieVq6bQVKIWEdFzqhDEXxT5lgP5td7E454m/IMlOV4+l5H4+Q9jsITrv9D5M5xWUw5RE7oiZdKlhxS69V2ywnXvwin7nuMZL3abZEduoXHctfGhuI8pDJLj59PpRtNQtJYJXOJBiLbeM7a2ueWfs4eqZkTMEDEvATRv+8RHvy4+eabcdpppw2sf9aznoVbbrllKxyR4CFFwK666iqcfvrpuPrqq3H55ZejLEs87WlPw8zMTNjmvPPOw4UXXogPfvCDuOaaa7DrrrvipJNOwtTU1Ea/XocInaSZsNdqU7CYZyFf3Z5IDx3YZ76KUgYcY4FeH+j3QXM9qG4fqlsABFgNmJZCMS4NmG2O0DvK9wstO9I3jDXQ+Q1h52stVNdEWYC/uNSvc7WB0DfuRDpo1mWGddRtxH2EMZlsB7cnB0qlZw5+op0acfjbPgsGLFhG5PZhxfCAovmGTv6KfT1h1rQwZ3N0ywy9MkNpFTh1QIQnXUK8/Fj+n0+4aOGDGAJPvrzjYJ2MmQ5gxjT6k8MJ2NWfOkv2Va8P5Lik5I6MnCvZnJCwsVvXD+zzqv98E1TfuX452aoyCDWEpu1Jdfpehkyc0qiuVhWnrzChGEK+6tmwxTplejTZ0AOLajsGw2por696XZYmXkTGq4mY8QAhS4mXHCthclsrRHoIQBUIrp+6v7WPRlCOq2rmy3BtQoxqxps5kgGOdUnrH7ES7fuAFb9ktNYXUHMFeGoa733kF5b8PXgbdyqtqD2cyQQbA+vk5O/5ydOX/DjYuRDaiTZspwWeHMPltzwc3/yPN1XJV7heeqIhfzlToYYrlR8GIqXIrfefP1yrD6rUNwUSBlTJRZ6F+0QqyLfTTFgqSyRFWPGMX+Hk3Y9wGbAskLBAukg7l0QhZs/5/T/Ds/c+DqftfSxWPec2ULsNNTYm5Mtlv2w7l/emFLz0Pr22RGKaBmdRmStUMmXuvEQwGUvmF4up+0pQCe42zCNGeGhir732whVXXDGw/oorrsBee+21FY5I8JDqA3bppZdW7n/sYx/DzjvvjGuvvRZPfOITwcz427/9W7ztbW/D8573PADAJz7xCeyyyy74zGc+gz//8z8f2Gev10Ov1wv3N2zYUHncE4Wjz3k1dsQ1stL3N2Lr+mQlT3AzQVYWlNpjEgkhyzRQykVXHOhITDcUYDoE0wbAIinzhMhmhCCfKQHds9D3T4Oz5eCWNHhmiJSg7oIYejeFSbHPbsERshrxWig/7V2SABkgLRD6eCTNmUm5pswL9IFSGByf5+vrpFxTNYPmPmGaLArWsKzQsxkKqyUTxko+V8dSw9t0HwsTN/ZU21h8+9/eGAq+wQBcM2UiDhfuYpxg2sNf69GvXBNlSO77GozAJpFdAuDqw1gBZsVY435DNN3tORJvRDlOeiqQ6+FCBGm87J8q9xkEMhKYqEQw/Wa+341ViF27k3PjAaLpzPLnzXx9uJrgzyVNdkHnQ00MU9u/b8qc3gca7O1JXmdc9TDCloXuc2hmDwBHnb4GP/r7M7fa8Tz6lWuQUxJccUG02BZigWyCh1YoxkSmns9aaXFRGLBZegnsY194AcYtC3H08jzyE2cDC2n4ftvcDkt+LLB+jJXv2Koc577mj3EuzgNlkTSFDE/Dx9MYdCIKRMu0VTXQmV5T68NG5TF3bQzGHlbuayXERaloZuU/P2KQsmArjsuX3X19sKqXei8fHNbQpPCkM16FiWt+KOURkH1TqyVzDq3lb6ajtHIheJUNkBg0ubkGJPCXkq+6McxC+10Q5KSZvHmuF1sNnthuK9iWjmWReOMb34jXve51uO6663D88ceDiPCtb30LH//4x/GBD3xgqx3XQzo8sH69RPpXr14NALjllltw77334mlPe1rYpt1u40lPehK+853mmpP3vOc9WLFiRVhSNm3AEsGDin0ogvOhao7OpOSnL5p4lCW42wXPzolBR7cn/UYUIZs1YEXoLwN6yyUj5uds4lQn2RSbSaNOzoDuKo2zvvafuPw7fxkIUcVG1w+KRAvb0DfJDkM9WO0K1VTz46J2IYrnZRYNn82wOrD4+AODn+waKMl+mRa6JodlgrEKpdEwVg2M/8xIpIgPfHRSfbGX14UYcoCjiYZVQDk2PwGruE1xXCc3ECOWkL9iWy2kXRWQ86IBeq6E7hqowkL3jCxdA1W6SZsrjm5U1CWRYXmTSdTWZ8GyrCKvic+jwazoJsoQgWq/8CaivrH1XvXarcbM1hCZYZMUseLGSXYgI2aZsELPbtQxjvDA0Zpi15pBfi+6u3VnIvmMFQlxWgcG/7tPSEJ6mH7wIgJrDW5lMCvHAQKyOYbuWlBpRHWxBfrjtNabQPiCPX5i1ORt6OdMCxf/8pglO44nn3peMBpiLYEj/ZsNyKcKfOOSNwf34JTYhvrp+k/bSzvrq71cMUV6MWnI+Az02Ez+ktYuEybXTMpzyR46U6NgzuHrqXc/AqfufhRO3v0ItCkPdWI5ieRz2X9dD9Vpg1q59CXttIFWDuS5ZN+yDJxHyXg0XapmvJpMueqPi/LCVsjXMMVEeK7f1pVuVFB3Ugbc5xB7pZ28+xGN+x/hwY9Xv/rV+NznPocbb7wRb3jDG/D6178eP/7xj3HxxRc3Jla2FB5SGbAUzIyzzjoLj3/843HYYYcBAO69914AwC677FLZdpdddsFtt93WuJ+3vvWtOOuss8L9DRs2YK+99gq1X540WLiMF5qlY2ytZJqUqsj7uC9aF/Y1YUamh2QM9JwBa0LZEWkaGcC2AN2T+9gAFOMKxTLJknkiNb0X4aT9bgIQJ+ahr3BdOgDA244LUQJgaxkN+UCbP+jafqAkYgdFIKvi+0q3kR2GKJ6P3hlYF7WT7RUoSMp0clvuM0BiIa9hYaHdOslQSKZCh4yXR58zFKzR4xxzrvYLAErjr6hSG8ZMwXyDrQaUDUYcB/3bu/CLP2gmMYtB1vWRTIBKklOCfPaNUEwMJwjHvvxCOcU8AVNu/kXVCxyxfI2+rsVLEYklsu6zY/kco31/ida6PrSxUDM9XHrjuQOve9Lx75KMLBAnf0A1qikfXzzZALBS4iKptaRnlXL80MjFE/LbkImErUQyD/z8n+OXz//Ioj/XYfLDhZ/X/Hn7rFU4l5KMqoKFafitx0xZzIIp2CBt9Pv0rojpa3koYhT8kB26txqyroUqCaYl7Re6OxBOfMp7ceUVb9kqx8OKQn1oxQwnQTA4qBMxIkADNtMox3MJ5nWd7LmQOmReYgJ2zB9fiAnrpO1A1AG7a4CvBTYgHDzxa3RU0bSbB4wnPOf9yF32zRttqJkeLrn5/LiRpkq9tDgHV4OP4nbo30v1NcgCMGLCYZ1UkdIvRKFqU58qRVyWS4K3buBO6sbAFF9Pa8mIaamcIwBsEDJhgCgITt3j0eE2aQ3KlLgxu7o3auVR9aJI1mdaZJa6KqOsXldqhNIfI5AEaRGlsMl1gW2iIWkiczb525TZTV/bzzNcNlBqy6NcfelzuyNsKyjLEueeey5e8YpX4Fvf+tbWPpwKHrIZsDPOOAM33HADPvvZzw48RjW5FjMPrPNot9tYvnx5ZQHEyjUn6R7/9+sOjgYSbAcLTmwygFgbTTjcRVBqwkpwIUYdQsRcE14t2RDWUv/FWsZjk0tvp7Ij5Ct11bPp3C0ZvIZdxAMU4qDclM2aD8OyX+kmwxrwksJF6/au1IH5JpPeOlfWDy/YrvRTghWr+oZtLRMK1iisQt9mA4YaxnryxXG/xOCUVDzAwLjYzPs2AxwMM7yNfOnIdhN8DzA5EFkq9V9w/CcNUCpPwhBc3pSRDFw2Z6UfWK8E9QyoW+Dwr/zNwOte/p2/jH3MMITI1+EjxaF2Ier3qZ7VasgaH/CGq8NtTVWnzIWQXoAXqv9ayASgLhOMx1StAxuWBQOG14M1naMaFuvN+LzHNMLmRzZtkM0YZF3JgtkM6K/YOkT4MS++MGa6APf7qMQ25v39+cxKaKDLbtyxSb+qxRRGbiIe9ao1aE050wrtZPjpewEAtrBgaDByMrirWLUkx6L6STCRJTNz6Q3vqm6UyK1DT7V6nDKtW0rhPktxMh7ymabP8cNJqhpIr5vzjZVeReIfD27DquIuTFqLs6FXnOiYLaKxTnUf7vU4uB42kK+Gcy1cA2zyuM901a8Pvv4teZ/ELJlYoDpH4tq6gRduuA6QJ1/b35SXmba5ZXtClmV4//vfD7MFMvobi+3vbNwMeO1rX4uvfOUr+PrXv44999wzrN91110BxEyYx29+85uBrNhCaEG77vFtXH7Ujjhlr0fFB339V7o4B8SKI2JZygDkHrv/y/sG10SyFqqQE6q3QjJfti0kzLYlA9ZdReitIphWnHSTk7L5PjacuaiYn6z7Iu50gk6oEC9fJMxeKtI04KUd6NMC4cQZCkBygUikiMkg6w1LvnroqsRK1/9Lm0tGWeIwIw5FHCbTxvVc0s6K3rjMVpdzWFYoWKNvNUpWKK0Kh1tYHbJhihhKybI5oXvOIMU6KWJP3ApBQNYVOWI+0/yax730wpj9QiTe1boDwLSAUPPnyJcygC6E5KlCJmQiT7SgfgnV7QNT09jjZXc1vvbl3/7LSjQ4XGRrBdXeZbPiFhYMOWJ/mzApSM6XuhTRtynweCAX2MVIDxfbByzNWNXNOKLrJlf7zw3Zd8z4cth3mrUdYcsgm+oj31Cgta7A+O8M+iuB3x61db6Hqz91Vgx4kFM3JANfGoSJtvSckAeGl5GRC7YEclGYcM1ZKnTWWmgnta7UU3mDiRrGVQ83zey+JMeSdY2TxQGqb6BmBx1W0v5qFRfgNLOYSO0qAShXL636BjZXcVxMh5uUdKGBiADVC5snWn6srC8UDY0okeH524F4Za4XaaslWa9WLutz1yJH+RrdeN0ecEhOSZjrP1chtMn4X+lHZ211W6B6vfC3SxP374lwk/FX03EtEAQcuSA+NPDUpz4V3/jGN7b2YQxgk2YrZVnif/7nf/CRj3wkuAPefffdmJ7e9P5HWwLMjDPOOANf/OIXceWVV2K//farPL7ffvth1113xeWXXx7W9ft9XHXVVTj++OM36rVy0hijNk7e4yiAlDgJ6XixZsuyeNJlWbJeXnvvlvAYgG8c+WmsfeGjwTNSC6Zn+mAd5YWmwzBtFhLWAnqrgd4quU3srMatSBR/d9OO0sQzHZ/qA1uQAdTeXCBSye3FZsL8wFvfX8U2ltzEuzrp9hrulHiljSXTk1m7yOmw7IV/zE9qC9boWiFfhiX75W3nLVPIoBmjUBpViQJJQ2aufDT7f/bdi/s8GnDFlW8NWbBQC1ZyaICse8A1Hztr6PPT7yvUgdVJmAdHEqYKhupLdN87MLKiGPns9sBliX//yeUNOxIICatFRj15Yo4F3MmEY8D1y08cqBZxTchXIGJXX7/Qx1nBQvVfm4qmTFXaZ86TLp8Fq9jL17OzZAdqv6Jrp2ybD0uBjrBkUN0+VK9Afv8cOvfMgIwEMvb9yPkLP3kJ4CXDrMi1DwFCn8CU1AC18TwhEK4OJ5tjmLZrGFyUMulli0/8YuOue4vB8S+4ALovdaOqtCBrF8yWj6s+enaJso1BximBJppqrq+MtUjJyvQzHWLKUZHoedLst01rqZCsS25XGmLXg1ZJCw/yBMsTpkC0kpqwLJPbuSNerr5LyFcrkLIYEIv1eHGsRhzja8G18J7TJsruftjecIWQhSXMezhmv+rnxdCAb41sNdaEEY5/Y7XeZ0TAHho49dRT8da3vhVnn302PvvZz+IrX/lKZdla2OgR7bbbbsMpp5yC22+/Hb1eDyeddBImJydx3nnnodvt4sMf/vBSHOdmwemnn47PfOYz+PKXv4zJycmQ6VqxYgXGxsZARHjDG96Ad7/73TjooINw0EEH4d3vfjfGx8fxR3/0Rxv1WgqEk5/3UgA3SjbHG0sMGFOomAWDDo9zSLm7+8Ygg8a33v1B/MObD8TXTpiE2pBheveVgAJsxrC5TJptSVAsckQQgEIu1qqUC7bqActup9j3hIZMzochmSwzAaRVIh+BXNDS91ofROuDpaLKzDh1dKo73omdP2A4nZxS6O0BCLmq1M+42YipZEosClejY5ik6TJUmJSbhHx5WBB6RQZFDBM4gSdf1YGcFGPfT74Xt7500+pDyFgopVwtFgOWkLWkp9t8JntkXTTcEy4faE3nDRQfg3vMZz9VybC5EtcuLQ6aZUcjU0pMNvoFJna7bXFvIomCDqyvRXyjxNAOrmclNQPWyvOGcA87hGxvLtSdCv06IMoQNezghGpR+3YEfwF3RI/55IwjLA0416Bu+f/Z++64Oaqq/++5d2Z3n5ZOC0hCE0XpQRGRKoRYeAELCioC0qWEqiLSIdSgKCDIq6iv7UV9FSQEBEQj0gmg8JMO0oXUp+zuzL3n98ctc2d29ikhQILPyWfz7E69Mzt77/2e8z3fA0oVSBCifiDtBKIlbz2R5INfvBgRI+fgaPvcFXN0QjBm+12RMnxQNVjf8yYUQTYU54Berdo45XJCOxpVkeLkh/bC2Zv8Zrm2x/R5lDkH63mF0Z12npWpIAI2qoOsuH1ZpKUsMpMawKlkSdSULKoJDyGEATIq+I4BePXgcF+RX09WC9jzQphNTphzdFpg5uXsLTArBTc6fMaoBXzlShsUr70NsG6hLjpgBmR5dG75YM7dgkOX26gmu3lEz8/vBKy/xKUyrBT25g5t73g77LDDAAAXX3xxyzoietvoiSMeOY4++mhMmzYNCxcuREdHJle95557lursr0h2+eWXY/Hixdhhhx2wxhpr+Ncvf/lLv82JJ56IY445BocffjimTZuGF154ATfddBN6enpGdC5Z9M5br5MfVMKOwua2ONBlhCkMKGOl8NpXPoi5Lz6ImCI0OMXnx/wd1z7wB5x9yy+gZyxAcxyDK2wmzQLQFTOYslVEdLlDomm8b1Ef0PWKhmxwYXAuvAbJAfD0MVeM0XXe7To0dyxfYJqzKAeQ8+aZW5LP93H3a/1fHprdX7ROusse6Fz+F2V1ljI6oqEfahZIdIRYpEh1EK20QCxVAs2+CpQSUCpTQ3RUxNCIGCJa9knyLX/6Bm69+WuQ9RRRX4q4N0V1kcJdPz4WySCPooqDDwEICyNdKP6FBeYKiPsU4l7lI26qSkh6JNLxNcx57hJws4kbnn7/0BegrNcz1VluIbOhGDmvaZDf4OmsYT6YmyCE9FQK8hjspGPr+cMrFlumnAm0p6wOfqyyiFf576UYBcuOoVuWle/fqoQ4GgF7623ufafjxn+cDTQagNKmbp5zdL2F9sEvXewLowPwgMC8z7ZrG1UKqHEAIJoaca8CGEi7I+hxXSb/WDP2Wu+B5d5+mbBVPrTKqWG0BMj9IF2EQkCjKlP8/pmNl3t7HC3QfGhdr2oiiygWbikFEZ0cuM1FezRE3RaaZkbUn7ZG0oA8iAkHMpcfVwRhYRSsrIxHEAnLFW2OTMSLYks5tAIbENZJnKZ2TmJBsP0+cpE4zl9zC+2yEOmChqcntrtPPnLmap8WgVwZaAvWs1J2XzPH4JIoGODyhQUiSERtRNFG7Z1lWuu2r7czN2zEEbB58+bhr3/9KyqVSm75lClT8MIL5bkhK4rxEDQHwKDh0047DaeddtobPt+cFx+AgMDHNtwW1NkJdAJYvATcTEDSRLncJDKjIwJgjU88shDXbzQe+NCmuPvU76HBCgKEXk6xSBMeT2L8Yclm6KwkWNyhQI2svggTfJTEyYu7CbasA1GDEfU7+oft2N29cbk7LnglSjo7wCheOG+9YBtGs8dxETFdiPiVeQqdGmJZWEMQoAVYpx6M/XyPSyEQG1VJ1xQXtQKbgsxsxwxmKD/5NSNoaxSs4mmHADwQS4OoQxhNE5GC1gYEEJPFkQwSbMdJ8reRhKEiPvX5b7Re2zBN9iegVOPG+Wf4ZY+cNbN0282PmG1+0A54wdwDAnkQFkY7HdB2X6OOCLfenEXsPvT5i6CqgJaEpWtXAQBz6/8zdKMFgRKFuQ+c7hdN3/JUJOM7zfXUTbFVhshPEkNqq1P6snVcDMfWPiPSal5qARBj7Mceh3jRfJvLkgNm1DHNszsSWmKYTzjktqHqYaFWmFdGhMmb1IycMqIzYaNrTnFx1N4mExJci71ozVudk+7Oi8LvF7nfdXGyiiyvJuyS7XMvmhrRgMaSd0WovZhtcOszG2Knqf9cbm3fdq8LDQBLNERqJ95uoh46A0XmYAGACikoJozpWP4FyG+57evYeadzwZEEd1YAOT6/ASMHLjKZ/wx8mO2C8c2BE62BJoMWLMKcl77nD7nzTue2tKMFMAtk42pRhMPWSfPRMSHQAlikANkOn1n7/pScwIYDZFIY8CWFAT5WCTErmWOdrBbkUSgbXxzTg+errQOgCLgRHKuocFj8qwvL3LEKy9uBL2cul3zUkfXOtQkTJuCxxx7DpEmTcMABB+Db3/72iAMpb7aNeLbSDjE+//zzK9zFrQi2/q8OyTqL7k6rMFSI7gAZUGGNOS8+gCPGPWO2ufNhzFhzS8Rk6XJgLNJVLOUaGjqCFBqomIlZLiGYgshX6s4BU8emwTmlvVKagBtcdHDcoscpR0UMohfORMn7ssFEZAnDLblgQKbeBOCb60zLDgmB2KrfuUiYUUbMRygk2AtwSKuA6MxRD829JSRa4v7Fa7fkgHl8Ku2Mhwtgyzc5ywcbGa+z3ChROfA1mMV9bWpwOUCdA2b2D2V/m935meTffn5chn0qZt0mx84uPfcHvnwxph14MbY4rHy96q4i6bYDuwa4EmUDdC6fMIikBvkNuSgY4H8/7rm4dNHawwJfoRN3KHXDkVgxQtV2u0IuWHE5kIlxFEU5HCBrF2kbtbfIBEF3VrLIsgamXnXBW3Z6J4XuP7t2cPa+rRXpiDDbm9p+jLQDoFSXRlSWhwmr6OpqRbadpBeYFMZpQahFCbae+/U3pW0sCaojQjKxCx/8oqEqbf/x8/NMEAfCitGwXP5RAL4Ug5oJuC+fV9YiZFFmYZ5YoGYYRqUGpecF4kZefMMVvfcgzIIvdw2sAW3nd+H47ZguhchX/qIK4KvdK7y+MB+ueCzAPyceZGlVUEQ0Ly5Tly55tl4/xOQ0vvuXh3s2zYpub7fi4cqqgthsNrFkyRIAwDXXXIN6ffk7b96ojTgCtssuu+CSSy7BlVdeCcBEjHp7e3HqqafiYx/72HJv4Mps31s0Fesdcyd0FEP09xvw1VEzHXKjAXLhbzZ0Dwe+lJXfvf75ewAAn1hzS3xs7Q+A0wRXPTcPS3UNr6fdSLXE+OoAXu1polmXoIaASOAjHSI1+V6iCUAbrnvcD8iGNupT2oGs7AfFIpM99x1u8ffmPYFZ5MAsoMyL5kxK+KLMTmBBqQysuWM4b59G/pgWnJlooall4uqCxWTzt5AaYQ6yQIyBBCaaUbG9u4tSSJiomIQ2iocQ9hjCqx92Rw28Vu/y9b6UFj4KJiONtCmhlAAJZR2NDBam5DZbcGZuh7m2N5ILduODZw57W5GWeOPJJNYzTCSMYSYPue0I0JEBWZvMnI2HZmcRtrAQ9+aHz4YQwGZfnQ2WwIPfNtt94MsXG3EQAGKJySHT42q5ZqSdkXnmACASaE6oofpyr2+jf3a0NpFTCp4Xdm5+++zY54WYfBTs+o3G49AXAiBOBD2MiPdwQZhEFh0LgZGGKKwzoYawHlgxkuXMgTAXDROkAUaufli4v2KBmFLzfY0mj79tNueJC/DR7c+xJRvsZLz51uSBffBLF0PacxaVDl1tqhBYeZVTLgE7jvLFBKQasi4AikFN47EjQeiiVkXAZbVtPnsRYp2BMHIlV8raVrCEI8RCoztuYmmjNui2y2K33Pp17LzjuWAhoGoCcb/GdrtfYNuKTB0YyI9/oQPTgRN3Tak2YiYDdaiN1ys9rwlwGdpG2zpizDYfjPOgyOWNhTWvXDvCvhMw690jGoKvsnw0zYDLebOOMI6lb9dgka/SaGDLRRe29csKQM3NG4ByNk2xfpxbVnJeJ3oGADMmb4715d0gKbHnMRsDeKq8naO2UtuHPvQh7LHHHthyyy3BzDjqqKNyaVOh/fd///db3DpjIwZgs2fPxo477oiNNtoI9Xod++yzDx5//HFMmjSptKbWf6pt8dsD0dHbibXoTkMt7O0zUZ44zsCHdB4lQ7e48V8P+n5XW5KdYsb1L9yHT07ZGqKjAxUyYOGVdCx6VQWR0OioNtGIq6B+AUptVMaBAA2IxNAOSdtiog0jievyCDwbKhysU23aR2Sm7sXBxpkHSjCFFEMw5tZbKqGfV7ptHBgrmh1QXLSDYcGM488xeRCWQJnoIGf5YIbcBsRhBKrQ7IQj1DmGYkJiiy+7lyANDUKqs6LLvmnEdtzLlpuol1FKNI5RA3XYtpckY+qPzgMrwrMHnlj+wCwHE00GR/BlA0zpATNxEApgab4LBoKQXQawSANRP7DFYbNBqXkOvFaGYkiFLA+ATS2fuJ8hUzY1lC2dSNUk0g6Brb9wsZXR14g0+2LeHJvvC1qD6gl0d4dpTkhBdNRDALnizKEgh6XhuCKbkgR0oNgSKlwVizALlDteh7KiKEaxiDIQUAQJtqiy2cbREMOCzeXnyNqqmIL9wyjZ8IDjqL05xmRLNiiAFEE2ht7njdiWB89GNMBZ4WXNuchXa23JsLGtz0o4UabUAgZt8j4ba41F9RHjHBHLIYrvTDZ1li8VRj8KinllpphQpQRj4jp6q5XSbd6wkenfSAOyrr0Krc/XYiu+4aJ4HsAWokLa5r0qDTSb4HrdqMMO10KAF94PK0iUOTyFof9rzkcsc8wCkQEyt8xFvYqMFT8ui9z2XJEZGyUHkAq3rwjM2lIQUQ6424EvZnglLh2ArDD6FeQScvg8uePYY038/h1BgwVEtQq8yb/dUXt77Kc//Slmz56NJ598EkSExYsXr3BRsBEDsMmTJ2P+/Pn4xS9+gfvuuw9aaxx44IHYd99926LL/0Rb9+T5iCgGs8bcFx80cvSLl4C6uwz1woELnecyKNZ2Isk+zymFAk/bCOIfT6HJjIQjNLRRW9BMiKQGSTN4Ck8BsC8FW8sJJgKhOMv98h6noHMFgk7UAERyy5zZzpeJhvRc5qJZUmbRMc8/t6gsSfL72L/sIh5gk/tDbPtiZaelNjJFWeQpgcGOmjkX+TL5M4ZSqOCAlwFfLvpljsVGdEOLgIKYgS2feMHwywWxxYeUmxq7/DBe1hn/CEwohpKUfV9hkMRN1rRbbtUUCV450RV7Li3k7L6SwLuO1DxbIjH7GkAPLwYjmuGyQL2RCKJpvtdkjbGQS5v5CYKbMBToNUQCTMFkwubhsRYgoXHpwnVx6LjH4SBPaINFxEYqRx8CoXZFmFUAysq2cSAsjH6FoC07V5Y71q4No/Y2mYaPggGGhvjMQSe8qac0lHDO96vhekb5BLfdhFcDgJFf12NrAAGNsRGqNrqwvHINt/nsRYi062PYR70GHT8oo4YDpo+tyhTd8fKLypUa2/FSZeArA1zwYCzMqcuNnW65UiYCpkZ+D0spfn5lgXUi4EWt/LKQtuhYJUAgckT5PjYEaUAG3KRAKI4VXqNTP8zqnRUjVEGb2/mbQqDkrAi+cssL53LzGHe4EvDFReeEo3GyNte3opsdh1cYW5HaMoitttpqmDVrFgBTYuonP/kJJk6c+Da3Km8jfvr+/Oc/I45j7L///vjud7+Lyy67DF/5ylcQxzH+/Oc/vxltXCmNXK0NKZFwCrCG3uK9QNMAjVySqO0oNbRX9wOACNLWtxKY85sfQff346Ap22GR6sQLjXHQLNDUEpIYoqrAMUNXrPfMim/IhvXSslGfcsCLlKOABPQU5iwpmgvJ0TkPX3ihYaeNfIfu1rtlOljGhfea4eqYtCg3ObP7k6UlCpioh1M1MvfK1QcjxNRaD0zZYst1jtFkiT5dRZ1j9OuKKbKsJRLt5OkFlBZekj4Hworft42M+RwwAoSwy4ShT5JgTPnv84d6dJbZtCQzIUztS2evMEeQLB3VJfOHhZhdzqBIAg9/uD6x65qMuJ+tsiZng4SlyZiizmwnMQCYjQfcDtquBAKl7J8bXw/MKWA6T2yx4CiQFWd2aogkcMP7xtrkaso/D54emLfwc5Hdk9suEHIpqy8nCnmFwuYa5s9lJ7S2+HJMCjXKnA5FUY5QIVES52iPwy0GPWpvnpE29fk8ANMANd7cyZxTtPV5uxxEv0KniYCv1+Si4e1yhULGQtotoWpA71oZdW155UnKps6KGfv+Ipg4+9zOfDs12DszYlKoiBTjKstfGt80wtwPobIcaSAAX8qOU27ctJGuMPIFxaDUAq80NY7FEpZHTtADyOVT59uUgdUcyPIHcn2kyF6RDKJcMr9O2DpfIahyf0PnqAVkHAnzckCrADhz127nD2Fx5bAYtXu1RMqKOV3htTtFRKeKWHw5C6NiVgnR11C1YK6onsuasyLPo/aOtqeffnqFA1/AMgCwHXfcEQsWLGhZvnjxYuy4447LpVHvCPMeJoFebmLmk4+C7vk7OElN/lchyZk152pbxSTxibW2wpWLNsQVizbA/yxdFT9/dh7OefouPDawOv5d70FdxVjSqGGgGSOupuCKhq6wqfflAJirAZYwKOWAfx+AsGL1et8oVyDRDQA617G2eC/d/mVCG87TJOwE20+g7XaR9BNsnzDsQJiwEv5+IDFyua4w87bHHYYrFm0QAFYDwiQINTJAzE2u+3QFTVt02dEQGzr29EOFrPaX0gaAMRO0DgEYgjCRu0T2NcH8lVO2jiQDFpBN+cGbk7AvFOdfdoIIhs9hCAMnjsbkgZpylCrOavTYyVK4XDYYUZ0R1bWdhHJGiQJ87TIXUYMFYZTaDSRBVQ3IFQPWIeGeAwe6XF0wT9c1eQumbo0sz10ggfsa+QHV1XnxkVIr0tJy76iVxWW213Y9t7yKk9MyECbRKiHvLGGJcbIPMaWIKc0XZB4iwjUKwt5eE01lxIysw4IYEPWRRVJHYq52Viik00I9tFFv91tiaX5HLMwybgfE7KOkKgJRP9AYC//7qi0Hlbht97rQ51EJT3c0J/VtErDjQhhpyRgOjuZbFSnWqC1+w20qs1tu+7qvS5YTCvFOSeTAF1QBDDjwpbUFX6lVNm69h6UiHKJkffidhWU6wgiXF+ZwgMu+BGXjpSuwHMnW8ZktyHHzj7AvtmN1rnh3GRAKgFlRkr69GiK3gi9PGXTvg/We7plFv5gz4OWd2kFOfRgBy0XCAlriqI3a22UjBmDMbJNG8/b666+jq6truTTqnWIkJSiOsM/HD8SlW38EAMBpiUfMdhYaBoQ5ICbiCDe8fzxueN9Y/PTLH8NSrXBX/7p4bmAC+tMYvUkFFZmi3rDFnwggTaDURL6yCEc2+W5RPrSDYa7TLHqhXMerCtsUOt/8xRc9dZSXu3UDCHMGyEJgJoKX3d9IE1tFJwvUZuz1ZfT84m7c8L6xueihACGmbNJtbjMhgUSdLfiywMupH7ptQoEDMw4Mb2JVjII5+qG7fBJ29kT8poAw//16TzMy1TG0YEa7j/1uA3qQo6568OYpQ8jlenmKYgjsOPhrJ4hZLTLrVXXfqRBortKZB+4ovKdwwiFykxByn4Pv/bTt97ARUfKqiGKEFENnDlD5SBRa63YVwZUElwIuSbpFvKPOFUyQ/YhJ5WqFOfDlaYnWBLSPoI3a22uinqLSqzMhDkUgtWzP2WC2+RGzsfnhs3O/T6AAvrJuJWc50EXIRnsRTPBdfy4EtKshSACPG4N/ff2DqC6HZ807c8JDlYHB4kQ9158bR0ZMCrM2ufYNt6mtBX0VBX0fGCZXLojg5MZB58x0YEZpM867v8tiwT3iIhBzJoJlDnB5FkHYb4p8X5q75ixKFJ67FLCHm5WAr9bjZiAsN3cogiv/vg348ufX+e1tTpinHjqxDQu8cuDLXqNbHq5fsY1WwNeoLQ8bdg7YXnvtBQAgInz5y19GtVr165RSeOihh7DNNtss/xau5EZS4oY5P4eGxgdOPwIfPuhe/HPrwIujtPeQZd4+RkM3oT74PkTznwA3E/zh1z/C3+pdeKk5DouaHehPYyRaIiINITW0EkBTIOozCeGVJYCODNUMCAZBxbb4pW2gBkyIgzPedxGADfZ+sM4XaPW0CQIUWjnobpDwA5oppkgkwK4uSej9spK6fNfD9jwhhctEwRqWvOIutQlDOVyqO5CwNLRDm/+lINDQETQLD7gcGDNNyq7D1fwK+yFzGQwpNJiFzwUjYghhxFRIwKhMMoG1AWHPfmX55YyQMlFOIxnMMEqBCEQ52DTa/rHKFplAhwNSbjLHtq05kZZsMuVBGGX7MMG0gbJ9fCQ1eETMtoSoNzG5BJIAbWiIxGQO5MRbXJ05C+CIbN04Ke3zwIZWwoT0Xy8a4EWwA67hbWkm6DZ5YA5o5eq92TzALKqlc++LIhrldbsYGq2iG4oJkhg9YgAP19fCepVX0ccVKBboFElOndPdW5AYloDHqL01duP8MzB9y1PRO3kcUkvTVZ2GYvzsActHaGfzw2dDNm2ULTG5lkIhiywDgcPD5qCGfbEFXSzIOE1zE+p8X647YiQdWd/w0s6TMO/Qi7B0OQQJMscfWwoffPQoR1Ejymh2hTpg42Q/Fsj2CfRTrzkPz+x30nJoq8vltZ+DyJfvp1LOqPnh+OeEILSNglnwJdadMsJGuB998FkCrBDk9wbfZRjSL4ucOQuBWzvan1smyIwjBbpAmdCGS1loa2VzgXB5EZS1A2cFmmEY/cqOqY0ok8o+gwSau22J267+AQBg2umHAbCCHKNRsFF7G23YI/nYsWMxduxYMDN6enr857Fjx2L11VfHwQcfjJ/+9KdvZltXLtO2sLLWmD55UyjWuPvU72H25LuybULPEwnElOFhDUb81Cugzg5AEPp1E88kk/DvZg9SFhDEaCQRUhaoRApaCUT9JvoFgqfHuBwfp+ZE4cAXUgTCAcVZ2GG28XyRo10UO+aiuUEjtLCeiaMotnjvKBcF88UgLcUirBEGACYbjOz7bLkZ+23+l4982SRvdmIbmdy8y/spq3mRi3AFqKIdjT9UHDQvNyDxcq0f5Cmmic48zhZgCbvOeXYNLTF7PnIRLweanNc9yN3wIh3uGG5C5a7dTwizY5U60dkARNnfzDzEZVEvf3FU+kxQSFuyINwNsEBr9Gs4HZ4DWu3ohsPJi3FRsKJaoYuCxZT6ZbO22gk1SlChFDVKfLSsXaRLloC9UXvrTQwkJtcy+O0sL9vsq7MzKnnCWS1HZ4Hnvv1vDBkdMaQhAnB5l5SYvpsjCR1ZAKaB+irA1Ys2Rn8bkZkRmYuCe9CYAa8cFc+NHyXgoUIpekQd3SUgbMMzZ4OT5fN7+OPt38jfS4YfN5koU4wsjp8uR0mpLAeJTWTmle1XGXlDBrucdgNNWR8ZvgbJBcxAksgfq2ybdp8D2mbuVbZPWXRrMDBUBr6K9NsyqqE97m1X/8AqS2vce+rluPfUy9ufa9RG7S2yYUfAfvjDHwIApk6diuOPP36UbjiEsdJgnfhcphQKmtkXVHadtYt+kSDstvY03PjcvUg4hQLjtSu7MOlLC8BJitd0gueakzCgYuNZZ0I9iVGNU0zq7sWzfVVUlhDGPs2ojyfjNVUmUTyqM0RT+/O2eKzcoKeyAcXQDzLvpM8Bs+YGJJ/EqoPjhANp7qaUdMhAeyUiuz9JU2kJgGljUPeEotjeQ4V3/+owPPbZy70CnqEcAk1mNC31cEHa7dUOXfTLNF8gYdGiOEc2akRkZOWFYLAik8+F1ksUwsw0zO1ygxln+0ttzqndxGj5RMJ22O08k4/FDFURZuKQci4yBTLiGCwYOVxClKOlFuWtyUbPMkoOfIK6P0Tw/ecnMOwndeEz56Oxi3sx5+mLMX3aafakRj7fRbQyOXrOALiLjDpFRMPvBAkNMGHi9++AONVEwVRhUC8O8e7JSwK1TAXKgSwFyslxFympTunQy8W7YwQKiKHCoacbkkZMKb78t/tQowSKBWoiRaIT1BFDs2hRRnT0xP3WvwOj9jbbvxcgakxCoiivHvoGbYtDZxt8pNgL4rSYoCy30v0mi9v46Cnsb8Q4PRjC0OWCibyqSugKoGNDX290Aj94dBtsusWz2GgZr2PrfS9C3KchfVQ9oCPb8/oPAvlJuRNiAlCjFDVKMTHqhSwoCq530cUY8zJBRyMWdG5rpLLSLA5o5XKygtwvCt57EBbQ4cCM+y+f2XqONg5LL3YR3hsPmhmsneOJ8p1ZOBC11AobwlpUAgNBJDeeAzkAne3b5hhlx3dqjeFcwh0/jH45Y87fzyL4sutYu8+6Jc/rydkfwhN7X+HnBIq1/6E88eMtMPVL9wx9f95uC38zK4KtSG0ZgWmt8cQTT+DVV1+F1vl+ZLvttntb2jTiXuvUU09d5pNNmDBhRNsTEe6//35MmTJlmc/5dhkrhRtffBAzpm4FVsrno2wz/7MYh2e81991GA6oTV9zc/z++bsBADdv+hN8ZsE2uP75e3BnowdLlSlAWZEKS5MqNBOW1qvYaa3H8fTja6C+msbUX/0b9SnjsXjdCipLtcnZsTTELG8nHOhgB/J8x0dus0KnG4I3D8pcJxqCr9KbMsgvt7jOgSwAnnbGwaTB14bKJh7rzbwb4rPC32tAIwGjwYSEBRbpTixQXahR6kEY4CbQlFOiA7IomMvrUspOxKX2zQ0n5j5qRtk+5tIoGwcJEJGhxEE7yfpy6tKUH1wACB4WpcmpjLn30AyWAiJRULXIMPESgBVDVYUBZW6SoczszVNvLPhy+Sbmu3XL7AkdQLPrvQBHoXcmP/FiWwCafAfOROAJPdh5x3MRWe+8ny6E3lwSpoac0nkPrwucCQFmNp/J8C5dnTgQkPLgORhhVyz8g19uWVkDQ20BIwe2Biu87M/hJwMCFVJQEFAskEDipqXvx47djxgFTghflNmdz+WE/eyJD2Kf9e9qe45RewuspxsukuydDEFR+2U1Txt3+ZaWlpdN9uGjSqSLv7eSZ5ddn0SmoC8x2PGT7TLVKX0OWHUx0JjIaPZVcP/AVPzu/i/gsi1Gzm6J+40QUNHZF7aRSsYV41iLgEoFVYog0UBMKTqpgaaQ+PydB+PnW18JAKgsNuA37h1x89razfNOxke3OzufK+3MUhEd9dCDBkc9DHO/2jgcd9jtPJRICOWNA4n3cEx1nHoitPDgnQWgK4ww5vKv7Dk8CyfML4uM4FGOflgWuQry4dpdQ649unAt/ji2DeGysmhbCfjKXUO4uWbT/+PBXEkSlycuILD+fvNRDCyP2jvT7rzzTuyzzz549tlnzVwhMCKCKsnT/P3vfz/i8+yyyy4jKse1TG6ja6+9Fr/61a/w3HPPodnM1+S4//772+63aNEiXHLJJRg7duyQ52BmHH744aU3ZqUw1ph2+mGYpMwkyUW+Oi4dZ1dnD8HiP6yHcbs/k9tdgqDA+L/n78RCneCF9F0AsjwVzQYMpEri/+ZthahPQFcZ6B9AZUENNKVicwZMXlDO89i2zZzrvEulZENvlePsg00Uq6zTLIIyx9sGbI5PsH24bcFD4c1591wkrPB8TJ+8Ka5/4T6kdnau2EnPR+jTVfSrKqRkJCwRk/ITapfvZXLABARM1EpksbeMdsgEpbNJdqiAWKwLJgWjmcpsHSMQ4wDI5piBgSlXn+8LNU+98gJAmvs0nPwG2ZuAEoW5D5yO6Vudjrn35B0lO+56HlSNfC4GW6l4LZF5yq0UoKMgmu/LXqP7aku8pWayYMCZe3pCMGcmpiUPXySgOmOk3RGi3qAfEcjyBDXyeYODCaIUCjMDrRGwMjPKl+3XF6Nh5u/wKU8uFwzIomVhREuxQJ1j9FAdn+h5EE1IQ2EsaZOCwPKqzTRqb9C0QtpBYAnzu9YESt84AAPD5G3lItLcSgG223o6n/v1ucdD5AEZu5xQkOmDhNkGkYCKbWRFA5UlGiIRgCI8tGQt1FWMZTIHFuEm6oV1ZdGZAg15kx8cid9/+QIvblOjBB8e94TfXDSA3jWBaDnXVy1G+HPWDkTownJrjz8/GRus9WJ2bBsRzO1f1obwPLkIl4mEUXHfNsCr7TW0nHAQ+mFuOyrffziO18GcsGV0xbCul9smWO6jXwjmVIHCoQNfAgJbz/800t+tgntPvdwqKGss+d91gE+3b9KovTPs0EMPxbRp0/CHP/wBa6yxBsqEBIu2xx57jOgcRITHH38c66677rD3GTEA+853voOTTz4Z++23H373u99h//33x5NPPol77rkHRxxxxJD7f+5zn8Oqq646rHMdeeSRI23eCmO/+OcDGNfzEOSpAjMmb44Za24JsEZVWoBqCwHOfeEBaNyHGWpLu9g8GAk0EmYs1gqLdIx/pz0YUDFSLZFqgVRJJKmEUgKVhQKVRcBav3wGj547Ge89/llMjCUak2oQDdMBETtPakljixEswEfBvDnPZdGL5QBVWRGlMo52sQMu+yEUvW25zfORMBICnKb+3rEyXq6UFRQYCQh1W+/LRb36dQUCDEGGDqhsEeaygrcm2GI7eAuogAxshTliAgxtPc0GrBGk1EAq/X1nq5RGks2ESRsBCXepU64+32zrgBEwLK/6TXd/y78vgi8gi3axJIgmg2OYyRtRFt1KdEn+AwKPaXBfGJncfGGfUIAjU78KtrGAjyMBSjRuv+4ETN/qdLvOAbpCkW+yrl9HQ9TaAjILwi1lJ5eAbU0xQ4GhSp6nEBuGgmJ+fcl8QRBDciaGUU45zIqAO3MCGi4/TFmKYQJY4Q3CRBow/gw74TRiHNn+DnyNRr/efksnT0Ray4CNKf3xxgEYC8r9htxfoQBKA5EI3yebTZzianagEiBhf+8MAcRmva5IqJp1DilAVQnVBUBjNeDR11fD+ya9PKL2b73vRZBN6z9ybbXOu6ICb+4FGEeeVaSFIEw9537E+5u6eZIZXaKBZxqr4N1nz0bHvwE1FmisnqJZXb6OWtGfQHcEwFPAqyD66I8T2tA6GwfdK+hEijmjWR524aSOdujy9oLHoGV8BvKMgcDYR8eQ7RNSBXNRLPZzkXD/HAWx6Az1jgHOjjlSy1EPCyCr5YI4L7oRgi8b/QrBV+jcdmyY6ZM3xVh6EsCTmP79TQEAH/vHYnxB/hrDm42+jRY6XFYEW5HaMkx7/PHHce2112L99dcf0X4vv/zysPFKT0/PiNs14szVyy67DFdeeSW++93volKp4MQTT8TNN9+Mo446CosXLx50X631sC8GAJYuXToiNLkiWcIKKRQUa3T+eTWzkEQmf6oUHrtyi1x4nARh0XXrImGFhBl9DLyuq/i36jagwSqzeZU+TUgGYoimGZw/d9u9+N3238PCH48zx0s0Kq/3QzYUKHE5YEEji8Ia7m/ZAOk+a41c6F9pn3TcknwbDkrus4uahQm6ZcAOJW0DTCcM5Aa4XDTxhg2QsIJiRsIaCRMSNvlfTmyjX1V8tEsFwhtAPr9HBJEtJzEvycghO4phGPUCYIEd+6hYLBQiaUGwsDMS59QUQcjIrifJ+c8EgBjr/PTc1vsyAvvTjSeZSKhiqJqAjiibOOYmR+blPe2OIms/D5bwn8kMZ9u44qVmm4B+5K5bED6y54XtPbYh5bC4LPhcJsYBANorHJq/bo1j14QgqazQcrEaQiZNn78JxcLMRRN+v6zIsnmWzPKKzXN5WXWXAjf/nkZl6FcU+8W1VyCqI1fwfJgVK9raFofOLnWSkeZMObCo1OecHF7unQ1gcL+9IIrCwjhhOCKwFNC1CKoWIa2SLdAO6IjQ9ZIGNQWW9tYwteP1EV2DSIBMPRBB34AMDJT19WH0y03yKzEmiAgSjNiK1GzR9QxqrwFJF9CcqE2fuZx/EnMfON18D9q8yNbKdFLzOWdkOHaFuU1ASw2wnXaelTmtXJ9bZvY7bOkXC32fE1YJXznwVTxm+L4NcKJUZfu2G4+L7R4q+tVubB/MguiXpx4WwVdYbDms/xXY9Mmb5mqLupcg7ceFUXtn2wc/+EE88cQTQ28Y2H777TciOuEXvvAFjBkzZkTnGDEAe+6557zcfEdHB5YuXQoA+OIXv4if//znIz3cO9oUM1Io/Hr9G30HAdaIJk3A6wdvjSdmXJlRpNjI0d+x2a+ySSMDdR2hzhU0dAzNhEioPN1tQCLqN4Peu+LX0ccxxnzyWVCqzYRAyqCgbklnEw6Gg0SeWtZpC77C9cE1+k4wBGN+O2497nCtZNAwgg0acoN18ZdNf2G1jhgaZoLdDPK9FISNKmTgS3H7n4GjIQKt+V45tmYbtUQAiKQTWjHoxgM2C66yHWAmTqFIhou+LYfckttvOBEcBW7VgPIZCDPm6YYWkJlG5O99KQ7weQHIR7CK3zObyYOuCET9Ktt2sOchVM20eYHDSjIvmCyZ4froV267PCArBnlNza4CECvWBQs+C3DuJZHVBpu+ziPYIO6FBPtIba4GGAX1wUYpiCuETZz8PGSDcwqIbwQbb/bV2fkJedg1cCHa7KPjyH6jRTxTSjMzIjcsTJRDVyPoioB2FES7i2wwZL+AWlDFezpebD3OIBbWE/RgxYGvoB3eio9zuI4ZHRT731mNUqweLUL/ZEbS7SjUDKg3QRU07MNyNDiULLPvhcjW2esIW+YKUZefr/z+ZLXcQhriEG0fab/onFaagUajdP8W5cfivKGdDWeMH6y9Ov8dlNX8amdbz/80XKFqp5hMUgIkcP1G45e5RuSoDd/OPfdcbLXVVujp6cGqq66KPfbYA//85z9z2zAzTjvtNEyePBkdHR3YYYcd8I9//CO3TaPRwJFHHolJkyahq6sLu+++O55//vlhteHII4/Ecccdhx/96Ee477778NBDD+VeZfbDH/5wRFGtyy+/HJMmTRr29sAyALDVV18dr79uPGJTpkzBnXfeCQB4+umnUUxuG8oee+wxXHnllTjrrLNwxhln5F4ru1Up8nlfCSsc9cQ/8YlHFuJj/1iM6x68GX/71qVIAq7U3BcfxMcffs1Ev6ChwKjbyE2frvpCwVEwQhMxkBJ0BHS+qrFIdSImDYojiL4GKgsGjKtf2zyw1HrwihZ6JcNl7TrYwOOU7c9ZRCwXHVNZcnLL8XUA0ApexNxnzmbI7nMAKF1E8dpb/gcDnKCfUyTQqDMjYQO43EQ4JoVEC5/z5cBXEUAJMhSwItAy9x25vK+ydV64gwUqUiGSClJqG9Uqgq7wGCH4Cv/SG46CucPLeibYkUXAgoiX97YHgKzEk5lNsuCpUO6v8HSd4ByAF+EwXnrzbFZe6x8ZEB80PyGMfoXgZ/CBVoLDOrUtr3C7ornJ4WBRMSCLnhZBWo8YAADst/cRmCD780DfytG7qFlMKT65bvmAMWpvvd19zbE24mOf8WV0lGxx6GyjVpuyd5g5WiOAXDQppKh5K/TTuchzmZEpiK4jAVUlL8BhJPVNvavuZwmV1yXWjhdgo/87bdjXIty9GCyPCmgPvKwqrnOwfOJTB6CLFCQY74oUxokBHLv7dUi7NRAxwATqG1LWYpmtpfAyUOgPgwshMuqNjiIvJWpBf/XH278RfMdu/zZgGWidoRVBWNhBufdlgK1oocPUH4/MvY+iXKFuAK3zg3bHHMqGAz59+8wrJzkfzAnYqki3K6o8fa8vYezHHs9K1UjpXy4K5lWpV2RzdTFXpNcI7Pbbb8cRRxyBO++8EzfffDPSNMWuu+6Kvr4+v83555+Piy++GN/97ndxzz33YPXVV8cuu+ziAzwAcMwxx+C3v/0tfvGLX2DevHno7e3FJz7xiWHpRHzqU5/Co48+igMOOABbbbUVNttsM2y++eb+73DtiSeewNy5czEwYMbskWKeoo04B2ynnXbCddddhy222AIHHnggZs6ciWuvvRb33nuvL9Y8HLvqqqtw2GGHYdKkSVh99dVzSXFEhG9961uD7L3imySB2BZP1WB8tGMpRIeRakqYoaGhmCGdKhwBh459Cg1PnzOFgxNIJCwxNhpAwhKRUKgr87X1dNXxeqUGoQTG/PkJrBe/hgkyBXXUzICRWCpBFAhGFFUM3TIgS+IGWr1xYbJM0eNU7KTDgTfnLSyhNZRRFMo8i/6vziskWlv0hw3Qz3egzhqKgQoRFMgqyZGnfMWkoG3Olxjkx1OTKfrTGFIYxUJWwlPDsiBgWSSFzS1Ato0kIJIaSguT+6UoA2ECKKok+gcC2R8wUFaTbKTmKIiyydCu+LK7DS7ihTzoKs3x4nDbAHxxMGFp11yyx2Fbq66egjsrIB81bbNf8bnz4hz5PDA3sTB6mBqSDG1XE0Exe40PwIIkIggEtMTgemVw/8N9tJeqN3ldjh5s9tEAw6shhoArzBfT1sGyqlyK657aBD/71euos8YCRehvcwsGi9aO2ttjD1w2E+8/YXYGkkZgWxw6G6QAGVD2CDD0YO2YC8jlcvluwD/vJf1YYZH/PYcTa0tX0xH5tCti+JpjXa9oVJcQjrngMCRrAdhjeNfkC7V7pw6G72CR0jrcbLRbCOCuh1EjwgTZQJ0ZXcTYquNpcFUDMQNNgdqrAutecjGeOubY4Z1nONcRjkntaJO5Hey9tSqCBABpik8+9GXcsybw1PNrYN21XjLb+LGuzbGcUxQwY4QOcmLLRDBC2mH4HYd9c25ZcX+7XxxBddfy68L9ixYeZzDKY7ttyixwwnoKp13GWoObTYiODnCaZGNC4HjzOW13PphfHp5fmO323HBTAE8N3aZRW2a78cYbc59/+MMfYtVVV8V9992H7bbbDsyMSy65BCeffLLHENdccw1WW201/OxnP8MhhxyCxYsX4+qrr8ZPfvITfPSjHwUA/PSnP8W73vUu/PGPf8T06dMHbcPTTz/9hq7h9ddfx957741bb701J7bxla98BePGjcNFF120TMcdMQC78sorvYb+oYceigkTJmDevHn45Cc/iUMPPXTYxznrrLNw9tln46ST3nj1+hXRdpx1EO47+2oAxvtuKHEc1KMwn6VdB9amVlhAndNMnionSKNqR8aGisBMWLWrF0vGdSDpisBKYa2I0U0doGo1Sw7W7RMTmMhz2s2C9t6pth1wmUew3XZORtyZa6MIFBQLwIpZG08o4L1eXvUr6KTnbfYLLGEgYZi8L2RjQwyVU61TIEP+YmqhkLnPvgivz+mCnVQ7EJb/WzRBmfKdmzQTAApquRgVRAa7qFcAwsh9LoKf5WAuVyVXuygYSEvBV5t2FMGXWc9Wba34bAT7W0DOAkhW7YZINGQzbXEOlFq4ztZDyueEZVL0c158wNbfM785uL+BGcGL4HObOYIDXua0XArAR2IKRoa+jyvoEg38K5VYXTJiW4hZOCGOAHSF5RNGbcUxH/UZ4W9UNvNOEAfgfHH08DcKoBjIbSc7b9aVnDAEYSGQE3Y/CwJFYmphRQNANMCI+0b4rA8SfctFlHIrXMfHOSBBglAlgU4iJNCA0FiDNFDVgGCIxREqi4B043Zui2W0MNo/FPhy7RcERJFhNTADlRgTPvMC0AsPvlgAoq7BUQEclIH3ZfW3lLW1RcG2FZxwu85vpOdeBmq437cIEgvRL9YMSNlS86vlekqMLEWUtc7oiKNa9MtkS5YsyX2uVquoVqtD7ue0IlxZqsSiIx4AAQAASURBVKeffhovv/wydt1119yxtt9+e9xxxx045JBDcN999yFJktw2kydPxvvf/37ccccdQwKwN1rKaubMmYiiCM899xze+973+uV77703Zs6cucwAbMQ/byEEoqDo4Wc/+1l85zvfwVFHHYVKpTLs4yxcuBCf+cxnRnr6lcYmXnMv3v2rw3zdidAS1p5mqDgDZQlr1Fmhzoy6laZO2ETATBKyQkwmkhJJhTU7F+MDaz+L+rpNYLVV8Pkp2+K/3rMD0FEDiEweWKLMX8U5BadcZEppC4aQXxe8Zze4CNHa0bWjD4TrnJqSUoVOVmfrnRUTjVkbGoLdl5PUeMaUBiepbSoH0Q1C4qIRNvJVowQxZaHqUPHQRMYM1cvl2rh8Gye0IYU2lEKdURa1DtuYgTNnwu6nmZAqAaVEJuhhc73yt9LdM8poiRS8lgcNMUhkIob3fBtFwQx8hdTEUGCj+Cp6VzPqlKUnFqgsfj+YdU7xjVI1fC95aO0SyQUBJHBfQ3n6YQwBAYIkgoSJTAoAMZm8MPcKzS93jtPCvELaXC6zjgelIYbvHZCKKfX7v666sNT+HDxdMcgTc06EHzz2keHcmVF7C+2hi2cawDQCGfqt9r/YKCem2W+NNEM2LRXRgi8KItOh+EZGX0OODux+h9k2FvAUJ/gMPyaw7WPcOXVMaIwVEAkj7teoLRi+yiC5tgftzvoBlEdvQgEOS4Nz4wBJiRgCuzz4RXzw2mMxQVTw2ffsjLXWfB0y1qgsJqgqED3UNew2Dus67Jhp/rq8I+d0KoAER98TluYWSSCOQLUaRE83dtv0FH9cubSJm+7+FkSiIBLVCu6WpR8EsnGzMPaWHj9UF3LRL8d0eTuD7OGcAAjus13mImLKlBt54idb2HpfBXMDq42QcSj65USbbF7Yim7hdGlFeQHAu971LowdO9a/zj136LkJM+PYY4/Ftttui/e///0AjNIgAKy22mq5bVdbbTW/7uWXX0alUsH48ePbbjOUPfnkkzjyyCPx0Y9+FLvssguOOuooPPnkk8Pa96abbsJ5552HtdZaK7d8gw02wLPPPjusY5TZMtUBW7RoEe6+++7SitJf+tKXhnWMz3zmM7jppptGFDVbqYwE1j/uHojPChvJyBR3BMhPCiURBIRRTAQjASNhU7eqaeXTVUBlioSC0gJjawOoiBR9aQWdYweQrNaNyqvjgK4OII58R0ypcaVyJNC29kGZx0qXvKdgFqoKy4ayYoRLtvHkO3phOGC4Oh9pagBXwdu1+A/rocF3QMNEL2KwTxuLoVG3h3ITXTcRNuWxlY8wChuJctENHwUjBlNWE8zIz7vLsl7awN2sYSiG0u3LBK0FVCrgKHwktL11DC3IRMX8rXTfh5+9wO3IicTUH56PZ/YfujhzmWkZTNZgPPc549a8Ll/8cygLBn8WgItymcHdXhfDJ5U7mpVoBI3QhQlDOKEgAbClGoZS9KDsuRIEYlMHjITGN9eZhutfuM/IEZO2uX/meCGwCi0EYeGlO+qiB1KU0VCdxLw/RoGG6EzZvEO3bQwFSdoDskW6aurTuTphrq3EtqadyDkSRm3FMVN3cQTbK/hSDu434mo3hlLzDpgZR4zt1zUF4MwWORcB4AEy0OX6d7sfKDgvYMCe6w9S9qCLtPB1JCtLk5HdDNdulXe4UBvBBJYEgsiDGsB7PDpFBRP2fBYTO/+NPY/7EIABfG6te3HBc7th1f+nEfdpyMYI+Z/DuIYiDbEFzAgCtO0lXI6Rq18YRSZSU63kQIXobwAw5UJmvPskqIndfl0uKui6jvCy2kXiiuDLLStzjhb3C68llmApslzxoW6pu9Z2bRoKTJYVYC5z4AKGfujmAtbxuv4X7weG0IhhzUZxeOjy16M2AvvXv/6VU/0bTvTrq1/9Kh566CHMmzevZV1xfsrM7eesI9gGAObOnYvdd98dm222GT784Q+DmXHHHXfgfe97H6677jrssssug+7f19eHzs7OluWvvfbasK67nY0YgF133XXYd9990dfXh56enpbcrcEA2He+8x3/fv3118cpp5yCO++8ExtvvDHiOF/s8aijjhpp01ZIm77m5pj5xD+wa0cdmpWfCBbNURIVA00IJD4CFvlJniCNpo4ghdl/QMXQLDC2sw5Rj4DuTk/z8zVCmIHUxGYc5aFFnc4O0MRcLgcezkJ9gm9QO2RQUYRCJxzmbxXbURQICcU2XMFF1njm1A9i6ul3ASTw2Pc3w6Xv/qmhpgCIYQpYJ0GbZJCcEYvUR7dCi4VGQ5u8HAfE/H0HQwdiHGqQRHvNZIs4A1JoHwEjw8mDVgJCBoOx1KaWGRkQl1EaczOpDIPZWxUWbR6ufWSPCwDYW1GWA9D2oloXtdCHXNsCD72fFIabOTAWbKOqErKeDj1YA62R0rL1ZMAXKwAkIElAF4qDuUe6nbN3JFO5Ys2vshpg5ftlghyuwHKdW4veOhqiA3mjKogrqDFACljnuxfh6a8e13azaQdejKhhfwZuTuijzhY0hb8jDqJeLecMJ6qUW95ScytcF/z+XPSNAxqi7FdQFaOYqGNC/+pVTPnv8/HsAUP3OT4KPsTv2Y9RoagIEcj9MqUEEgP8PnD6EVi18hCoswNCKeiBOt5VWYDVJi9CVJ8A2dB4dsYyFoweyspAT/FzFGV5a57SSUAkQVqjMXksAGDnnc7FLf+clTsOE2U5fm0A1lD3srRN7cyNySV9qRNJGvJUVCgEHR5zuO0olqEpnqMs1zxQjR6xsbbUw9E82uVhY8aMGZHs+pFHHonf//73+POf/5yLJK2++uoATJRrjTXW8MtfffVVHxVbffXV0Ww2sXDhwlwU7NVXX/Wq7IPZ1772NcycOROzZs1qWX7SSScNCcC22247/PjHP8aZZ54JwGAdrTUuuOAC7LjjjkOev52NGIAdd9xxOOCAA3DOOeeUIsLBbPbs2bnP3d3duP3223H77bfnlhPROwOAkfGZz17vvdjtxQdtHooZXEKFtoQVGjC1vxIQEhZIOEK/LR6sIFAVCYTtdJqphKgy+lODvCfU+qEXCSCOAQSeSkdBsPQuFqJ8xjmcTtMlAgsyH4gMd1pwfrY62LHKPHRBO4uduS+8COQUjx75yvfwsdOnAazxxIwrkbDCax68EWpkBBIMg0SjTgzF5KMHYd6XK54rrKS4YBO1yuU5BblgghipFhCCS8ZkM2ty4CuWClVpPHWRjNGwwIO1jdBIA9BSyeU89DIs5lYJDHtC5PexEzto9kpn3gLltRZVw4KVgvQQIBJAdgFpNjRDAeN9998xADIKnroqEfU2bbQ2OHZAGWm5EdpRRG1hbiGy3EAAUIARuFKYMXlzzHnxASQMKwFvQOCg/tDgul0GnwJ70Y7wOjRnghwg0TY3zIEybUVhXHTLRbucYIzLUXRmgJeGgoSERmU0ArZC2j/Om4mNvjm7zL/mbav9L0Z1qSl4riPrKHO/OZdHBhOJCvVWMr9MkF/pHsFAoIMY+ZTflp+vjYLZY5mom5HS19KAMJkw5EAK0SWhqqZMhEiBCffFwAHDvBnu5zBYZMSOKY4NQZZWwUKYayJTaoIBTHyoD7TaKuZ3LgRkhxGKiKXCK18YwJg5XRj36NBOjxGZc/wVr6GdgIUMhSAM+GIiIBK49eavAQDkQIoZG30Duhpj7gOno77uRMiBFJQOA2QNtp6LfaVrf2G7ECgVo2aNBEJpcC0/LWxx2BbHewFzT0Iaqdu23XwgBFPFawgBWVj3Kyy27Op/wdT5KrVCgekWk2Jknra3y2z/sMLYCNvCzDjyyCPx29/+Fn/605+wzjrr5Navs846WH311XHzzTd7RcJms4nbb78d5513HgBgyy23RBzHuPnmm/HZz34WAPDSSy/h73//O84///wh2/Doo4/iV7/6VcvyAw44AJdccsmQ+19wwQXYYYcdcO+996LZbOLEE0/EP/7xDyxYsAB//etfh9y/nY0YgL3wwgs46qijRgy+gDeuRLIyGgkz2QZgo1/IeeMVs8kHY0aTDfVNQXgKovOMS2gkkKiIFF2VJmoyRWpH6HW7X8cTixmoVk2nU28CHdUsegQASoO0NiAs7BjbRDf8JNvx81toF/YvU75TL3rWyjyw/kRkc8pKtvfFmoNoGWss/sN6AO7z9T8UazTYoJeEDQXR5fgktueqsPKTXpdLp+19FWF0jBQggIQFYmGBlhPlQF4+3tASgaIIR3j5sVCoWQDWH1XscjLq+8p8VUSAjDRUwx6LzTZ5BFi4PQwLfAlTr7wALHl40TA3LkrKxCuAXN5XjnqYu7DgMAH4YKLcZ4Cy/BPkJ4fFawGMt7zyar/l99nBthI7qZPsWQPy1FenfOgPZCdy1sPJzIYaZMMHHzj9CPztW5d6RURn0gIrwOQROsEcGTyTTrRD+q+lHIQNxwzYd8cri4SLHJURQCbGAaOqWhbBHbUVw2QdkH2tXq4PfPliiBSo1DVkkhU9Z4kAfAVRMMWGShuq2wG535Y3IuNU0UBOo8U54EIaV85TYv4TqYZITWFjHRPi3hSUasRLU6QdFci6RtTPWLTz8CIHLvpVFObxzjSijDmTa282NrHWIOkEE8xx0lXGQPbWgVoPqJmiyRKJkojv6UbPc03IhsK+dx2E//ngVQCAbT91ITperuPmv35zWO1uMRdBdESPdvQ/3/4MBLnxk5iB/gZmrHUU5jz/HYjeOlR3zVwHANG0+dmhNKszyvro0shYyI0O2zCctAAHvoAMOKYK/etPRHVho4ThEJzfp1fZa3TLyp7N4UbDnNnxPpSeZ63t2JD1e8UC122toI5IwXxjNBL21tgRRxyBn/3sZ/jd736Hnp4en7M1duxYdHR0gIhwzDHH4JxzzsEGG2yADTbYwAd49tlnH7/tgQceiOOOOw4TJ07EhAkTcPzxx2PjjTf2qoiD2SqrrIL58+djgw02yC2fP38+Vl111SH332ijjfDQQw/hsssug5QSfX192GuvvXDEEUfkonYjtRE/gdOnT8e99967zCd0dsYZZ6C/v1W1aGBg4B1RB6xo0ydv2tZT45QPNQz90IEwZw4EaDYRnI44QU0mGF/pR1NJrFJZCm407MEUwDrfgbrJoqvNBPgOlQoddluPpfN0+ffUuj78PJi5TlAE+7m/g3TirBl3bPYrE0W0nXFqR60kGBtcjl1MhAqFuVxOYCN/jjC6BcCq0Jn3kXCRFvcdkAddUgw+uERCoyZT1GRqjhNUUWVlgLnWZCmlxWMFVJCy0zAZT7YiUFNg6hUXYuqVFwzankxQA/4+F8FX2/2APJgOJ3XBhMM2LbevL3MQJtvb47AgNFft9M/QnMfPb98rOepr+MwIW5C5ZTu7zr4mfv8OSBKIIBGT8OIaIhDeEIW/ob0VQ7UrDJ5AllIYw5pgo7Zi2sMXzoRs5Jd98IsXIxpgU9zYgS/FEIqzGmL2d+ll5+02ztrhewrBgVtW5iwpoQz7shHKiH6wBHQEyP4UpJSlBQMcEaLeJt6z6XPDugdMsOAFwThTbDjlXuwmw4WxhG1f/3+/vgppTwyOTY0trsa49Jmd0EglOl9lyHqK6LU+fG6Vu/y+8359PGRv4csYibXLfW0X0ckpydqam6kC+gfw1CHG63/jw2eb+67MgW+57euD9LutADo7V/DZTR4Ga187VUo7BnMkwF1VyKSQk/VGzI0TRfAY3qvhRP3KomVFG0QB0QkyeWvzrI3am2OXX345Fi9ejB122AFrrLGGf/3yl7/025x44ok45phjcPjhh2PatGl44YUXcNNNN+UKIc+ePRt77LEHPvvZz+LDH/4wOjs7cd1110G20xMI7KCDDsLBBx+M8847D3/5y18wb948zJo1C4cccggOPvjgYV3H6quvjjPOOAPXX389brjhBpx11llvCHwByxAB+/jHP44TTjgBjzzySGnu1u677z6s45x++uk49NBDWyJp/f39OP3001f6OmAkjJfPRL9U23C4U+9rMmfS816gg1GhFE2OvLd8TFTHqrVeaCb0RHX09NQxIepF8v6pqDz5CpCmJhJQCzo2K1RATpbeWbFzLHrPQsDl1ucu0nZsgrPJQi4yULJfOHku6wAdsHPRtdTuqxQe/8GWUHwPNBhzXnzARr9sBBGEGpnIRWyny9oCqy5S0EyokaFnSmg4sY2wQHNK0kfBmjqCIEZEGmkJrczREhNIX+urWJQ5Io2KTBEJhcVxza5nQBkqqFaENJWI4xQi0tCqOIi4e+m81u69eZQMpQ8gReCIwXLwwcx4Wo1XNVRSy0W+3Lb+mUAwEUD2vBD5prmIqckLMAvZ+tqNshq3PgseixJUTYCFAHdUsMOM81Ejk3tC4bMAMpMWpzYWli8QAEGayZp9/ohtDRnKomDvu+oI/OOg70EzB1GoAOgCPgJW/BoUm5IR8PRUbomCmeXa/tYBFCTkzfnyfYDLT3ROlyZHth1ZG4rqmsUI2aitWBYvyX+WDUPFlQmDkozqa2QBNLTM5L+ZkBXqdcFfmf12cjmWQ0Zk3F97MuHiX9nxCAA0G9BIgK4Aoj+B6B0Ad1TAshP1iREqC/LP5GDm87/KgBeQUQ9bri1wBIaXoRT+rZoAAF2NIRLjdNOXrYa+vetYvCVDJB3o7IjwvT3/C598MGhL8w1ojBcplAWQVWruGpQ2EfpmAr14Cb7xuf8FMBO7fuhML3CxyzZn4eY7vmnH5cIxQvAVvoYLGOx3XvqMhE5Uss+elOBIQDRLKJfFdoX9Xlnkzp1/OMuAjKlTAtQc9dCLbwx1/11Tcw5iq3YYOnxde1YCFcRlKX78ptoI2zKcYsVEhNNOOw2nnXZa221qtRouvfRSXHrppSM6PwCccsop6OnpwUUXXYSvf/3rAIyM/WmnnTbsdKe//OUv+P73v4+nnnoK//u//4s111wTP/nJT7DOOutg2223HXGbgGUAYAcddBAAlEapiGhYVakB86WUqZc8+OCDvj7AO8UMDbH1IVTMUEH0S7Mpvqxswn1MKWKSnrYUU4pO2cCESh8WJR1YtbIEO3U9iv/XXMPk2gwMZNGAJPVyuJ4m5upuleXZuPdeb3uQCwoBVkgRc51zCLLKBg3f+QtActYBSxkU1A1OZ9WP/rnbFUihkFjaoYCpC1NnjRiWTsaMWBiPiIZZnpCGEspL0ZscL9PoqkigWUCRAEQTQAXQwFJVQyQ0Uha5iJm5jQRJjFqcoJFGRliDuHSCUhEpJDE6osRclrs0baJgaVPCy9JrDmiIdluTUFW4/zZvRBnw5W+rMjL1T3/h66VfG2nzu3Mqa7l1YScZBuQ8QAvAmRXXCJP8Ca2DGQvj3TfH5PwAyHaSqTVE0w6ukjKwJmEIgUXw7ryXqcqWkZmVkgJY2MkMGflqJm2U15iw9ml34lM77oZfr3+jvUzzDJSBsNab567VnCtUn1acrxEWmrCCAmURrVCWPnx2VBvXe7Em2KitmFbpNX+33vciKzHPpk5YYuXlLdggzYA2oj0a5vciGCZyqzRuvcXkDW3/yQuykg4FEOboh0yGrphb50wHf33B5czp5qTvwYSkCxB9degXX4ZYYzXoiFCfSHhptxo+2llAlkOY7zecU8Sn6ZJvhxPlIaeIE9LuAEBpXP/CfXhOGacMBEHHNmdMMfhfnRj3NCEaUIiXNFGfnHnMd97pXMTFWlsjan8BEISU/qKTMWSFpMqMs40meGAAUBq/2HEa9nseuOlvp2C3TU8BVyREwzgEqaEsdaOQQ1akb7vzBl2Dz3stjrHtwFexre6wrh8tXF/uGGXRVP9slawLlztz53X53S21yUr63kB4w6d0hM7swep/OfAlZX78KH5/o/aONiLCzJkzMXPmTCxduhQActG1oezXv/41vvjFL2LffffF/fffj4ZlnC1duhTnnHMObrjhhmVq14h7J61129dwwNf48eMxYcIEEBHe/e53Y8KECf41duxY7LLLLj7J7p1urjizsqpp4SRNgC0Is94+kK8zNCnuhSTGRrUX8d5YYfVokYluKJ1xo9MUEM67lUUScmpL4V9nJd4y3zkPZmU0RBetcJ/Dv+F2YWcYhJM9mAwoCC4fp27z6FrqNhF5CqKAoZzVSCIGo0YJNJOppyYUYlJ+EmxqgSmvMOejXzYPzIEwthREKTRioRAqF+ada2TyzogRkULFbputh/VsAWki7XgUIjQEICh/u4z7nECKQlaj2TRpH45nQq7KsFdXc8ewnoDc5MxOokxhWLY1cYw0NSU6o03ZiWCZk9w7ANp4RXUcAvbgQgXy9EYRbCdFNqAW8wgBv8zVe3EDcf92r2SbBP9czpf7mz1D2WfzbLl9MwBVrP1VZtIKeLhX6TZOETHIA8sBMwu+RkU4Vmy778qZ2HrfiyCbyFQGkUWGnDS7owKbulnuN2d+p6oz+B1r6zAJI9FFK3r3nRVpbBzIwrvfu4avO6YrAJYsxW+euB0YqGNgEqF/NYCExoAanspgKBiS+4v879krohZZEaFpjRQKPRaksbT72OvteIXQ/ZJC3KdBzRR/mhPkwmoGV2Pstsk3MWOt4Xm58xfCWS5ycXnZOOb30Wb8TRKgmYDTBOlUo+Y2Y/0TfPSe6il2/dCZmPvA6Zh73+mDt6PEhqWM2LJTfowuju0U0hmXF9M5SBnI3c8w8pXb3t33N9gAB74sbZ0cCPPNGqVy/ydaT0/PiMAXAJx11lm44oorcNVVV+VYf9tssw3uv//+ZW7LMtUBeyN2ySWXgJlxwAEH4PTTT8fYsWP9ukqlgqlTp+JDH/rQW92s5W8lg+Hqf8uuVZV0nplKmplodYkGoIE6xdAgVChFt6yjRgm6ZR3vihbg01O3xRPnTcOGL71oEpdrQU0CpQ0N0o0Nwtb3cCDMzSbLBpTQI+kUEInQMsP2Hfggg0ExEua9bSV0BzepdjWeiMBJiicu/AA07vJy8wkYC3QCSbDqdu6SCJIE3v3LwwEAH976Efxg7VtRJ4Uu0YQgRixSSDCqIvH5NO7ee9ENmyvmgVjgq3CFmTttVCss1pxaGqFmQmrFV6oiRUUqkHAgzt13e19FIfIVmgNqgu12bCiMjoLoGG8Kxn3ePwgfWhovuZaUm/CFohuuyGgIvMwgGXhDNUBKYe59p+Oj251tJm5VgmgyqKmgOiIIRx11zwYDpDRYBmCJYYqRNo1ADBxQC58Xd890XrIaQsIrbzFbIGakVky1NvuMKQVIA6OMLD1DQASKpE58Q2RO4YAm6KiHygp0GCXEfBTMWaaeqaGHqDmT1aJr7Sc0HIXRfCqzCx+djuPfO3fQc4za22eGdphFgYSlHvrosu1f3e9LMKBjgbTD9AMsjVx9ZSkjdmFWyn637lhsGbYu+jUsC6PZbOhdImWIJiAj4Gt3/hG3DowFL+1F/+pAMtH0fvVhAjBfwL3svO6nH0Zc2Cmliix3Csg55L78/o+BpjF0JIzCuyComND5KiPq11ZJUGP6Vqdj7j2nFhpEpjbmCI0SlfVDYfTLXUvx2jRMf5OmQJKCmwlYKez60ELM/Qpj+rTTzChCJudt7j/OzB+CKA+qBDIKvqeRFhpZFsnRhXWAZarYz07cpMwp2i6S1RLZKomOhSDULw9THnS2nXIRsAIjpxAVI2FdUCXpG3NffBC7rT0tL8hRqBFqWDbCgK+wRlvo+F3BbdAyFG+DrUhtGcy22GIL3HLLLRg/fjw233zzUsads6FA1D//+U9st912LcvHjBmDRYsWLXMbh9Urfec738HBBx+MWq2Wq+VVZkPxKffbbz+kqeFlf/SjH22pLP2OMeEmxwQnenjNlD+3dSoVJ3OGbiRREwm6uIE6xxDQ6BRNSGjUhKUvCMIG35wPrRlUic1ENIrKOxjXobv+KaCQ5RpSFEtw++pCfTHfgVvuTMjLamch/bDYqYYdeMEe2/syNFhbdUNtJebNKRMmVMnROc1ker1j7wIJwisAbvpnN7apNZGw9EqI3bLu824SliW5OoxIaESsPb1QeKBlgZmt8+VvUVArDAASJZFoCUiTD+b293Nuf7kOfAUgzI9fFG6avXHgS5ltSQCcGmDQrlAzCxhvu+vQHahyh2YOzs++XpjfxlIGwexzK/7455Ox6wfOwK3zTsZOu8xCMj6GSBhiqfJS0j6PzIN69zLPk1Cce55aasyEFipwujxBfwEuEumk6cmmXwqwyr6n6ZM3xZwXH4D0EdZsnXt+zHudoycqp47I7NMe2lEPR2IushUWc3YgrEwpEQBWiZa+oXOO2ptrJvKVgbCiWAaxzZK04MypF6qK/Q1IIKqbvDHPQi5Qv7wTZTCGQjGPqaytbHLTZBPoepWxYdyLny+Zil//81Z8eqsePHrOZDATFjVqOOXhPXHmxr8d8nj5BcFY1I4BwcgDDgETwZASAgLpJutCVYQRC9EEFib6Hw2w72dUVxW6EootUDbJlxK7jdkfNy754aBtz1kZS6Qdpc+BDqUMBTFNzXvN2KXrEVzfsxNiACKOwJUI1EwxffNTMfeB0zFj6kzMeWZ2q+hH6fhsTxmCnJLvPufICu+HvQYvehI6WS0AHFFkTRfuTRuWQwvIKv4djGFD+USzzttXQf92r0BD5+ZXrbtRkFMuvGCT771DxsWovePsv/7rv3yR5P/6r/8aFIANZWussQaeeOIJTJ06Nbd83rx5WHfddZf5uMMCYLNnz8a+++6LWq3WUssrtOHW74qiCIcffjgeffTR4bd0ZbQSkKHaqPkIGygIxR4EGDVqQgmBmq3v1UkNVEihjytQENBJClmpGE59HJlaYB01oNnMKAa5pGfjZWRJeYnwwTrdoCMvHVzDSXFxnbmQbDBh79pvfy4XAfMUBSM3n7AOImCEhAk1clEMcwtcZJGkBMURoBkzOvvRb6NRkjSWqhpiUqhzhJgUEjv7cRNhzUbuOyKNilC+PlgsFKqRQlMZifmIjCqdCNQQBbEv1JxoiSVJDRMqfajJBNVKikY9Bis74XC0Rl+Xp3AvOFiuyRdKdRM6kQKUEjhgVrAA0CxnFmdUIy7NI3BAyU8cvZfSRcY0KNWgRGHOI+cAAHb90Jke0DORAV8JQ8cSUbMJVYsgG1ZqmRkM4QdcHQvorgiiYcAak6Vjhc+Yf4Y4i4JZZ0CW/+WebWknW8JIeCtlltmJEUHCFOMU+MDpR/hT3H3q94J7riFJQLErVGBvdvjdWGeyy98MFP29CVt7Ttp9NUytOd3iwm415b53Er4MRXH91Pg1bPTN2XjkrJlDHm/U3lr7yJ4XQriCylZhEID9DSADHPa3HPUnuOlvp+BDn78ITsxFNtnkRga0w0w4x/xxcvU5CplfNwjwKk7iFUMmGtUljI5/mx72qYFV8Hz338H1OsZN7MPiRZ14ev5aEL+eCMwb/PqLpSdcXUCWueByubk2C2HGs0giJoljf/QznHfUfmBiA7LY9GUul5QFIe2OUVlY94eSA6mlTMOAoalrDnHyQdrTblkRfClDP/RRGUE4acaXICYzRNMsm3vvaZix4dfAPRGmb3kqRKWSP5ZzJJUBwKKFDtOyCFkJ+G0pMeM25dbaluXnLNyHYiQsbBtQvtx9dtHOwSThA4cta8Zv178J07Gpd5T5HPs2cysnPU9kQRgkmB0NeDSn9p1qp556qn8/mLjHcOyQQw7B0Ucfjf/+7/8GEeHFF1/E3/72Nxx//PFvSDBwWE/f008/jYkTJ/r37V5PPfXUsE/8wQ9+EA888MCytXplsCLaznnZHe2tvLcTNkpj8pJSSNLopAZWl4uxZrQEq8terC5NQvTvn78bnJhoBEWRiX5JYYBY5DKuCVamz8jNus66nceqzMq8caGHqcAtLzU3WfaeWzHofmwr17POcuUSZtRZG70QM53P0bgkERJOjQqlpRw0OIEGo8kSdR2jV1XxXGMCFiZdaOjYA6/QTARMmSiYjV7FUiGWClJkUvb+c+G71CA0U4lFjRpSLdEhm+iqNCEjDZI6iwQBZoaiyU/KHO2QLfDy64MXsQFfpIx2iEhMTphsEOTSNgAstQDHFV3WDoyZl19m87zc5MapZ5JiUD3x4GvnHc4xNB0ibP/x83HbTSdB1jVEokFKQ1ctFdFOyHTF+nuCCaRomu3ds0hhXkDx2bBeWv8cSWmedfccCmGXSUNnsh50z/+3zwQJwqQf3IVJP7gLE6+8EzMmb46bBmqWmhjZ79/lYJF/rvKS9eYnNVgHmhfZKICoQs6nWSZKAVpR9bDOFcyvr42OV4B1f37OIC0YtbfD/vLb4/1vTdi8SZFoiESBlLZCHICsp4gXNXDT304BYCPU1kkiG1a4w9EYrZHmLEoRRKypoGxa7KuLIg2huh4pBTmgUF2sQCnjmsWboStqoFMwaMJ4jO/oBwlGdepSvLz14PU/d9z1vAxkkolUIUeDL9+PQpBgKXpckUC1gksXrouzT9zf5HSFxeOZMwGfiCBSjeb4WnbMVGfHThU4lnjkXyMAYS5qPhT1MARfrmaVMnleorMTanynURdMtR/75vxzlmcSzHnsvPyxLSguRjzdtWRUcG6b+8fFvtM6Y51D1nReJn+W3Xt3HsdWCK/Pn3OQ+zWcuURR8dB+N6jE/hjM2jjMOmpmPgPkVA3XnfMVAIbJEBZkztrRppFhwew3EA15y41XwNdKZuuuuy5ef/31luWLFi0aVgTrxBNPxB577IEdd9wRvb292G677fCVr3wFhxxyCL761a8uc7veNvh/+OGH47jjjsN3v/td/O1vf8NDDz2Ue72TTZTc9oy9l0mjSzASjiChUSGFHtHEBMGYIAnjLAWxwSk4Ne+d6qF5H5yjLKIQnjTcrkwdqR3tIpfTJVqXlZ3TH1gPvj5sH2uYfw6EmXppCoQkmMTGbSJrCWvU2RRfTqzM94CKkbBVnHT3O3DPCpjcr8guc/lgYT0wAJBC2xyw1vMqFmiqCAM6hiBGZ9yElNrkgnlXtbsfMNQa93KrS74ilxflImFkqYiUArKfIJuEdS+5uKU9Lvm/OAhmlET2XnovjRwOvFrnih/Lusm7oFTj9j8YyuOtt3wtA3a2wZ62aN/nJn+aTaTN1qhzk6as0a0TjBwIC5+7YkTMA7PwuXSgTHgwBhK4dOuPYPpeX7LfvRPmEP5zaB6UhcB/kFGpHY0QQCn4BwzoUkx+vakRZt7/O+3BNU9tDVUFnvr8N9oee9TePmtxcrjflu1PKdGQfU3cdHfBe8pZkWb/GwryNc1nlE+C2kyAcxGP4rbatjVVkAMapBl/2moS1q+9YvrT/gEkWto0KoXmNoNTX2+76aTWc4yE0ha0lyvGoXjjFqvZ9odjiumzhC1izASwJMhGgY/mJ/kpxAv/Rh8PL48NAEpLthTN3VvHFiiOtYKgI4JoKtMPhtegAWqkuc9+eeHe5aiBw7yfLYInAlnUqxgNy+2YnTNn7bqxlu3cGDNEuNMVXVbKAy1/SMteoDgyYKyzE2QjhRsceI/ZaDD1wzILx4d2ojWj9o60Z555plQksNFo4Pnnnx90X6UUbr/9dhx33HF47bXXcPfdd+POO+/Ev//9b5x55pmD7juUDYuCeOyxxw77gBdf3DrxK7O9994bQD5njIjg5OmHK2e/olvROyNJQAekZcWcoy9JaCReAU0jgUSNUvSIOsYJxkFPfQqNnf6Na5+9A3VOkAC47rm7sfsGHzHTQSlysvMkhc81QMD7ztFEip60MhAFGO9U0ZNatl1ZfleYBJzdnJb7FZ7L/Z374oPo1ezvVcKEfh0jJgUFU0NJgpEQ+0kxa1vzJkmRQGOxhqVtElItsTjpQEza5IUVJsiuYHMkFFIW0GxqfTlBDklsRDYseJPCUDeUzg8Imk0U7N/1bqzduRCdUYJqJYGyQh2OesjuTtrIVkshYwCsbITMRcrcOsfgSAHShMoSs0wOtA4uItE5YBRaTmzDRrsQ/IVi3PiPs3P73HTntzDjvV/HjfPPyB/LF1424CoEVdRMoTsrABMoNciPFIM7K0BqImel5mmGtp05B4N9ttw66332EwkpzfPAbPn/EuSCwwBADLVgIfDaAkyfvCkW37ABOi4dh9uu/oG9+ZbbE1ARtZ1IV4igrbdfsvuygEwdpVxoA8iDr7I8MuXEOHL7ZNvVVwGmXnkBnjn4hPJ7Nmpvm5lIlol4OKqcaKSY+9fTBt3H/c1yNJ2TxTlPYH5T7rdPQC5aHAC4ISfqgXNE1FNUbNRFjDEKYa8oif5N18JrS+oAMeJIYcnCTky95jw8s99Jgx+3cOqyxH0X8fPm3lu2hq5IUFqDGDcGtdeaaI6NrPPDqUKa+8IW1GhJiAYyQOPHQW3HvmaCZJiUs+mbnwrhyqL49nHrxJ3I5HsxB3Q6yoQu6g3zXSVWmn4go0hScY4jACRBdLJYHwyAj3yVmSj8BYxQiwNf7Ryk7rhEraCrACopnAOQ7+xazUvHF50Ieeefr5cWKtlah4V+fQHEuLE4+tEHcenHPglauBjcbIIVMOfFB/CJjXaEXtreIcCafT+f3SOT3kBkak8uN6XHUVsh7fe//71/P3fu3Jzon1IKt9xyC9ZZZ51BjyGlxPTp0/Hoo49iwoQJmDZt2nJr37AAWJEqeN9990EphQ033BAA8Nhjj0FKiS233HLYJ3766adH0MyV24ogrLTOUGCm7pf2dX86RRMTRILxoobGzq+DKhXsve1n8fN5v8zTGC29r1gQ2HcylB+oswa1aU+BH24bnx3T5paRO0YIQELvFAcDU3G9U0Yq0jxCmkVwSncpTZZedU5BoAYFxTYvJ5R7t4PcEq746JewuV3tzEW7YtJISaOJrDgu2XWKBeoq8mIcqRam3hSycclt93q9ExOqfeiMmuisJGgmEbQDX5pAFAxqXD5ZIXeLTEGgPEpzk7QUiHtNYnqzp41n04GSIqWUs4E/B76UMrTDx88vvVdzHj239TTCgD1oAiXKgy7R14DuqhqPeyPxEy1ojXRsDdGSRr5MQguwJ7+cCSCZgSxIe0+s6iGAbELEbECYde6E182A+b0wAVBgLTD2408CAD6+9cdx3Z3XAXC/WQFlE7gFyE9+XYq40V9s/9tul/9VVmjZi8JQa3StR9TRXW1g0ThTfLud6MqovX1mIh4Z3ReKIZbWB98ndaAkK9acRavNNn55yUSZdNa3t0yk3QQ8R2Gz6xQDrMxvlRmoVfHrj26JWV/dC5XNgforAtRj+i2xsILaK4OPX2H72imm5XBQ8VKEAMcCqhZBxwKVxZX8b5bgRTig4emHUW8CuXQAgKFH+7k3MyAl9MASnLbB1hAbfavFadRisnCNoeBJbnlh/HIRmygCpylo4gTzDCRWlKhvwO9640NnYcbUmXjwuXdh07X/BV2NTAQvAF9ta5ENRvMP18vCumA/D8zcPQo3HUnUssiSKTpWy8CXpWz6XDlbVynXFhLgZoLv7P5fQGzmGSQlHrtyCyR8r2EwSAnTb3OL45fK5jXu+1qZbCUvxPx22h577AHABHf222+/3Lo4jjF16lRcdNFFQx5n4403xlNPPTUkWBupDQuA3Xbbbf79xRdfjJ6eHlxzzTUYP348AGDhwoXYf//98ZGPfGTYJ54yZcoIm/rOMpOrlH12IhyAqfPjJnI1SlCjFDUivO9/v4oN5HwAgH7pFXz6c4fiul/+AO+59ghsGD/qlX4AZCiA2StocVm9pKEs7KDDjrZsLlkW5QIs2Ao6PkcBAEJxo2y9VY8ynWVGP3Tm5fqZABJGzZAICYAashw7EKF/z63Qp/+MxAprSBgA1RU1/DEUCy9NHwoeuCiYUEbpLqQhJkqiKbLRTducrYztYybjmgmpkuhNaoZeKjQiqZEKK9bhvo5c1IuymQvZSJKm/Hqd7UfmNnk6YqWXsfA9rd+zE9fw9zrE7mXgy/5tB74GM0oUiAhUTw3H3363qjNG/FqfzyPb7X0n48Z/nI2ddzy33DkA5Jf7G8xBaYTAwmLeYdFNr/aVB2euWDOsRD0Fqpbpv1409EPKxHOcKmK7/M3BVBGHK8IBZHlfAtqKeRhRDwUTda3KNHtGxEo2ofgPsFv+9A3s8uGzQIlupRm2MbIFlX2eRbGu3nC89SW/60HrOFpAxppAqfKCBzyu00TTFRD1CiQVib5nxqD7GUJ10RDPm43CGdGg9mChhZkrAIYwecqRAEe26HJnB2750zfwkT0usDvafjOUK09MHTDUG/bYhUk/ANHdBdSqmDME+Np5h3MQFRkiba4zf0EuEi99lAVxBGqa6BcTeaAx471fx5xHz8WcZ2bjqed/YXYPnU8hDTFsx3DAQ/h9h/c/oCQCaJ+A8kaiQsO5V8X6W1KaSFgpj1+BH38GYp214Sjnq66xCAIEbjaz/j60MmpiCGTDeciovaNN22dtnXXWwT333INJkyYt03HOPvtsHH/88TjzzDOx5ZZboqurK7d+zJgxy3TcERfHuOiii3DTTTd58AWY4spnnXUWdt11Vxx33HHDPtaTTz6JSy65BI8++iiICO9973tx9NFHY7311htps1Y8K3SUi2/YAMCDpZtKAhq2T5JgKBvZEcSoQKGLFHpEBRucNB8UR95rFD34JPbcaGdsiEdB1QpQreQ7FQ+IMiDGsZ28D9KZt/DCw/6ySEHkDOy0jaqFnbLL2/En4/x7K/jASvmXsuqHTbttSCOpUYo6ItTZeMKkMDlfVImBOMJLHxFohMqStuByLE1OWJhzVxUJYlFBzAqaCBoCOsgBi4RGZAU4mqlEPyqoRYkX5Ei0zAlyEDG0ElCasKhZQ6fdVkoNITW0EoAr5ExsJtJOkt79dRhNUzbRtjlfLOCVEQGAJdAYC/S8oJGu2hrhc7Ly5nsLPKnhgB9GvhQD9WbLcYayP/755NznGeseD9HfBDQjWlz34GunnWehmirbNm6tg1OcvOWebYGsABK3eqiZAVhVRDshcaqYrJTxVGt7nbbWDAE5SWMSGtMnb4q5Lz6IkIqooDzV1UjTA5oz4JVFZrP3IN0238uZsk4Cp8JpLIKkpgdfgAFlq3csxRMC5jkRb2TGNGpvlol6ArFkYOgNrckBDe4UQZQrc5oMO/+nGE0aJMqRbWSjYkq5hxZciSAHAB0B1dcJpGJMeMSKiaTlh3EWUik9CAtP1+5nQARIE9FyUS4WQN/64/HBL16MqgOlMG2kRBsBCTY0T0o15jxtUiBIcRZhJzJRcWnA3KH3fRHP7jEBc/717ZYm7DDjfMSuLmGu0ZZS7I5XXB/mnbLwzp45/5yFXT58FjAAUJJCK4XdNvsWKIiEHbH1ZzDn+eB7CKOUBVresKwN1dA/C8XuwrJZzEZDnyNHQyyTgC2mIITPbvDikBlTrAcGAKyz/LBGYkWWDEMhfiECNxq25I4ACZ1FwVwbRm3UrL1Rxt1uu+0GANh9991zTt83mjI14qd0yZIleOWVV1qWv/rqq1g6CB+3aHPnzsVGG22Eu+++G5tssgne//7346677sL73vc+3HzzzSNt1gprLgx+52bXZpEZa2ESv7BUI0EmChOTMvW+SKFGhCsXbejVe8gWp4QQoLE9oHFjgFoViGRAZStMZJlNJEJxfjBv5wUKOePuvb8oKv9cdqww2jWUhfQA22a51mSkUFBsJL8TNupxDjw5i+2oX2dtiuauvip4oI6HP/ttozjHmaR3TEZavkqJ3z/RRpK+KhID0ISNftkomJOkj8jU/tIg9DUqUCwyYY4gSqVBYDb0wkRLDKQx+tM4V2Yg5OcQ2ULLBAO0whfgJ1bUFBBNkWEPaSZJOgJUDWiOB17aOgJk60B687yTcypaThre1BQywJdSw8mnpgKaCTDQfgK5zd5Dh+4BYM5TFxrPdP8AbnwwS1qNljb9s5Hz/oZ/g/cuqdx79J2CV5hU7dfJTO3KqiL6WjBSwkkSo6iSGLycUMf0yZt6UQ5T6JtKacTuNzxcC3MPi0qHfjkTEo48LdFRE9fsWAQek4AkQ1beGfmy7zSbe9/pI4oeJz0yy+1SmTiOz/3iLLeqVNfF0/6CyXr4WA3m8Q8FP4SArsWIe82iuA8Y909GZYlCdWGK6qKk7WF23uGc3G/YReVbrDBOMRnFRF+o3dKMvYiFMqqSmRAJeza2ozzqjhjTp51mLruRgqUAV60acEcNGNMNAHjy6PdkYlWBbf/JCyAbqj3YDepoeaePi3qF1+VeTVurU9lcLmaIiRNAA02fCzZjgxOBNDXRUp31x7l+sB348gqTlFM1LPuec3lbTowDyAl/DAq+ingzvAfFexXmfxUjkW6M15y/b2WAlgSQpqZvTlzdUwEShOmTN8UuD7wGiuNMVKmlDE6hTw2ecWY9+PWuSMYr4Gsls6OOOqq0hvF3v/tdHHPMMUPuf9ttt/nXrbfe6l/u87LaiCNge+65J/bff39cdNFF2HrrrQEAd955J0444QTstddewz7O1772NcycOROzZs1qWX7SSSdhl112GWnTVlgLO4ZiHTBJlBWoz4j+fr2gNijZ5blUq+COCqh3ALkk2jYFEinIi8kaWIheDXoxNLLtW/YPaJJeLalwrKDt6eQJHny1M0cbNBRCc+zf/OVa7P7pA5HwbbntBJl6XkoLxIU8MM3kwZmwHk8nvAEyoCuyES4BRqpETniDmcznICLhbpXSAomSYEdVLL03QE6Fg/LryEnQKwO8CAxN5B8XHTM4ZugOl4VfYmG0i9kWcuYMmIfCG2kKrjfKj4OsaOxwzHmmQ7vp7m9hl23Pxoc+fxG6w/YV2+tyV5BNJNxfIltfSMF6dzkDZLqQ5e+EOazXnLQwHvfwPEFuoqkvYyJtLhJm46Y+FwwwjhQFxnBgkKMhDpUv5iiHQF6Mw0nV10SCSleCZl8MKTXW++XZeHLvk9seb9RWfMsUTYM8LzckuPdD9Lu5CHIY2QjNOV8AE73I5RVZQCQJaVf28xEpIJqMuDdF0l0+bdhl27MhlaXa+bB8QTq+bcNhwIRVNHTAim0EUDSR79Lc4Sn4iWt48EEDCbgzNhTGamxBh4DqjE17IlODa+59p/tDiqbO7kUREBTuX2v7gzHR9q26v9+scn0rEdDdCTQTzPn3FZixxhFAtYI5L1+G6ZufCkQlX1ZxHPcOpgB8ud0KFMPwWSBt6jfqrurInqGy5UNd/zCMi3liodMgXKyUAVjWQei/Xynx3bt2wnujp8GimUtl8A40165R+4+3X//61zlBDmfbbLMNZs2ahUsuuWTQ/bfffvs3pV0jjoBdccUV+PjHP44vfOELmDJlCqZMmYJ9990XM2bMwGWXXTbs4zz66KM48MADW5YfcMABeOSRR0barBXX7ITu6Be3aruJABCDvQe9Rtq/YjBiNym0SaustfHiR5Gh60nryXcWhvqdx8nlVYVcayedO0SOAIBWWmK7bdkmJLXjggODn0tpcJr6zrbzvJdzm5j6SeZ+SFcvDYwKNGJixGRqNSWs8Ptrr0adlQe20kYXBRgpy1ztLheNiEn5V2T/VmWKqkxRESkiYSJgUhjp+RblQ00WZIVhakJTSSRatmxvNkBWjNk5WSnDYXDrtJmVcGReumJAl44ZumJfVQaq5lqm/jjv3DDHyKJdvtaMq/XlaIdJajyOSQrd21v+XQFZnsUbsJvnnYzagtR6tAtOgTIThVcQCWOXAxlOUpwimfMO24hXLjJr9yFLcfGFP61X1UXDpp1+mJeml0S5CDaQOVDCSPZIrF1+mKMfNll6UFYVCcZ1DUBEGs3+GC3CO6O20hl5xUQYkMThpBeDT3DLPNOFx8lHjoOxISwJYZaZ/EkjTQ/IpgE/aYcRvYheWQx9wmulTRADTZP7mVq11Tbe8pwAkMvnsuAri365dgJCATKx98NJ+nsqNbzQiWimEL0mskTNBCCCrgjorgpUVwXN8TWomjRRfiFMfmrY/kR7KmOp+bxkB1p1vp8J722SYG7fjw39MNVmXIstcLVOLW40MeeZ2dl9sTUVvXJjsWZWsd9y37HtA0vNAmAWAum4zvwz5KOqmcJmaf0vnT+evxfh56EsnIuEy3wuuM7mKH69cYJSJTbr7L6LrlsXcrVVseFhfzf3LSgn4v6ae0O+CHNLfrH7LkftP8Jef/31nAKiszFjxuC118r7s9CKZbLc6+GHH8bjjz+ORqO9o3owGxEAU0rhnnvuwVlnnYXXX38dDzzwAO6//34sWLAAl112WUti2mC2yiqrYP78+S3L58+fj1VXXXUkzVpxzYEREvh/W6VQbMQkcoISQXRHBiAsBqNGjJqd6B05/inDh2Y2nYoQhkahtMmvAVq9SEVgpVXWCUqRL0gYbieDwSTslIvHK3K/ixNy700MBttwggxkn90tUyrXUfefuHrukE4oI6YUsQWpnUKhUzDGCokYwtPDElaISaBq87yUjXDFIrWRCDLRLCs77ymKIkUsVEZFJIWKSD3NUVgZekFGSMOBLW2Bl9JGfCOkG7oIWLi9mzSHYI1C4EWWkhiKLYgMnLG0YMwCMK4wONZ2VgIAhKk/Oi93/266+1u5+02JgmgkuPHBMy390ES+DF1V4bfP/Q3tbPytT+Hzdx7cdv1w7ba5J5lzFwf7guXqfwGF50hkz60DXOH27nkPQRhgBumAjugHbD+pyuqFTbzyTlshLLt/0h5nOE7+N2KKydexUywQk8KaPYtNzbhEQEYa7/71G6tJMmpvr7mi5ZmAhF2hkUXDyxwTZXPgAkW8rQOtjH1g+9+obiLLUYOhqsCSKTHq31d4eVF5wrkYSMBCmD7GTexdAfciw8zlhwEWIMDmfNnizTbF0xSctwXkfT4cCjly7J1JoSqrjszvWlcEdFVCxwSnGMsVaURHrO2w23mmna5sRinFs+BYdE5PMhE1z0pRCjxQx467nmfEQVx+iCTTrzbMeH3jgquw69ZnYPpWp4OaqVFmLDpO20SGct9pSM3OtZcN+PMURQfgisics++rCMiB/HKgdVwvY920swL90DiRM0ogs84BI4qjlva8+tI4IE2htnpPdk1lIKxwP1zUbaWiHwKZI2NFeq1ktv766+PGG29sWT5nzpxhFWLebLPNsPnmm7e8NttsM7znPe/B2LFjsd9++6FeH1zptmgjAmBOD3/x4sXo6urCJptsgk033XREwMvZQQcdhIMPPhjnnXce/vKXv2DevHmYNWsWDjnkEBx88Buf1L3t5qhSrqMR5L3nzpySWqioJsG+UL0EWQARGTW2UPDCTSZZ51TmiudveR9yr1smpzaKAHi6Vq4AZGjtOjDvsQ2pX23a0i43rM2xYxfQyEW9gC4CJokaPvfZwxCT8JNiIMuzc+BJUpYDFooiuOhFGAGTpA3hi7glt8c4JI3wQgi0HAhrmddo8oV1lRa5o/noRQC8zEnI5zmEIIwt1ZCleWkJ8znSoFzulwFsU6/Jg7CMbgQzQPebPK85j54LF4WEUuA0Rdcaz5Z+FwCglyzFLhOWT7SaVCE/sWybEudCPrdB5CchjlLoXyEgKwFhFETCcscR3qu65xO72lywPBADbFDOLsrl+lkbrCBzmUmXWwiRi445sY8xcR0i1oB1BqTN1ryWUVt5LAQXPqD5Rpz0OWeFeeVrOFkLo1GCfP8gErb1BQ1YGlgFeP+4l5HUyymIOTpceNxBzHfB/rcJ62QKIhaOMsnIRwQBn7vko/rOlPaAy4MT15cCpshz0D6RBDmxLY0MaPsu6hVaUfiBGdxsmnwyxzQI8sfYKSFu9A1zLK1NxM5ZSIMstqdIPXSUvDL6nhDgWpTd22KuWpkVAV8YEXNtQ2FZ+D4c94sAzbFpygQ6Bju2m7NYp/AGX7kP3ExQPesVoFIJnG2FCJi7TjunIRKtIHGUovgfYcceeyxOPPFEnHrqqbj99ttx++2341vf+pZPhRrKfvvb32KDDTbAlVdeifnz5+OBBx7AlVdeiQ033BA/+9nPcPXVV+PWW2/FN7/5zRG1a8Q5YMtLD/+UU05BT08PLrroInz9618HAEyePBmnnXZarjjzSm0kAE78+0sXrovDxz0BDUbio2FZIEkAqBBZAEaIIRCTwGY/OApTz74XorsDVIkNL7pWy86hAmDmzIf2Cx2O8/5omAiaHWy9Ap3MOngKi9m63d12xclycXCSQ0wGw4lA2eChtUm4vefv2PnBL0CDMG+zn6HBKRYgBTTQKRidJNFNFey+wUcQ9byIT208HQt+Ogm3b/pzf6wKKVSgUBMJ+nTVR9GMjL27XdpQGi1A07YTd2DMbZNq4SfXZBUMOYBTWhOEA9+Fy0pdAWZGFvWyEyMS7Ov9+iqjANhnmcPkgBFMJMx/ITDrI7bgi327/AZEmPqTWXjmi18zx2mmfuAvFlee89h5mPGuow21dWBwb87cvh8Pun4kxpUIor8JFgLFWl3ZRvkJBBOBbP0vjqWfiLEyDg9oZF5pZpMTJjjLFXESxo4KY6TXMmVEZWW5NXvhm/7tXoF4UcAlHQgbRXW+dAlGfeTM7haT0C3CHIoFtBWUAYAxUR21WoLe3hhpKqGTUQC2stpH9rzQCE0E0a+WSbX7XZDtHyxFDwiBCefGgXaRLyZbwqEFTJCnggkFcGqOK1JANoDr/r4JaEnUUntu270uRFdHDGqYX8JNd34Lu37gjBwgy0W9HHjw4w8MQJROZAdZKqzdz4uRBP1tRtvMUwfnPHUhtv+YEUDRsY2qEaCliYgBFYjXlwAAdpx+HmQhAl9akFiz7Z8DwOr6DvedKA1uJphb/x/s+qEz/fjLkTDv0xScpFjn0ovwnmYCSiqGwbK0N38upTIgEVAzR2QCpl8sXtNQztPgPTmHnFNULjvGYH11WYS17LNmsND5cwCgatUWX1YQkyYAA3WI2Cggvty3KlaNG4AUIG3qPPpapI5+2HJPCKQFmIa4F6P2jrIDDjgAjUYDZ599Ns480zBFpk6dissvvxxf+tKXhtz/7LPPxre//W1Mnz7dL9tkk02w1lpr4ZRTTsHdd9+Nrq4uHHfccbjwwguH3a4RzxScHv7111+Pl156CUuWLMm9hmtEhJkzZ+L555/H4sWLsXjxYjz//PM4+uij0VLbZ2U0B0hgo2CsccP7xnoltTIVNWmdWk5lrYNi7PGpgzDljLuAKAJ1dQLjxgKTVwV6uoyUtjmBoRcGPOmct7+lXebF0kxcORKms5YEltJHwQarH+M6c3ZeU79CAHFsJreV2LysSlEuCuFpYgFdLDx+HANRBNHRgQmfeQGr7P0i9thgO3x+u89hkojRKRRqJNBNFXxyytYQPd1AVyew5mqYeFAfdv/0gYhJQoBQJYFOoRBDQZKjHHJughtGvtzLyNIrr7ZoVOgIDRX5KIRmai2kqx0VUYB9RIygtYC2AwQXqYh2AuLAmP8cgC0WbF/Be2nAF6RznZd9W/ni3Dc+ZPISqC/jLU+96oL8LpqXK8AarunOOA/Oi576MrAeZWqILGXWqwnKUxFF+OxRRkcMPaQOmIXnt9s77+p6t+zf8vuVIE9DdDlg5n15BDUU4Ajl5U2zW8MeDnQ5NU8AqMoUE7v7QJKRDMSD3dZRW8GNAvDlwYiLcriIUABKhrIWSloYYbLHZRcx9r8P2x8H1EEnOS8Skw9W+VcFtVcEOp/IP28drzaQjK9BNEoUEhm53+0Q1RiCe5A5qViQpyE6WryjDEJb8NXXqtiqY1PU2fSl5vpVVUJVJXhcDwBA1lVWOLslAuSiUcFynY3tvo1uvNcaNy64CjvvdK7NhbOS9hqG8pikoDjCe77zihHPaqZA3wDmvGzy52988MyAflge/sxFv0ImgH1WciqHLTtnwKOFbtiO7ujvhWXbJAkypoTO7knxHMV9y/puN2cp3mMAOklBnR22iHbd0DxjIzvPzSZWOR6mX44iQ0G0SrZuPsI6+I7CPL1gvsIrQx4Yr4CvldAOO+wwPP/883jllVewZMkSPPXUU8MCXwDw8MMPl9YunjJlCh5++GEAhqb40ksvjahNIwZgu+22Gx588EHsvvvuWGuttTB+/HiMHz8e48aNy9UGG4n19PSgp6dnmfZdYa3g6XE1KoQTkKBWEGZKlxBU2FHd9bAJrccxUKlAd1ahumvQtYoJvzsPvwvTBx0dh5POsroYLhJQpKUECS2h6hw7laaQn+7OXYxORAbYcSzBFWk6TkefiKQFfjKfixa0g6IIVIlBnR0Q3V2grk6I7i7wgkX46ENfQI3YRggj0/HGBuzpagyeOBbivkdx6ULD7ZUg1GwemBHu0LbZefDkol9m0qwtHTQDX4kFYKlVM/T3KKAcerBll7lcMBc1cxTFMtEE8okNefzcgoFD+XoBA9IsyHLHpRCMEXLtBYAb/3G2kYe31vNohK3mfAMAMOdf3/a15t4qo0SBmmkWARjMCVOYKHDo6QwpTUA+5zCkJIYy9WXnCz6HlEQShPW/eD8A5KiuoQ1Xit5FtEZq7lmKSKErboJiDU4IUO8Ax9V/qHnlQ8DnNwHIgajQIRaCmMFou2YDZDUDcywJ5Ghs4cSUFEMkAClYdUajmBr3AtVFQNeLhfFNwKgIDlE30PsWSn47WYkJZFExv18ovOHAg2ubpR/WqoVzsVdVdEqMLt9MxwTVXcVOO88yQCkJgMBgYMTlejlnTTgGKu2l50UzGyM5El5hFsyAlODOqvnOE+Ul1r25Y3lQ9wZmvGUCGi7SF34eEnzZ9WkK7uywy5R5OYdVG8CY66vbXY8XN9EGFDlnRL0OKIW5LzwANBPPRGDN4Gf+ZfKVHfAqziFcrjysc23U/qMtTVP88Y9/xG9+8xsTLQXw4osvoncQoTFn73nPezBr1iw0m1n/liQJZs2ahfe85z0AgBdeeAGrrbbaiNo0YgribbfdNtJdSu2VV17B8ccfj1tuuQWvvvqqvyHOlrWw2YpirHQQ5s53TDFFkBBQzEigcwn8itlP7JxYBwnyhYW5FhkKBRlpXdEbqK+wBuA6Q7Y6DJRRDR39UGkgkoWCioXJqETWUXvvmkBWK8rQDYnswJKmlqLBAEu/PUcCoAhc0ZnqVCyhK5GfOBiJXkP9MpMAGz0TwhSXdnSMagxKUkw8qA+r3t0BDcZu79oCVCGgVgXHErojAkcCsqMDczadhDk8Adc9dzf6WfkoQr+uWvAlkGiZgS6wFfdQVu7bUBIlMQZYoKkjNLVEok1xZfhblEWzGBbsaPNXSp2N0cOdbBPg5eiJM4XEYg0xCv7a87YAu2Gesnu3V/C5te/1n3kZVX2W1ebeexoAYPpWp2c0V0enCidrnqbJvqSCocmYCZx75gN2KXzxUeY8JZEDz7979ux3ByGyia0dzJky6qEkgZRNQeaiz18QINmI7QwmNR9aWZFmCQ2QaDv/ktAYEzdQ7UhQ74uAxigAW1nNRcA8AAmMbX/sQIer257fKHtW/THcNrnfEOd/Tz4iYBxslNjnX2vIpnn+WACyaX5Tsm669+LjKhKT68QLF5VfIPv/QJrAothP5S/aRQHdvkKzKbxclX4ZWacjKTZjTUcld4w/3XgSdtz1vOxeaAYiMoWeI0JCMYSlLXIk4PMBcvS6IP8rjHbJAIBpA0yQJOBGAzvtPAuRrbnpzYkbKWX2TTXmPHIOZqx7POa89L3CvbKAkigTz3DnbdOfkNaZI8oFfpQCS5mxVbyaLvKRPjc9EQClVlU5zP0KWTVSgDtiUKMJaEb6rkmQvQ1QkgZtRCvIcvcp/OyX25O5OZ+dq5CgPA0+SfzzSi7y1WgCqQLFsSlZALQ6D0XhHi4H9d5RW7ns2WefxW677YbnnnsOjUYDu+yyC3p6enD++eejXq/jiiuuGHT/733vez7otMkmm4CI8NBDD0Epheuvvx4A8NRTT+Hwww8fUbtGDMCWlx7+l7/8ZTz33HM45ZRTsMYaa7wzaIdFY+1FOF4/ZBvce+rlAOBrClUpgrb5SC7qFZPIyVuTlKBqFb6IbKKAqoSOBcAxqJ6CEjvDZM6AlA48b0BAL1G2g3duUTOwGAlvZB2vB2YMdu3RVtHJSdmHNIRU2fPa7ZoKXIEBW7EESIJiKwFMBI4N/UU4KWQA0CrL/6lWgVrFT8Z1RwzVXYVopGis0oHdvnwIKvP+AaoSqFIBd1QM8FrSMJGUWhVkqRK7r/MhXPPkbejnKpbqGhanHVAQSLQARAyhGd0ym1HElCJhQ5sUVj2xoSPUVYxESaTKUAkzFUNYuqEFX2yo6O5bdNsScSb+QS5KVRDscJMFAvyERTgQxjkQRuEkxT1yFoQVI15EjHV+ei50U+LZA07Mrdtt0sG46L4/4sv37I+jjTPnbaEfAsDce07Fbu87OV8TJ5j8EAeA1IqMZM8q7MxQGYqV3Y7cOoTgy4J+0tkElRlEQUaXexaFACdZLieIIfw/trX8eET1wMqsnQy9MIkvOfqhZlOjrjNqoLPWRD2uQQyM5oCtjLbd7hcYBrGyzhT3mAZgzKSFUmsOVFnkotgnFB4rlqaWoNk2iKpVY1A9AYTpp0XC0BGDNHlZ+WYPQVUBqhA2PHM2/nnKTOzy4bMMkEk1blz4g/YX6vo1tvUHifJt89cN5AEkQClD1/KlVsiVz2AGCwFRb2LXrc/ATXd+y2+maiKLuvlJeHCrVObkIQ7HohCgBM4gX7STsn4kjgw4sKBJNlQ+8mTHRO+0rFaBJcbrHrIQwmvzAMzlXgX9HLEdkwuskzDXi4nAzskZgsfwHO4+hgDN9ovkgKdj1aSpYdxQNmcwuVflTmZ/jrKomr+vGbhtSwW0YOqeRgJOTASMpDRRL2ZwvWGc01EEShU4uJ6cBaCrpQbZim65mjQrgK1IbRmmHX300Zg2bRoefPBBTJw40S/fc8898ZWvfGXI/bfZZhs888wz+OlPf4rHHnsMzIxPf/rT2GeffTx774tf/OKI2zViAAYAixYtwtVXX41HH30URISNNtoIBxxwQKnOfjubN28e/vKXv2CzzTZblias8EaCfAIztt4U9556uS3BKoCtNwXwIAADuAQTNNlomFftC1TWXIcT0qJcf+I8ZIIMrarQaftJqNuGHXBSZuBwnWk4EJZFHpzohgo69AA45Tp5zQBpUEomskmGi0+SQJH04JAFgVQEtl5IqlYBavpol7YFNFkIpD0VNMdEECpGs0egMTbCav8YB+4fAFViqI7YUElUahSlgk6YKhVc37ceOkUTS1UHlqQdiIRCwhJaCUSkLMVQIuHI3lZtKGIskGppXwIpG/CVKoE4Ulnky50uAGEGCLlbau5FaRQsnGyULQ9Bl0tkbzlM9n1wGy8pAFCksc5Pz8XTX/h6tjBJMb8+BVqvGB2rHlMzielDOGX8RMTviExcwDsekBXp9BKFsMdm+1tpcwIb8R3MJJH/7opqpiXZMMtkkrit0zYmjY44AaSZ1E696gI8c9AJy+nMo/ZWmFP48wDFPXIu2JOLgABZLhfKJ765g5cvzhcyN78BXYkgnPCSjYCpqoCTYvUKjdrkg3W9AGz/8fNRa5rSIcWJ7013GyEO76hyv5Wck6mNsTutETliSdCSTFTObxPcD8FGyKdQ26vtcX2NLbQChcFuqS0r4y2OsjwoADRhHHI1DbmQawUASmHOC5e2P4fm1jaF6wSMA9UyAbKTF6KILorvmCYt18It18plxaArMdBMoLtqEEv7syLeQEbddMcrvZ6SG1pclrv/7B3X7u8315kG2ZOaHpbI0Di1HU27xpk5SFh8uU1bcuCrXe20UXvH2bx58/DXv/4VlUo+Sj5lyhS88MILwzpGd3c3Dj300OXarhE/gffeey/WW289zJ49GwsWLMBrr72Giy++GOuttx7uv//+YR/nXe96Vwvt8J1mJAhgjTm/+RESzgaGub/JogsCRma+g2J0U8ULdESQ+MRaW2XAKY6gO02Ux6k+gWBUjuLIJ6hyxYhocOTAmDkP+/pHwjUOcDVPgNbO2w3Mdh1pDSQq47I7znZQSyVbHlAdLZBjKaA6IqgOaWqyRAI6FlA1c126GkN3V8HdHeCeDuiuKtKxVSTjOtCY1IHGuBj1CRL9kySSDkKzG0inrgastRrQ0w1dsSp4jRRoNE0xZ0f5iCL8eruN8ejAZDw1sAqeHxiH5/vHo6kjNOyrX1eQ2EK3GsJTwhKWPvpVVxFSW8vL5XL5HK9QYIMN8HW5Ou4pd1GyLE8LHkm3LaRLAGzRZz/pcgctFd1wE6uS4xEgIm1EPnJfNuO5xkRE0YrhGbzpb6fknAA5sQBn7jFW2eBPzJnyV2At9cP8MYIBu7jcbZ/LL8u2W3fOV+xvtVWOPtt8ZP2bCGZDZUIcZTL2kVDorjQgImWDfysGiB614RtpmAgScyYEEZpzrOSiY27n4Ln29MPgGWiZlNs37jjSPuORMNS8jgq4WgHXKqCUEQ3YOl7W8UZWDTHuZ3S/lKK6oOGjUYPlEOUEQbhN5M5R4wBfcNldg5aEtEtmKon2OLDjFEsJrkRQ3VVst3smKOT7h5CuaK9HtNANOQ+YirnNLZFGyraRAuioIV1jgt/fFze2QiFufye4MaiF4DL8607t7rmjTYZ0bLc+FL4IImHZ9bU5X3idwuZ+R5HpV4lyOeCUDBHvHwyc2WP4nC9ffNrMIZx4GQCQlOBGA9zbZ4U4KAO+DlQJkVHMna0MIhuj9qab1ro0ren5558ftv7ET37yE2y77baYPHkynn32WQDA7Nmz8bvf/W6Z2zViADZz5kzsvvvueOaZZ/Cb3/wGv/3tb/H000/jE5/4BI455phhH+eSSy7B1772NTzzzDMjbcLKYUQgKTH3xQeRsDL5IKyhba936aK10ctNCBBiivCJNbfElYvXQ5UinwPmQu1EAqhUTI5TNfLH11VpRCcsCOOOigFZkcjk5CO7vYABZZE0kTJBBjylKsvrcvk1DrgRZQpzgFFxSm21+iQxAMcl1RKZBOQiRTHV0JEthlkRUBWBtENCV4Sn3KhaBF2T0B0V6K6qAWSVCMmYGMmYCI3xEo2xAmmNkHYQki6CrgBLp3YgHdcBrsWGolKNTU2rgbqNpgnvQdPvWg0/v/EjuP2F9fDE65Pwr6Xj0FARBlSMARUb8GUL3TrTTKjrGH2qgv40xkAao6kktBZQqbBqh4B2hZd1pnjIzqONIJBlgVrJozK4NxgAyIAwHlTt0BojoyCW4TABTPnBBb4+2Fq3MhY0u1CJh/Aev4VGA01QM7X5LyUXa6NdfoANJg4cJF8DyFTk3HZFYQ4gt70vzNxyzuxmPjUjo1pJ0DIJzztAVcz/ksHMyL0PwZmjIUorFNMZJYiqChwxRHMUgK1sZibSmQgHGKYgsK99hYzqBcCLVAgExYuFLWBMWWSn7Qntc2/BF0f2JQV0RwyuRUi7YsNaUFnxYwCQCSPuY8S9GlG/ygqoA4MCsNzpy7YjZDLzwfkA+Jw3UqYgM0fuNwywNO3mWEBXTX507dVADZGR5WKxBbsWfHlVRUaWI1oGDF1/UQ285zmQIgxlvlqFSFTGEsmBOZVzWL74wmQAwBl/3731XgwG+oCcSAelCpSkuPHhs9vvrwvXF972MEIWrlM677iSwqQfENm5Apv8q/CYZXlf7a7BbeL6b+usZqWMwIYFX2E+l05S42hW2oiSSetUVhkAIyr0/WXtKgLrFdzC2oArymtls1122QWXXHKJ/0xE6O3txamnnoqPfexjQ+5/+eWX49hjj8WMGTOwcOFCD+bGjx+fO+5IbZkiYCeddBKiKJuoRlGEE088Effee+8ge+Zt7733xp/+9Cest9566OnpwYQJE3Kvld7sD3z6Xl8CABjoZZb9z9IJuP59E7HPJw+EtLLWJCWuf99ESBKIICF9UUHT8XPNyP6awdb8VRUBXbWKglZO3r1yniyX2yWQSXC7jq3oMSLKeysdtzzn+dJ5CVon++okZYNOk5QyehLCviSBY5ME7SSE2XrZdGwid7oizYAaEVTFvEwtF0BHgMNIac0MwBACpLURJ9Ea3GzmPV+CoCsSUR9hyUs9WLqoA4v6OpBaYY2+tIq6ji0FUWaS3xBIWaI/raAvqaCZRrnoV/hyoCdPOWyNRjkglt3ewsSqXedmI2HufSto4/wCDvYrGDNMzTB7vNue3AB9qoI4WoGEbyLj0QYw+GBZrHMH5J0IZTZYlEAU3jtnSAldxRVWF6BSRcThqCGKwjayMLoVa4HJAmdIkEZE2tBhKxpgwnoXXTzkeUdtxbFQATGbuCOn9ofixMeCsOwFr/CX2wYGdIQRECbKgJuLgAmTl8quPEOhfe44pICozpANDUpcnpA9vmKs94tzWi/Q5mq11I0Est/eED+VkIbp2s2SoKPMSagjsuA1OxhZYOuVHN3LRfQ0sra56wjb5w9E5eINggIlYg1qJPljhdE0nQGKD992JGZs9A3cctK2rccsRDXbmlNKtKCuJao4XJDhAF14vrAfDKNdTtALAFJl1JjD7YYjcNEuHw1AkVL7/MnboEj7pCgCVSsmHyyKsvOW9emupA7rjH4YsnhG7T/CLr74Ytx+++3YaKONUK/Xsc8++2Dq1Kl44YUXcN555w25/6WXXoqrrroKJ598cg77TJs2zcvQL4uNOAdszJgxeO6557z0orN//etfI5KSfyOocWUw1myUq+59BAKEhM0okDDw+Z7X8BMxFXr+/4OAMLLWUQwREz629gcA1ib6RQJUqQCdHdCdpqMTibYyusKqIRJkPTIRgVBIQwOUplZh0CQYQ8EWVbSdWTOx8vDCi10wjGfUK9EBntZFQCCPy+Y4jirGnHXaSvmkXUoURCMFdUbQDqiRBR6+kwQ0Gb66hgViAh6A6Qi+Ri5HgIoBMKCqBFUViG3NmhAkcr1hREsgQXEMUU8gmkDncxHqqwrUCagrG9FCFV1Rw6ghRoyxst9EJxhoqAiLGjUsadSgtJWg1wQwQSkBITiIbpnl/hngVjEMdu7c3GSKQbnUerexWw8PzijiQCjFbUT5HQpArgjyiABRNdGudf7nXNQ6U7zc34NYaGx6/Sl48BNnFlvylhtHAqqzAtnfBOu8KmKo3kmpMl7UcNJoaUkU4kmbDzmoZHfwHJMW+XyBkomQyCWYwYtwSGS5fnIIUQ5XGqEsCtZOlKMIwioyRWelib5qB1AXABPWufQiPH3kcYOcedRWBNv+4+cjaolKwPaxlBfmsODC99VuOQCQyNQRXb8Q5gy73FHARJCAYJLP3qEHwNfUkw0FUgzVIaGqAiIFRGrAl0jYKB/CABikGtRo4snP5Qu7m8MztJC+X/JqpdZyXaS7Hnsdvru0gPOWP30D23/yAmiY6BxLshQ8s56UAUHTNz8Vcx84HX+68STstMssA+AcqHURR097gwVjlgXic7AK+WZa5fsBdo2029cb5nupxhn9zzkqHd3OqstueG4vMFBH56Ovtj4UzpHp+iNZPCfyn1njo9ufY56jcL3L/w76y2yfIDpn6xu67x0w472L5Pk0heLxpcnNrrh6kmEOeLGdQwEzd17NIJHd938ccTl2m7VF9l0obcoNOMaNFOCBARP56qhlTjM3HjjGQ9iGNjXJRu2da2uuuSbmz5+PX/ziF7jvvvugtcaBBx6IfffdFx0dHUPu//TTT2PzzTdvWV6tVtHX17fM7RoxANt7771x4IEH4sILL8Q222wDIsK8efNwwgkn4POf//ywj7PffvsNa7tZs2bh0EMPxbhx40ba1BXCSBiKYYNTKGYYgXPK8ZvnvvggZkzdytINGRRXTeKr0qBqBRxHYEEQTWUiPmS9fWQGU5bCKpKbgY60zqIAgdezRdrbRau0BqqxEcPwoIsAp1goLKojyg9KNjkXkcm58YVs3cDDDBYyAwyuLQIATBTMAEfb+YKAyEwAdExe7jhXZNJhDOsV9p5RrU1EDch7EKUAalWIgQQiNccTAwJ6HKGuItTTCImWWBh3oUMm6JF1aJCPTCgQFAskqVE/DKXelbIqemh1PJrbYKJgQuhslsHmOovAzFMMXcSRkc0+7H45wNUS/RrCwu2JQdIenxmR1PZW6UEdrm+l3fjw2dhlWzOZy3l2i55zJ6Lh7pOGES8In/FiXsMwqDEmStx+9bTTD8Pdp37P538J+8xI6ygXlAXnDJgamUKhglE8VEwtUbF8M02tukqkQNI4Z4gwSkVcScyBAf+cuuUaVqrdumaCZzEsj+BVEoN+0K1jkQdegO1SQFmh40gY+XhJ0FXz8JBVzxUDOpu0Ejxdj1L29EhzUEOFczWwisZWKIolZVEz137/fogbFUT3nEqidoIRYcDI5kRRkHNNKYNjspFGew0WzGZRxgIoceZ+zC7K4sCQF8MI1tvvUFckZCMJomAZGGMn1y4ANBNcfte1AIwSYt9LU9C1xrN5OXZ3rjJxjNxNLukji6ZhWA8uQhfu7iORwb7OmWuXhZFFE/mTwZjrNm7TPKUApYxicbFjdfdVSiBJfdqA31ezYQOZDxaUiqwmWN8AaJWJWWkA1/mGz1cJKFwpijADWOGKH69IbRmGJUmCDTfcENdffz32339/7L///iM+xjrrrIP58+e3FGOeM2cONtpoo2Vu24gpiBdeeCH22msvfOlLX8LUqVMxZcoUfPnLX8anP/3pYYXyRmrnnHMOFixYsNyP+2YbWVoCa1OryknOazBSKMx54T6/rYY2/GYiUFcHqKsT1N0FGtsDdHWCKxFYElSH/VuVBrxYz6COCKLetB4s+KgXSyfIIcrzaADTKabaJtoKn9Trina6Ys7sElxdEds4oIdpC+IcJ9stTxKfDOyLYQYgTNkono4CQOkolpZi4hT/XEFNYkCksDLGAMcE3WE8YuRUJ6UExZGhKkgJ7u5AMqnLeHAT80JD4JXeHiwc6MTrS7vw3NJxeLk+Bv3aRBqzoswMpQUaSYRmM0KaCiglzDigCFpRrk4XW/DEFkC5vDAgiES1YAlbQLngFnbHKDxZFlzbXtlFx8IXkDtWGRWSLJlbSA0pNQQxYqEgxYozKPmE+5DK4yYDWhtHAxmBmFwuChDMyAr3L5yk6JYvorwhzqNalheG9gWZgUyIQxDnKIn59/l7LsmVpiAkHEEFz0AoxOGiZoIYtSiBrJg8MA4cFaO2YpujxgFmgusFlkLjwitcZfvM7HfvKOr2vSS7Pnt5QGRBka4IqJpEs1sg6RJIOwXSTonm2BgcEXQkbMTLUg+DosjekhQYqOPd1+aj58Rs89Nse2NhwVg+Yu2vTcODojD3jQlQFcIWh8zO93P+GPD3jTsrUD2ZV/uW277u66y5yBel5jp8lKcoyBFO2F0Ey0WmrEhEjl6oNLh/AHMeP9/3IxRGwJQCK4WPP/Sq/665fwBLOXPM7PzQPth5x3MzxePQyRT2UaEjVQhwZwdEMwBtDhMFtE//dwixlJa+sJArmyt6LyVkPbXO0ZI+MOxrmUGTVyvfLhBDIpG9HO3wyYs/aFYL67hOU1/L1H8fXR1wxbG9Izis/wXY/PQsukiOwTNq72iL4xiNRgNvpNTVCSecgCOOOAK//OUvwcy4++67cfbZZ+Mb3/gGTjhh2VWHRwzAKpUKvv3tb2PhwoWYP38+HnjgASxYsACzZ89GtVod+gAjtJVVKZFDaVop8cm1P4AOiiFApgAz571A1z9/D5CmJrm0WgHi2AhvdNUAYYQqmuMqaI6NracyCI7EAvq5F5B2VWwelcgkaAHTSbtkVTeYCOEjV7BFI3UsbWI27EBuOzBtJvoc2UloJE24XxtPVI7WmAReUGYgSU1NmdTQXBydhCUZr6YrjCmzvAQIW0hXM4SCn3SQo1Y6kGMnH64+jHCSuMF1Q0pwFCHtjCAdU4IBpIQFr/VgaW8NA71VvL6kCy/396BfWaonNCqUoipTdFcaRtUwFdBKQDUldCJzyzgQ18hywjKBDuYMqGXS9QTW2b5mnGN/61A2VjrgZaNgmaJi+9+JB3jBZ/dXCAO8IqEhhSlGvfHvT217rLfS/nj7N8ybEHwpNpHZVGciHam2EdBA+cs942Wdbji5KptwDGEkCBO/f0dumQzywIRfxv6vA1khgHLri3lguabCqHK2pSMSQ5BGRSrEsQFgpqgURnPBVgJzIhe5ZeHnovOhBXhQbpkPtEuR9adEvq90fa22qoc6NpTvtFNakSMBVRVQMSHtNDUcvQhGmqkHkg7awmZS/P++tQFUWqJAGn4W2TmdUy13OQ4M2T7edVvO8Vbpc317AHKQ31ZXjMjTzjud648r0gw4GlVH7XPTcsWXw/EjlIN30ZJUtXbK1tl444KrAAA3zzsZngXinJOulpazJAU3m6gEzpfx+y2G7Eva90UeVAQAQxrnqqcJOisBWqEqYhjpK6rGhrVA/ffnxFoqUeaQiiKTF1ZCbyxGdEFkzuMcWfYaKOijSWRRLbgceACP7X1ZJswBgF2ZGXctlYpxALjjFoGX/R7ZgmBPWY+iYfX3o7by25FHHonzzjsPabpsQmP7778/Tj31VJx44ono7+/HPvvsgyuuuALf/va38bnPfW6Z27VMdcAAoLOzE+PHjwcRobOzc5kb8E62XOicBD7x6QPw+2uvtqqI+Q5Twyn/BJ1mZIU1Ypl5Nc3GfpAmNpGk7e5ajDnnV9D1UtPUHyMGJxbkSAL5kVkDsNEsqyhkPIDKFEcW5uUjVZIg0oz6CCHAcZQNfGHyqwOdLtLllgWeODeY6yi7HrZzCN9EYQd8ZcEDA6QpG2TDgVlbNSsLvjikwdhByngC7fEYEE1ANIyunCIGFCFNJHobVSxJa/YSGIIZY+QAajIFEYOVVVVkgBXBcTTMreIsT5hhC2XaSY/OJkm5umEl74eydkWWw78t9MaCORpl+3F+BXN6WK8uMQOpMs+f1mYS09MJaqb5gd/mg/hck8GcOO0G4LKchcEiXSUcKkGA5CwfzBThJoiS/C5Xdw5ALuJlPotSCfqsqWa/SGpQpMEkTFPf5K9xnUsvspEWBgTwzKHHv7knfAdaMZJULJoMIJcDlW3oVpYdlFqXUya+AeSPZ9gIhoXgnF6kTSQtGRNB1o0kuFdACyboADxNbcaHH8ANf39//noikfV9PkpngBkVKb6cOZYgCtdmwZNo2mt3cv0uYuaENWDyo90+zv54+zfw0e3O9oIkbIWbzP11YxnKf/dh/+EdNpnwBoA8uAq3LUz+b9h8Ddzw/tMh7FhZDfraOS9fhunTTsuDlzAS5j4HP2yvVBheg70mVyMxl89dvI6yfK0yX08AaJjIMHyCvnZIICMsSJTS5O2iTR4WBXm1JLD1/E/jjs1+hZwQh1JGgdE5h6PI0F9dbhgAIpFTULQLB2/jqL1j7a677sItt9yCm266CRtvvDG6urpy63/zm98MeYyDDjoIBx10EF577TVorbHqqqu+4XaNOAKmtcYZZ5yBsWPHYsqUKVh77bUxbtw4nHnmmdArC6f2LTAHvFiz8ebEEcT9//RS8wICc158AHs+sSsEBK5YtIHZR0oT/RLW2yQEdEVCJHk5YMACFyvLO+f87aFiS+uLjXfTSdHnqAw2CpbVf7H1s+qp8QrKACw4+kpAkwFgqIpJCi+tC+QUnkAU8NgNPYxSk7TtE8xhwYnzzDoajaRsfLEAhmwUzKlZOQAqUkA0NGR/EzRgJXEDug3FUcYTd8e3x4j6CbJPAL0R0BRQ/REW9XbilfoYH5GIKcVq8WJ0Rk1TO4sBKAI3JSgRQEOAEwlWAjqR0Mqcw0fAtAFfWruIWAa4cpR7C8Dc/AMEkGDHqMgZO7RaiGrlnr0RACgS7POINJPJfyvWCXsbbe4Dp5vnJ0kx55FzMOex80CJpaCkKbgqM+psSP0JTYgMwLWr7TOMSDsJ4Wkw0SqTssPbblQYyRcA+ehXSD8MqYdqiMQXSWzyDy1NqSjUYZaZCGuqBSpxCop1LrKw3sXLPwq27rcvxjqXXuSfw1JK2KgNyzz9sJCrVfzhU/G5De45h5EKF+2SWaTLvVwxY+3o3ZHJtVVVAVUjsHWKecEj+8rne2W/LyOKZKnrcYw/XbslsNSo9W558GzstPMsn/uVUdmQ1ZgMwUMxYuKvGXY9bAHoQJ7f5XQBnlrnjqsrsgXc/vHPJxcoiK78inVC5qJggfAEgNKi7Dbyh3oD3Nff+uV6IQ4FIoG5fT+G6O4yDqM0BTSjSwhs9I3Z2TW7iJIXkSgMAuEYFywLqYUtohuFNvu8w4D6mj9+m2mhvxdo7WtdRC4EjsE6svldLcBSyhaFWZLSz5/Gfuzx1mY0E6TvXsvOkwhUicGLFmc5YEMBLWZwkuTUmkftnW3jxo3Dpz71KUyfPh2TJ0/G2LFjc6+R2KRJk5YL+AKWIQJ28skn4+qrr8asWbPw4Q9/GMyMv/71rzjttNNQr9dx9tmtKkj/kUZkOmBXU4gIFEvcsPkauHHsu/F/D9yIBif47fo3YfrkTUFRDFGrmP3iyA9SHNlaLJIhmtoPnIaiB4AZIgFkw7hJvcIVkKcWeM544LWUZlCmgSYoSUFJZKiKtiPzHkuBfMFFS7kwYX+Rjz649W6ya/PXnByw87xSCuuJtHleYW42A9p6QDMJYfgIlsv3JTfpVrY+WUfF1P9yUTA7aFI9gWhqqGo2ySEFiJTADeOh1RUNlQg0lfTRhppIkHAEQQytsnCdA4F2NgGONEgArGzDHJACTJ4YBIh06bzf54Pp8LObjHC2LByjAqCW+1zAEDn5+0A8pJ2VTfBXBJvz6Ln5z4+dhxlTZwJxDEqU+Y0AmQfdv4cXcCFNQKJbn9Uya6fYReS9sOvPWdKy2oMv/12Y71Fa6phkI8bhFDYVspIHEjonOa8gcsuy6Fj+O0q1RFNHSLVALDSiikIi85PZdb99MZ46+tj21ztCY8HBs0d5r9CoDdu2//j5qDjqmMvPKps7ljyrXpjIEhqMAwL+WLlIl9vHUhCduqDre3WFkHSac+sKQbFROwRlf90+mYqh/X1JAdVdBbqriHuBrucFNjtyNnr+rUBKB7nEWbs5cPK1mAVofjxwZS894Mr++l0coLD3ijQgGwqyv1UUhJxirlM8LBu3ive+qLKqGYAy+ycpeKBuSp8EduPDZ2PGusebfZUGBJkI3LvXglxa9yDvo7OOx9jXNGa89+tQ4zpNQW77HbYFEu67L7YTJc6ncD1zK90yNHfPRbZ97ngamVJk4HjNtVNQbiz3IJTIgE43B2ECnDCRi8R6ARl3cSqjJAI5IY7/u/YqfHr7zwFLTG0wqlaN+mQv8ucIFJFIiOwcyhQFKisvMmrvPPvhD3844n0233zzYeeN3X///SM+PrAMEbBrrrkGP/jBD3DYYYdhk002waabborDDz8cV111FX70ox8tUyPesUatt5cqMfSixYjJjCwaQWjdggkO8rD8cjjAhWxebgdRAD6B28sQk0uyLvmKLS3PvBdeOMN5wnKJ285U0Hm7AU8F/HY34XXJyYGyF0eRH7wdaPTeSULpQOO8sIa3Dw/gMkXF7D64azJiI0GnHhbXtZMBluac7l6KJkE0AbLRq5QFBIw0uIRGTSTQTCYCRpyNWZS1gRQZSqJGaZ4XGDkxjpZrDXLEsggX8pOUcMIhCtGvwmGHoiCWmYaJpACZcMSKbHOemW2AfDPNvmdHiQknDe535Ki1KKz//+x9d7wdVbX/d+09c865JYXQA4EQQn2EIp2nFEVIUEHAAk99IGIBRYT3RCyAVOmxPAEBAVH0IcXnTyUERUBpUgzlCYROMIBAQuq995yZvdfvj11nzpxbAj6SkJXPyTl3yp49M3v2rO8q3+X306VFGlTx/DoDxvfG31/ZL1HxO/Z6xddWgjuGFsbEHDq6n2574Yo4g5BzYOeUUhfHT/zMvEmZNP1CTPr+Be0r7ClNvPS8t+ZA7xCJ53NX29Hnr0RzYqfoU44VcQHv9WDnBYsAmfE2WMDlPGCWbValBJv6Ci3deiCvE96YnFgDkG1bkD0WvNdO1yVa4+o2sgBovMEQzdDpQALi+mOP0QlfFCxV0XL7DjLHJdz6x6/79wzl2uePkWKIZg7R12pvPJofQpFkRO+V6N0VAxU3P/hvDl74VgszB66puEH23Wivna7LgieTajWM/+1ciJb9255DW9SKu4eFi9Q26Xck2IivZ2UUQFu/h1jv5tQ4jCPud7mGGGDey7FHzM2t5W2jvx3gEhBYfOguppnVxgAA9nr4E77+GZiB3m4g9h7Gx0Dob5xzNpyoh+VBCCgUQX7bP2/3Bfk/kg9/+MM44IADcMABB2DffffFM888g3q9jj333BN77rknGo0GnnnmGey7777LfIwRe8Dmz5/fVgMMADbffPN/Clvhe97znmHx9C9vwkoDFFzpZpkyhQOlxNQJ7zIMfcrG17mq71kGGsh84WUoBtdsbH6ubX5WZFFMCcgYMrMALGfoRICIgzKoKSB5YRmWHIuQtbhxmth8M8dMKEDa1JoRTQGCMlTDsFYwpYrFG3V4STFgLFcFRdiyFEoqKBQeQLpwE2exihUQD9zCbwfKmGBCNTWMx6+WAs4aKQRQq/n2TGhOsOQaL5jpg2qwzesCekTT5IBBA2ihIbPADujyuQhwNO6mXg/AEKGGSXTuWgmzfxnYEINZBECtO0xtJTA2pDdrhF4JpQkDeQJlyUAGyzdanmTGk+dg3x1PNX94I4V9RsjVSgqFyU0OGYXxXxarSBTAlzAvcs4N0IvDYxSH4uoAkEVIx5UnisXVBJPOEsEAIDqy3QtbI8z8H0ojCGLjVQN8+KEGQQpTkLlfWmMBUcjbeZMy+bwLgRralGbv1V4lIxYXQufyeBy4cd6skK/UuY1yfk8hvM8vM+3phDzQc8YoV2uRE3gQwhmQdRH61iG0RgM6peBhIkAnAlKxyeNNBVQq0OoVEApIFjNqi5X1nNnj2HIj7oXkyUBSYY1+FIEde+5RGJ2JdGA//8umQv+alq22z+ReiVZu5n9pjiUGWsAbC9uu1y33nYyp25yEOPSxkM8MoFBqJTbMOJDhts9zcCvztb3KMuM5E/47ddxnQbXUeJCyEKZPY0YjmzAOssXQvSb3GCryKFWBrwhkF0Imo/UemA8GNDpZ9p33K7pfDpQStDHuaRTza+014e4u0OKl4XixkTeNVM2CFyw6hlImn0vAGKLt/fjANu/DoXfMwO9+uQbUGwtBaYLVPvwCsNaa4TxqNXM9BNl3dMUxYmFtwmxWOcBWWnnXu96FW2+9FautttqQ3qwqD9Ypp5zifx955JH48pe/jNNPP71tmxdffHGZ+zhiALbNNtvgv/7rv/D973+/sPy//uu/sM022wy7nb/+9a9I0xRTpkwBAPz617/GlVdeiS233BLf/va3UauZCfamm24aaReXC2GlwCTgyrPCVs92eVJUM+GGJKUBDLG1RkVufmnqlxhqaWeFhLea6oT8PC1aBqRp+wJmbYBbACAESopuf+pvGiDmXtocLKnaMhSqnsQwDAKB5VApo6h6T4/xfHGWARmARt2AzTwH2Xh30qZoMVKynrrwgnD5bc7zZZYZS6z7bfRWu9wpKAToegrpQjfSiKWpqwEQQTdqUA1Hj29P3+aQud+yXyBPUzRkjh7RxFJd99dVEqPVSsC5CCSEuWV0ZBQVJkWA4OILjtmG1hvWQaWKs37wWLnvN6cxk9BFL1h53okAGrOtc6YllBYQCHXBVgSZef8p2He7UwrLTIHWaIF23gKT80iZvb6CgLxCiYnbikKI7QL/rJqyEtrngNlDAQi1YeNoRgUyni2yoNuCMEkEXeiwEeeBVbpaS3CeMc2BadPUEdTQUiCuKLDxhRfimeMHD0Pc+IILwQJ49rjidpPPnQ6dYmgktwqJDVt2P+A81Joq8lrBflOIzGIOxhnPDltGwGifLig84g58OWZZ590qADJpPF/kpgUBZL2E5moM2TQ09aKpQzvChMIaMiXDnKhTgmwy0r4IqFkyDFd+pBw2qCXB2KXsfOnOxTfBno/BUedrCQhBeOlA8x665b6TfZtTtznJGEnyHLSkH3rxks43IPZ+VYUglr1g5f2iPCLeeUrn4wDgvj7whpM9S69nLOxqeIr/vCdFsjgCcuUIlA4lMIi5YLhrK7hc+l0g0HDn6Y+BIvBy84cuXqu4bpqvLUYE7q6B+vpNakIsQhjDr1bwTIVVfAEkTJhgBL4AIH99Pq55fieMxbMhJDFJ2hmXC+DVnATB6lyCAEiTjycEtC343EbUsUpWGjnggAM8M/uHP/zhN9XWddddhwceeKBt+Sc/+UnssMMOuOKKK5ap3REDsHPPPRcf+MAH8Ic//AG77roriAh33303XnzxxRGBpc9//vM48cQTMWXKFDz77LM45JBDcOCBB+K6665DX18fvvvd7460a8uV/Gr2w/joZu8y3iotitYqS98exySTTUYlEgDrYiKt5sAmZT05DsCwIOjExOqbOicAEvIv3sAwSCBpXUCWmdD0RwOQAaDZUAa2niotCKomkDgK+k4vJsCcizKTGqWpP19ShoBD1yQAR2FcfKFUOIfMIZwFP/o2G9hvYfucKVBq6p6REEAtNV5EZnBdQlvQ54CXD0G3wEkSIFoSG3S/gVFiAANsDAAZJ1icNcCKQDlZDwogVEnfZADaEDT49C3vuaKikuR2pKBgFb4LFs/CFQ6/hvCC+XWdDIDR/poJSgtvzFwRQhBj0V0pZBxuxGysoM7CHbOdSTIGgipxz6YTO97LL2nnAdPQUGwHlRUF9uDLkWxUkW04RkRJGpoFlA1H1CV3h6iIH5TQPgRRkCH5MPfP3lPBQGKVV10aexUy+bwLfb09wIQaxiCM5TDHwwo2bt5OoTyEzfllHJjrPFOgcTMUPRtAIay03QsWH6j02xq4HAESXPPWiAQN49mSAClCPkojXZRD1cO4ZAEgFWDFBW+bZzXk6L3jcnwRkQyxNZIIa6wqD5vIG0YEn7ema4TmGInWhimAgfaLamsDUn8L6Ovv6JnyxyjkN0V/V4GuWFzovS2s/MxHOkfoTJv8VVBvD5prdiPpy6M8KwLXDZuwaOnA4hgV0vb9kkD5fRkXSR7S7FEKyWZNYR8XuhqFsjopAC0nMShDNGaJTDRNbEiOQg6HLVIWCLwcEBuz31NmndNBJBU9bGx0qoJEIMx21gw1y1hpGI1XAGNjIZ54OZDlqS+DSOzBin8vi3R1deHOO+/EJptsUlh+5513otFoLHO7I3bA7rHHHpg9ezYOPPBALFiwAPPnz8dBBx2E2bNn4z3vec+w23nyySex7bbbAjDocvfdd8fPf/5zXHXVVbjhhhtG2q3lTjJWmPnSw+Ehd6DDecBcsUUAlKTFKu6wFj+gbfJ3Xi/3IiVGsdAmwvOhbeiVb8sXZTaeADSb8PHtFsRAGS+aiOqKmEKdia3jQYbkIk5eVdpPyJxnYKWgl/aFBF1mUKYNC6I2hCE0CJAzDRX1OUPCwcVaYDD0yZQpY3VzrFi2+DLXTLinaiQeUMbRdSIHKAdEE2jMB1b/m8bT+6+OBuVIKTfU4BB4uW8UdEsCmQn/pJwARSD7gXbfAOUCnAubE+aUX7bKsTsZ96IvaUeD6q/VKytB2DDmx3g/rQm5CmFsy1Mx5uGIaOUm/j8Spzz4vJG4ULMUwaJcpWQAxqPrvqNCrNzKwNp4vjLWyOy3BkMx+7BDBTJpIiZ413urYqKNUAdMQ9pwwzLgckWZAXg6eyd1kaMuctSEgtICSpsxZgoy61IeUHVdsMnnTi8MQzcsNr7wQpPzNb0IzirFey4IE686Z5ANV4kTXxjYFQL2RibnYYjeAc475PLEfCODH8OFWjvvl48uoPD+8KRE0bzqi95roPaGQDq/32wUgTadEHTN5ZGFcWY8ao6B0eSY6ZoNa68ZxkVdt+RPDM/gWGByBELoLLM1MhL6V5dYsAnhjW1U5XR486NnggYyoH8Aemkf9nnkjerrEhXgLeREMQc6+fKcUDCgGuDFrRZm9v8Uz36l2rM8bZMTzI/112knx0hT835iQA7kkP05fK0wHQEZ1oYsqyLfiqN8Ji6851ENeux+BWOwA19CoI390HmVvLdLB1DmxqGL1iECeU8TitdOqaIOVJG/BiDoQCUhQaAkNTqTUnjq7O1C+kaU+uD76qIdXH57ktiPNG04Lxqv8oCtkuHJV77yFRx11FH40pe+hJ/97Gf42c9+hi996Uv44he/iOOOO26Z212mOmDrrbfem2Y7ZGZPW/+HP/wBH/zgBwEAEyZMwOuvv/6m2l5eJOPcWnEEyNXfoqLyR26SsMDBW+BdaIQGCBoiNy885yHR0r4siUEuhp65GLeN8JsTCwpIGqZDAGKgaWnplfcUMKRRDjJTqUixe5HaCS1JTA2OxNZiShJvaSRhs1RY4+Y5s7DflnuA6jVAGcuksCx0LIUp+kwIYTLeAklwoYYONPm6YFZBEMrWVrIWXd1IIRbbcBciUFcDuqsOTgWEykxhTmnAFgnz7erMEAMyA9LFjK5XM6C7C2NFhsW6hUXaWDbmzFkT6BeGNVGwAV7WYswygDpSBAabsExh74121kVLnEEG/HBwY9p7FA2csnJR8S4tF1du36DzqrIwEzItkQoFQaYw84okMx/4NqZtdDz02FGBXAYoKCtenAJAZJQdjl7gsffLWZ7dPgA4z309H2XBFwCfB+aNw4P0tcx2CJicu4ylz/GS3jsWvANxLTBJGikUGiLDmKQfr4jRYAYyLU0eWKqg0gQs7fjTgAvt2viCC/HMfxiFcfK50yNjAPyYaRtW3lNCbdt7Jd8N44o8xolXnYPnD//aIFflnSeypX0hYJ+t6zy3DhSVQADbEPGYiIgFIFzkg5MSkGEAnuyoBLa1C3e0gRCGIAMm5BTAhFuWGpp5BABn3jvO+AefW0vKeM/MoLBhutJ4rphg5097/kIgWao8sPTiz82etxBgAuSARv/qhNZYDU5MBzb62Xfw3Ce/XrywA02w9X4dOeax6osfexFjA4yrL1WvFQyTfl4QMB5xNkBp5tKrq9t3kkg01x+DdEGzGL5HZJiOpTRGyUz7Opaeql2Q8WDHQNHlrbowPlbmefPeK+sWi8OlncThgtH15fLcaK9L4XjxOnc9Yh3GA6AIYJVBXidDaxUoi+ZhEuTBKNtohFHPEKhW80YyaG3CEV1+eyKLfY/GkovLJimhWwqsV6x33SoZvrg6xcORofgrTjzxREyaNAnf+9738POf/xwAsMUWW+Cqq67Cxz72sWXu44gB2JVXXone3l589KMfLSx3oYOHHXbYsNrZYYcdcMYZZ2DvvffGHXfcgYsvvhgA8Nxzz2HttdceabeWO5F20pj50sPYd73tbCFLDrHdQoCzLAAwJ9GEAyC4+DkoY2ZSgwljcVZJn8jt9rPWVB/ux5YdyBahzJSpo8E2dEubnVyxWxLS1D50kYo2VIFc7bBceSsTkbD0AkaSzTfBvuMB2VuyJrJlsIrTXZylM/q7LPE+njkMCFZdSeCumglLcIWrU+Fr1LiQG0O4YS+Hw7K2PZEDqi7AjRTdRGhQhnncgz5dA5oCIhMWuFEhFNL3nS040waEwebpVaV1OT0KAEgE8o/Bxd5DDn9WhSEOh26+0CqZ+l/uvUzESFYwDxhgEt732fV0UByKGI9pJ4MoAuGFHikYgDdQwHmz7XYChIwdKCKvBznvl/vdSYTVjuNtXBiitPdQWu9YmX5eQiMlhZQUakJB2xAvAcOESEKDhbQTARWU9o3Pv9CzfgKREeStEHveEy8+H5C24fpb1PZKJD4PKDaaAT6nh8DWG4ZgmKpqh0v7euUbhTmnmt4egfjDzkmcGNDEEtApI5m/FNmavZ5B0XjguA2kc6RDszRhzUymPZVS8LbZOdsTKcVAwIIxkVc/r3kPQjgsozp+R2twluHJS9+FAf5T5TWLixX7YzjAUZGb5Eh5vLdEDc9zonsbNtTTXJi4LpkrMeMLSgPWW6+Anu7QiAMvBeZCCv20+XWDgpzonINh1x6TbA6ZD1kvD5xBgBNg+mFD/wo1wTpJ2bPogGYsVcsAP/eue/s8481yxh5X00wg0p06gMf4GABe/MbOwFm/7tzf5UEifWO5kOWpL4NInMY0b948nHHGGdh3332x6667AgDuuecezJw5EyeddNKw2vvYxz72psBWlYw4BPHss8/GGmus0bZ8rbXWwllnnTXsdr773e/ir3/9K770pS/hm9/8JiZPngwAuP7667HbbruNtFvLnRy82bYehHlx4YfChgG6kAAb22y+7booxhuAfQg5MAIieIXAHEJDbI0VtgBNNHNrkCTPBgdpPlxPjNUIFqzZopSkDJsiKQ1h2RUBmBDERIK7u4pWNnsuLp8tn/0M4F5YufIKYPwC8iQc0dwfr/OKRwS2gCIQ83lwkqB6atD1BKqnDtVbh04FVF1Cp9IXYRY5Qyj4CU0o8yEFyIwNo6Rio0wTY7HuQosTiKaAaBJEZkAcZeRJQQIKBEhbz1iFtsNsCzID1hMWPGJmYcUg4tK3v0BheZly3nnGyp+2NiNxOV9SMBLSSFYQFsQ2iV/uzjJbDjF0oU6dFJayFwwwXq9Wy4TXakaywfqwvmK/qWIusFkD1eCr7P2KJQ5D9B8yQKtqW2E/qVCFcVBPc4hUA5Lb0gf8UCgX264Yf5XRrRXPauFvRYaOXtqxbXPSJv70bEy8+uyO5/5Okj2nnmMYYQEfvuXHoisUHCndgQG2aEyISTo61X8qT0XxeHBzqXagKzGeL04B1QBUj8bsz60JXZcWlFEIYURsnCP7bUMTE0Nrn3eZ+mKqZkMRU0DVAFUnqDp5wOiJSGzRZg/QbL0vFoT+tVJkvey9dG7Abnp9kZVsxtwfAHmO2VMvwQAzzn+8nSKanDfIXm8APq+Ls9yUuPBhdxzyQB31vJ0PBpM9PnQe8t6auc/CgmNpjYO1BNww7Lzkyri4emG5AvcY8ijvxXHAsDS/mZOJ5rJO8xqzHztt46QMmsqgtHDhqH2dDuO0MtoACKGNVSC3XHPRXWegYIh2kQcAwE8+VzxWEjEudyAr8R7NUv75mHetHNFWq6RdDjvsMP+56667cNppp+EXv/gFvvzlL+PLX/4yfvGLX+C0007DHXfc8bb1ccQA7IUXXsBGG23UtnzDDTfEnDlzht3O1ltvjUcffRQLFy4sJMidd955+MlPfjLSbi2X8i+XfdH/drHHjoaeSBQAF7kCyHFumNbBUuqVbpc/hUKdLMC+WEt5A/3rdhtvkK3tZWLFrXfITYxkY8wjECYyZds2oIUFgWsSuis1ISlJEia9JAl9lhIiTSAsi6VjKiKlDFGGfSFV5ZV64OUTfKPzdl4rEf22H50I5L0p8t4UqidBNioFbN6A6koMsGL4EB6nFzoRyllpCbqnjvk2kWeprhuGuZo2RaA1fPihKwpdsE5Z8EUOmMVSAksOFIV3QQkklcEXx4MgXJNyseX4ezBx2/jLSzDha1KhkeSdd1zepaxIxIioBMQKy4GQQwAEj5hVumKL9+zjJgAAUhJIPSOiIeCwu7aJyQWz21bcn5APZsg4JGnUKC94ukQJPbvcsJrIUZPK9oOQCA2ZaFMwGfA32Ru5yzrYSLxfbnwDHS2hzllXaLdfGlC4SiBbul0hJkcSFBT/cJ0rlGEghIrFUQEyuuiyeGOr7rPzTPmPtCCpBnBNo7aAPDAyrIk24sJ758J4MnOx+RjQFb619YQ5FkYmQKXCAhMLxmz+mAcR1ggnM42l6wroOkchdPaylQ0J/tIwMhBGiQqyjjLIiD95XtjOe8VdiKIFAgt+M6nyuE4o09a4yDY32IXfE3QjsYRUZrnLU4WNkPE5aswGhOSqOAaU9vXOimBGh9oXDnD49uNcLi78bmM1BIoet3jsuZwrBxhjEgsHruLizHF4YdkYVm676m8AcdSBD0f04eMdti+L65e/NiZ6aPRHnmnfdpWsdDJz5kxMnTq1bfm+++6LP/zhD5X7jBs3bkTpUBtssAFeeOGFEfVrxCGIa621Fh555BFMnDixsPzhhx/G6quvPqK2FixYgOuvvx7PPPMMvvrVr2LcuHF47LHHsPbaa2O99dYbadeWfyHy+V7M2ta8oMD8U4izhvWCafPbUxPDx/VrSRAqClOJPCOAASbxS5PIeMFMGJ6Z6AmAY100O2nE9THiJH6dECiV5mXi+u1WWzDJdoKkRj2wGTmxZAhx3LmnSa4QLp1POaSGyFpsXXhMYpkbpck3AJllLl9B5PZlr4pt+9wGxRD9TbQgUINC5kzEPTlofpEmnLQFMe66u/sSgzImMDuWKlMWwCsO7lZbDxV7rbX6WgwqhfcZVYKyoUTYfghi1MQKCsDKoS9kLMzsBouzmsZmJ6sQFPIJnBfaKypmnWPkevrjl6DJgIAwdbqIoO3zU8V8WAW4BpO4CHNKCgo5FBEyTiDAnozDAbO6yCFt6YFcCaRpbu6n5I7PVkdxQ4dKyyj6HnR/t2EkBAyHjfGdILvvfx7SSAFuo5UHCsCr4Ix27wQUl3XyfpnG3PcgYCye4234ISdm7LTGGgZbFonP83L5ZEwV4ysykmnnMXOrNAp/c2oK2HNiC9kLM196g0GuwWmCgXEpWmPg881iEcSY9POz8Oy/fcMvmzlwDZovG4DULSqYELnoYfReHAsc3r/bGUjKuaSuxqWtgXnf1M7RPrt9/ALUI1AMIJCuAIE8wx9fg7LckmMlhszCeWo8mHDEEREocqHFEsWxEYVYFsaXC62OgVAM9hD2qwZCHNqpkirjVtnQ5fPMIvAUnRPbwtXEhlGYS8fyOWHavnALhZyt7hIfrwAunSdTh1QPVxJkeRanTywvsjz1ZZiy+uqr41e/+hW++tWvFpb/z//8T0fcsmDBAsyYMQNjxowZ1jHmzZsHNUJSlxEDsEMOOQRf/vKXMWrUKOy+++4AgDvuuAPHHnssDjnkkGG388gjj+B973sfxo4di+effx6f/exnMW7cOPzqV7/CCy+8gKuvHiLBdQWQiec8BHzW/sEaJOzldt6i7i5jcXMArFy8GDAvC6XAacQQ5JR990KKX9Q6AAIWQDKgQw0ZCeN9ksLkd0kydbP6B0K/NEB5Dp3WTd6UYihnZSy7911xRSbvvSOYlxQlCdCohwkesOEW5ENLHJmGq1UWv2B9krdV+kjbuTKy5jsKfl1zdPz2umqGSoV9sduwTcWGyCRBIY8MgLf+kmJgzsuoGeYTZCzRoAyN3hZY14Py4ABXHGZenpTs+lgfZW3CEIVgk/ulqToMsaKtQvJ8ROYR96e8XSfwVY4UcSLIhCD2JIOH1yy3Unp2WBKoaXMVZWkbl4vpKOpJgHVEykFUMCCUcz6s6cJ/O5EWIJmiy1RYrhDAmGYyoYUkoJgs+6FjOAiEGwCgIZBRgoxtkWw7EF1R527RQioUciUgBUNpghAaEGyIOLJhorDBXqwVuKpy//KhmPD8p07Ehj8+d+RgcCWUpF8FynHmImkSOdKhaD53c6c1usWAy9PPD3ZfYrr5KqFgBHMeMJ+vxQaI5V3SGLqErUlJMEPVRUbY+dnsS7ZvCLlltn1tjyEy861qRvnVqdmYXZs2rJyTBP1r1TF/c4FsFNuw1qjMBwOJ1OjP22vo/feSdfCerucwVvZVn7dTypUOZDzMoN4eyCX2fRgDs2gfXa5zVZJ0sYJsOmIrBLDnLjmbvG7Skfcry8BdPaA0MUyOlv0QyoIFHc1brt+upmep4nuc20ZACGVkDp421ycy3xR7zmLvlfu74LUqgdN4XezxcvW+4vN3Yzc2eMXigJKLghEGiPlwREdippQZj5BhzlYEQIf0Dn+Pzb1wtUp9VwUZQLeKh2Oll1NPPRWf+cxncPvtt/scsHvvvRc333wzLr/88o77DZfTYlllxCGIZ5xxBnbeeWe8733vQ1dXF7q6urDPPvvgve9974hywI4//nh8+tOfxlNPPVXg0Z82bRr+9KcOybMrmOj+Aew7fpviQguGiIQBKI16CD2MaWATYSxlQAgLcIq/ewm6OdmFw1UIOeZBcqEkAjq1nrHEkE5AUFvxRNLahgMCMtMmD8xN1I7m1YUeJpba1YEw5xmT0oC0Er0t+bjxsCxQJMNTFBcUi1jRiJab/AXyzF2+xk3Srni4kErDpIgQ8gjDhFif3wS3MqTESImhWWB+3ouBJbWipy5+38T9LP/2J2as/6zJemMQ5Wc5QDUcMxcXQm5cW1W5YFXgq32b4noBRiPJcfkOVw3Rj+VT/NiMJaZOBuATtchaQN0Lv6xUuJd2VBR0zqkmN/UHCzZASonP8SyDsLKdwufYRZ4tQexDEmM6+tRqAxIMCYYAt1HTaxC0DWlMyVDRj6kPQGkBzYSWksbZXtMhF8ufGxW/O4nD9m3jefDtvUTPyoZXnAtKedDc/HeKUB6BqzL7mzdURdtX1Ez068oGhxLLIZd/kztmAFltnjD3EWYnHp0DXCTScKDLU9B74OaWm4+rJ4YI2Pn+SJML1hotkXcJ5A0BFgTZ1DZfTELVJZasJ5CNYaguO5bNidvLRehtNIGmwEbXfKdwLQ7b5G40iDBW9OGi2XsVL5xy7x82YEJZQioA6GqAmnn75MghD+z36trK++FE5AzRsuH2ZS+PM77aMEID0nQAGElkE3fL4npVOmrHefLKvBOVoYZRCKIrG8OlZW4fV9A4/tt9BhPvVaNg4AIiEBaFLsbXpK0dXfwu/wbArax4bZUCWi3o1+aFeT2ax9vAtJv/y3n6q2SllMMPPxx33303xo4dixtvvBE33HADxowZg7vuuguHH3545T5a6xF/Jk0aPDS5LCP2gNVqNVx77bU444wz8NBDD6GrqwtTpkzBhhtuOKJ27r//fvzoRz9qW77eeuvhlVdeGWm3ll+peMAppqJPkhBuEOdVEZlcK1fEmUKhZDivkc0b6BgSAIQCm0CYHAlFLbGrATQzcI2AVLZbvTRAIoQ6MhnPGbUys02SAEKBkgSsM0OxyzZQSkh/LBYCupYEIBkBILMBvHIwpMTgzTJBxRba4K0i7z0r7BthHtJA0qchX1sElWewXBzIWGKJqgNKBEtuRT/iXDVvqbagC+A2jxORsUzGFN7OIzYUBvMhhtEx3wpxgHCFJeAA/Nj05BsaUZhPuFgdQ2xKbRW+ATz+2Yuxw0tH4Xu3aFyz6Tzcve0vIYmQDYWbhxBBjBoUWjbkVVJcD0x6cg7A0NHHlPSmbECObuu11JqQsQQzQUhtjMKDjJNCmG80Hts3jJZHdPTDiq5012cE7JwrrUShh+T+Booer8jzUAghc1764Up8Px3ooop77n6j+NvMa4ys14QfQsHT0LsQxJDTRcGA5o7jAJ47RmQ0ZEFQKYf27EY6JZOzrDV0XaA5xoK4hNvHWi6wzepz8fKza6CK+bVOAg2Ro6cUhkixR0tpoF4P3iTNABQ4z8172nlsbOhhOSSuSm675WvYZ5fTwmPk5p9yvlo8D9XTAA6kAPKIuMJHvtj1CkXmZDd2BMKc5zxlunQcf2wdAApgjKRubMXgKz5uDGz8sUt/lw0KLprAzclxCOIwpLJYslIF45nd0hy+q1FJxMGlNkgI8FCAcjmRNj3pbZblqS8jkZ133hnXXHPN292NgixTHTAA2GSTTdqqQo9EGo0GFi1a1LZ89uzZWHPNNZe53eVNyIEPzfA1CVwdjzwHajVrwapZT5IJNXQ0tSxTiL4WiuEqQxzUxtLH1msftuLIOFyyc1lsKCS1clA9sYQZFEJmiEAcWZGEDJMwRd4915bbDtar5nLMrCLgCEV8bhsVv8OFdGDT/R1Wmpc4Rb/t9rr40nbH8AWZ3ftGA+lSDSxZCgBIQehj4I28B7e9NBnIim3HoNaHGUaKhgN2BaNn3A8YwCNg38tSQ9ub671UsULskJrznAn3O2waWubivvGqWEoXWJKhn1+rvhgrrFB00i70x4bxUFU4jS8JQW1hKOxyMl0RUTumHzjlYuPVJoFNrv4MnnjvZUjB0GQKMdu7WDwOAJCpqSfI0P5r+9uJoKjgsrUeaAhLS09IKUdKhiOxITIsViFqICWFhsxAAJQSJsxVMoS0RBzk+oPB356xLhMbBzgyFqC0DKV9qtqsygt7B8p733+2qdnFMHN55hRqd49gDUIejXlyJIAiD0eHA5SNTAj3KJ6jfLqpLIGmGDBFRp7+NU0JDiEYQrlyG/D3W0sCJwF0mSiG0GYcwUFAIPsg40ETCr7uGFMC0ow0A/rHSeQ9gE440M+7k7Hj+JLtf4qJD5xv8h1LkkKgQTnWTIp6xozHv4NpW37DMx+iUQNaWZhQWxkoTQ35BWCuf55j5sDwlTdSbHPm2JR8SdiUhXCiYe67YnOcPDfgAQgeIq2Kc0jZkmep1z2Qj0G8e1/7dTFoCnT61Z23Yy4mIHH5aC7HqlQLzOe0xcQvBdKLcKwyGAJRKKw8pGFMgxVA0rRfDg2n7q4of64C8MbiQhBXySp5m+Rt878ecMABOO2005A5ljwizJkzByeeeCIOPvjgt6tbb5nQUA+3C8uTInysZ8mDMCJwIg39e6zLeUUpnpxRafmJmbaM0hTqubDPgwmTLUVWMB8m4Rsrte+UV9cX5gC+nAWukCQbXhJxuz4O3p1HfI7LIozCtSlYfO0nZjAUuQmt5FYGuckky2hHWJLX8MYbPUBm3nIF55BrPi6EWe6DP8EIPDmyC8EmT8feAhKOLr50TytcDCTab8WQIWJudQeXhSHfUPjBu5YvC9FIZOb9pxS9WzHgKisbTiGJQ35scnxMOR1bvH+wYAMPvgBg8qf+WghDjGnpJdjw1EQ3xIcaxsAXOvpU3zwBRkoKkkw4Ykq5PQWynzAAVS6hMgnlLOhUOYSGlsHG0xBjrM2rPZyd3gFiiBjsnJxrHw5bSQ1e9nS5ebzyfnA7+I29TREIi0mVvKcK8My0vkkKP+oLtFkviqQa7u/448CXllH7njq+eGydAroGqLphXcwbQN5tKOp1TaA5hiwZiH1/dRjHLE3tu7KMHj8HNWg0KGvfKY/ozsvenjgkEQBrDTFpw+qDdxKOWAp9off2zfy9r9VCP3JlQFKWY8bfvx/66KTg/eIQUujCBMtzYDgRC6K4GJ5oqfULywudjN/xFTlb8TofNcPhfKq8XU4vsLVEvT4Ubeu8X8maawC7bGPAV0zMUQanrq9xH51+s0pWyXIobxsAO//88/Haa69hrbXWQn9/P/bYYw9MnjwZo0aNwplnnvl2deutlShxlCwgoVh7tkqhr69Vk8brlUoPbnRC0PXUv8DYenZ8HawYUOho8jNuFvs3gheL4L1gOjUhgVyTpo9sWAKhlN/G10JyBR8dLb5AmPSk8MorEgnU0kC+YdvyoTauFhrD1BhrGpAnlMvPMkqGq28WK3NxOIsv5KlRKOzsWLravGjMnjo+pk92HjHRUoAgqKefR8v2dWHWBb0khWxSOGYJI8UKrrcAe6YQmLATAcDmb7mcLym0/02CLTFHOD/fYBmJOlwrNYTU0fqwI3utKm4LHcX1Z4Wmn3diQb6htRbg7npRc3NKQfzCLq+Pas64lz5Y45ixc/xmZOv2CQikJJFCICWCtHhcIIAw+N/swVb4zQVgJqOcL+HWW0r6lHJIYvRpU9lYQWCAU2Qs0dIJskxCtSR0U0I1E0PyIorKeVte5GAGjwiEdcwxdUYCN+baxl044EgKhK9ssue0c8O4c7k/HlS5mnXwtOQFUObzhkZ2/VxotDO2uXqIZdp593EDl13eIJPPl9Q2p0vV3BzHloHW7mM/joY+ri0Wz89wzdqcXZUa4KUaQGsUIeshtHoF+teQaK4WgbfocY1l4pXngmoKaVrNpJASY3XRh988u3WxD/XEK+pcSwzgESKQcgCW/MKAiutvHZlhauYD3zYU8BZoG9p4VQDdBZZCVzPTSZaDFy8pNurzlpyHKvqUax56YFXK9yoDNCDkZWlVBGhAcR/3d6faXS6ksVTri7nUN126mW58C1GYb5387uFbMfPGq0vXIgrR7HT+bj1QzP+Kc9JXhMRUXg4/q+QtkbcNgI0ePRp33nknbrjhBpx99tn40pe+hJtuugl33HEHenp63q5uvXUSs/YARauVI9wgsixHMeiyxRotXTzIWANNgcpImXFzmCqGGnpPmPNAOREA5QpMBviwADgV0F0JuJ4CUvj2KdemZperRROFrRQ8DN57xua3lMajkFoGRBvGQS3lz5cyZTxOeaDldX0XLVP42YRtaFM02a/nAtaI86cKdMduOQcQ5q6XUAyRoziBuHlaChAJiJ5uy+zLmNzzmj9WNkoH8BddE/a5cWgPEXWMXYjDBgMIE9GHBIOELiqpFdqxB2wWgBkKe4qOaxTh2NNVXF88f+eRq8kc3XIFZT8sSUGxcTkIsTV2kBc0x4qDyzWw4gh1PBUyCew7fhsIUABhIB+F40BYDLLC37oNeDlgFosDYQ3KvSU/Y4nFuoE+XUPGEn2qhgGVQmcCWCpBLQE0BVQuQ15h+1CyJzmEAhKNmaJnqzgXtTlvy7YDMiFs70TZ/YDzIAcc+6ElhXG5OagAXaXvQk5sYf6Ntq2QOPKznEfiyDQ9aUYJRPl9MxtUa4s0q7o1CtbstysBQvBADEAAdnHfKdouCR4w7Qo/N4CsB8h7gL61CXkvmxDa2DBFJqfWlPgIDTebCbb41alt12DS+i9jmw1exA8P+jD+OmcDv/zmR88M761cBwXdhbW5or0AoBQW6wov2iAy9V++6UNJyQEEm8Pt/9YalKu2+w3WQCvDzYuuxL47RucUe5k6fWJvlvN4uX3Ktb06ATa3T+xR01ycP9318fuXtndj1+etaVR611xfPM2/batKrBesEFkUexgBU3d0oBnaLOhAb5u6u0pWSaW87SPyve99L770pS/hq1/9Kvbee++3uzv/FCEX6hfTsxIZz5ETF/4kqX2ioGC99C8in0tAIbQkUnrYecBcGDYRVHdq2rGhLJ4Z0XrgYI/t2Bcpc14AlMLvuGg5cqGIrn6SkCWQWcoFyxVIaa/UCWVqzYiW8mGPpOEZHAuW3/hnHOLi+gV4mmfnsfI4xnvVIkATgTRutfxk3oJAt2wiecPmwTW0vWaIch24AE7NyZiPtyK73A53+wuXjf23A2bDIdZw4M3oXx08D3bdUMWZDakHUJMKo9KKoqUrojiPgv3dUUmNrbwFxVYEJaQsEXMWSeM5liQsCDOFmcsgzInzgjnABaANcFWJ84hJ0lBMGNApFubdWJI3kOkEGUssatXBuQApMnTMGUHn1F6oNrZIoO1ndcL3YH93GHttOWLAsMb2yihyQBeNTbGUwqjaPF/UYVug8rrH2zlDUVV4Yifc7enjBft7u2RdgrbeMu2AWI2gHAMiRfvGbXeYzwrAz3rJdATI8i4g74ZnWAyGrM4iE400UZj082omZibCCZ/6QuU6ij1PEVCZ8dolAJuQNzlCTwktXgpqGU9aoTi2By8I91Nz0UCrNDjPse/2p4R3cDlcMgY6cTtuG66Y/wYB65VArLy8k7dJV2wTH8+yzPrC9nFfIwBVMH55L1mYQWfeeHVh/m3rv9bQi5YYUrHBJDa0rcoBe0fJ008/jZkzZ6K/vx8AwIM9EyXJsgwvvvgiZs+ejfnz578l/VkmAPbnP/8Zn/zkJ7Hrrrti7ty5AICf/vSnuPPOO4fdhtYap59+OtZbbz309vbiueeeAwCcdNJJ+PGPf7ws3VouxVvLY2GGL2QsnYXRAh8hoFNZZL9yYMrtHlk2C9uwaZty9tuxjYliAfSvUUPeHfriQknAbMIwmMGJMOyLbPIURH8OOWA+lLsJ2n5LESYwx+JYrxtGJymLk5unoGXvBRMtZbxeLe0BmGhpyJaGyJ31ED5MsGyNL4Qnymg7SzggWlbxUQzKGLJfeQ9YYB2z7Qjgjf23wuMXbo6MCQOcQILR9Q9ANAmoa2MZtgVKOeGIgplNqE05F8Jabz3AKnm4XC5YuMU2D2wQIOaAVCKNwuFvvmP5i65R2KnDb3tMKTRGp01c9K6fVR90BZKbHz7dhhE5xcWuKCsOsThjSAclK/Z4udzO2Ao7ecbnkFKCBBINch+BmgtJtB8JRg0aNWh0C4VuoWyOikZqPzUo1EgZ5sPok1KO1K57PR+FBVk3XmuNwhJVxxJVx4L+LqBf+rFNisCLUxOGONg7huE15irna3E7t3KQduI2VLAIETES+c4ruLP7Aef5edOEoXGw2LeFxqIwPtuKNNvwc799J+Wh9K7QknzYn8v/dTUT4+3YAi92oN1uMrAGfF6XTowXLG8QVIOga2adUPCERN4gVRovbH/HoYrOS+aBXd0BMA75XwUQGnleKRwnkRp9/TXovFqlmTnrVCSPPIvNbzwtLHTAIQt1wEwInTKkHABuXnQlbmn9HGuOn1t9rTvIjDnfLRhcWcrwt4Ylo4IZC319mDH7bPj8pSwDdXdh5oOnGhBXZg4s53J5z1TJaBSPj04GAPdergJPVaDLbd/2Ke0/1HGrAFuUp+vmV/etvSW5ZBRz+ovW4FaGnzx9q4m+GYxt0RvaVhDwxcvhZwWTefPmYe+998amm26K/fbbDy+//DIA4Mgjj8R//Md/dNxvyZIl+NGPfoQ999wTY8aMwcSJE7HllltizTXXxIYbbojPfvazuP/++5e5XyMGYDfccAP23XdfdHV1YdasWWg2DcXr4sWLR1QH7IwzzsBVV12Fc889F7VazS+fMmXKoIXRVhQpuMkFmfhmILCrAdazFd0CaTxguiZM4WUgvIxF8HS4YpeBMMN+xcpPHocPUgAydn9h9/Ues1SaF0OuQ/+UAmkNMaAgBhRkXwvU3wohNIAJN0xs6GGjBu6qgesp2C0TZF5mTufob0L0tSCauQVfyni+WsoAs2YG2Z9DNJXNC0NQKqNz8OyDTtx5OABkrY4i00j6lfWycQBf8UTCgEoF/u2bN+HOqdMxwBILVBfqIkNzdSBbPQP6pQFddcNupesMXdPQdW0AmGRwar8TjsJmXHhhMGiH/C/jAQkAjf0+sWJcVnhNtKdhxytmzvstwt/ROVZ5w0z4ocKYWj9WGnEvdQG4Eg4AAjBzFl5BoYZdtJ+r/RWHw7icL+f1ckJSYtPPP4R919sOm//xs0ggrRdM+Mk1BZsPRR8wGtHvNHp4Q0ii+aSR+3mAU7w0MBbPLx2H55aMwz+ao/HawCi8Pn+UHdvkP7JPQCyVtkAp0MntYZ6H9nVDArdO27tvDcRe4Mc+/O1BGlz5ZLePXwDKzDjUaTTGbA5QWfmlCJhx9I4IrK1hzq70VEbCFnT5vC+bS6UTCrlfSfjEeVwAjEHHdqHrH7BGJ0uYUbchgzZ8MKaydzm4fv6L56AIfHHkPfN1w1L7qdu5NDJEeb2+6qQZ+NsB34Z+ubvjGAeAm9+4HBM//Xz7ijwGYOZ+6L4OBZxHILrHAAFObXRJbiM67L2nXAFZBm3Zd01fTC7YR2+bBQCY8VhJp6oK42MNz5gYE3KUwwbL+/lQSx2AZ5WhKl7v9nFgNd62DaS5eZh8P3w+WMnzxY5tNhJn+NrisqPCwl22Md+CzH5RpINutTBfU5jvy2GQq+QdK8cddxySJMGcOXPQ3d3tl3/84x/HzTffXLnP9OnTMXHiRFx22WV473vfixtvvBEPPfQQZs+ejXvuuQennHIK8jzH+9//fkydOhVPPfXUiPs1YgB2xhln4JJLLsFll12GNGIK2m233fDXv/512O1cffXVuPTSS/GJT3wCMnK/b7311njiiSdG2q3lT4iK3i8XklcIdaJAZlGyyngSjEKb9qv88rUmdp93wdz2nmKCD8tz4CR+qftJK7eTrSXtoFZugFErN9Y4pyxE+znPHSfhY8JYQggiZbn1nBnll1o5hM0zg0tQjqzApDmEIHpijghARdckDn0JRUHt6lxDDhiwJ5s2/4xhlXMEIo/U1E9yNZ0W6wY0C2SjtbmFHNpVDQvE6hrc0OCaDTl0+QqO+jtSPNryu/wwCcsICCCsrEfESo5gpDZBTrkcjbamqfTpLHWZo0c2B91mhRLHJloOk2Ud3FFAMZ+hY1tRyKHzWrvlkTeMpMQmhz9cZEUkw4woyTxyafQBAAlCw3rJimyJupAf6ETDjNGFWRdeWLAaXlo4BrP+sR4GVALdlAATKLNKsFV8RYvM3wjLOoqPrx2GZTg4t4bc7p0qsqk9w6qr22jmShQAlhdnlXHvhQ7XrnP4YNyWe4eEeUvLAHh0WvRAFXJo4d4j5mBd86wiG+V1aQfYEOZd/16Kh5CbrynqQxL6UZi3XTSBdHM6j2z8MIYclLTaGOy17zmYuu3J4b3rwIRrRinMv379ERy4Wmbef4ptkEHNDDNnnRq8nM77lStws4l9djrNE4CwUjhi0yiaqFOYXBlYVIVUVwGvTsuB9rkwzqMqhxxW7VMVZRADwE4eqaq+2FDwDW5eCsUaGtqEIcahjNEx9vvfN5BSXLoBIewxAog82Hy/SlZKueWWW3DOOedg/fWLz/Umm2yCF154oXKfu+++G7fddhseeOABnHzyyZg6dSqmTJmCyZMnY6eddsIRRxyBK6+8Ev/4xz+w//7744477hhxv0YMwGbPno3dd9+9bfno0aOxYMGCYbczd+5cTJ48uW251tpT06/w4pQ0F37gcr7i2hUuZM5+TLFls4pTAY7yxLxDxDMGlpbrYCH1wAXwdb9IM0QrTD4uzM+0QUAiAkWyssVCM2WAV1ZkaWLbV7baJScygLBUghu1ondhaR+ov2m8YkT25aMD+HJdiUYkaYZssv/tWAxjj5gPR7TrnOUXDKSLWkje6IP8x0Kkry9BMm8J0qUKsmXAkXZGaQlk3QIfGfUIXsxHYZ7uxnzVi+cHVkf9dYH0ldSEIHZp6IaG7lFAVw7ZlUM2cohGDq5ba57zhsXn0ebB4o7vHCl1BMIY5bAut38tUSYEURE4jzwcQyjFwQsWlq3e1YfvbfeLwXdckUTacN7oRex/53mo7aUjKuohqIopSUH1eniObcgi1WrByEICO536RSSQkESBGRGEFIQGCTRsjlgtGhQShJRipsTAlliD8oQdCgLPDayJx19fC0uWNNC3pI4lixuYu3gMRJ+EaBmvBanwPIiMQCoKQyS0gazKkOYoLHFYQAsIAK+N9MUUD99+xjeH2dDKIaLFEJZgo/ywl3O9WEozd7lPEhExVUh8CwNXDxfuo6F6t2QZCZkix5ad0LEQOrBTYJj199H8MepFY5zRzlNlvWbaec4cALNjztX0im0/Ova4OVDoAJgHXhyWR/uzc2r4cFZ7fu6yMmGja76DZ79yPEQyuHI94/npqL+8GLSoL7yPmYsMhJrx662vGrSdYYsy70961eSMzJx1Km5++HRrkDSA65bsvyFauSGQcHNULHG+VBxBwxw8X53ysNx2Vd6sKg/ZMNpoy+Uqe83KJT/KnrMY1FWFV/pj2t/3PgpJwoMwv871x3rQvjD2KWRMxrNYJuBYgUFXIfJnOfmsaLJ06dKC58vJ66+/jnq9XrnPddddhylTpgzZdr1ex9FHH40jjzxyxP0aMQBbd9118fTTT7ctv/POOzFp0qRht/Mv//Iv+POf/9y2/LrrrsN222030m69pXLRRRdho402QqPRwPbbb1/ZzyHFWtpJWhCilCnuCIQwqFxZ+mH24AuAn1BDLlfRsilyDcrZfxMDvvggALAhtggKUXhiSMO3W/AmCRilNe4X4NssKAzahMv48C4hAMfcKAV0TULXE+guS0dvzx/9/YGhyPXHh9WUJuTI6kY65Bg4ZsaYht4onDZkhRkiM9ZnauWgxX3A4iWg1xcACxahNn8A6RINUqZNMCCbjLO/8yM82loTC3Q3luo6WpygLnLUd5hvrlGfBBoKopEDde3DCgFA1hRETQGpNgVBCcYL5m4YDPBhq4g64gu33InbQ0h74yKlIxZBjDW6liLLZdgx3qzTBMnFb2aCFIwbdruoww4rnuw59RxjALA5jQVJkhB+WGblEiVFACjmIbjf1qBAQoRnWwrvBVvj8r9g81uLoYh1EmiQRB3m0yCJOoUQxboFZi7kUBD7nLDwW0GxwGOL18XihV0AA7woBc+rY95LY0y+FcLz7PLA4pwwAMUxEF8e6rC8JEO+fGMjABfnrVSsuErQSOU9B55vC8Gba2A8YdpEEuQ2/Mqx3vo8XTN/mk/wkMUkDn6+9sRH5HN9fbih9yoZ4KUce6H1eukYCDlPmwNhDLh8UlKO4TAUbAYiEGaBXKxFKFdQ2YYa+vBHgaLHzXnT3FwZhUCy4Khfw9P4WJlOyFRjm9+eNOi21NeEHtcL7um2hsAc3GqBs9yUg1EKS9+kkjlt8lex9x5ngZo5aP4izPjHxYX1M548BzOePR8zXrFzr+0HmMGtFu5+wehSU7c92Z5gqUMOdLlww7geZ2Gb6JkrhQw6YgxmHWofur7E7ILxseJQwpioIxaX186mDXZlPaL+cCF0kQPYsi9VLhnEBBzZkfAh4oH63hxD23zaEEoZdAjTiDWaCeFTQlbJO0N23313XH311f5vIoLWGueddx722muvQffN8xxJkuB///d/3/J+JUNvUpTPf/7zOPbYY3HFFVeAiPDSSy/hnnvuwX/+53/i5JNPHnY7p5xyCj71qU9h7ty50FrjxhtvxOzZs3H11Vfjt7/97Ui79ZbJtddei6985Su46KKL8K//+q/40Y9+hGnTpuGxxx7DBhtsMLLG4pCSSFkDEFmkIouQpIIVksHeqwMghHK4ZGwGSDDYxd3DWguBoATFOhCjnR7ahkMQsw2fIxseYfKSqhLB/a7l396LB3BNAJxC9LXCOYvo3N17IQo7rLyEDpc5jx9HXg2Octs0IHLzkhe5YVU04Y+GUcp5HamvBdlsQGYMBYJsMepvKCxlk4coYGourZMswFxaDeuPXojZyTiIjExahGRwRmAW0KTBmiASDZEwlLbX0oMucx+0IggJlBl3mE0hXX+ugPnbhd60XRKzUAhGd9JC35K6oRm318Jo5eQGT1GppsoGK8MiV2S5/eavYeq2J4MKL3drKKilNh9RtwN9XQxN6VhEXcpgeHBgTEqwVUZISmw6fQByb+HvQQqjQJiwRIGMzVjUpLFYZ9ZDJpBSBsVUoK0PHQJqlON/X1oXuilBkkE5Ga8XBHyt2dj7FBtYAB/WNuw7XsGYWBbi9k0ro4kIuHff7wz3yCu8GAIgFMYhZSoonU7YDhJtnkW2Dy3luo09j3RxTLINVTTzOgXmW/sdAA0F4EURCIq8V4VIZQ5TCACTk2zDsGOqeWP4C/u40EZzAVwfQ9txoWa3jhD6UTBcuTmww2PYJgxMvPpsNHo1tB5CuXbvoSj8n/Mc8z66Fdb83TPmnN+CaVEubRljay0demNftNnkoC7Whsnv5odOw7SNjrdGWxXaqwjB81IF1uLfMTjRXAxxdHNb/LcDXOXjdJL4eEJ4jx5r7Q1Y7u9Bm4mONW3aofjdDFuLrYoF0co4kQADTfPO79TfODLirbjRq2S5l/POOw977rknHnjgAbRaLZxwwgn429/+hvnz5+Ouu+4adN8kSbDhhhtCxZFrb5GM2Axwwgkn4MMf/jD22msvLFmyBLvvvjuOPPJIfP7zn8eXvvSlYbfzoQ99CNdeey1uuukmEBFOPvlkPP744/jNb36D97///SPt1lsmF154IT7zmc/gyCOPxBZbbIHvfve7mDBhAi6++OKhdy4JWe8POUZAojABMYd8lIo8AP8yteLzwdi+1EsvywC4HC09FUNSHImHq5nlFCf3krcFI7mWgGtRXTCBkLNQYorzyoULBfCsT45MREKN6jKsRI26ycup1yxxRwmIxgDOHoetdbdwTS3Qcl4x4xljv85cK3NeupGCx/aaftswCFq0BMmSDOlShsgZ6VKNdEmGNeUSNChDjXKMEgPYpfEPbN71EsbW+yFbAOXmYnta7wEJXpqAmxIqk2ANHzrYpmNpshETFH1Q+iaLkwyIIpdHFoMoK921FtaqL0b6fAPUFB6IhpAcDFtWttpM++x0Gm5+6DQTNqth6Qdt7mWuIk9XRa4CR5bYWMh6u5ziZj0XJCWolgJpAupqmN9Sgh+ZjWnjt8Oupx2DOqXY6+FP4IANdsaHNtwF+22wE/7QPwoHbTsV7z79K2iQ8ZR1ixrWECkapC3xBqNOjG5hvscKhc3SN5D/owvp6ynEogSyX0AOENKFAiInyCZB2BwwoRBq3lkgVmASRYSrynPJUFIxxopGHeD5z361uG4lA/qDyb9+9AJjBLKFeH2Nr7JyC7Qpu75OlFsd37fCXAnv9XIh5n6+FFT0MiVRuGG0jO3cXqalN8DKkrnkhHlbpIaoI9rOR0db8KRTw17I1qTr7QACoRhzBMQK60teuNj7NZx0RN9vyUgThcVvtIcaxTLjyXMgFiw19SnZku5kOa7/9nl2XngLPLVKQSweAFotrPPLN7Drv12AXf/tAuy7/SnY7eMXYNqagRJ/n51OMzU6lQLnOZr7vAstTvDug84P7bkSKWWwFEWKtM1nVWyFMaCKQVi8rMSKGJZHx6iili+EOjLIM0+R90oVvGGx7lCZG6b9Rz/8WPs699OGlAsIvPf04/HSQRvh5U9uYY4fXyut/RzuPXArgsS5ucvLZwWTLbfcEo888gh22mknvP/978fSpUtx0EEHYdasWdh4442H3P9b3/oWvv71r79l9PNORuwBA4AzzzwT3/zmN/HYY49Ba40tt9wSvb29w94/z3OceeaZOOKII5Ypce2fJa1WCw8++CBOPPHEwvJ99tkHd999d+U+zWbTM0ECwKJFi8wPayEnF6IEYQsT5whmQxS9ZLFV3nuL7Ob2pUR5ZL2Kwg7Iaf7kvEIMW1HYiGZj1bcWL5YAK/OS5VSAlDKhMYABaa49RN11gAww4QdSgBTATrkSCJN5KqDrBFBqmBQBQ/drcx3KiogHjIDPgwjXJXrmraUVgMmtIHhlkDRD5GYfVRPmWo3qQrKk14Q+2qKXcvEAkoE6tGWa1KnEtzb9V3z/qduwQNfRoBx1Erjqs/vjjc26QOuaXBq9MIUaTUCftIqRsHkLEqgpsBZBMY2/LcgiBpQShpIbxtsVe8F83S6XyR4uTqHR8aMWYfV0KbLR1utiPaPe6xV7wcrCKFyz3vrKQ74xdco30bfpauaPgRYoTQIDV25DYBt182y1WkX2Q8CONQES2nqVRQg/jMdr9FwjTc2dIvJ5JJzlIAms8eP7sd+Pd8Jq4gWgVgMlZrr9weZbgcQirH3No9hlzeMx6wvfx7T1tgdJieufvxNNKAgI/HjBFHxm7KPIoJGB0SDCpH+ZixfvmgCRC1N6wT2bub3louj1isdGmbwGKA2TaFxUedDbxI8zN2bD8knfv8DMPXb8r2xAfzBJBrR55m2YICm2Hg5U56JE87SfByuAGYMi75GdF019A+iUCqDIsB2aQsmOPl67nCv3O/KCAQj30I4VJoAywsBagIxKBDrPF6fmt7Ykxi6kMI4aZNk+vly+mFnPfh3Hua+DkJAMJpoJGJCYeOW5eP7TJ3TecKBp5gIbwsdKIQOBB5rVYGAEss9Op5nb2T8ANFs4cZ2ZOLL/X0CKIRb2oTG/C6wU3v+vZwAAZMtGaCgNbrVw648vxS39DdQW56at3ABEqtfa56xY/Pu6FBpY8vgUiCli0QALDdIivOd9mKMKbUbef1PDLDpm2aMGY4hmEnZbCtsBFdsSWJnvm1982C83Be+dTmQfGNaANiGJ2GUbpDQLa/z4flz67G34/Ic+F53XOyf0eZV0lnXWWQennnrqMu37/e9/H08//TTGjx+PDTfcED09PYX1IyEgjGWZABgAdHd3Y4cddli2gyYJzjvvPBx22GHLevh/irz++utQSmHttdcuLF977bXxyiuvVO7zne98p/Km+hhjp7wJw+hTsKIrBROgZCQO6TP5AyiAHiZAcGA4ZAe0mEK4YlWYmQtdRJiEY2FJgYbehWe5idaFJlbNYdGESmyVDGiInCwlO0HVJUQjNZZgwOSZSZMvFpQM632L8+CqPGBxt52yGCmWpNhElQgCWwUEgsyL1twU49mrp4b8I4f3AIr1x6NObHJtQFisc+Q9CUTOkE2CqsPkRLSEzaOzHbPOFbL9Y12lNZjOBuMhQenYG+aAtDtPKoQjxYoRACzJavj1i1OguxUoFyZnQ5bue1mBZqAchkjE6EpWEsIbADc/eqZhE3OiNSATOMINzjLQ6FFGMXJEMJ1yAWLrqXt+gaAwxMXVpQzW6TQBNQmshQGAFPJAKU2MIcSFxEqJid99FOILhklRjO7FwR/7PGZcfyWmHXQ45N+exfGzn8JCPYAxlGKhbmLr1V7CnGSC8ci6YeHwDwMVj789B/vNEegqD1VeBuOmH7tFEGaU/WisvYMAGGUmP9blq7qoBYoVwVLOqwNY3gg1VGyKDS10gDuOanBttrEcOm9VBL4GPQ87TtLFNrQwBmYAYNvywM8aBBjwQKs8xhxbYvFAQ5xrp/5FuAIAWAlkmQRqekgnFg8MmOcR8F4vCQY3m/j7N3eBoGXI+7YiHFuwMgyHm014CSI/D6KlwV01yD4THicX9IO7a4EQw0ZpKNZQLPDH35+IqducZIxFzOAsw80v/9CEJLadUAl8VUnZ8xVvH82DzBaE2d9tnjV/PArbs/DtF/Yth22VjQtRX9gZie1vANDQUUEPI4sP3QWjf3m/3cZ4v2bceJUJ8haGWVYsGbysCgkL3FYVYn5HyEYbbYRPfvKT+OQnP4nNNttsxPt/+MMffus7hWECsIMOOmjYDd54443D2m7vvffG7bffjsMPP3zYbf9fCZW9M8xty5x8/etfx/HHhwlx0aJFmDBhAjxbmiOhcBT0RIYMQNrlSofCxxwp3darVQ4NMRZSbV+6ZHOOOLzD4n4KhBc6w3i74tOwL3HSMCyGGqABVVQ4XfHkTu56jyo0kJu2oAFKCAICqiGQ9yRgSZBLhWFXtIQdACyZRwkYKDYAyjEsOiCKoBSYPxAot90iDb9ApyYkixNhCFCkYWhUXQk4Jf/iz3slaMI4zNcpXszHoUEt9NACNMdKZD3G6ixygDMYMg57HB9WEym+XimIr7PzYDLAWkB7YyLBecfiy+nXFR1f5qcm3LrXhdji5OnABrnJmcgoeDo5wlrxvgWDOoHsit/vOR0ri0zd5iTc8vDpAIAZz5rwnWlbfN2OYQ3q7TFeWEEhN6EMrCLNzYcOA2H8WWZTCPdsiwKQIyGAmlGqqFYzXmJpa+KlhgREAOBWy1i0kwQfXH9HkBSgUb1IXluMD20/DYl8HVhvHXxo+2m4/oH/h0Oe+QBa/97Ayz/oQt6jIfsEHOMcWR3Js4TGEj9aMQhzi8sYv2qai8BVwRlb2rbsDIvbCkXDV25598Hno5bZUEJlSZIc6YZ7uF39RomiQmonj0JtSAvkoBiIiic7YgxOyDgzJFkjFgrU86qGIvMgAeUwwDAuKBj+IvERBxGoYuvd9G0ifBdywxCtowDAOAlgLuxk/xYoDuS4n6Xx7dkR7fIkUchqCugbXLWZOLMfLxwyFp6Awh72f567G7s/tOGg+w4l1Mw8oNIDJsKAMg2RaXCSQC5tgcaMMnNRJo2H1NLP6yyHBuNDkx4x+w1kYJu32veezbD37mcak+1AEzNeuwTT1v+yOagFfG2o1K0r5zy1eb/cHBZAld++VG+LYu+Xi7ThkCfm97U11cK+xmOFOLfRza/l6SGahzPOse/fFmHf8dtg5ksP4+4LfoR9f7GNHyPzPr8bgFnY96B/B+nHsJpoAIuXoK3+l2PGFaIdGC7PMphh7e2Q5akvw5RjjjkGv/jFL3DmmWdiu+22w6c+9Sl8/OMfx7rrrjus/U855ZR/Sr+GlQM2ZswY/xk9ejRuvfVWPPDAA379gw8+iFtvvRVjxowZ9oGnTZuGr3/96/jP//xP/OIXv8D/+3//r/B5O2SNNdaAlLLN2/Xqq6+2ecWc1Ot1jB49uvABYHJEKAJfggBhfycyTAQxKYdiYyF3cf9OfA5AWMQ2gdiHGjovUDSx+rwx254hsggvOo68TAVrqKuX4S381jPlknc7sB+5vpDWJgndhkuqhoBqSKju1IBNAetBgG/HsSr6vDUHSCPw5fod0+/HtMVk93OWfJMbIcBJYl4iifV+uf5aEKUTQnO1FF855hjMzVbDK/lY3LRkKyyaKJB3G0uyuS4E2UcQreg+yMhtYJUBEqYP5psA5+nSJudLKwGtBFgTtHYvPPehIULTCZN/eQYeP+04vHDkV+15xOiK7PWr0KTj8bMCxnEPJTdb8FWQZmaIN4iA7i5AK/NdswydJYuxs7xSDLzcDYlriCWJebaTJJRbSE0OGNXroFoNVK+BGg1gVC/Q0w10d4FH9wI9XSC7jFcfg2TcahBdDSBN0b/RaujfegJaG6+NgfXHQK+7Og7e/H1oHSLAixZhwdzRxhMrOSjbsTejw9gJnpiwXZw76kL72wBcp7FIg2zj2o008+5aC+8EkQOWHday2JLWocyGneM9g6wdV95IFoVcg2wdRmXzyMqTAsHnfemapZm3cxnLQD0fMxYyRWDMAqLCx3Si4E31c0s0boAAxEA2vNHlmLm2I++X+5vLywD/3gr9KZ8ntx27khPbznv9S+uodWWAIky8+uzKe/Sj2XvgqDVvt8+/eZ/NfOlh1IjQxxn+tO0v3hQ3A6fSvD/zHC9+bUcAQNKvIPsdMYQGshwznjzHgLUodPnv39jFk/QAMCBNGyKp7EvzIFomVHHGa5cAAGb8/ftwBlB2BaV9Rzh8EAGj2FtW9m7FDLGqmAvml8f7OimX8+hEChLRxyMGeX518cIru01KRcA086WH4fLDHjjF5uff+zAA4IMf/Qy4f6CYb1/uS5zysUpWejn++ONx//3344knnsAHP/hBXHzxxdhggw2wzz77FNgR/69lWB6wK6+80v/+2te+ho997GO45JJLfAFlpRSOPvroAD6GIUcdZaqbX3jhhW3riOifwjgylNRqNWy//fb4/e9/jwMPPNAv//3vf48DDjhgZI05mmDAKGmuCKwUcPXBPMWwt8zYfUtuehPehyIrlhOGJ+VgTUVI7eadSDkjAJ6y3r0o2fpDpKlHQ3GtETdRsTIvuXI4YnmiJfIeM5FpkJZeF+NEQKdmzLCkQIdvj1MIQYQ5jnv/uhd00QNmlWNnXY0vD9mNCeC6NJ4rIuhU+oLUjibaeAEZzdESM17dqv36xd3UMLW3opAqYngaZLN9AGRsIzpjj0H5neeAl9+3k8XLtuPyaSb+8AJwgwPr5bBAVTAjvxPeP94Ttt4xRplJEqgxXRCJsLV4VOFmVLIfxt4v9zdzIKWxuV1wIS25AInULK/VgFpqlDJ3wbu7DCispVDdNch11wAtWgruriPrldA1gsikNTB0o2vhGtBjeyDmLYZcbJJqXG0vBiLFFIjDxPzfTpmGXR6NRSB4roBhDqEhJG7PjeX7p5315hteAYS8Ea1oHPPGKWfEsnlQjEHCYBkBuHUQdkBMAohzxCKPl6OBrwRerg0qNkpgE9oMU5uLcvjxFLfhjXelsdaGycset7LRD6W+YQRj0RqtCARWhHqao6kIUNXXdZQcMAXOMwtYrJIvADRZQyKHWta4SMADIiiNh47+AYDjIFq2niYAypQBToDPS3Yemb998WK8YY1Ck8+7EJvosL6lJKipMGPOdwuHmzH3B5i29lEG1L1+Kaat+8X2MdPGmtghVFGpMJ/FlPEFkKSLNO5cyitzY7YQcuvaYlDs7iroDxogAdaMv39zNwAGUGkfXhKOqaGBXbbBM4d0QWNWYT3d9zdwmoC6xwILF1efp5N3wktwlXjZdNNNceqpp+LUU0/Fvffei6OOOgqf/vSn8e///u9t244bNw5PPvkk1lhjDay22modo+AALDM5x4hzwK644grceeedHnwBgJQSxx9/PHbbbTecd955w2pHL6eJkccffzw+9alPYYcddsCuu+6KSy+9FHPmzMEXvvCFoXeOhGJvV5qEychdt4hVkGNrDBWBFmk2AAHs3fQshfdkmQXmjUcEs6172RdAgrWCwZKkc3hLMhFIALomIXNdqftDCDPxMgdig8jD5kLgfA5ZZjormwospLXKCqCB8HZOBMh60zzphveOWaU3Z9N2AZDa94u3pMUX3gBLj50kQXWlEEslOJUgrU24JRDCLwnQNbPfG9M3xMA4gQWbAY0MkDZFSgkYhjnfd/utjTLOOfn3g3/3ORzt2RHJg1cdIeWqqJH28wrHay6sY+JF5xtAKmDAoLZjJFamCvFgURveCNhZsVsZZNrkr2LG02Y+mjH3B5i22YkAM1RdIhs1Co0lA0Bfn9nY09ULrwgAgA+5ceM+noTdc5smYGEBXWK9YkoZZWJUlzE81E0eJCQBjQSi34Thqp4EqqcXcnQXVJdE3i2QN8jfL04AbLw68h6JZPUGul4hZKMRvL46GpMcfvtKBA7Mu/sfA7FICqBpuMtW7uGzTCIHVFQyw14gSUBuQJeZfyPlVcNcVK2NtykiYnLeM1Imn9aHqLtn3D7eed0Y8igCWJ6wzEYIOAIOoLhNG87wCV0G4IuWmbNIwTPiAgieV0fsYd81bo6LpyCI0jiKtneh2d77FX23jb9CjKNdFHnozHgnZPetBlpbg7NqhenfJv8Fr8wdD543H5znYM2+wO9SBhRyKMjKfYcjhnTF5Jw2OUcdwC33nFSYjwriChWzRsYmBPGi2XvhoH3WwKPfMyFSrBQu2vLn2HnWc9UH1YybF16BXz+7LWa8/BCmrXN05TaDgvlWy4y/VsvXLGVLDgLWIUeLyYIyc80oTleIjccu/LCccx7letkFbb+/8InftfWPBGHf8dtgxkuzjJfwL4/i6RtnFezBvt3YsFaes5lNhBLg89WWZxlmKbz/M1me+rIsct999+HnP/85rr32WixcuBAf+chHKrebPn06Ro0aBQD47ne/+0/py4gBWJ7nePzxx9sS2R5//PHlFlSNRD7+8Y9j3rx5OO200/Dyyy9jq622wk033YQNN9xwZA0JsuGHMoQfutC9mO2wLM6CbUMMQeRBWCEW3v2M6hyxt1radcp6eKRl4oIBZXGytz8sGeIKqknzjtW6LY7fecsAGKWi7MaJJzplLF2UCsgWmRDEBkHnBJnZtgmWlCMCiI4m1r64zTmaC1MApipax0Uw5a4R29BJAoOTBCwldE2asMQIqLAEVM3UyuHRArXFjNHPiNA2wZBwRInuprAtg6RRAsgwpIAlmznen4S/wOarHE7qFI74XsTEHChdV7J/pwyxVELVdfCAFdqwu1XGlRnRlYQhK5Es7Sv8OWP22Zi22YlI5y2FGtMdDCAudKdEUmKAWBKAVsz+ZT1fDsz7QuRCgBJh6jgRgWuJLUwuTf5DTHDjnk8B6N4Eebc0YzAK18q6CLxGCpUCzdECyQCga4BquD4iMB0WNJFomqi6zRxWxUOxrOPGeV1thDhVf3d4OU+86hw8f/jXqleuJLLn1HOQMMz8IhiChSXTEUAagStyhWJhaz9GhizY/DFt52z3ylAMVgyk8AY7R6ih6tZY5e4/w4cfek9T7P1CCYQBxXvpQZjpqnAMm/G8ZdswIIz9vWeCMZi52pTu+O4YbptSSGJh3NgBV5g+7RgvzGl+Ao/aYODx04/DxIvPL7wLy7LOei+Bm5/A9Kdux1c23gOKDQTLmDDAAq/kozCl496dZe89zkLqQvcALOEcPi4omo/22eU03HLvyeYPtz0J7+0ZJfrxmXF34Sv5h8GtFrKZ6w16XFYK+/b8O77xtz7sOfUcdEnp628V6ngVdrLvXAuc1rktxT/2dvlbyiyPwBdY46lzdsImX3vQbGMjeTjLQW4edYZTa7CNPYxsa5yZPwiOcdZ3x+enhWXSGsT0EIwxnqjDbs+awfMXgOp1sJtvB4/tXyUrsTz55JO45ppr8POf/xzPP/889tprL5x99tk46KCDPMgqS0wS+M8iDBwxAPv0pz+NI444Ak8//TR22WUXAMC9996Ls88+G5/+9KeH3c73v//9yuVEhEajgcmTJ2P33XcveNr+r+Too4/G0UdXWJDehLCIvFbDdHsbIMb+t/eOKfcCJWM5taQVZjsOXjDAE3H4v6OizeTyvOJ+SjKkFTlMXDlFbVFE4iFgvC5VoNsBx9wlHrvJEYAkM5kyW4IMS9yhnGLR4Vp0MN4VKI2r9nXv6LoEC2FzwqhgvdXSFSoNxUtNvbGQg0bavM+9vsIAlAV9CoaF0L0/ou82MgyX5OyUZm/97dD3gmISnzdD9SoDBN3+2oDA4crKHn0x4+Ufti+bfTambfF1UK4iohmuDslx9b8c7XwBiFnvtoDxDtsxzkL4ZYAZ0zoV0IkIngzF0DWAsuD9dZ4sb3zxxgGCluyXkbIfa2xw+aJlnF0YbhVDIg7lLQOvtucoBleDjZlOYJ8BViv5YIPxfvm8W1ubCwwIp1C68G334MXPahRF0PZglmOWI4+SGR927qeIITci4vDGptg4FYOfDhJ7VsthrlV5XmTPiUHhfeWOFQ8LYedV+10uMF0894oxNZgJ3l2YhAcFYADw5OVb4TV1v/eaKDAylmhB4qnWOrj07qPw8Evj8eRHThq0nViShQNhLmHGQHTf4vnIGUQD+DZ/C3tBP7XJvWa5+gJYM7660Uy0WOJTfzkSf3p0M5//G86bobbfDOPkH9H1wgKTb/rGAtz8+qWYusbnil6oKH/LE2Roxh0PboHN1COmsHwF+LrpxQfwZPZnHPeN9xnQJbQxKhXyuoqgzh3XtRHAmC33oW2pD/eM7DIFYOC3Wz6MY16aY4i8oHHMas9iBsaVzllj34P+HTNuvMpcynL4eGLrjioFShNwlod1Lgd/JcyFXiXtsvnmm2OHHXbAF7/4RRxyyCFYZ511htzHl5Qahowk/SqWEQOw888/H+ussw6mT5+Ol19+GQCw7rrr4oQTTsB//Md/DLud6dOn47XXXkNfXx9WW201MDMWLFiA7u5u9Pb24tVXX8WkSZNw2223GVbBFU3KSZ4C4EQGwFKOyWbzwiBiY3h3lk82bZkwM/tbks/lClZPy5qIaBlFE70vVhwxOvo8FteG/RJkwgN98q1dryIqZXYKBgWFs6w4aJNADgYoZ3CN/IubtLXQ5sGaG4e3wBUYdV2NPYD23Lwy4CyuAgViAbcfC4LqTo3imwroyBrtFQQgMMq5OmmWWYwULFgMSq9OAKEAtIKyAxdiGLsNOoKoAJyM8bNacQ0ajr3m7vzILnTXXEXgaxCv1yoBZjz+Heyzy2nmDwuuOMrDKIgQoeaXA2G2/hcnwoMvV1bBlD6Az7vxHlcBAA7gm8FOBENQUzPhXs4AEAsL6+Fw+poOjJxuWx8ehui2Vym+dnllOCrCcCso3n4753WIAFsFMKsEcG7/lV1stIKfcwHDUghZZHutCmOV5AGaM3oZ7z2KlhyygIsAnQqoOkXzUhRSnRrvmBuHcchhR/AVMRH6vMGSXcKv8+CK/Th03i+y0Qp+/BXoManokStL1Viy+xKhek6Nd3fLG4YJceKl5+H5z321ctvH3ncp7mnWMHPgGjRfngQAGOAEA5xibnM1PLtw3IjLJzCRD6uHUhio8NzseugFqK3TjanbngzSGjPmfBdT1/gcKE2QUgLBgbDGFS5uUIaxcgBTRs3Fn9NN2g+sFK7974vxw/nvwozHv4NpE441OW6Ar9lpSDTaDU0kBDjPsemxfwWzBnV1+dpophMaC34zCU2+B6+pHmDzjcAPPWHeRzo3tbsGmhA93SaM0eY4woIujr4/+NgbOGbsHOw7fpsCCHPbzLzhagDALg99BC4HzF+LSGcSIMw5dTdsvtcz7ddCSkDnqP+/OpacvC7SWc+YZ1NKc04rmuWxpNO87bI89WWY8sQTT2DTTTcd0T5jx44dNO8rlmXlrBhxAKwQAieccALmzp2LBQsWYMGCBZg7dy5OOOGEEXmrzjrrLOy444546qmnMG/ePMyfPx9PPvkkdt55Z3zve9/DnDlzsM466+C4444baReXD3Ev1phNTSCyftr1zjsVf2sdmLIAuwwhsdsdInoQXM6BZwJ04l6k7hPlJpCGeVn4ly0XXrgcWfEL/Xd5azpaF5Fo+FBB76HTNlQS5uUZAyuybURtxyyHHa20JQXBWHspWKABr2y4UERX4JllOH5gHbMv/EhhcddY5FbJdcA4vu45mZpg8XuN7TkUT9J/WJuPT7KHY0iM6oI5bdhNviXw5eeFnGw4JLxmPFzstdKHIA4mRCF8UIpAF+/q0NicDF/fi0qfRAbPlzChh6b+nDDtStM+S+HHNvtvE+7rvCSetS6lNqWUqxRVaxSgaDz639H4bCOLc98I69uEO3wjtNHJKzuYrOz2gD0+VMrt0QzKlSUi0tH7AIUi8yxEiELwRrfofQCgwGRHgDPC6RRQKWzh5fBh94k9YG5OiwxOZan0fMZjhkrf8e8IVAWPW/VNN32pGIiFmMPiqvZctepzAICJPzkHaSM3fW91VnG++8YWeO/E2W3LWyyRCoWaVCNmi6VSyF0VmYdsMkTTzi02TPDm1y8FlMLkX34eAPDrZ7fFtU/vCCiFxTdNwtxsNUyZ8HeIQtJnENYaGWssUXUceNcXMePF7+HmhVeYtt+4vKKj7t1kx5VSeOqC7WFIMAz4eu3IHf3m9257PRQzxop+iH+84QFVa9/tfWgh1VLXGQ++/N/2+4tjn4eGxnHPPF4AZ4BhNnS5ePdue73/3Uke/+zF+NXkWzqe2w2Tb0bt7wuwdM/Ngy5W9pJ1IsBZJSuVjBR8AcBtt92GP/7xj/jjH/+IK664AmuttRZOOOEE/OpXv8KvfvUrnHDCCVh77bVxxRVXLHO/lrkQM7DsbjcA+Na3voUbbrgBG2+8sV82efJknH/++Tj44IPx7LPP4txzz8XBBx/8Zrr49omjngcspSsDiSWyAICK8D8wm/QAB0iAyMps8gIMixDaFR+3PsbADoyRCXtia5Uy87cBREIxkOkAXNos5mQ8KwpwnqoiCOSA9yIQBZf7IEzoFeUMShg6pWJuigVALEQATLYvpu4MBett6Z3t380xaCRYDxtCWIzrp7XKFurZxMcsKZZMAKfwXi9hmcBYIBQmhV0uCRocgFHkzWzLlXH5YA5Mla3i8X2IdLD4lsTXnDUqQw/LaXm+PXstZbLi52y+GfHjOElAStv8rcSA9f4BC2Y5WHQB80zXaqGWnRCBIMFebJ1Ya6sr3wCY590CL2KX7iO88uyt/RT99h1FwepPgM+hNOeBYACww7jAFhq3EzsQqPQc2e+2KSDqT0zuMSzd9B3gjd310AvQaOrCc042NNyHZ7mH1huXqKiau9wZN596g5rdR3AByLMkk7ea2vBpaYeJgvfIx4WYYw9YIY46uollsEMcDE/x/i5PsZBf5kLlvdHIhhdao5B35NvzaEuPjQcfo3AtCwmJflnU//jdwAArglYCkAxqdlawv77lTf53P2eQIKSkMMApukULvbUm5qGn4/5VQn1N+NA71pgy4e/t2zhDqmXMPPCuL2LxN9bDz565DYdNFpAfIYwTS7BW2gfOt8AVW16NXy3aDofe+zmsVlsTItHY9PrTC6GR3MqgAWxQn4d+VcPUMUd4AAYYgDd13GcD4HIhgtbDtuA3k0BPGiBGOeEDj7yK9/ecjy0vmot9uz6FHU49Cn886UIAwI33/wbbXv5liBYw6l9fQ20mzDhPTL6sAVWWvcqSGbFmPPXjHQHMgmKN9zX6MPWlh40nbLjOA89WKQrjw+V/sa29RnbbD3zgExD9C9B4dcD2hUAkwBxy1VY4b9gqWSZRSmH69On45S9/iTlz5qDVKpZFqWIx3GOPPfzv0047DRdeeCEOPfRQv2z//ffHlClTcOmlly5zjtiI4f9GG22ESZMmdfwMV15++WXked62PM9zX4dr/PjxWLx4CBrR5VUKLD+RFu0TksN6tgAptnQa0KIhMlVkPATgvFUFFsAKQFb2iJGrQaO0ry8De1xXI6zgeXP9JPLKJqSjzq8+bbYKKUfbsg1nDFZ6LnrE4tyvtjDG8rlH4K8qbad8HYQlOUiEB1kehDkwFdP7R4qwV15gQJbIUAhJbPOEKTIhlXHtHLZ/c/jbeSJJm3Vsv309N+fFcPuXks19jrILeQTa70eVzuuXWaDwDsjL6SS33HMSsKTP0EErZTxgtlgyNeqmLhfgQ4AQsX65gt4sJQIhgvuG92xpW/POh6TZcWZCtSjKNSwpoUDb/SuQJTCiMQTvmY1/uxIOMYOW92CVPLnx8oK3vGSQKHsoRoSrGNjwx+eOYIcVR5J+beozAaF2Vzyfu6iD6Fl1c2xcE4zsOKNcV+fWEkHXTHF7lRJUSqH+lgVc7m+dIBBduG8Poko3r3wjS6vKYa0+v8ySb7BleXU7xFNW3HbIGysdj9ARzHvgXwaPiJZzaQcGVFNC9GQml3kY8liWQgBISUOSRl1kqAk18gLiixYDA00wazT3eVflJj7MvSsFlMI3JvwO6RMv4tHWGEAQBAijRRNjBMBZjvWlxGrJUqxW68PSvI6unhaSRGGvP/4HDr77aBz5wOGgNEGLGWsmi7FOfWEBfDm5ef5luHnRlYHZ0M5tOstx97a/xJMfuxhPXb49WCkcOeYpXL9wexz5wOHY7i/9YAIWc44BTvBc3sLEMx/A+mfdizEfMCGAM1962BitbN7Y60fuXAg9nPe5XfDstMst2Qkjh4KGqb/mPs7j5b4FRMELZgouB+noIXMeyEefArIMyWtWh4wjklYkQo7SnPx2f1bEEMRTTz0VF154IT72sY9h4cKFOP7443HQQQdBCIFvf/vbQ+5/zz33YIcddmhbvsMOO+C+++5b5n6NGIB95StfwbHHHus/Rx99NHbddVcsXLgQn/vc54bdzl577YXPf/7zmDVrll82a9YsHHXUUXjve98LAHj00Uex0UYbjbSLy4+UrSzlvDC3WelFTeUih0BRWSq339ZeheI1yPEBeCDm57QoJNJ3oZy7UHnsSNmkCCAwvCesoLx1epjd8qq6TG6TTqO3TObhrMYlK6v3hEVt+fwGt727hi7si4PSXFZQzToqhoG5iBGrlRhvBXlFwU1oHIOtOFyR24eC29dcHxQIQEYi73jjX2attEIAzOBm0xgH0hRi7BhQkno64wDCrKfLGhiMNZ88CQ4AH4prFMvgBWu3+lPx5g72TERjshwKGP9NpW/XXscQxKp5ZQRjaTAQ1rZuJc0DM8WXYclcogc2IkKKxYOzuBCuYgveOMzFFcJkSYNSw4bpwwyd18t+YiZNt585ONoAUhwu2Oaw5OrbVm4/brsKKJnJ0e4TN1gFvtzlo7Bf+C5u49ooHMeul6kO4dlDyG4bPgsAqEFDOgBAPHIAxgxuGut6/zELKjeh3L4HLV39pCQHtzJkkN7g2CCFhqHYxULOIKHRK5uoixxSaNRShQ16F+CG3S7C5TtcBWhGgwgNkWGNZHCj9cylJs/KhQ7u979vIGOFjBWenXY5WCkMsMKYpA81keOXf9wN9570AwzYG7XlhLkmakAQ5n1uF2CXKQYM5bkHXPed8kMs/N3GHoQ9cMrFyDj3wEsxWzAW/okO6qgkARUXXB5KXD0wQQYQtlrVoYbv+BfgO0euueYaXHbZZfjP//xPJEmCQw89FJdffjlOPvlk3HvvvUPuP2HCBFxyySVty3/0ox+9KY6KEYcgHnvssZXLf/jDH+KBBx4Ydjs//vGP8alPfQrbb789UltzIs9zvO9978OPf/xjAEBvby8uuOCCkXZx+RDpNHryYIZ9HL998EVYj1yDR6UQA3mbMlcVS2bC4kovahfCWFWwGSgqBxohbMr+hi2MbEIHEYolM9uQSi4ySwmEOiwlYSITcunCH8kCsDgPDvAvZc+E5chEBpsbq2LruLQegCcvIdjQGA4va2pXNrxSEYsFYZ5TwxUkTcK2Prc+J8O+ZcNi2O0fn3KsZFslneCUopLSVaVslMUpJlGMWLtCU9aqXJ8YO938Ddw39Z1RJLcsjpVsxtwfYOpqR4J6uk0YTasFSAnR2wO9ZCm41QLVaoAMhhFODKMmKW2fI4G4OHdM+802h8yxIHql2DOXIkSDxcaBcofjx8aFIFqDgBdGCEul4nJy612/CKF2FCJjgIi2Q7EN8yRxYWwPW1bCUMT3fPg81AYUmODzvWgQANVJvOFKaxCRmYNlWOfmWRPGastmpPDhhz53taoQs7vfprHCnOak/Nt7SGODlIh/O2ZOB6xMg7EBK26j09xaeGZcZ51HzYU1Opp7/1AMMfCYwBp46qPfwuRzpw9KxBHLADM2m/AyNgNw56MHoqVNLthwZerW3zIsxP39oO5ufGSDWYX1G15xLl444gTIzEa2WE/Uv03aA0A/eqgFVgqSCHViCBCeunBHNOjPWCddiJezsdAQSKTGX/c7o9D2zP6fYt5L62MduRAHTHpoyL7O7P8p9qn9G2a+9DAyztFkc9yMc/x27oOYpzXGyj5s1TMXp37sNiyytgUFwomPfASb/qmO2bsI/P6kC3DIhH/FptcejU2yWR5wKdb48zb/DTnX3PSMNXIoqOi5yKE6A2kAP1iwAY4ZO6fNM1YWv5w1AAkfIuJqObooGiHaSUhWgbB3hLzyyiuYMsUUlujt7cXChQsBAB/84Adx0klDs5xOnz4dBx98MGbOnFlgf3/mmWdwww03LHO/3rIMxGnTpo2oI+ussw5+//vf47HHHsN1112HX/7yl3jsscdwyy23YO211wZgvGT77LPPW9XF/3uJKrc7K2chDNGtEgJIJfKeWsHLxJJsqFLIj3JtUXnishb1Sq+QByRAzLrlclfIhVdZ66sv5JxXeOLKE1YZUMWHLXmiQhhiUbtkR0YQ952LQKJKdysonh3m0UGJPNz6CvFKsVU6fMiXQlB6HdbSzrMFH4potiXDThiHFvpPtM5t7z1j9uNCE533zP22HW/3MHQ+z/J2bEFiI82GudPKLTe/cTlmvPxDzHjxe5jxj4tNaGJXA9SoAwB4oGlCbLIM1Mrg6eXTaNCWwoo94YZwzG/kvcCO4bNgACgBIf+7LA6kxaGE5U+pnVjavGSdxlH50ffbU7vXbTCJnrGJV50zxMYrliT92odvOy9/IfQw/jipSuiMvWEc5whpIFembAKzyTWVBFUnaBGRbjjvV0TG4YBZXIero4eqQvx8BxTCHD3YExHAAzoPhPKxIm8b4o/gABDdpj68MXpnDNV32/7Eq88GJzyscwWAvwysDwB4103fwpNL1kYzTyAFY5vfGgXNfXcSfmaOCVm2hs7PjH3Ur9v0rOnoXq0fAPDH35/oPWBsi76/76/zkVIOVgoCAjUizNcZnjvmP7Dm+Lk4YNJD+PZWv0aXaEEzYfMbT2s7foMkRolW2/JOckvr59h3/DbIoZDBkHg0OUc/Z1jKQIMyjBL9mK8YmR2zA5xiTNKHfp3iltbPkUJg5txZmPzVB8B5Bs4zzHzpYQAGYDnPmgNfGTQymDBExS4Uke3f2n80NI4ZO6fQX8Ua2GWbtvNQHLxnLqTSMyYKCuy2FRFARG+ZCvzPk6r5/e3+rGCy/vrre9b2yZMn45ZbDHnL/fffj3q9PuT+++23H5566insv//+mD9/PubNm4cDDjgATz75JPbbb79l7tebIuGI5frrr8e4ceNGvN+kSZNARNh4442RJG9Zd5YPicPn4kT+CmEiiNxZchgufI8TGvwFUg5jcvt3WhdvoxEsQiUFoRB+OFg7FecR+hb9ZECTJSuIVjCRad5Z87m4DwMe6MR5YoPlDBQUT0doUsol8yFgUbtlxdcdO+yEdsXTbxd5BqySarx5MOdbpcwiuqzstxy5eM0dw1Y2nIypDSzLEd8Z0qgbK7UUQCszYYh5DsoyU2i5K/GkOZTrEhiL2nEe6XI+4xDSZmRx31anDGOntM6RJrjtSp4wv2k07jk6hvfGlfvCpfMq/z0cWcnCEIUlMBK5ydkdkTiFcKi5teDRD2AozlNto3avAlqVViy0K1RuHzalNrR9Lbuc2UJsO0XfbjxQxcAYLvCLjt1x/XAeIwagCao+vGfu6L9+Er1yIj4OoJ7kWJQZpUwKjZpU2H7GN1GTQ7Rlw5XJKv19rLC66w4Bq49aGk7D5v65Fo9Z7Qk80gJ+r64FACycOx4T13+57RBLVB1KCQjRPtb2evgT+OVWVw7rfJ38Xl+H/pc3gqs1o2FBkh1IDZFBgaCgoSCgWECCURM5PvGXz+Kanedgs9OnY6J4ADpj/Hbug9jrM1/ALZdfYtvT3uvlgFYsEhR5toT9v3qQaDBm3nh1aVm4DhfNuQtHb/CvKBi+XY1HG2YelmtDV79K3hFy4IEH4tZbb8XOO++MY489Foceeih+/OMfY86cOcNmWl9//fVx1llvbbTQiBHPdtttV+DGZ2a88soreO2113DRRRcNu52+vj4cc8wx+MlPfgLAVKqeNGkSvvzlL2P8+PE48cQTR9q15UvKtNWAD1XyXrAYrAiYF3iVR2koxh6XY9IB4HnqeUZQElwB56hvPryqHC8dM7kRmfvfQWkoA6y4X3GR6IKnz7EeaoCr3q4FJaL9GvhwlyGkHNZVVkxDTbWgQzgvmAeIGj5Eh/LSNddmB3eLSZsQSKE7652knOePI0DIEZIsXoO2XJ04H2wkui0DRIz1uheMYKd3lsx48hxM2+xEQ6+c5UBfP3igCUoSiGYG6rbTpyAbihjGcjnnBohAd1K6UVxCPOV77H7G3ob2oREAVwksUafxVzY4RJ6SQcFVp3VV4a/lTsLQhD9/2Nc6bLhiiWgFo1k5Z7ZKYoIjFsJEH6jofRDNtWWqcMAwbHrvlkARfMUBF26dBz5lC1CH3/G5KQQPq2vHhh5yeX/XVfu741Tkc84QgJvvdPRdbqDwd2mD2IjlwaFdNioD5wITrz4Hz/979Zjb6eZvYPd1M2Qscdh9n8G4Ro8JP5TKfISEBkFpgSn/7xRoJoxqNLG0WcOj+58autjbA7QyIEnAWmOxDjdE5MCdewcSGu8pzYzXS0NDRO+2DIz3334cnnlpTSQ1BSk1Hj/wFPzx76YGmBSMrX9zMh75UPCEmVDykSuIXes+hwPSQ3D9C3db8GUKUgvSqJHCAEt0s0bGApbDGd0yQ0snOPTez2GDmRvid8//BftN2AFNznH5j74LSd1o6hyZBUgSBGW9XhqAAAMkIJht6KOGgPntY6grBlHGOWQEsDJLobjvQf+OmTdejWTNNZC/9roHYcwaBBlAWCzMgwzUVbIyydlnn+1/f+QjH8GECRNw1113YfLkydh///077jdnzpyO62LZYIMNlqlfIwZgBxxwQAGACSGw5pprYs8998Tmm28+7Ha+/vWv4+GHH8btt9+OqVOn+uV77703TjnllBUfgMXCbJjTqoBVgdWPAyGAEAWPWZxvVM5bqhIDJuyG2oUZwh+PbHgLuUkpUgRIUXUemUZg5+oEwpgDBXvFm9jnwTgRKFBot729NbcRcfgovGFGDzABwoU9emWCCspxbHn14YQUgbs4VybarqygkLbFsOHulQWXJSXI3Uf/bcEbCknqZYTY6QSLm1Z5MNqag7HuXrL9Tzs0ukoAYMbsszFty28AGAD19oCaCbjZAg1kkM2aLbQMw2bplVRUG0skmbAjV4cuJn5B+B2TvwCovL+FZSWDAWwOl388K0CbWx4bJQw7W9SP6NuPb9+/0s6dvCgrubCAZz70IYSD5JW4IssAfOg3aQ2Xd2siH+yEKGAcE0p5a70JXbXshwmKwAfhd4Ekw4X8VeW3FjoXlhEDogVDPJREQM7t58IPCwyIHdqOCDRCXiRXb98JvzJ8UeQ4oqAS78btKlPwHIOQcVyz1VW46PXd0a9MLnojyQHLniiIURMKOQvkWoC6Ga08wdo9i5GMKlr9qF4HKwNR2NJcf/yeL+DaXS/B7JOOKx40t4Q+ee4LHmsmfPTuo3DdbhejTxN+v+d0bPGrU5EmConU2H7GN9HfbKC70YK279i3Sm7J/tsUo+YcfdYbNlr0Q4AxwAn6WKEFCQWBlBTqlKFHCggwfnHnN/HaSxfhh8/9CRoSo8gAIw1GFuVjOe+XAkMBkNbbptmAMwEy3jL7wtWsIEAecGkL3STg2RQzm7s288aroaHxu4dvxb7rbWe8kFKYEEMfURSlVLiw3xUgAnG5C/tbnvqyjLLzzjtj5513HnK7mATQcTiUHVBEtMyFmEcMwIZD2Tgc+Z//+R9ce+212GWXXQontOWWW+KZZyqqm6+IUuW5Kr+g47C8OOQv/ubBzNGlQ5ZzDaIXfmG5pTvmWnDN+2RvitzzEYsbxWCpLBZ4uSTwQRURbV6mBUBqCT1cXwNRydDnPRzvFztcR06JqdqoCK4KOqZTbKP1PhTRKa7k/iYwhXptwWtBXiGKo3jY70pFq1xByY608hIuq/y7A/FGLLV02SaNd5pwKkGqBl+UuZUFdkRbpw5MyLsTyEyD4xBZX4g9ulXu2bBGjEoWuBK4aruT0Us5BmQFD1k8Ziv2j8eeP2wn8B71q22bwR7RqjG4ErzA2yQybhXm005zYCEciqO5hU1bEn58IEmAPIdqJAZYuYLLlmTDFY73jzzFHzef2vaj7cqe2TZ7j4LPAassskxov/cV4Ydlr23b+BpqimdzLcxjM7zB4y+7I/kYpOj80U9/HJuPfhVL8zo0yHhnYMCXIEYiNIQ2v93yRGgk0YtnxxnfwBpdDaDfhHSzUlAgrF5fAgDY/NTpaI1lPHvs8cWDK4V5n9sFAobKevX6Emz9m5Nx2dZ17H7rV9FVr0NpgtKEeqLRVW9BEEOD/Dluct0ZeOqj3xrWdRlM6us+C/3yRpCcGwZIe/MVC2T2o1hAkEYqFOqcI7OFR7spQa8UaHKOlAQyVlD2OpoUSPahiK4qhyoZFR1A08xICX5fcLQ/aSgmG85oQJhmRuIQsxvTUoLiEMMRkuKskpVLxo8fjz333BN77rkn9thjD2y22WbD2o+IsP766+Pwww/Hhz70obc8TWrE+F9KiVdffbVt+bx58yBHEFP72muvYa211mpbvnTp0gIgW2HFucljNsT4Ow5XiRK2O76wgVBPyC+I2iyDPBtyWPCwxYqfBVb56Lrfl8vtxeGJ5WOWxZJ5uBo25Mg8gBACCVjFjwPzYhk8+RenfVFrp8xEx4m7o4vW3liZKFiFHRmCDMpxm7Ja9TvuV6SweFp699Hh24cz2k87WYLtnCXVKJAixPXAuPTxJ1P6uyRcGgptYtc/9IHTOzeySrywEOB6YrzTtZoJNQIADeiasGQcEpza2l8AOCHomn2u4lAwhDHqCoA7EBdAORfHRPS7beyVxxjQDsw6nlhor3yseP/KdhhFbFUByKqA3MqkB733/TashREiDNw9cIb/qhMuza9lUg5HwOFCwV/da12A2Y41gnK1vyLg5cR7mKJ7UEW8UQZk/hN5+kVmwhABlDxqUbtlEfD1weIxUwTsFeCtHG7t9vcnYj4ch1zH28ftln8PIZuPfhUZC/x96Ri80jcKAAzAEho1odCQGRoyR3eSoTdtYbV6P3ItkNiLs8vMr6Oe5p5lmLMc+zzyBjIWWKu2OPQ/OseZs0719/2+U36IJhsAMToZwLjuPjzZWhtrdi1FIrThzBIMxQQpGFkukUjtGRq7Gi1s+7uhmdyGI7ud/mWkRJBgNCgQNLUgoawLNSWFushQFzlGJwP4zmP7oWfdF/APNYCUBKS98AYkGXGhhxkYGcj/HrCeLAAesDlCEPdxZB7Oo+bAl2K23jT2+WUZK5z67P3GgJwm7XW/ynm4wzDwrpIVXy644AKMHj0aF154IbbYYgusu+66OOSQQ3DJJZfg8ccf77jf3//+dxx11FG49tpr8YEPfAA//elPUavVsM022xQ+yyojBmDc4Q3abDZRq9WG3c6OO+6I3/3ud/5vB7ouu+wy7LrrriPt1vInUoSXrA0b6ZjfxaYIZ6H4ZpyPMZiU23PAC/blb0FYAbw5IJZKk0TuanaJ+LiDaPFlT128XClQpoogsNA3bgdh0Tl3AqCVpADA0GGIrn1JRUVkJPNuWdlwSrD7OGux+63hgVXZU9YGqjhsG5Rdp+G0b1fQrGKrbqTwvIWRKasERlniempe1lIAvd0mrFcpU5NJEnRq7hcTPNU8C7JMdM7AgbZx1zZ+O9y7AriKwFgnkFY2JFDpUz5mbCRoyzNEqd3KDlYBgUgJjpVprBxsiKKpICylOFyRezffDEG4ZJhtI4NXOe1Wa3BNQvc2IFsMZDmyXllgPSxQw0fzWhsrYRXwipeX50Xbbm2xK2tij+PCBssgp3J/br8GQ77L3CcMMo7HciEGPFy6wsn5ciZUBD2CsdHPvlN52IwF/jEwGvOW9mDRQAM5C9SEMh+ZRyDMAbEWakIhIY1P/eVI9NSaePdazwJaAURgpXDU2CeQsfQ1uUQL0En7e5RqNTQ5wwArCGKskS7Bao1+PNdcC71JE91pC6lQxgsHhiSNWppDkoYUjH/9/dfQSHPUpMK7/3DCEBd4aJl10XGoQyIlNkWpvVeKoCEgSaNBGRqUoyEynL319fjvZ7cHAOwx8zgs1BkEqEC2oSwQU2BkHOjsXcm7WFyemANWyoIux55owFkgDHGfJuf+s1PdPFtUJuNgyzoZXf8VQcpz9/LwWdHk0EMPxSWXXIInnngCL7/8MqZPn44kSXDMMcdgq6226rjfOuusg6997Wt4/PHHcf311+ONN97AzjvvjF122QWXXXYZdLmswQhl2P6073//+wAMULr88svR29vr1yml8Kc//WlEOWDf+c53MHXqVDz22GPI8xzf+9738Le//Q333HMP7rjjjhGcwnIsInrBOukAMHSjZl7eNhSvLM6LRJVmx9K2XCLX8MobI3i/7DIVlrX1MVpGWvv9yLVVPh93LOLwO3KKhvwRBmBYA6vE1yazHgK/r/0GsV8+ZO6A28Yc0p+3jvInKkP+EC2Lju+WMUqAy+XdCNuEjvqOUDepLZzM/xFWEtx1ouJsF28bLxvM2txRVln+RiJsy0F4IwnrYNRwoMtvHJ4/TzfvQ2rRNlbdmPChYU7hjManJ4Fxh+h0+xwQE/Yw5fHhHhsutVE19jsJtw25YUk4t9K4XkHFF9MdjiLXBkYIrOwlL70nWBKopaETgmCCbLIJe0UMrqIPKn6j9JtK+6JiG8DMrRZE1RdpDIwVvoxCIfyw0Ify+TsDBIrjzlvNqNiG/w6DsBidEP0x2DiNa4qReZeSZLBjIRfV92nm41tinbUWes9SS0kfnp1Q8DQpDuGJidQQpNGTZOhOurBp4xU8rNc395I1BlhBQaLb0sITA1wLx7/xme0A3hsggoBASgI1GM9Sd9JCn66ZUD+pUEsUlDYhgAIMAbavbIYUJocKAOoyx/tvPw6/33N6hws0PBk9fg7m/31dX5AasIDJXviUctQtOyIArPt1DXwQ2PxLj2Lxk8CYhKA5hBya/dmDrUVcw5rUBODSYrlAQOJCFmMx3i02j5HdJxZH9uEYFEkIcy9i/aSKhXaEzLSrZMWVJUuW4M4778Qdd9yB22+/HbNmzcKUKVOwxx57DGv/d7/73Xj3u9+Ns846C4ceeii+8IUv4OCDD14m9ncnwwZg06ebh5qZcckllxTCDWu1GiZOnFhZKbqT7Lbbbrjrrrtw/vnnY+ONN8Ytt9yCd73rXbjnnnt8wbQVWtpymaJVQoDrEqI/s7W+JLgmgdxY0NyLpM0bxKHdEDZo/4znkbLHyyVzx0niNlTKhSWammARVWvMGmRDYjyddpmAoxxKoxhElsVCdyD0cN4xx/znzlei4BWjnMG1AMLcZTDnSJ6Oua151yxZ+CMM5DNUzhQA3CASAKP9Lhk7HBMiXB8IgSUx6ocDmyUdOIBC354tHF0AYe5kSgoLosY6KdcjUapXyaByy70nY9/tTwEtHgASCR7VHZ5xSeF5k8asIFTkoOSgjLIAKGOQNHWcSAPa5P6b39GMXIjKssDKezoikBalFvr1FJGI+dAx2xfTYHHf+DgFxyq3D8FKZZ4rQF1h/coBumIRzczPkQVPftngFUts3EoIYGmLZod5kjR5Io6+8V1ojhGYc8RmqC8y8w0DhVDB4Rlc3PEHW8chDFECXa8MoDmmO/KAIdz7EuAr3F4GWFg2WGtMK+xnt2kDbw6ExfmuiF55/kVRHEdE4VXiL3nUBgkGCYZINCZeeS6e/3TRU9Q7egDzl3RDCg0iRktLH15YFznqIvdgIy8lHHfLDJN6X8fGtVf9PTvpqQewUCubO2X0JFIA1U2bG13zHUzb4l+M8p8mqFOKJodj9MgWmjpBShrdiQHeuRaQKvFgi5kgRQQOtUBv2kKuBd79hxMKjIvLIuNEigw5BjiHsrlfigWeb62JNZNFyDiBdjqIzYuhRh2vqm6sn2RYoHP0CIGMDRvkqIg2P7Nuf0mGHVES+bDFAYeWAQ+4XGhiixmSUAhZjIGYOUKkH5UMy7yMRAmrZMWXnXfeGY888gi22mor7LnnnvjGN76B97znPRg7duyw27j77rtxxRVX4LrrrsNmm22GH/7whyPav0qGHYL43HPP4bnnnsMee+yBhx9+2P/93HPPYfbs2Zg5c+awWEVimTJlCn7yk5/gf//3f/HYY4/hZz/72coBvgCARPXL1+VFZaq4XFsgVEXcAYT9nKLnE71L2zKM90hxoQioKwxLkd+fJYETAU4EIIQBhlIaRSDO24r7EIcodvKcAUXGoarzcX1nLiovBM/05S2ukeHU5YD5jwr7lcUrE1Ex3MqwncJO7X87T5frs4+sivK9fHihP6+wrhxmWM7xKoeQFa8P+W/fv/ijgVCwuf0aFC7GKnlTMvPBU4GBJsAMNarhx6KX0pgil78Ye8o8gOLCuBr09lQAMYrBtW23DIqcflsIHYyAl2++6ne5X1HfC89N3JZFcx09LfE4BjqGhK0oMvPBUxHCqrkw35VDq8v5upyYvEHdSAxol9KCMPMNW9bAF1WuASoF+uO06QowxOX7BBTuVUEK9zEigxEMtXrm82V9zTFCMA66cEThaOUZLOxHMpAwdI3DdnagdwboxXWF58rObd4zjOoN3Xp2jIexkUIThGAwmzIIsTy6/6mGdCJRaCS5zf3KURM5EqGQCIWUFCTY/50IhZ6kidGyH+vUF0JAQy9YCF6yFNvUWsiY0Mc1zFc99noBaSPH5jeehlpXhove9TOANUhK7LvedgAABQHNAl2yBUnmWL1pEw2Zo5HkSIWhxRfEqNm/a9K8AKXQGFvrx9KshmaWvOmcsIPX3xkNYvRQBkkaGoaCXkJDQqNHNPGlzf9oNpaE115aDwBw+qY74T3f/gqqbK4ZCAMs0KAcNQu6UiLvtVJgZGC0rPesxWxzxtjnjmWMQjHnOOWyxW5fazz2xm/RngsGgB2p0ipZ6eWpp55Cd3c3Jk2ahEmTJmHy5MnDAk8vv/wyzjnnHGy++eY48MADMXr0aNx9992477778IUvfAGiXNpghDJiSo/bbrttmQ+2aNGiYW87evToZT7OcifxPbKAw4cZOmAUMWc5qWLRckpdOeSpTThU4/L5Z/YNR1qbZGZYwEcAEjsN+hyGdoWiEBrZKUfMMSW6j7IaoFVCYiv5cLxQlcLurVqyMA8CQGKlpK2OTazMloVK20TfRBEIdO1XNcHeFgsXdlmpcDsFNY5TrOpnfBCmAn242446HSNuZ5WMWGbM+S4AYK99zoFcYsJoOoH/9oUlgO0Ami4+F21hqnZflNdz+3Bwx65sI+5X3L+Swl7pyep0XhVjabD9ixsOY5vlWPbd4dvmR9kzXgJjAPxc5eZilibagKUApzIYswRMqCtQiGIgDag6YKP7/nlCACRju8lzsEStCx9KaK1O7P+u3tfYGA0oowrqd2IL3oC2Oa4YxYH2QRQBqrZ2I8wVrAewrL72d4dBOfHqczBqrCm4nAqFhjReL8AQTkhiSGJkGoBlARR2WZ+uYW05gD6u4fXr1ockRhO3+7Ydk+CSTTL0pDmIgL4ldWzz25Mw3r3zpbS5TpbkQmgkpJCSQEKmXzo3Hi9oAU0mDNFR5C/SAjWZo0u28EZ/lz/2Nr89CQ9/cNmIlkStBglCt1BoaWlAjT0fBYFRsj9su7APGTOw/trAE8/grz86DvNeugCA9XBFM5ECWa9g7pdpsC3IbMIUY7IO9xzF6o5iUy+sHIboMgEkiUB+5svsFLdlF0q+KgTxHSHz58/HI488gttvvx1/+MMfcMopp0AIgT322AN77bUXvvCFL1Tut+GGG2L8+PE47LDDsP/++yNNUyil8MgjjxS223rrrZepX8MCYMcffzxOP/109PT04Pjjjx902wsvvLDjurFjxw6b4XBZefWXG6k6zwgwUBk8lEP8/D6otCQbpduBNrNPzDxoanoxIIRZlhVDCilT5kVPbJPCyYQlKqcUlmpmuNOKlrFruxySKKJttY3JU86SSlEoYXQNHDV9wbpJwUrL7ENQHOAgey2q8GfZMwFYwEdUYPOq3N5d5mgbF3nilMuCEmwyjM0C512rAkRRZ6ioKhQAU1kZLyyLx0Os0Hu33CBS2nfja8/EMx//5hA7rZIq0XXrOXbGgDgnUbQDKuhInywZHkizB9KQ0XbslHlYcB+XlDA01AVlOJ42OijIBYnGZcEo0WHOcecyPHBVUrKrjr8Cy9Stv4V8XDeSxc3h7eAAljRzrU6juVgnFpiZuUkqBqSAaObeY0/KeMHApghz+VpW3ZOCsau8fpD9WTIWNBtIMw0to0iEuGFC26RJFryRmxxzYfrOpVILUbxiZQi9XUE6zGmmpqQ9oaFy7uLngWD6Q0BrUQ1kiTAm/vRsPP8pU2s0aWQY3TWAmmU6HJ0OoDcxuVsGCCkT+idSOLRdpwwKAuOSpUgpx1Jdx1Vb/QQTJGG+1hjgBArCg4/Ray5FIzXhhD2rt3Df1LOw1/fPQf2vzwCW7W+prpv8KsoM1bwg1EWOlpDIhckRawG2RiWjJhVeWjwaGoRxjT6Mry9EX38djXoGaVkSt5/xTTw47czBr1eFzBy4Bq/MHY+MCQ3KAQG8Z4Oncd0z2+OjGz9Y3HigiV5KcMXNV2It2Y0tvzEds46poZ8zCAB1e3M1GzKPJ1rrYnI6B03WnrDDhRM27YBw2l9mAZxmUzdMwIAzV7lB2cmqTgIKCgNMuGcAoCQx5RssMRgAM+9GEUT0FlOKr5LlW7beemtsvfXW+PKXv4wHH3wQ//Vf/4Wf/exnuP766zsCsDzPMWfOHJx++uk444wzAKCNiPCfXgds1qxZyDIzefz1r39dZpr42Hv2/PPP48QTT8Thhx/uWQ/vuece/OQnP8F3vrNih6a0SWwhFezzqzgKWifm8F4pBLOjgynbTDwOGLjcoVgoNzFOIayRba4XQXelwUMlojwtIuMhE6IYJokIfFX9XfaIRedHuTbgzgIUX+wVLjMqmHXb6oCV2zcB/iBtiTiYbe4UfEijv2ax4mD7UsmaSAWdoDJdxSnRZdDmyUEcACsrK/6aIGi7Dm0RF4AVwd/WIuBCcZ+28UDRB0CbchVj/Ui57u5qVXR0lQxHVEqmPlh8L6L7Xx4/sSLsdFc3fsHwbHMhHLX9oScbtugORpF13x2+MD5RGipVwAoogqqSYWJEoMmOzbgm3mDtVJENrTDCDDmQBybX+BPnnZR+sw8/FNbDRQZYwZY0sPmEVEuxcNNe6NTkubrxAYYpwDyIDBsk+45F2MbOM8ds+EdcNmdXYPtRIc+2w7jwIdJSg4SGSE0uVc4E9Mso2sN+aXsupT609yuaGDttW+klM7m0fj6324i6sjT2BDAw8aLzIce1UKsbtsPetIWxtX6s21iIUXIg0K6LHJoFhGY0dYJe2YQGIYXCgE4hyICn11QPRtEiZExYpOtYrLowYG/W6j1LkUqFpkogSWPb352EjU6Zj1mPbIpNvvgXZDAMh67WWMYSghh1kaOfUiSWbENb443LBetr1dCoZfjNe36AY/76CWhN0ExIyRB1pMMpktlB1lnvJSx8cTzmqS68Z+LTANAGvnY99AKMTSS6RQ3z8wxv6H4cf/iN+MAhR+LX//0jC5C0ZUE0fe4WTfSx8nlf5ny1V5NaEKixhiBggAVqcN63cONdMWfABd2EdYf9+mhsljwP1GuGvCbPgUQaPSHLgXKNsFWy0susWbNw++234/bbb8ef//xnLF68GNtssw2OPfZY7LXXXh33e+655/6p/RoWAIuB0+23377MB4vZRk477TRceOGFOPTQQ/2y/fffH1OmTMGll16Kww47bJmPs1zIYFa6+EVdyJuy34I9g2BbGGK0Xzy3FuZZlzBtrYXmnRpAncn1MrYnky9mXUq2HhEj8my5w8aMiBFIorLSEYNHB3bibSxgAixojDyCrKngPeNYo4w9baWXPzMKtcbiZHCjODj2xuLL2ryL25eVxSnUHUPDSn1xAMrlNVDpO+wTAaoKC3GlIlWh3Rdycqq0f7jLVlz36P6ntp/sKhmW6ITAiQz3UrPxYA/y2DspgLGCMukQHIrAGyiOkXh9JH4oxYCMi/sOqpwvKx4qK+f+4EO0uwLnJdKS/qIFvSJaoLiDPdcoH9VdGFfbSqUCukYQKoFOe9AcIyBbXHy+gfYQ6jcjfq6MiIKIsU6yEI+dORFj/hfV9xcojkfbBggQwnrBiC11fbHwPblt4wiOTq6wEggrB460nw+Febi0vG1RQyOt5ehutDC6ZnKt1m0stF4thYwlFAh9qm4AGQlkJJGxtKGJ5qWbsYSGwACnaDKhZenaBWmkpHDYfZ/Bao0Gci2QKaP499ab6MtTfGS3+3H2S7Pw99x4eGQ5nhW28DNp5CR8EWjAgLA0MSGSAHDH3I399kQmRFGKZQdgQPBe3fH8pthj4pNt69OlJlJmt4c+hhumXImlWuOONzbDH+74BpovXw4JDU2GFVGCMQBCj2giY/hiy53ERQc64GbUGi5Q12uYaVezobiXYEz+6gPAOmuZiJ8kAazzwOsPZXbE5V06zPdvmyxPfRmm7Ljjjthuu+2wxx574LOf/Sx23333YaU5bbjhhv/Ufo04g+yII47A4sWL25YvXboURxxxxLDbueeee7DDDju0Ld9hhx1w3333jbRby6eUQ/fKtV5KL22fB6ZKxBR2nV9WUNYrXvw2mdvX9wKKieCSfP4JAFvIVQOaA0GFKNWqic+h0+QVJ726vwv1bqI+d1JUYlDpJp6qTeN+acZghr6OYThoX94eClO1Q1hOHvyV+my3o9Jyij7u4FQ+R6eQMEXbVeIqnwAfOsPtbVX1f5W8Kbn7l/8BnRADNIg3AAEAAElEQVSKOZuD3CO/UWkQtuV4RmNqKOn0fFSMxcpxPcIXe9s4HXRD93uQ7VbgccgLF4e6X8zFIsxlieZgQ3xkC8JLA8RMIW8DvlRdoDk2Rd6TWFZM4wFz+V8A2r1Hy6JLVs05CLfum88cCLkoQd4djd8CqOZoDJm5ipX5qFxAa/K07ywtELOf2Nsaz51m42qPlj8sheO1bUtsaOel+YYsniCVLHOyYcDXg9POxK/f/V+4dtdLsH3P81i/Nh/jkiUYI/swSgygITKkpNAQGRoig2aCtOCqbtcZxsMEr6puLLYuTQmNbtHC2vVFGFvrw5KsBimMl6suc+Ra4G8L18GTWT9qRBglBqAgfP6Z83KlQvm8s4S0r1EmiDG20e9DGxe93gspjfdR2POlqglpBDJx/ZexluxDiyU+98BhhXWbnzIdckADucKYDzyDFIQmE7qk6c+Ht5uKlITP1RJkANIoGkBKQEqijW4+Jbbhm4b2XoILFPjuMcvssTImT76RMRn1RBBQS4FEAvXUgDDAFGeuWcrZN0mesEpWLJk/fz7uv/9+nH/++fjgBz84LPA1Z86cER1j7ty5I+7XiEfhT37yE/T397ct7+/vx9VXXz3sdiZMmFBJW/+jH/0IEyZMGGm3llspAKf4BT1UHHtZPPgi+Dwm97c/WOTRkQGEFcJgHCDyZBuICDI6AJmIVpmU9cj58Ej7knUJ5m0epcgz5hcOca5tSe1O+YtY59zvaJ3btuyVir+LDRf/rHqnl/cNfYnOpQ082X7FbIdx3+J97YErwWZJ+RhShtiW4/a4nQ1slYxQqgwRusSM2OE57zjOOoEmd9uinK9OgK88joajgxU9s2h7NjpKJ+9I3MYKZGwertDo3rY5sCClKAA3N7IzbvnC8I5pkKATU9Bb1YDFE1KA0V5mo8McFa8fVAYzMHHw4D77/NoAQomE9naouI+b75SAbkmoTAbSC0JxnIjIUNRp0o3Ph7htDA/r9VmYZ6nYH7Chci+98D4++X782+S/oFs0MVb2oVu00C1apj6XaKJbtNCbDHjg5dgRnQxwigE2F00So0Y5umULKWmMrjUxtj6ARGgoLZAIjYbM8URrLcPeB4Ea5UhFDgltCS/IE27En5o0ZCFS6HAOgr330aQUsg9pfDOy2YSX0COaGN9YgMPu+wwAYJdPXIB3f+hhPHcogRctBglDJ9+CwLjaUgCAXrwEAgKSDDCSCP1JOwxUp9Y48GXyvwgZi1DAGVT4DVgCDjLfi/d/l0mBsCzPSKzFgggkJaiKoXqVrNSyLKR+O+64Iz772c8O6hBauHAhLrvsMmy11Va48cYbR3yMYWchLlq0yLAbMWPx4sVoNBp+nVIKN910E9Zaa61BWijK9OnTcfDBB2PmzJnYZZddAAD33nsvnnnmGdxwww0jOIXlVIiisKQIPPmivVzpCSpMC1F+mAEloT3S7jsqSlwWSQjJUfCTTsEz1immozRvF5i9IjYvaBT2Z6IQ8uiWJZ1xvnkPR+fp9rX5Vh3D/sj03fEKUrQufucUwry8QhiFxJS/S4orx+tQ0hV8mKjZj8v7MXzqlleqo7/94kgHKYQpcrgGhdMuvbxI2+AhaRv3LGOlC+jPkTAsrXyVDCqcEHQcdqi5+DsqIg4OuiZZxRsIt8KH0kYgrAyKQk1B9vsOJfYxGeQkEJ6zCoNEx+OUrRLxyZQ7UAAQXFi+0TXfwXOf+PoQZ7H8ST5+dYj+LBTmBsK8XuXltOUwIMyY0Ym11mdh+7xLQNWBtM8AL9EClCxO4VUEQmXpOC4KE2VnIUVA7t4VxX1c3iFLN6ARfciPAa3c2I9BT0V/yuviPsZjJd5ksPFMgaypcIzoQSJiH/aZyGq35TpyIQbY5HdpEDap/QNz89UglAEEDZGZ2liGgB4pGa9VBunDCFPKMUoMoFcOYGzah7rIsUTVkGsTSijAaMgML2arY0L6BhaowGBoWBYNCIMAapwj19IjlG7ZwoBKDUOivcaykSNNlC0Szd4T9lbIWNHEpo1X0C1aOPGRj2DU89vinPF/wE1jnsCej7+Az2y0F1IIDLDEmKQPADBz6dVovjwJdUj0WdZDCUaPaEESoUESfWyXW6NwIZOCzPYDbCj6B1gihW7zijmiDgDImPDKvxLGPEzG4wUAJEzevSvxAAZJswdz9pZcn3+mdDS0vU2yPPXlnymPP/44zjrrLEydOhVpmmKHHXbA+PHj0Wg08MYbb+Cxxx7D3/72N+ywww4477zzMG3atBEfY9gesLFjx2LcuHEgImy66aZYbbXV/GeNNdbAEUccgS9+8YvDPvB+++2Hp556CgcccADmz5+PefPm4YADDsCTTz6J/fbbb8QnslyK93yZ73JYoVlXsU+8nf3beKc0KNcgZT+aI1Yf+HdMOfHbe82qgJZXBC1QtEpkW8hkBBgrzwPw3rSq4/hly/Lw+j7Bfxfy38q6YHwN7d9emSyN+GL+VIfjc/u6QSchLk2aXPy0edFQ+rvtt1Fsih4Rjr/alRQq/Yis2/HfE698cwU738miEwEWxTBRs4ILf7NDQWVAY8eeW0++WHqHA7rtRYdn2W1WMV4Hfe5K2w/X6Ro7LwopPDYXqE3prrLzrKBEHL+/+1vFedAZozoJkY9GcCGIOrW/EzLgqwaoOkHVzLOpayiEG/q5aiSXrDBnRH+XQU88BjRB5BTVfCxNVIxCHUNoMqUUFIEyAjIBaglQTgFQ+djrqB9VH1QcE+1jMg7i6CxU/JSvBYDXF/ZW7rm67MdoMYCxog9Hbvpn7DHxSfzb5L9gnWQB1k4XmvBEOYAe0TQsifZiDejUk3cAwFi5FBKMjCW6ZAt1kaM3bZowQlvD6+XWWDzbWhOv5GOwWHUh06bgcqYNEYcDFzWRIyGNhsx8mJ+AoaLf4lenordnALU0N7T5QiMhDSk0pv3p2KEuVEfZ4TMXYu/dz8RYwRgl+jFG9mFM0odvXXM1/m3T9+GnW05EgwRgaeoHdIJu0cK7bvoWAKC+7rOoU+K9YCkxeihHHWFgi9KA7qEMDQpAy1wDwyw5wBKtSDHRNgzR0NsTBlhix52e9DpAW/58LKtqgK2SQWTcuHE4//zz8dJLL+Hiiy/Gpptuitdffx1PPfUUAOATn/gEHnzwQdx1113LBL6AEXjAbrvtNjAz3vve9+KGG27AuHHj/Lpareb58gcTV4naFS9bf/31ceaZnSlS//a3v2GzzTZDsiLShQ6VlF1eF3vJnDhvmVvvAV3k5QDalSuqWObEKQoRAUaB2KM0aTERaCjlosrqOxS0XxYgVgGCPJX9YEorgt7Qsd3hzsXUrgwU2uHgzXDLClioA2CK2xh0e9fXqlwJIJxoQcGK7mdpmLEFYc9/+oQOHVolnYQFhhzHVZ6lKo+zv21unDqFtNM4icGb608nEO4XhF3L62MvXeEYVe2NRG9xyndh2bI8/MuhOO9XHJrdQQpzqgs/FASdwNOtu7HS6iXPeDii8MPCATG8+1T1rtDwB2qLECx71TsYk8w+HTow1O33oC0c0oO3QfejyFVI8FzlhQat4cq2lzclJl51Dp4//GuFpracUJ3PcdDGswp/3/jMdjhsk7vx62e3tV6woKtIaCywhZi7RQsKwfOVCO1DC/tVihezcZBgLFYNaLhaWSaMEUJBavOtQUhIIxGBoVgQY/3VFmDhQJf3fEmhPRFH8iaYEBtvaCSLmqiTQINMDlxD53iqZUJUF318JwzwHbjpxQfwulLo4xpSUli9eyl2veVEnLbJr/H+jZ6FeGl9T5Zh8r8kMlYF8CWJIJiREiO19ynmYW65awL2xCNOHAhTIFwxcQY+oj8GaB1aJwrPq7loIC1MOOIqWSWDSKPRwEEHHYSDDjroLW972MjGMRg+99xzmDBhwjJVgN5uu+3wyiuvYM011xzW9rvuuiseeughTJo0acTHWi6kAKY41PmK2A5Ja7BDKy6EJd63PHcqhqmcIbzHqeyRKoeoebZC127EslhJd90WVhPqubRR5Mfbxe2Xjt8W6jfcGGyu0mAjHcB7FyJEUdi/tE2sUHCkLFR5DAjtCnRJsSmArehv/86j0M9CW3H7KLbZduwSCCt4XAZRisuhmLGC4lgRSTC4omDqKhlaOLFFsN3wji37CPevaoxVjbk4DLGApwcD6zFgq9ouWl4wQsS6KlBdnsGdU6c2qbR+JMCKXEMrrlCuETPBmltKKBjfHLMrAbDeL23Dlk1+lRlDqkamtIEEVK0d1JjcMRTGV3uHOvyu+ru8OjIAwLHUSg7lSXxHir9NKLzrr53shDlvdtak8twWAbziSQ7SV4In9SBQZzbE+IFjQqF2iJ1oGQaAsSUKoWTZAMq0tY/Cafe/gSuefDee6N8E7xk1G8K+sBfobjQo82GMdZFDg9AUCXKZoaUT49GyQOqF/jW8h8yFFApiLMlTW//KgClNGuNqSzG/1YMBZdS3RGj0pqakSFMlEGBP9mHWDbNWXYXUFuagviZSCIwWA5hPGeoiQ4sT7HTPIvxl+wcw6twES3QT8zVhqa6jQRlG15p46vl1gE1MOw2StuAyF2yzKYpEHNK+q2v25mr7LA1wghoptCw9fwpDy29y5Mj/NtsqQz9ftw9SnoPz3OTndjUApa0+JoAVBYCt2FPlKukgI3YtOVrGvr4+zJkzB61WsZbQYBWhmRknnXQSuru7h3WsctsrllhtqkS8YfRgKi5zXqeSx6vyPcQMVgggDAjeLEdEEbXtf8a08DYOugxWmMiyIUYLbUghSQLDxKBT7qrIR+3FuW1unaXRbwsFiElEhilVul1stffpApEBtLxtmxLcIQSBIqXV7+Pe5+VdBlOIAFtgugTCSr/NOyemgQ7H7HQ+cNvF4nO/2kFa4fzd7YdRZlbJsomqCcimS4AnFPiRgbY8sHhtJbBnV9OuGk0Vwvw6CYXj+LETGRri45Y9WlVjrN171/nQQ5FDVBKPrMjesCwHpfYV6r0tkSHIRRREu7hi8CZ3V0DVGMSWgKMG6ARgV92AS/c6enaHJeWcvKphVW6PYwAJcMLROynsT5pCLqsDbVxqo+yRcnNlHE7NjowkHpiwoNWGjgs24Cu82DoMpgqLRnzu8dznrSZGNvrZd/DcJ4eXizh1tSOBDceDenqwjmzipWQJxiSGmEySRgaJxaoLUmoIaEO7LiVeHBhnKevJgy9Xp0tZr1cdOVKhkMIQfPSrFJoNM6ICIREK07f9b+w44xsY3RhATSrUbJ2yhsw9yYXztNWkwi92uXRY51Ulf7z1REzb6HjUKbGEJE0MsAmz/ODoh3DqnBSLtAE9S7mGjBNoELplC7Kh8JoajXMfm4YPjsqxlFNskhjAqaFRpwQ5FMAmDDGDhgRBEpASefZECTZhnWQIRwZ0gh4bgulIOoz3ywzUxToD9/WBerqAPOg5ZHPAOM8BpUA93R1Q/CpZ2UQphauuugq33norXn31VWhdNLr88Y9/fFv6NWIA9tprr+HTn/40ZsyYUbl+sIrQu+++O2bPnj3sY+26667o6uoaesMVRexLOtj+ItBUFa/cIZfKvNSjcEHnzSpsWP2W9hbbCkr8ylpfVTkalSFUxTpehT74l3Fll6onwTJAc8pspNSatt07tXS9qKj4FsBH3OcyDTi3b1fwIFRdDneqEeiJPSPs+4giCHNtls81Pn4MpAoKDdquZ0Hf0u3bmuNWaHCr3kHLJDoBZBOdleJO+mDFs+2NCcuIRypDbN19d12JFfgS+Co2NjSYelNS2n/j/z4LzxzyjTfZ6NsghVxTe1HjubgiDJ0JvgSIe14NKYcFXjLMB8QwqTXxvRri2g8aHu1kCKDtjVmKvCPJpXD5Zgp4iPyc17EPHD5tIYt2p8J+sTHSbeQsY9WvxoKFwnn4i8cuDX4fFWK+/j97bx5vy1HVi39Xdffe+5xzp0xknkOAMIQEggK/p6BCmCIqP0AFDCA8kXmIqD9kUHAAgavGx/RUUOTBQ0AUMAQf+NQIAQwJEJGZmJmM9+bec87eu7tq/f6ooVdVV+9zbsjlnnOz1/30Pb27q6urq6ur1neN6w0IwycdawWVirCdKuxQK67JCks0sVogVUNDoSBGBW21QuUYdzQjrHKFYdE4rZZxGh3LN20vV3DP4fdx5epxGKoaQ9VgYiybpgDsqq3wujYFtFGA8yNTZEKyZgnCBqqfH1s3aYMH/NmL8PfP/ENrhkg1NCnsMguY8Co0GGNm1KyCmeCwaDBamOLmZisOL/fg7/aciYctfhs7jvkmVm84GQBQkLIaLjJtqHpxW2+SCAAjoRksyD8zh2OealZYYYWvv/lU3Oc3/guoKpuIGQCzAWltB8+gL7znnA5GeslLXoL3vOc9ePzjH4/73e9+oA0CvPcZgL30pS/F7bffjksvvRSPfOQj8bd/+7f4/ve/jze84Q14y1veMvPaHySJ86ajXh8w8eKDBslYqSjQghjjCkjTOr8oaVhpe4GuRi17z+Q0EUgLECa1VWlrMyAle78OQ8lW+tQYmB0L0YIrQ+iv5dOQ9U0B7PMTQvLbAMKQlHWMUVYD4RkCCPAi1+cEhAWJb+ceeQY4aLhcnuuO6SLEMffDpwuVjE4ATxKMiXOhDSFdAMWVC1Vb1gxyY8xFm45YCWbZ/8eij9N+TXw++7SPHWZXHO/ThJJGRgiDeHz1CkB69uUxP53lvo19oYNprFUlstEgckGUDFvLPrK5vQCECLamdCDMjycfut5rz6W8Scix0jHWpxTiWe9elpNSosxcSOkcwrAmiMYtYdojNbjoiUIAxLDBOgT4kqflb3vM9aufn/wW1pqej8FVEs1pAXzFzxQucW0mxTj9Q6+HbuyHxAb47i92BQMXX/7bYf/c0fX402//Ey697WTc79hrsURTaGfWVqPAiKYABhipGluLcfDt8uChUgYltSDpgvtcjGd98Vk4bLCCe1R3hFDyOx/4AbzoS08DANzzb96AHVvsNdK/qyQDFAgArCSD//3QbqqfPrrX63eiWWJ85+Uvj45fdPUf4cfP+0NUz2KMyIbjB4ARNahZY7fRqF3/TrjC2FSY6BJlofHd1SNw7o6voiCDrWoMAHj477wYn3vNhQCsL5hmO4EZJhj34rxvWOFedeFNSRz5MPUgRCDM5mNT+Oyj/hjPesFPWZND46Ieag2uawvIBpXLBbYJTBATgcUBp43UlnXSBz7wAXzwgx/ccAH+9nn0feYzn8HOnTtxzjnnQCmFE088EU9/+tPxpje9Cb//+7+/P9q4+UlEELQR/SQ3jeh3G3IezlY+KevOUa6ONBnoWqbtaV6yHkaCjIlXNCU2wDq3uqSkpD0IsomceXEAU6nOotcmZ+4uolEfhLagDfMtoszZpNVxuRaItCcCs5I8Ykh+LSc5D8z8Yp0yqElZkuVle5Ec6yESdXiRc6c98q8kecx4lJhelwJm6hw76T3znGB3iqjb3yk4l6aDYct928n465AEdxBji+NEvUiZzxx10B1cqHTxOzf21wJQs+6d+0A2MemtGeuMdEXVbk7UFoRBWT8vUzmzwxJtqHchpGH5PuQ7Qfdzluci6sx1mXO5+UvOXf6dK9dO4d9LbIE/aQfADEAN2U3W5cCZT7pMHrgxWVCmXRRFd9xuCKHwfd4wotQUsYd8AJHkO2IZuVH2hVzaFGO0MEU1aFBUBqf+7/4gYQCgtm/DPY+7Ht+46R44ptyFHWqCHcUqHnXyf4agFRU1GDrgcmi5jG3lGFuKCY4a7sYh5TIOLZdxwvBWbC9X8N///XwYVpjoEkdWuzFSNQpiPPGSF+KmyVZUSmPHlhUMSh2CbIS2kA24YZM1N1GgjrXoPq/eGZaFky/sCtKHn7wMIyIMSGNJTVyEyFXULv6jBqEiA80Ku/Uidk0X0OgCN4634/e+8zicf8/PYqtqcNJfvRFfevvL8Jj//FkAwOMf/zQUpGD/EarkA6oc0BqRxohsfrQBdEjW7CNEhkiRZM06KyJAa6BuWh8w95vrBnTIDvfuDyaJ0Jz6aDAY4LTTTjvQzejQPgOw5eXlkO/r0EMPxc033wwAuP/9748vfelLd23rNjP1aaU8CINl/gPYyAGgtMqe8x3Asq8+xV7jlruuT5MnAZSXAgeQiTYkfWH9HXL8FueYvBwl96YAQpMmRQwG549nfq+HF0x9xgNo6mg5JJgS1+SOIymT3DDcI7nv2o3tqXdWHXdapXE3Jq/BDX97iqXvYMZ7SH0Z5XWRsCA6vkY71zF2Ui1LxwxR/g6NRCs0SO61T/hqk/qBdeZjbw4u5lI7NxubQsQAMNavyXhzwwI2rYDq+QRlv+e6ada5qK3ixyyg3/f+iMGKY9mN134xXCj6FojBgyq3dYCXnAv9vTSF8PYhrL08H/rHgbAZ4yYGW/1qwtQH0f9SykAVBkVhcPqHX997n4u+/3YAQDMtcM4JV2FIjHNOuAoA8BMnfQNbaYwR1XjGPS/F1sImcN5ajDFSNc4YXY8txRivPOMiPP9e/4QRNThisAdHDu/AUjnBx28+E7fXi9hVL2BUWBO8VV2hLAwqpVEqE5kYKhcdsVQaJZlODrBzLuo38623oBUCoCuQo6JARdRJPF24lzISmriaC6w0FQplcEc9xM13bHFl2pc5fNJuaDbgr3wDF95+ChTIhaq3WyEmU0U2fP0AJvjMGW7BVwpCK2JoZlz9aw8GNw3YGLCIJ0BVabVgWq/Ne8zpoKBXvOIV+OM//mPwnbXx30+0zwDsXve6V/DjeuADH4h3vvOduO666/COd7wDRx999F3ewE1NEpSkv4UmjBKHwGhhzy3oEuhIzdkMorScjJ4Y/KVaIMcSWHmSJovOFISJwEXh1Pm2rlCPAagxUGNt85f5fF6i3aGrMnnKKAVRDFcHx8BEALyZvFwP42r7VN4YnYk5AkOyPo4ZJCnlTa/3zIqUOOf2U8YhZp6o/xlThia5rtMepjvtczQnwJtIpUAl/PW+iuK9RABL/O4w38z599x3TDKpfdqQXBt6aBagnNmWqILuT0r7irpM8GYhmjbiR09uNmY799UaNNVhTHABpwEjmAqxH6gYE2sKqUTXpWMrKtMLrMQ9WGiycuBMXsZw2i8LlJSGMEUE1NRpwnS7ecAGAdT8vUgDqkHQptkyBNRko7T6IB+z+kOOI+o5nvZHQmwIWtuXoZzGrSo17v/3r8X9//61uPdHfgenf+j1OO2DbwAAnPSXFqj4CI0nHXdDVF9BBued8hUAwPn3/CyOr27FK8+4CK+678fxxFOuwJ998+E4+x9+C//P/3kljhvcit99wEfwpjP/BpfddjympsC1q4dguRlgVNQolcZKM8BiNcWwbCwocw/qTRW9BsxGQNR40mefj3P/+aX4yX96OXYsrOKRn3lF9rmPetANbhyyHYtF3EE0HEKBcERRh6TTp1clVlijBmFEhAI2SIYCY6UeoCwMblm2YfhPvvAtNl8YCA/91G/ggf+8C7ebMWg4xD/c7xDc529egBIFKiqCFqxwoGxEjCUChsQYkYkCl9hytq0WlBlUsAmdv/T8PwFPpyClQIMBUJWgwQBsDLB3BR+9/JNAmdptbzyKLCc2yLav9C//8i8477zzcMwxx4CI8NGPfjQ6/8xnPhNEFG0/+qM/GpWZTCZ40YtehMMPPxxLS0v46Z/+aVx77bXruv8ll1yC973vfTj11FNx3nnnhbDy+yu8/HrpTvmA3XCDnWRe+9rX4txzz8X73vc+DAYDvOc977mr27e5yXO3PjAJqRjyGliTFA9ehC9VDlBF4eRdGRkrMR9UwpVvTJsZHkCwo/ek7OITgm8UBOuloqJ2RVEOFbf+CvLBnEaNjAGmBmp5BbxtCWZpKOpYp+jJffCs+n1mZFn7zIiBUXjm9d0yVDejfGAonbaPfTsJrc9X7jF9G/2ufA3cFu8EDfH1+5NZ9UlcV/ec57LcIVffHITdeZK+MSFIDLXnOn5hSAF1WqGtTDLA8bXsxnYL7sgxzhFoSj7vMJwy38U+fSfrWH3DPdY5rjatFZAUYPmUIDIfWLB24NbCsBnZU+RAmAu6EaVqkuNFAPxs5NhEAECZMePr9OWzdfhr07EptZzE7Xj2poZBAxYPDaUB1u7ZcoAnuU/QogG231zkWDJkIxZ6AaJrA6+hsSf5LaTUN3+KphmjOoKBwmnE6saGQr/v370Ogy0FTv/w66OlVdJLvvbz+OKJ7W+fR+xeH/kdFMpgNNAYlg0OGa7iyadeFsrtWl3AYEljsZw6QGVQEmGgNLYNrA+WB1w+4qE/ptxgKoixWEyhwJiaAo1RvUE5fubYL+Mdlx9lA69UBkUVC4U/ufsvcPP1x+JwNcJ3ucQyD3CD3oM9psSYSxTFGAUYi8pqmrRRGJatgMIsapzz6RcBxBgWDY6s7rAar+3bwNMap770UhRPUTDsAmx4YAnCIhVOI6YBtuBqRG3dBRg1vPbLoCBgkQr89LEPBogt4NIaVJbgogBVFTAa4hEvfwG20FX5Fzenu5SWl5dx5pln4lnPehae9KQnZcs85jGPwbvf/e7wezAYROdf+tKX4mMf+xg+8IEP4LDDDsMrXvEKPOEJT8Bll12Gou8DdLRjxw787M/+7A/+IHcx7TMAe9rTnhb2zzrrLFx11VX4+te/jhNOOAGHH374Xdq4TU2p5osIYAMY1eYDc5oin5MEimOw01dv7nfqo+X/altGrUzQLGyJLw3h4zmUlyDMlyH/l9lpurw6jrrtQXsaRECpYI7YEUuL4RgOf/mMx/Wg0oIFFsxd3E9hrfT+YevJcu8Zgz6NwYxF3ILCto4IUMky4lxaJgA2FsyxO98+Z8IsZNrr/UWiMms9t2+HqO+kv3ojrvqlX++5aE695JhgAvKROn0xRuecHSNWuCBBPYdIeohAuL9fJGzJMc2zaMb46ONrJbjrAL2ZqrSe9sjvZJNqwBDmJjcXCSuFEOjIlUNjo6+pJg5ZG3y8OJkv0n6Tfd7XXT19nQPd+0xSSCQDbyQa/441QHo9UgGEEzh6k0GyaxCI2/kQaEFXeMb1DHTE8+esdSbXb67j/LvwgTMKZaAUQzFQKANmm4fq9A+/Ht980qsB2EAZqjDYskA4719fBMOEXZMF3LpnyfqygVAo69dWFRof+28Xhvue8dHXYTRQaBziLpVGQQzjwFVJBANyCZ11FIhDkUEhAFmpNEpuNXpp1EBPE1NFgaL6hHIKhIoajPUSaiZcp7djiaYAxhizZScNCFWhMSga7J0MrSaxZPCkgFpocMhoFd+vtwEALrruQpw7ehoYgGYDI/wgCiJMmINZYuVzg4GhYYIPmEqEPQUIFSk84Wu34+NnHGLzfvmH8t8qERZuqvMPOae7nB772MfisY997Mwyw+EQRx11VPbc7t278ed//ud473vfi5/6qZ8CAPz1X/81jj/+ePyf//N/cO65586sWwK7jUQ/cAiYxcVFnH322XPwlZJhC7jY2H1tYkCWBNCIAl1IM0OxUXq9z9mV1idWEy6shk0fsggzSIJh+MXfmxsSAQWBS9XW4fy4fDmbT0zlV6yEmAhmWKHZMkB96CKihMwJkXw+9zs2u2wlqa2JTLJKiOAcXaaUwgIjGcjWFIw7beg+T3xNjKrSwuJvynxwcr7nGppxXYdnlcxZR8UhN0qOU3vfffUdvBvTOc96a+fYTCbXcDs+Tfvy2uib3DHv6Ntvx0Biiptj2HsY8tDeFFgh/p3VliXlOpS2dZbZLACTS3WxGUipkCcxtU4A0DJ+AFDXoEaj3Fu34drd/Gt8gIu+IBGAnbfS1Xofuo3knJLOP7PmJ3mt8+uSQTXCXOxJ5AyT5ofBHyyYIlJchwzk4c0PJYl2dfy2/PInB+y67KXEOumul5o1dr+ZyYImV5dSbH2wCoNh2WBQNRhWDRZHUzzgY6/Bff72tzEYNBiUGkuDKR6441o8cMe12DFcRVXaaH9KWW1aQYx/+ck/DPc846OvC0vrVBcwHjzB3dP5eQ1Ug0HRBO1YpbT9SzaqovcFq8j6iQ2KBqOixqho8LP/9gI89FO/Ee75iE9fgG8uHwkzYHDBgGKwJjzwE6+OeuuIY67DQ3/nRVbjxCXGXKDmElfXh+KU427A2EVA1KywY7iKxbLGpClRFgZqoEGVARHjK9cci/ssXB+0XCCbENmAUbOJEjNrZlRQKIgwRIFFKpy5I0e+aJI0rA/Yx884xOb+KpT1+yKyPJPjnarbVkOI+g1NvAE3AHfccUe0TSZ3PuE3YKOk3+Me98Dpp5+O5z73ubjpppvCucsuuwx1XePRj350OHbMMcfgfve7Hz772c/+QPc9kLQuDdjLk7Cks+itb+0yJndL8l7A3tcLsAssJVowSZqBStlJwlMuN5gAYm3+LXuslZ6K6wrYSIShTkAa9LGSkkUEQBLu5f6GZM4acTuovX+nzQCK1Rp6VLZSew+G5DNlSOYWi8LmQ7SfBa8gkuFG0lMkjGSGsQSjTcyc9IU3o1lL0J+7NiiZOH9PQsuE+3JRe9k12BWQZogEl6g02BKKC6NK0/u2UmFbxLVyHohj3RTGQ/QdZLo7BSOuHAyDVJzMNiRg7nkVqSK0NQ+ThZL9ZDyGsZ+O5fR+AmS1JnAcnW/HqBiLoq1rDSfJ1G5K6snT2P5wz1Yoa2tYKKiVKVSz6MoiaK8jvJHpEm/a3DmXDjg5xqKLOZyP5hxxKhXudN6nv173tCVpQ1QmWlvy14T2SLAZXU9uuWgbmMgxbdFUQJAe72kvuzrYdQrJc0zQRoEZTnOFkKOKmVCQwaBgaENQisOy5sHVn33zv+Hmxa24eWULiBhlYTAoNC49t40cfe+P/I7F9O678Jo1I2xUS6UBg6ABC6DLmRa2gSkcD+H6UbGCYYXGtfm4LbvxjM8/B6XSOG27e8hDpuCVElwwVMFYnVT40Yt/M2rj4X/+RajfZDz1tC/ia9ccizv0CLfpLfjv/34+fnLHdtRcoCKNHcNV7JosWFPEqoEqDFABVDCK0uD8e1qm+aR3vwn3KpTjlyx48gE4avamlAQFl4gZhEUAy6ShuTUmUG6A5kAZSR91F7EZTQO1PIZZ/cFAw92Zjj/++Oj3a1/7Wrzuda+7U3U99rGPxZOf/GSceOKJ+N73vodXv/rV+Imf+AlcdtllGA6HuPHGGzEYDHDIIYdE1x155JG48cYb13WPD33oQ/jgBz+Iq6++GlMRlAXAAQsguC4Advnll6+rso2S3GxDUKrB8qSNtUBJvdI9uFkPSabPGJBSFqgIM9icQ3i68EVlKK43Mq0J7ew5J58jaSeXCmZUWEf0aQNeEHa9kW+ZvA6BsYiSTnsuxQUQ6Tyj97/JLPDeT4GL5LxgSOT9O1qyNSh725T5zYGhWdest4z3kUiYm44PiGTIZwG0Oe07pea4AmClmqwAngwHQUzWv6eP5DAXY9SbSkWa2gzol8eyAUTmtC765BW/g8fc91UA0NXeA+38Zhhm6yKoaQBmqCZ+CcF8NVTg61mHTGTNuaJPuLXGdb5u0dTWAoEikBYBtszc6vdbbW9/ezrm2NGzrNHcIIwidD48WY1fdjzYCo/LSTly9XK4jt1DWgMNC4KsIMFeUygGoKGTD/qY6nYMVYNCGZRF3tSAiFEottoxd08DB8KSF23BF2OoGuf7JKMhMgpiaCYUzDAOuAAGigkDZbU+C0WNHdUKDBQ0E9hYCxmqOAQVWZnGCYs/Nf1f+NLVJwAAHveZF+P3Hv4R3N4sYaGYYpdeREEGlWqwtRzjtsmia4tBUVpTTaWS0PnDBqQUrn3Vw2DwhXDcmhlyC76AEKoeBFRosgYbBRgVCLU7y8HqwGq+2Am3STsgtjQCbsu+jjmtQddccw22bdsWfg+Hwztd11Of+tSwf7/73Q8PfvCDceKJJ+ITn/jEzCAZzLwu3PEnf/IneNWrXoXzzz8ff/d3f4dnPetZ+M53voMvfvGLeMELXnCn2/2D0roA2D/90z/t73YcfGS8SC8BYACCc7aC03a54BxCkxWVnTXApJbKH9Ic5/MBXGAIdmHhgWg1S5nHIFm39XqgY3OwuAUoB8KAVkvm63XaNVUbcFVYc0YhqgyMY6TdE6DMrhu2uAeHHogR2tw6Jm5/a06VB6J5KW8G1M2gToJlA5s4FQLUpZhwnYBHYqMOkOqpw4d7tj/khRlgKkCYfQ7CRgvRulHpnGe9NWZA13NRAo7ByGvB10PJmAVTy7T6sUEtI7tWHX1MfuuHiO68lKnnztJmltulZofhtzbxvOpNuIdVm7tQCHmAZC5JPl2wVaKpGj3aIdmGzJzhtej+EMXzYKiHxcnoetEe4fcVga6MFEqCLqlp69OChWoEUIu1bRSeJ5RJhVGdejPRXn3DA1Ym5wOtAKXBDo55E0S/XAM22h4RdcK8A0BZaBSKUNt4EXjgJ16NKx7/ejzu5Cvxvpuei0JZzZf3JfN03797HarSBPNGrwXz4Eu752pMEQJtVGQwVA0qZaBgXEYuoCSNijQmpgQUoA2hhMvU7swSPS0WU9SmwB16ATxVQMEYbZmADdn7ZL77rarBq77yc7j3i3eg+lIDzQoLRY0xVxihRgHGltIG/1AOcJaFgdEqBDI5+x9+C1963BtQDjVe+ZXP4uHDf4Y3BvRaMAMOZoo1ayyqget/xogoMlUEXLJmWI1ZAcITvnY7PnH/w2P+yPM0bEDTzeEDtqYl7Q+ZfFu2bdsWAbC7ko4++miceOKJ+Na3vgUAOOqoozCdTnH77bdHWrCbbroJD3vYw9as721vexve9a534Rd+4Rfwl3/5l3jlK1+JU045Ba95zWtw220HDoFvgjTgm5Q88NK6VXtH9hImCkUP4/yPpPS0j6TPlj8krrU+XEDQaqXmgvKvrFP8jRiLFMwko8b7QKTgi52pISuCHpVYOWbRmvnJNuWeOdIeirb4R5D+Wh68+cV4Hyeqjm9Ep0B8vONm4NcyTv6uRbL8DCa51xTNM0r+twRfnXtR9z5JHXNaP8kFcZ8WRjnWCZEvWDBnzNxrXWOqw2CiHT/r0aLk+db2fK6s1zjM6oT0+0mLbvbhl5unM/MYafvX+8EGPzB3iSkSMOMozDHCV8pfKOeujstTBuysOVYDkMrM/f5eJp5LQtFIKACx/sRyoKwgwj1jGtSDnK8ZtA1F7zejVesvJ9rdMUd082LYF/Okdc8mt6lw3roH+TLk6iKh/bLnG606WimvKbOaLINCMQaFDvm3vnX7EQCAhWpqIyCWLQAoCxsN0V/nyTChMdYXzLBCKXy9FoopKmUwpBoVaQypRumA18RY2XrhtGM2YqIFX948cagabCnGAdCpsQJNrDWNf9a66UaXu+dx1+PY4e345O6/gGFltV6kQxh6SWVhnNZPQxUGValRKOsLdvY//BaGVYP7D/bivBMegiG12rYaBjUzDBhDqlBRAYU2YbPVjAEVxexIMEkE4R+e9nBrfuj91uXgqBtgOo39NOe0YejWW2/FNddcE1JbPehBD0JVVfjHf/zHUOaGG27AlVdeuS4AdvXVV4dyCwsL2LNnDwDgGc94Bt7//vfvhydYH80B2P4i6fslzAWD9itdLfpMFuX5lNYjOmanDesrm2qw1hgRUkPUyd0lNV+Z+ouas6Bi3YxBui9d5XJ8YM4fI1dP8jtiWjMMUY6IBV+6xvPMPN+RXPeQZIByz97HdOUYeh8kgbsJOOeUofWAomicrjUgxGXrAUzprfalfAdAoRfot9dw/vw6v42ZzdnsAKzv3UoBnOXqneaL8z542Trach58lSvr+6bXAl1rvau7Qi7TCVqU3jeZw7oCIgogLM4lZoFTJ6AQkqXSa75C8mcKx9vgQ+TWkW4AjjWfj6mVSRJ3NgumWpNDzeTyc9nQ8aPC6nwe+IlXB78yb3oofSON8wXzVJCNflgpG3CjUjpozSqn/QptghHHjQNwbaj6iamc2aCx/ctAPSkD4PTh9s/8+KtD7jMAOGlwM3b+56NxY7PdBghx95xyGfJzlcKUslDs5MEcnqEgC8Sece9Hg8rY1FGzNUGsmfHg1/0qFAinffBXwvkKCgOn6SoIUVCO2g0Ac8XXbeodD8ISfoCbZu25eU53Ce3duxdXXHEFrrjiCgDA9773PVxxxRW4+uqrsXfvXlxwwQX43Oc+h6uuugr/9//+X5x33nk4/PDDQ+j47du345d/+Zfxile8Ap/+9Kdx+eWX4+lPfzruf//7h6iIs+ioo47CrbfeCgA48cQTcemll4Z2HEjLnzkA21/kNV85jVYAYV0t2MxIdH0aIyTAqFBxJMOkDs4AJaupQghE4UPU9+YVS0dOqvly5ofeyRwEUGNNINvKpAYvEbz638InreNPBa8N6z5meK5Zkv0EvHQBnLzIbtGa75jXSEuRPEMfo5Vtc1r3WtewKJhpe8zsZBiWXLvnGrGZ9JBnvjWfqHbWJK4y43xf53xG952h+336e4Rr3N9wSRaA99wzfCf5b2/t9jomd40hRcS410d+Zx2Vbjy66Bt/EPbDvGcs4ArgS2tQrW0o+sagGJtWc94HuBMwQmwBWL0F0XvNAZrsvnwfmbmqT/s/UyCQjIWcBi5o7+S4Z7QJmN35SOslIyO6fGOoFeD22SV4zrbH/zUENBasRQmfvZbNk9OqRd9KBMQsAPKmiOFZqT3vTRFDlES04KtwYOuhn/oNjMoGldK4edkG4tgxXMVDPvn/BXNDD9q8Bq0UJope21YQY6AaLBY1FtQUi2qKoaoxVDUWi4nVhKkmALGwKeOiIuoAVCamxNhUUGAMqUaxQlBNq2VktNq8Yalx+PbloM173MlX4vv1NnzpjhNhQNherth2so1QWBuFUdGgKmzkxoIMlHs2X+eg1CBifPKOd4OqEpoNajaYsA1GrxmYMuPwv/giClI49aWX4txjzkRBCkMqUZENTe+DdkjfsoIIYAMqCheEQ4wXw+C6Aa+O44BnG5XSuX8jbPtI//7v/46zzjoLZ511FgAb2O+ss87Ca17zGhRFga9+9at44hOfiNNPPx3nn38+Tj/9dHzuc5/D1q1bQx07d+7Ez/zMz+ApT3kKHv7wh2NxcREf+9jH1swBBgA/8RM/gY997GMAgF/+5V/Gy172MjzqUY/CU5/61AOaH2yf84DNaZ1UliIsOiOY3Gltz/njcFERlf0tI/9FFJkEUve3Lyb8qGzwJAL1zDGdBKBpUA4R7IJm3T8BX+F6T8YzJ5lGdABeixVy5i1xWddXhLaPe4gYwRTFMwIREAvSWnuC/X2ltNozDIIxYZWvJ7dP8p6hYd3ny5p+rYN8fwUJe5axEw8k2+d8K+Z+YLOJdCsY6PuuArlAHL2kqPOOiO10gMz3Er1fwI0p/8G04zvrH+j+dt7urNctv7+UWQ/fhhjYxPkx7q+ZERhB9RzfLJSNfsjc+oLVVtpO0wbFxEDpfEcRu+7l7qshAJDn05dK8X6qeZJxd9oK431fd/sjblsE+gjBZDDyX2O3q+O6onrlcpIyde63asJShhA51wDWZ9rHbqXuw0mgZNCGmOzxY6SS0TfXKtVGJNSGUCi0YIlMZ8kJCZHBNkiHQ56VO16bAluGE1RK48qbj8KW4TSANKAFcZXSAYDJb2NB1VgqJxipGotq6gBWAw1rolgoRsEmBAExTpCqYf2pDCnUNiAhNDG2FmPbLi6gGusvxtPCatyGTYjYyAyUpcaoNPixT/8aVqcVtgxPxOGjFexuFnDC4FZU1GCPWYAig5ptHZXSwayyKrXV8nnNoOu/Mz76Onztjnfj1uuPw24DVO55l7nA16dHhjn0O3/0ozj1ZV/AQ377BfjCa/8HKlbuuRgVMQq2WjAFQs0G177qYTjxT77q+jXnsTenHxY94hGPmMlbXHzxxWvWMRqNcOGFF+LCCy9cs2xK73rXu2Ac2H7e856HQw89FJdccgnOO+88PO95z9vn+u4qmmvA9hflzAal2EyaInpNmD+XqyNICmdMIzKiYKacZxgl4xiZHEo/MbfNDEohr13DxHEtTVV0SaZc8Pfy7RS/11s3yeuRSGwlrVUXx0BxPff8gUx+3MWzgiXIitJ7ddogtWY5BmlOWfqRX3pr//uMTHGTF2W4W8YfF6AqtZJKqaN9jU6K8byed9k33rJCEp59vrdRbduy+6LuzRyOXs6RJOd2OadrDRgNajTUVIOaFrzMoo42c58adieuQfwas3OJGGfpcXlNKCs1xmb2dWHzWjENqJpANYKJHDyoSp/PfUBByyXNFCUwkwIu8uCrPyVCblT3JTQGumPZm9qRA22V0mAmLFTWBLEqdKQts7m9HJATdSkyWCon2F6uYHuxii3FGIeWezFStfPzMmHz0QgrZ6JYwPppeZNEb4L4yjMuwlDV1nfLv6uawnMXykZU9GCSiLFQ1tgynKBUBrumI1y7cghuqHdYs0IYG+7eFLijHoZAI94Us3BmiSUZVEUbufE+f/vb+EY9wK1mhDEr1EyoWeHvbzkLV73qwQCAU19qzcYOe+dncdlEoyIVcoRVsAmZPUuiwXje0z7R+47aTp2zwHcHUkqhLFt901Oe8hT8yZ/8CV784hdjMBjMuHI/t+uA3flgJ6/a7ngGQwCIFIS5EKnMsSliTts1U9vDwqE5AwSBjq9XSBvizARZoQu+cuBP+Jel5Tv+ZLm+2FdikbDWB+LIUY8WKTJ9SRb+zrVAZpEXzEF6zSxtVlJXXhuI1uRH7veVl5cyZgbiWBOEyW1OWVKN/ZbIA6dcX/VpLz3AymjEoncbBBY9zK/c34d3t+5XmzL8GS1Jt2x+cEZMuhQMpI0h9Ibm3iwUJXHXxs7nYY439lijgckExfIU1bKGagLv39UUce6bTcqiPd/RIqFbbu2HyGzynDTnE6AqMjMUwIkaq8UijTaISGoKmAgOgjmisdeqGlBToJiQ27dmch6EhT6SQTwABHNLL7gM/efXTxc6PryATHdQG47dh5r3QEo5UJKSPybNEQEE3y8AYBcBcVTWFhw5wOTBma/fh5r3tFDUeMDiNTht+H287D6fwkmDm7FVrWJINQYUmx0qMtiqxhg6cGajJcYmid5va0lNMDZV+x41gYrWZLAqtNXoie98IMDTSlPhm8tHoqIGI1Vjd7OAVV0FIKmIbSLo0kZsrAr7jKUymExL1HWJpimwyywG80gNQs0FfmT7d/H+83fiopVFgJTVhpHCb538YJQoUFGBIWxy5hExCj80gmSLweyZG+eWIefgzRAJsW+uP5DbJqR//dd/xdOf/nQ89KEPxXXXXQcAeO9734tLLrnkgLVpDsD2F3lwNet80G4l+54M4gXEXyf/epr1JiXjZtAblMNOwAxqvKosLSCAVq/Gq78Z5BdEUVe2uTNAR5YJTXm34MfW0ybO7OdeVc/riyTEGb4xWFqlgGsNrUbf8bRMV/shJL2pVi5igl2RHAgT9Zz07jflGzWnfnPePu3VzDlAViy0KEFwgi6DmqkuEkKslwlP6qLcNyFOSLMzb+qWNx2j+HemTW3d7W4u3PWmIjEvX/TdNyMWspnWJ2wyBU1qlCvaAfq2is67ysx1nXGwznlrn10707Gca5toh2yX999SDoRloxtmrovOp75g3h/MBeKIojH6j08G2+hjFPu0XEETlj+X5q8CYnAl/6bno2OijPeFktd7oFaK457edvZf4xdP+zyefOplAIAjir3YqsYoHFjzWq4WhLVBOQoy1lTPgTAFG3gDACrS2FUvQPoNkwsK4pNB557Dt7VhhTvqEQakcX29AzdPt2Jqys7zVEq7MP32votljemkQjMtYLTC2FQYc4VlrrDHDDDmCluLMT5+xwNxenULbv3vPwpQy+gUbr8gCqHnJe383KPtjrBAIKnxMgw2GnM6+OnDH/4wzj33XCwsLODyyy/HZGITcO/Zswe/93u/d8DaNQdg+5O8pCVlwmRYehkZUZiseKZK/g2asZzWJ2UMhZleFN4egPfh6vVhyYAj7tFyxaDMH4vbEfJr7QuPtZamLxfVMApK0nNNWOAzZovrbV/ClOSkz1EEsNy1mTo7II1EBX3XSUZsFpMlyzHyIMwdn7uB9RALRtJk3i3EO1TUbp4Irc8goZsHjCC+WbElgQPWNDMU4zK1usqV6WX0o4fqB585MNcZX0D2+/Iahc085sjP39pquh570svyBa0jDbA6RnXLXgz2sNUQJdr4mdLmWYDNn0/BUyrMyYCqqKzAMfFziuvkNyBAV2cz8X4QmPlvSX5P6fGgkQGKidWGderyjZR1G/T3H7rP1UtuSfMaKQCJJgxIfbckKJOmiGl0RKsV0hgUOgJcAbB47RGsuWCZfHy/8ZX/F+eccBVOrXZhRFNU1KAggxHVGJHV6ox8eHoXpMObKnoQVjoNWM0FvrPncNd/BC4YRitordBoBW1U9Kz+OUdFg1HRYLGsYZjwxFOuwCW3nIbvj7eiYWWfUdkgHKXw+yrcsz14x1UwDaEcaCwtjXHl6vG4qj4cN+stuMOMMOUCW9UqDAjnf+18HPauS0GKXGh5G5Deh6cforBBOeDC00Phns+xQBVau3ykcsC7/mwazOngpze84Q14xzvegf/5P/8nqqqNuPmwhz0MX/rSlw5Yu+YAbH/RWsDB+wVIEObNVtz5FISFYzrhkjtghHsWbxcBkdu8NABEYk9xn0jr5v705Q5Lyt1ltM4w+7PMEL3ZVxYQed+xfWj3TFNFWZdgZGYyyxBMUUaDEjFMKUDLgS55o1nPlTLJs6TGc8JDf/EtMYPYN+TCtyIOSjDmA2/4MWk5vE4dpNH5jjvaX3THlWSSOwz02o9pr1FyTqD8mEr/dioR7ZHjKhd4AsCw3MSS6GQu/8/fPNYe19puoYwB6hpYHYNu2YUtV+2FatDpyxjAtpsEx+vxH9vnx5DAS2wy4JBvXx9FGiwPlIwfzy1oS80RIQAY0jq8OaMHYA0B2mnBfB0+KqLvL7Oe0e4bvW/9lJoHSoAmzRI92JLgSomyHlSlWi8PWMrIJ8zgsf/yEgDA0z7/3JB0+JTjbsDPnXo5dhQrwaTQ5+UaqTqAMAnE7NZgUU0BAFvVGMct7bLCAP9uxwWm4xLjaYXG2BevjQqRIH2bB0pjVNQYFQ1+9t9e0IbZB8egUoAw//wX33AGDj9sD3ZsWcHW0QS31ktYNsPwDAP3DAqM79+yLZgfehD2mOPPxmOPOcuaIVLpTBELlyPMCYYdb8V1036LhsEuCjVvgiiIkTBug2ybjb7xjW/gx37sxzrHt23bhl27dv3wG+RoDsD2NxnOSF+43dIkzX2miynIMD3H+8gvTEQWfAnqSLZnVRkW5VbzFUcAm3HpWhqqHurcI6q0y7wip92SZpMRQ+O5HrTn5G+pwOgDX2tRilMTBqdzzl+Tar9SqTQBrNhuhfvbB9b6mpYye/LvnAKRxAe5/sn0tWRoI42CA18+7UNfMJfcu4kEBj3gq8Ooz2i2vG4t6jUJltcLoNU9JyUM1D4TMQblJpZEE7XMHRFGNxRtKHpPxoDZgJsGPK3ByyvAld+2gALiXYv+onQuQqa/gXhs3AnqvNdZ8wb3z90RKEyBlEnGMnfLdMBlyviZ+G8AWtL3lR0wm0EzhWFrLExS+2V/CxDWY3IYNnRBGNAG9FDgyG/Ka79sxEXGtmqCJ3/2V7FQ1FgsptF9jirvCNqiijR2FCvOJLEJ/mEFTMiXVZDBYmHNsJ562hdx22TJPkcDqGmbkNloG/3Rt9PAmiS2oMoleVYaA2U1ejISZC4/mn/2qtAYVg0K1fqXeQ2e3yrY7+on7/UNSPPDAMaKAo895iw84UnPdtowC74iHzBjgKaxoeeN88+c092Kjj76aHz729/uHL/kkktwyimnHIAWWZoDsP1FC6OW4e/zA/GLtAdjWjpucwZ02WNSI+a3nMmiJGLuLqyzNEw5YBcxArNWMVfGxL/T+64LhKWAI8voBluRbDuy5jSpBDnD7MwMqJG2KQVsjAho5dogwVIEnJTlOLL1JsAtK5XqY5DSspIJYkSNnCdkjikNvBKB91BoxoCWMgqF7jtKf4d3w51jOSa8l6mktnznlpnxL8dGxOSm7cq1pzOuBODKgQR3WinGEQvLPQ+wCUi+o7LAId+0QrWLvv92O6cDNgAHANQNuK7B0ym+9cYHohxzT98hfsc946MjPFlXe2eUT4VDqWDKl5HpN8T5KCCHb6MwRcyBLwm0OqBM3jvpJ59ihaYkjs14JiCzELjDOadb/2qSa9LgGGulUJCRDUsywSzP11U6/yxpgmg1SLZcpay54KiosX2wij978Hvwqvt+PLrHOSdchZ879XI85/R/xRHlHTj/np+1GjBndthqwpqgKbvgPm3o7ysvPQWmcIFPxgQ1IXBdwDQKk2mFqS6COWLaF6UzkbSasFoke27PeW1Zqg1sdIGpLqCNwrIeYszWD6zmElMuUKPA9nIFpy9+H1S5KHakgKIAVaXN81VWoC9eibPf9mIMqUThQFhIAcIMnk7xie99DtAGrHULwjaz7fOc1k2/8iu/gpe85CX4/Oc/DyLC9ddfj/e973244IIL8PznP/+AtWueB2x/USplMdz6fDiAxWxsrhQv2VHKliNumbk0UIeBzc8F2BxYgGXYPRgTmp5Y42SPhwAbnfYmE1EHNMXn0tDLud9pFEQmAmVW/l4g5p+njS0r2iNMuAQzYE2oehZZdBkW4u6j9gXM8MEHcmVlPjBKwFe4lpLjCXhjJwrP+WNEdYr2d0zEcs3OPCCBOwwUwQ0DwTDPyREzCBT9zRbzr0OOlRR8JRTG4AzgHN3DlQ3XzZKFZOr0jG50mWNerYly2/4w3Lj77UYBGvoYdcxuJxFQlRp/+/D/0f8QG520gZfOc1WgXDG44WdOxtm/uhNHAlb71TR2zprWABuYB90H333xKwAAZ750ZzycEmDV6Tbfr8Z1vZ97/Dc8Sw7APednoXPp35sQ+1N+vAvwJDWxRgkAls470geuT5CVNot9fQRvCRBpvqL2t9e07RQfaPK9zuLJo2S/LkqgpEIgQKnJ8hEQ+8LXp5oyD76GRYOSNCoyUOUEbzv7r/sb5+hxJ18JADhU7cUuswhDCppU5CdeUZy8dvEGgh4CXADFFNBEwEoBUxrUdQEihi6sL5gpE0BKNrS8ZsKAXBh69lot+10oMKBaLVoD6yNWGxU0anvqEW6pt2KrWsVY2aTSK2aIAjavmLuZ5WOqCtDavToN1sBxv3cp8Pz2+cgn6HUmhzfpFVBVgpsabBi0dv7ejUGzBCYHgjZSW9ZJr3zlK7F792488pGPxHg8xo/92I9hOBziggsuwAtf+MID1q65Bmx/kW5nO2ZrfpINCW9EmFQAcfhiUbbHRDEKWS/NEjtREgUKyVGaQFnOsRlJpzw3M1eYaGdq+ggkzIDIP9aep+hvmqBWmidmgZMDgp7xzTmmh99rP8ZsrV1ah39l6XHK1LMupmgd14j7ziRnItYFZ2viubsVPeDlO6Pf+9Q3HXCdee8dTbXYD0xsz00zmoP0fNQWiHLp1tf+qL7kgGwrx39l+6KymXstVJsgFPR6iAhcFAARtl7b4NCvreI/33SKlbj75PVsJfAXffg97XVC0xOGTNKPYTeVLQmQc+fbvY7zhHCT1Aw6HHNbajIYVTUjQEb03H3PE+qmyG8sfAOpkKxnHesdl+56u4RS1iTRmyF6Sk0KJcnw8/63vKazCfBVKu2SDLvcXvvI+Vo/qsYG6HDmiD4AhkpUhap2W4Pgb6c0gEaBNUFrhWlTQLM1QfRbuN61swoaOyNMFF1+MnDk17ZnOkRBHJI1T02BvXqI3XoRe8wCxlxBQ6EiHfzVbHJ7FfEJnLEwMnCaLt1KbberCjQcIoSzn9Pdin73d38Xt9xyC77whS/g0ksvxc0334zXv/71B7RNcw3Y/qLhEGiEnbZhMHSr7fKktUUHZIDCiaBTLZhM6MlsNWXahEnEai4yk7PTILFQxa+LJEi5Ewt7DpAxUawpkxq+HIDzEl1mMCgAPXKrbKT9cr40OYASmfkV6JiodM0C8/Wk5i9rasg69aINcCABWdpGiutJ3Wa69+QsKJTauOwJsR+0YYIxmltmWBreznj4k99if0ghyAySGkupcVhTWSnGldQa2Vcj0Q7FmoweZn0WkXjHHQ0Vd9sdjgnGheJWBQaaEA+zoHHwQX84Hsqfe/QfrK/RG5y4LGAWKtRLCtu/fgfUrmUccVRlmcaiAE+nMFO7JqyYKba564jjqSP7PtM5pwOOM8c6DeyWyQqCkjnFvndYoCjHnBBqhfZTd5yH8/69e00rBIDMtc+PT7R1hqAcZM+wUNMGzS5ZgMY+tUE6J7M754Gbr4stsGJjgZcEWYYphE8H2iiHHjQBLSjrAioTyvjogClJ8DVQOpgdVg7EFMR485nv71zXR//72+fg+ApYpCmm1LJ5xr20OlH/qMb2g/FrgIJNyDxRMKpAQ0BRGmijoFmhYdXJg+ZBnYI1KzYg1KawfmOwWi5wC0KXqpY/qpSGYQoAzNZjMFI1FtUEHznzOKAAUFjzQyiyFjEhmAbjl77+X2igUcOggrLAjBhUEYgJQ6rATQNSBNYOuM1VEHcrWlxcxIMf/OAD3YxAcwC2v6iexowaM3h1AlpcbDVe3qxQa3ChQMY48GVahkVqtbRQdZFf6chOIj7cO3MIGMBE1jwxzKyCAsdFAf9F5CW2yTWpuWFbPqk7kyuMQ1szF/oVnNqyJJNBu0WBTWsKxR5cetAk8n/1+mup+Hfcvu6xmc/pfyeAKntNhnnqYKF9EWNLjqcjZl7j2s5tEpNEJsAAJ733D3DVM35j/W06CKmcJGjUjdGOKVf6qUTAWQgbRPmWl7VmjS0IboUSZKzgQFLOZDF8l5QpK8v5Zvhh45jhjimuEDh0hlMoKL7F5HwYno5zDoBPmn4BSE24NiURAYUCL1TQC6VN1K0ZmExx2+5DcBjfZK0gpjUuvv7LeMn158QmYB6ECKALOf0KAJEzmfZlwrtOgAsgz3kkg9mALno+j2rcWHHxUiTQkqaI3uIgjW8UbpFpq2yGH5/p80XJnE17L9mYSCiRdoY/7vvRJN+LGPNgsmup++0Bl9f6GKaQfyuKgujOB38vF5RCuWuDBszdyIMYD75GRY2Foo7yeCniEPVwvXRUuTtopEbcapi1QxxpfSEContez2pQTeBCwbh2102BcV1Z7ZrSMEkqjRBggxrUrAAFpzVTMERQZAFoYxRKMlhwIez9dY0pUHOBmksYKBhWuLY+FDQcWvDkNMzihgCAi6+7HDU3mDBDM0ODsfsTp2LHed+1/JVhKKhII0aed9joJMflRqCN1JY16NnPfva6yv3FX/zFfm5JnuYAbH+RtisEs+kPwuElwnUDKsv2mDcz9FqwiHEz1qDegS4PxHg0QJTva2aADbEv6/f7Of8uB76sD4yrJjVbDBf582u0I722A4goK6EK91UCbKXJl9dzP6AFbxnqaJEE05IFeamk1ddByd+0PTngl2uTZEyIewpl2p0tlFweqWv2PTz/wUqqzoCYfekXAb76zJ5sj7cgrKM984AmfHj2G80BsVBv33fgz7HYeq6VzHX4y93+8GXX/PZ8/Qfb2FIEQMEMS5iK2oiZzNAT4YfSWEb4j4/5Iibi+XNmwNE5CVZm9TGvo8w6qNdHjGKgBUKQtYVmK1jBmbA2YINWw+Wv7cw/sxokynK8RdpbJqCIAVekCUsfyS2X2alWHO8E4egxOUzNC+NzBsZJUiJAhviaLcUUCy7CoQdeawX5SOni752BXXo77j24EQAwII3a1oTCvYwqCusKqIat94MiGAFwiQFuCCgVWDEardB4LZjz30qpgDVxrMQRwKAkgiETAFdI5GxiraBmBQ2CZgUltI5UFFb7BYBIgUVSZQu+mhD9sIbBv575AZyHh1hTRAAP/u1fxRHmClfZXPV1d6D3vOc9OPHEE3HWWWflrcQOMM0B2P4iw7H2yhioLUttwmWv+dIav/iV7+ADj3iQTQoYfLyS5IHOf8D+1W4lVF7fL+5DVuulGVQQGMqaVXTCtbfHspGjmK0klwVn5X24lGcAnXkg4Bbkltm0kd4y4Ea6u/UFCwHscxlE7bZaMVFWar8gGAfXFumX0J6LAa0HUr1ASTIL3J6PumoGiOwjeZ81zQxlvWuhgfUyNel5EsxeYHB+QE7uICAyLideGvUNnvmTwhHugBZ/PL0unBJgJ4Awf00uxUK4MAO+0vfd8/o80xoYUG9a5rXTnBk6klGVIA7RA7T39aCxB7CFtvQwx5uJuLQ+KWZopfOqcc/UNLjPK69qcxEZxuN/9PH46Of+DgtHfy9c732lcq8vdGnPO5kJtNF9TWuSHGRizovGHqHVPLl9KaRiYeUwKyphZH4IMS5JPGvyjP4+vmwQVPhzDoTJywIIk31g3IWGBNpqzRBzwrQ+SsOr50LOG296yMCgaOIAFc4va6AaHDbYG8CRzpj5rYeOKvbgVr0VI9LQIBv5kAuAgCkVUDAdALb4/Qb1UoHJdgINANKAqRhqSvZ9NARWCk1dYFKUGBQa06LB1JQ2uXLBKIkD+FJOvS5BmCHve6ba/uHWR06RM1vkwmrMQChgsL1YxQf+8x/x8/f+KRsJ0bA1RWQVQJkBY+KidNWwvJIhDuDrcf+xG4o+gX/4q2P2uT/ntHnpec97Hj7wgQ/gu9/9Lp797Gfj6U9/Og499NAD3axAczHA/iKX90Vqv1gm5TTWSZTrBrv0Inb9+EkubLEro00bpt6bJnpwFoCRkA65nDNkDEiz/a251VrJzeenYcRgxIMmf04EzZDXw4jrZkpkbZmcJisEzihsEI0o15cv68N1R0BKlkfQfkmw1UvS/yyYL864TgAjlkwHYrCUMtQxEMyXiZ4Nokyy8EdaE8mpQJQV7c2ZMuY0dZTcJ9XKgAlcz6eHQB6oJL9TTWGv+au4bk1KBQq56yWoo+RvWl0A1G05cnX5sOFIgiOQeN40ea6vM877RF0Nn99nSo61DS2LgyAnT1FAbxlBDwsUE41qjwYxw+xdtnO826go0FxzPW4yq906Zo0L8U46GsRk/BF3Pv99Ik7HkphzIoFWgTa4EbX76zLjTtsn2pwbq9n2zbieGur2VZByxcfIAKyp0yZmAhsVjhuOA3J4zU/q9xUlH1YmJFH2JH3GrCaoDUqxpZhirx5Bs8Jxg9twaLkXi2qKoarxuvv9XU9ndmmravCLp30eFTEqYoyowYisDmzg84ElyHjh6t3YctUyhncYa47oXNPVlKCmBEwVuCGYRlkzxKbERJc2PL1YGGXeskoZ8Xw6BOfwATmifGfiBRgmaPfiNRS2qlWssP2GUFVAaUEXlSVQlqDBAFc3E2hmjNmgZgvCJtzg49ddho9fdxmet+NbeMGOq4LQ2/NOpDb+Gue/6Y20bRZ629vehhtuuAG//uu/jo997GM4/vjj8ZSnPAUXX3zxhtCIbfzRt1lJRiv0ub7SqIbOLOWM4XW443ihxfJ/2VhAZmKwFfzBorIcM2UeLAEzoyN2IhOK/GOU1Je7hy2Y7wIr+e6e9AE5IsoAtFj75SuVG7XnUrAkzs9ibmT5KJrieqkPuM0AdPtEa80R+9LYlBHuq0syQ3MCAKcJ63Bp6+6rIO1ntEKUDPW+zoTRXs89s2WlWsW3XfrVzFpgUyAgj+falCubXPMfT3zd+h9igxKXCs2WCnqkQI1BMdFgIpgz79m+Z+F7cpuODU++9PaXhf0OiJ3Rd7TW2Ot7X32UEdx0LAMUB6AVwFcyN6fzcWfe6xMscE+RjAApajKj9XtOot2m47FzPz8nio3dMR8JMaXU7E76dfmcXvK43Tdhs8mMVaI1M1gqJyhJ4zX3+3ucf8/PYmsxxtDl8doXGrl1bJEIBWx0woKs1kvBON+1GIB98qu/C/Xda7Fw8xSkbQTE0c3KgTGC0ghh/tnYqIi1LqK+KByoKqLnbv3Y+hIzp33lQ85r9zKX1AQVEdRhh9o1vSis1U9RBA3YC098OABgzISaCTUDGowGGgYMAwPtgnXM6e5Fw+EQv/ALv4B//Md/xNe+9jXc9773xfOf/3yceOKJ2Lt37wFt2xyA7U/SOs5J1TROK2bATgN20fWX496DXSgnwDnPfqsFVmVpZ//R0AE13QI4CYIkI+eBlNOuBZIgLZJ2JwmdAXizQisZz0imvTbNGFCtoVbrPGPqNUxe0yODafiqpPmh1HjJshJMIWZOO5JaQEhNMyu80JgFaW2qYRP1dfI1pQu6r6dH49FhQmQ9CViE01r1mmlJJmoG4Opov3L9lf7OMXqSIbm7k2Byo66dBVSi69tCAXzty+0zmtJUg9l5l6Jc9j16HE7p2BIgTIZG14g1ZECX+c/dO7cvrz1IEL5erLB6RIlmgaBqa4Ggtw3x4b95F7pCK4MzT7gmW080vkR/58ZdL7DI1BUdW8+4DfMSx/OSm8+54KABMwVCJNpQJpm3QzN75sretst2Jt9AO+ZbzSs1FMaqTdKcNiCzyYb5jwIJCEMLxlo5ZA8II8ag0BgUOtJ+ScAx1lXQfnk/sG3lGBVp/MEDPhTqPKm6BVvVeJ8B2FXNCACwVVVhaS1gzQN9WPpBps5P3vIuVFd8F+WqNbtWtf32VQ0bEbEhsCYYbbVgU11grEtMTYnaFEFrpWBQSrBH0jTRa79MFpD5MPdAm1NtSU2wbAwuuvqPrPZLqfZvYTcqrbHjLjPALjPEMheo2WDMGhNuoJlhYE0SAwgjlecV5nTQEhGByAbYMTke94dMcwC2v4jZ2iafclx7yBgbhj5osAxq1thKJRZuYSx+vwG2bgFGA2BQWd8CIDY7lPXbSlswlWipWh8vE/leRWaEvhrltGEeYOnkfslYpVpjcuQWUGOwetRC1KYATAoVru1ovNainnlRardiPxt/XQveOlX6Z40kujGYCwxvWq6nfGA4+tqf1iWeI32uWc+dBUMScO3jOhIxcR3meb4oeSLPfSEPdFoAw72gLNJASIGMSYKdSGZA+k9KcAS4cUjRWEwjIGa1Hl7Yn9TrmfIUjIV6gH6GPwJr+XHTjjPxoRxEY2x8xBCT7QrTLVYDxgq45QEL2MtNLAwD8J0/+tF8JfJbTIESJ+9zX3HrOr/vaK6TRE7rpVgIsRhcMKA40oS1ZuFo58cUSMnnzB1P2pwCwI7Qzd3UggYLvELS59xE68EZI0RWZOPradvm84D5zZshWg1Wtw+7PmAm0vIArZbM5sfikGz5HoM9OLLaHdX34yd9EzuKZYxo3/LkfXV8PN70tceiFlYzSmi9bGCPHuazabDjW9ZElpwpIhkHbhsCNwqmcRqwpugxQ5T9YEFYqXSIylgGU0Tu9E+ORtTgyGKEx97rN6xQuiytFsyFpKfRCFSV2G2A65sduElvxZhLFG4+rWFQw1iTxGu/iIuvu9xW7H3qNzrlBAcHettENJlM8P73vx+PetSjcK973Qtf/epX8ad/+qe4+uqrsWXLlgPatjkA28+klifJAc8xmeATNqQSCzfVKKYGqEpwQcBg0JoHSilqn1mg1HBlKPLhEr5c5Jz9WRGo0faY5ohxIGNa3zJty5vRACDAVIV1Ol+vJEnFW+r/JRnJduFN6t4HqVUIsZ9qIpACLBLMbFJH5nYdaW6qpZDnqXueOPM7d+0soiTs8nppPXXnmJe7MXVMmjrmvn5/HRqGu6AtvdqE9P65tmQwe6cuCfoECOszZ5Mgq/P8PeDuYKHJNgU9BKZbADCDS4Xd9zIYemEb0ErdZ31TmX7O9lmmD9dtZrgGtXMWZ+etAILcPvfMc1nTw5k37h6aNT5zAgNWgCk5mEmm5X0lQajgQZi7QQg+JKVqQRNGHV49Z56YmtoBCD5O/ngAIO73QDUYmwovvPdnOvVtVWOMVI1XfvnJ3Q7qIQ2FLcUYdcIMFP6e6A9r/8k73o3lY0fh2483AmkCG4IxhEYraGNzgjUmNUc0Lvmz1IS5hNIBeLXaQd9PRTJ5FDDQIPzMPX+s9YVXZLVfymnBBgOACN+sD8d3J/fA9fUhqFlBJy+sNUmcmyLeXej5z38+jj76aLzxjW/EE57wBFx77bX4m7/5GzzucY+D2gD+f/MoiPuZaHVi53EfCUvrYH548fVfxoSB+37wRTj9pl3QW4ZWquMBQ6PbQBwSdESaKbabNqCQGZ4A5fOC+YZQe60wOQTQRrESvmKkrZmJB2k0qe1kxwygsOGGDcOMClBtwIUIv5ySt8sv/AKYn/zy+cUo/rsPFACVCy6SarNaoGe1CcGUJseMyrVaaslE8ayWLDxHps4c9V3nJck5kJjrGuJ1AShfjBhZYeBJ73wzrvqVC9as56Al+a0wh76y59CCL8E8J9i6rUpeKylhYuVrI9OON58PLGi/UhPaaDDmG9E5RN0TYUx4c0S4ewsQGgLHidu1mrye4RcxtHzQRIKeHELQAwSm//Z7jUCHrtpksE7IRorAhvHdl7w8W4cfNwDaseTBb+Fep+9T8a6lMClcK84FPJFSOj4oeaESQBEQonIqH6szLpvmkvRzYFRtzzhdS2Dhn6NP6BCu97nBCDaIRIEQgj4SoHQEBNSulUwtaGb7zozLF0ZSIyYqiX297H6pdBRYQgKOgeioigy2FJNeM8NHnfyfM/smRyOqYUDYYyx4MWyjCdZQGITIiP1mjZPtyr43DasFK2yeMFMDqMmGpDc2KfNU24Aci2WNhgsYbrp9Ana4yfqjWf83Y3OCuQkmG7rfAbJbtdNSNA2wsgrs2G75JMC6Z4wGoKrC/7rJapfvteX7uOfwRox5FcYxNRUBmhkFCAoaF193OR5zwoPnQOwgp3e84x044YQTcPLJJ+Of//mf8c///M/Zch/5yEd+yC2zNAdg+4v8h1078wHvwyWCZ9RusgIxaHkMVRWIAlSkNqpdERyCj5ghQDuAo2z4eSh2C1G7qESh5F0drGzoZPJAz2vAqLBhopkBpVAfsoBd91zAof+xDFVrUG3L91kzyDD1kWYLbsHzx+Rj5QDGGhQzJtwBa7lktun9UvPDPvJALbTRY9IcIBJgLAfI+qTEgVHv4+TT++SOZRn9lisOoCvT34Fxm69NLQASFN6PYIBbJpCBgrJ9F/EXad66xKQ2B7C96a0cq3ZsUXZ8yf0sGMqRG3ck9juJmnu+2ajx8gKCnZ8KmZC55/6bkFgBxgEwLhVu+5EplpamVgPhJfbroHQshc/fp0EwruulwMS/C7/fc6t1yWNCHeLlpIIBhXbwu2vItHN5CrbIxOOGqX0GWX1fcyDLcjJsxHP7eoMG1iM/AQRDeyVo9YCLYcPVe3jpOixEQ1QahvOmhylJLVh7zITEzfLYlnKKygXeuKvo2Oo23NRswzIXGLg8YgqMMdsEyYpVJwqiJC4AMKAMgBpBMEnaacBcNERdOF+wsnS5weK+kfewPm+AIUKpNIyhto88SyICmEhaMUNcvPcv8dijXwCe1qBCgSub8oGYwVWB295/D+jxKnaPF3DIYAU1F5iwTZatGaiIUDvN3zA8qMFmmIf6TNsPFG2ktqxFv/RLvxQUExuR5gBsfxKzldqE3yZEw4okL0xA04BqHftySb+vSOslHbrc4DLcgioDm/srADkrufTarI6miQg0bcJ90rxcBICVghkU4BK449RFjG5rUK5oG4QjjaQoyTc1AUChDbMYuR+AsuukAD29DC6SBTu5Piz2/rU4yW8HyEhm6Ad8rqita4Gy5LrASHsSzHMvL5EwdCf+xZvwX89+5b40+aAhKX0Pcn8JcmUfum96TWZX9YOtALIS8sezpq/JfvY8rT10eoHmOil97lQD0wH2m2klX4N8UIp62xBqqFGVGhMZuZYUwDN8edKXw+JTZdG3fl+CWM7UIwQEuXfSATMzHw4BmHntFxccTPjCPCOBENARaIW5F20bI8AmyQM1RvQNpiSfpz1AAfBHzxA1xJZtx6RrEFsHfYIFZuxyiMmgHACCH5g0Q5S+X/Z3+/4l+PLHF4oah5TLuGm6tftgPwCde/LX8JHvnGXBItkAHBrU/iVjEzL3EbebAsDeD8wgmCDCAdO6KawZolE2dxerEOY+gCkXgVHDRn4s2PdDmxcsB2wNCJopRENEo0Hbt1qBU6lsMIXSJmQ+bPEO/Ndth6AsDJabIcY8wBQKFfucahaI6WjQzelgp/e85z0Hugkz6SAxAtl45KMdhhD0jsx4EsLKNy5x4F//zJ8CdQPULtqh15LJSdKI+uIbhYAe4V5+k75cBi4Yh7EmhS5HGCsFMgw1beJrExDmnZ+LiQs2YABWBD0qOiaFHeFaT0TB8DO1Z5rdsesqJnk7LjJMrvsb8onJkMqEiNGNtFge7yoIkzBEgKtTR3ouNNJfzx0mKcst58CjfCb50E5S3adl6xChBfCdytdx/cFKmttEubm+lIywJ9MG5OhoyBCPidQ8NqU2t1I3111Wq5U75v9QfCyMpR5kRj3Hw7kcAPC/ow8uOeb2i/LAR6G6q4jdfHDDQwdQhUGlNKbJXPWp+gNrVILseMr6gyVjK1Ja5d6H/JseB/KTSqhQ/BVzSkhuLOcl+dpdlETfN2kZ/zypUGHd1g+iH6JvzX2vcIE1on7yfl/+uyBAjs/QpqTPJODVRgTmQFcrJs3pCmd2V5LGUDUYqgaVyJU1NhX2Bx1WLLt2ABXZKITrpcjvq0EcjMMA0LBaMG2DcUx1gamxgTh0ZsJQYFRKtz5hDpz5vGCl0iEoiU88bVhBs0LNJcZs+4jZgHdsBQqCGVYwoxL1YYvYe9o2fP2ao7CyZ4RJXWKlGeAOPcKKqVxIeoJV5lGQB5/7c78ENgyu9y3C5JzmdFfSHIDtZwrJl510vDhkezhnQ6MaPP2jLwS0dkEwxOw/C2wELZkAXTJMvRGBNhzogkvOHAWkMMaaEraivfi+IUS8Cn4hrIA9x1UwA9UNQe/aFiIg+jp7wETQyOWYjrX6YBaJBTkFPR0GhSSjKzYgZipSQCVAVhZszTBpzJqMJe3saDvW6gru9mPnnn1ah1lMDxNO/Is3rXHzg5csU2b7LTBsQNxnM0zNOuBL7qfgS/oqBmDfD9DiG3XvN4sCKMt9whmgv88Kq4T5TY9/80mv3scKNx49+DlvDQIcVsD4tInPwtGSYVy8+t59qjcCXUD0jqJjAWjMAF59JK9xO3nNfwy0QNwBX+2LRjufFgCXYm4Vz9Uxm0zn0HWMNdkP/rtUdTsHyjD05AUAIqhMIAnKfLlEwOA1XcYou4mPQ5om5vyYQjJipdtAFGDURqHmAn981vvXfth9pB8/6ZvYoXQv8NJrsH5eyKq0GIsuyFcuGEfj+sQmUVbOf8uEDYhD8fdGYfTtYwUNFdp50rvfFPnDc2U1X+NDK9x+ugJPrZTVaIW9zQB7zALGXGHMBcZcYMocvEIUCLj0ywAEf7aRKf1mNsI2p7uE5gBsf5LTTrHTQrFhmDv2hgAcgfykXTctoNIJGPP1pfVL8GW0vc4fazyos6aPNPVg0LWHyGrCGgN2EWEoaM5k8xhckA20YaxUs1kEdp1WwRTUbRNgyxPBVHaz90P4225+ZUY/CJPPul7y9TsNg9QcSY1XpInw+cHE71BGxXVGgE3cM6pPtKO/nTyTse2CxRy3LJmRhHkg7t4/AZWpZNu+i/giIuCk97xxxoMcnGQl6fE7CtJ2CS4UxTm+ZI6+NPFyYDQpGkss3kka2jsHyDtaD/c7FTjkgJRkXs0gLh+Fu6e2XKC+8crdvomEArnzm5ym2yyYNA5oFJUBOSZzRASwWRN8PfCFO7vaUtlPot8I4hxaRnnW3Lmu/s7a9yG5EaK5UF5q50sO4znW8CL4YoVncW0O64BvwmwZkripa5YHn95X0+2TRggi4U0SgxaH4+tjUOi1YBIN2t/GEBheA2b/AuiALw+6fOS/ypngFcSolARj1ifpZVf8/HqeeJ/p+GNviBg8DULNa3udXPaul0UaMJ8PzPate0HODNHnBKtNgakpnRmi7482+bR9fuPMEzmOFom23+x1mRFADFoYwSwNwUpBDwtwSVg9osD4HgzWtl3GEG5ZXsIN0x3YZRZxhxlimSussMKyePaLr/8ywAYf/sYVd7J35zSnH5zmPmD7i446HLhhl9BQ2ciHNz/nHBz+zktRc4OCCCUKnPaKLwKHHmIBlKcIXGXyVUgtmZfisHJRFN0q5wJSUOMWEa1DgA4uyZokMoOUcsAL1kSx0UAh3GGZYX0Y3IJXIiyueqTABWGwuw73q7f4YeXBFSHSIPizYW1vg3UEqeh6qWe1TtbOiIltj3fNDzsmgq494TYSoEkQgxZ0pWt3RH3HGXFwD39YrqBp2/x1/pBkwGW/kA204v0dWql3ty0tCIg7NkQIuzuS89ki9oyI7UjSHJ3rgDCgC8qEwKIdJ+KYisdRJDwQ49nuuO9Rie8H8trkOTg530N9ScjzhfPng8mm3xcMrp3TDo6xRMYKo7hyAY8MQIpRFhpHHXs9Lh6vr46wD7RgQPZfelzsBxNZD0Tcu0/lKOH7B8BMCLH89nXOje7PQZAAV5ePngu48Vza36TQ1UDJ+3L30L6QN5n1frnEViNmpIm7vIcfo2Fu46hf/WVsKAxooxUIgDEMrRjaKBSFiUAH0Pp8ebAlow4qsiCj4QKnjm7Cs0+/5E4+8do0IkLNLfgac7lmXrGHnP9WqMquj2QYxZTQLEiwS2DNgLbpa7RRmDY2H1jNCkbAvqCBIwPF1gdMsQVkhij4gIW+IttXlWpsCHqnVeNG4aLrLgQAnPvg16Heal0f9BAwQxPM59kQJk2J764cjkPLZegBYaTq4EemCuvrXnODj173BeilrwLYfpf2+ZzmtF6aa8D2E3FZxsDDMPAj98dlr3k7dp3/IzBgaGa8Y/cpoMI5E2nTgjCv/ZoVCVEmaE5BmjbtOb/vSbV1hYTLbqPGOKaSonKdwB1O4lgv2UJmYAHadFsFaYMjzbfC7x+UfFtn1SXD1yfgKzLxkiHjKd4CvyjOBcY28fvq7Mu/Udt79tOyfXWvhwLnmz/c6TjK+IpRfB6wXXnSX929tGCx6VQ77tY1jqVkfR/uZW/YHsuCr1n3k9RTPm8auHYbs5rAtA25tviynJTb5MQk/JwIwVRtreSyknLWWB0tGDK/0QVYuTL+2vwD5I4lg6Zv3pDnQ6oEhinQ5nks0P6WdaX7aXPWGuc9zc4q8lz0vjZheHtBahobHWfYdc4tAuw0X4zW7NAH4lDEXU2Y0HxJ87uKNLYWYyyo6X4FXwBw1LHXowI700DClEsoYjzu5Ct7r/nCX77cAVg37+vW7xtA6D92fcOG0Ih8YJqtb5w0fyzQmiTmEjCXQVsWv1wDhTFXIBfh+bQ37gSI0Cwo6IEbVAW3MiwGGq2wa7KAq8aH4cZmB3bpJazwIPiSGdh8YEtH/9ed7NUfMvEG3OZ0l9AcgO0nUsvjFlgBABtc9JH3oOYGl/zun6JmDQPGx+97mM3q7u2bPQjLmdxlfMNssA8BolyADxuUIzFJBCJwBCJMD1tszzc2nxdXBcy2EcywEmURLYrezGO6TYEMsHz0ALefsdi7wPYxjt5PLX7OdvOMb3btT4/77vHrqDDt6oAvoVkIZmBAx4TGMhWIHcmV2FLGWAI6RhfYRM8+u29socwF+yqtJlgJoTMj4uRY6IPwDCyevwVf/pnubiBMRjeMGJGecllaY9FKx0CqGcuVCfVyyyz1UaRoSOtJF9VZTHI6JUmAmpRpTbsEQ+u/6YNAA3a/X9tp5wY/L/igPEwzw3znKDULTbXY0nST0Gp4yACmQtu30h8s1TYl9/DSpZnArdNQcb2vQrnkx6UzQawYpnTA1G8SHMl1IfW9bR9F4qSoH8LfvjGbIz8ODXX6wPcjpTf2NzdW88XGRv5jb47IgDYqBI5Ic19VZFApgwVlQ8174LWlHEORwYnDW9Zo9F1DBQFjLnFzsw0DarDHDNe8xmpSndWEcz2Q4wtMARTpxoWj1wVW9AATU6I2RQjIIc0Qbb/YvrCgrOsPJvtxbCp8d/UIqAnhtD98K8zI8irTJcJ0W4FmBOePaK+x78YCsG/uuQeu2HMCbm624la9FXvMCAAw4Qa3mSkA4AFv+9MfsHfnNKc7T3MAtr9oddw65RsGG4Zmgwk3mHAD42Z5Kmw+C2ZjQ9Z7EOUpBV0ZYMbstF9pFMQImBkXSMMBMJezphg37reyxwYlpkdswa332wK9VFrTtTTMvGBESQO3n26BmrUmSHISyUV/HZRjJLPSevjFIF95TqslwVcAUF46m2icJDALoIsEOEPmr7uvN4Xp1UBJ4DULfSXgq0/CG+qMGCnKMigtOF2jPg/OemaIk/7qD/rbfRBRMC2UTBsQ+3fB9aMMwrEPY7570579WW3036TYZtXPhGCGNVOLlTuekmP2c/VEIMy0Y3Mf8cmGowe8bKeN8lfZjRXDDKwvChvCqGzWrsSRz7tkf9g/EiRk308WLIhrk3FAyTWzxwd3x53Ugvn5JZljrbkhO9DF4VxqVuvnUe8317mXiuuN7i+etfcZWMzVsh96+iu2+ZYbJaazbjk1TvuVyX0FxL5P24pVLBYTjFSNijRuqbegAOM3z/gHHF/d2vMAdy0df+wN+JETv4c9ZoQpl1heBwArJnYMBOClxZofokzaPjG1BWDjpsK4KdGYAjUXMGLxKOD84VQjtGDdvF9Sa1ZzgRUzxCe/fgZoSsGPb3rYApoloF4i678qxyJb7eS4KXHL8hL+a/kQ6w+mF7FLL2G3AWoYXN+McOZLd2JGPuo5zWm/0xyA7Sf6xgXHxRJsNjBg1DBhi0iaE6YgK0QojMFZ0H75c75sZJqYnPc+KN5EULuoQgUBRQGuCuiRQlFbvyEuCHrL0IE0fy3C4qVqDoE5wEC90A6pXol9z/m1pPi2TOZ3FOCAOot2rAFz5xO/LwmuIq1VygwnICplDGYxNgGY5ShlDuRFPZXO0q611yN+lrWYK8X58uu2uzvIyJvhyPcTvrWkbHI8Jzj4Qbqw9xWkDGaO2cyRLJP7rnzdielRCg7Wb45J+Sh0m5Cm2wAuHfgq3TdSMLhRzphgfUvrmS/d2Tm2Vn9G5xNNWRZk9L1bIA9MctR3PjOHsgvGEe6TEVjJIEd92rE+6vRPoiGjdExnvsNU4ycFBdF9IvDVgjAAwfwwDUPvTQ4rZXBktRuLahq0PEPVYHezAAA4tFhZ+2HvQrLJmKtgijeLTOkXT9hcn0HzJTYX5p9rBWMI08aGo/d+YFoAMB/5sYD1jSvQgrDCmW+ajLRvxQzAtw6tCakD1rtOG0BXgB4QuEBWmKONwqQpsXc6xB3NCBNTYbdexBTKRkGEDS5SrKxjwB1gog24zemuoTkA209UHb4KLC4G4HLx9V9GzTY554QNtGfsigKkFMBsQ6LKsKip/1c4HgOxCHz1hqd3dXkNGFlmyGu3uCjApU22DACDPSaEmFeTBqYkB7I4THgesKjaToaAM4chCMa1f2X3YW09cfAb47DNYiil47fU0klzw9bfi9yGYFLofROkT1hkvqji+iItksTW65iRcv494ecazE9HU3VnGVjRL/IYe4DlyzgQ1nmu8NueP+m9B78WLAX4a4KNBJSsl5nOMo5rXOPfR04oEUn9c+NTMq2mvS5bvsOkopWCyzaZ7vG0fZG52yale//2TjRbGM0CbBCAElbjQwCcmdqNd2xbV13FGPn5ba0xAHTMYTtas6SvO2BrrXeQvqSAstYoL+dToYXyY8vPwbbfkvJFW0UYiyk46+mv9PvpmMWGdlDvmhLaGULTk1063XGf/8v7gxm2QSgkCPNmdgoGK2aIicj1VcBgxYUdPeeEq3o6cv/Qs0+/BAUMButQ+3z+vS8PwEtpu8aHuc351KmGgHEBahTqSYlxXWG1qTDWFSa6DKaZkpQIS29/c3RO+UiJYGgofOH2k1DuVVAN4nEkXQAMhfdlzURtfrK6KbA8HeD74224rVnC1ZNDsccMcNgx12JEDVSdRICd05x+yDQHYPuJ6uUBULY+YDU3mEBjzGxzUsDlo1AeDNlQ8dyIUPSeHIhiNtEmNWaRGaKry4ayN20doS57jLzfF5FLbmhNDlXDKMYGpBmmKnDxF18LMyysLbhYyMhYMwBrltC2V498SHuAGh/gwT6nD0nfZdLavGXp8eh8wrxlwY+PyuX9vORkrRLwlWq9/MbJcXmvVAyUa0Mfk5xhRjvO4FGBhDlP75e5Lguc5OYk1BH4cn3jy8vj1BF/3Y1kYIEh6/obdsBT+Mvx1kPtmBDlUuYxYaZTplq2MQgs0C0PJG8t16y0vL+P+x7W0mjnny2tX4T53oT0gJfvhB6gNT8ccAg4AbIMKzMwbYq1qgKA2KTLA6ocgEgoTC9pWPVkLPaa3oX3Q/F+aJjYMu2gtE55fQBO3Jpku2ui9Bzet9Zv3iTR94NsUtKWzv3T7yMBptJ8LtV+xc/gbuq0Oy1gyy0E/tON84D5YBI1F/jP5aOxR49QmzKc3/nANRJy70c6rFjGE0+5Yl1lSSPucyM2Dds/UwI0YCYFVscVVqYDrDQD1KwwNlWUmNlrAa0pog1OkpIMzjExFa78/CkoJu19beRlQE3E+DYIpr/ebFQbF52xLrC3HuDa8Q7cNNmKq+ojAABnnnANmp++DXphk9tCz2lT0xyA7S9SgNm2EH4aMGrmkJUdACoqEMwUpbYqBU1AC7hS7VdKKdDKadEEw+cBDnszROfvQgZoFgqsHmmld3qkYof7nGSMAVbUmi8AUHV8fykh72jHjPgbLaAznjfciFrgAIR9u7mDiR9X4D2kZBXt9dFf99z7zDcmTe9d+NMys6pcow2zTNVaxopj8NUBlRJ89XFvBz/5CGCBUv9MRvxNrmespvfou0QEmel9n0AeDyeMb/7GSRuS1ywDQcw0NVzHIx8MQ+jMl+5su7whJ5UnweG7k/vwbJe962UxqO6bG2fRWu8mAWWeZs4z60F/mXt3LhNjLA1uBIqPyfEmrw9ztrxfH7hM7pm2u/XDFYLAdYxrTu7lNWGzqCKNoWoi7VhBBhd8+akzr9uf9OMnfXPdZcuJ4xEM7HwiAnFI6xXSBKoV9LTAeFpirMtgTpiaFUofL+U0Xd4PrCAOoEyRwS31Fgx2UcjpBgaosea/5aRd30NgFYbVQAstZaMLrDYV7qgXsNIM8Lc3nR3uv3fvAniwCSYi3oDbnO4SmgOw/USq1FDLEwAA1zbwxpgZUyjUTNBgVOTMDx2x11xJ4JT6dKUBNmTZEHZe2wTQWgONS06TMoje9NCHm/daKkdk2CZRLghnvWAn6kUF9j5gDCjNbbJLw2Fx4wJWy0UWiE0PGVjTv7DwcagjgCzXBZHpIdACMbm5a2cxlWlkrSjJchp1KwVayTFOtWR9X0wKYO4M5Sa51P5QLoSSAc+BqFwbPSkk0Q4zxVOAlqGT//r3Zz/TJqZHPOaNIhUD3PeFaAGKzfLaEPVrAZYAjiKJPEfHwj1EmZn1Ju3J/Z5JUsACxNqV9HrJBGeeT9bTd+2mIwbgfJuKiRU+qSki5YinQq1Psn7283YCcHNfGD8czwMZ/5vO55j2aWYMREBp1lyaKnrkHMSW4U3vnR2XIthKMDmU5odyfgUi4VywVpB96+sXESBDNMjs3Jkfn5SUScdrx0xRPpIPzCHIh6MHfBLmNtLfQjENGp3CBZ0oN0nkB3JxZFQj1nqfzFo7YNS4EP9TgpkUmEysGWLtEjLLCIfW78uCroq00BYaGBA0E85Z+i5OHN6Csxeuwqf+7GEoV9pE0MQ2rxsIqPaKdSm8dx80xZmFGoJuFPZOhrhtvIBdkxH+5mFvD+1hBjDaHO9iTgcnzQHYfiKjFb7xvCMApfDYL9+CPdxgma2D6pgLaAbu+elftiHo4cCXNyesm0hzxSwWcw+4MkE6gpZMtyaKNrqibssbhIiHAGxQDqf98gBLmvqphlGu2MnOmoy4Mg54UWKaxQToAdAsKjQLCvWiEgtoW9BqFhKwFSpBJAEmZpA27l6MPulw4BPYttPn5wGhzdWT0X7lBJlxWPaEEZCTPsQx0f7s3+j5um2XFDEBmfNrUeznlSCGFLApjs/JCsJz93PNJ7/v4ARhZABTiikyBV4AQl4w/x1kwUoP2nDfex+giswZO9f6QvG77oyTDPPtxz3k3777o2WQ5TFZt99fS3Ob0skXvmXfLjiAdM6z3hr2JSNaTNHOJ0JTo9cZhENqKgEEYZYHYimw6ZgqinHQoVkABMiP5z4SY7vXFLUzJ7p1qYhD0nvfr0gj5qvx83MR36cjdOL2eM7cMFyT9pMs5/yGYjNDcZ91pEpItWASfA1Vg8ViaiMgqib4P/3BAz60Zr0bgYqpQbXXmQ26YFstAGtBmKotMKJxAT0usTqtMDVlJxKipzTsPAA0psDeeoRf/6en4P3Pexxe8/LnQjW+bgfCGgRfsMEej+zbd+XHiM3AQ8EfbDwtsVoPsFoPcM+/eQMA4KS3vRmmVqBiboI4pwNHcwC2v4gBc4jNNfHfd3wDYybUrKChgl30aW9vP36vCQtALA2yIXy3Is2XjJDYaQO314oAF/I32CVZDnmx2nJ+ovWTnmT2OmYg4UHsHz2wgK4Z5RcxLgid5M59JOs3mWPwAKl9jlb7RbEGC4jOR5RKfuX9+5iOHiJ3zbpMg9AnQe6vPyqWY8KldquvgREQ4/YvMKPhtjyFcmL/YKVIGCCAkTjffg8etaxdbVSX7PYMqNlXTdbMcZWhnItLNvjLWsz7Wt/EJh0q3gzLC3jC+5YCdNfZ3vxpXcSZLXNuXe8x179pvcnYSt9dO85yUilRBpgJ3gEBSsNcjNgKIQlNj6RcGMd9UxIj0hbnNHzRdyM1aen6ldYxq68ZvTIV7/+lyCYejnJeoZvzaiOT0sDC98chEEcEvoIvmNOANQSlAa5t9MHGFDZACaskIXP3+Y3Tlq00FRa/V2J82AD1kgpuDoEPEfctV8SHJ332HOgyWoX3qo1yPmEEVRic/Ne/Dx7ZD3ozrF2pVcVG2OZ011B5oBtwsBIpBk8LQGvcrKcYs82N4U5iRIR6awXvqs0eXGkbrB6FAkFlwRcbEyd5dsdhAIa2/lDS5FBrq/UiQuzwzwARiNmtuW6F8nOkZijNYGeKwM7PKr5vwpw4MiWhMIxqpfu12sXXBuQgA6imlWZF9XbtP0AMy9z4xxeAKyz4Icoh9S749toMg+kW/Y5ZUar14viaLKX19RFDFEzaJUGRvG9CQVshwVS4RnLkrpKg1RL38X99G/xkm/aD3z3YZ+JIAm+/FQDIaq24BV/BrxJku1O8WhgGqWRkC6FGeFXOAZ6dAlm+QhbXeCayVyvh36f7RgPIEvcODHIy5omt5kKCORbjg0y3Ldn95Pc+gckNQt5kDkDrj8J2PyewWcs/SJYl7loReCLm1vTbl0f7bTKSccPtmPHlQa6rk3cQgYhonyCFCmESYH/ON26NZ3OCIHYFwzcAG8AkgFgpIGPYud2fY9FWOS/KZ/HrT484OZobxW+7XhKgOAR4CPNwjpIxm/qBWe2XwVA1GKkaQ1VHoMtwGwJ9M1CxolFvG2B0S42VowcoasDUdn0lZ0TDCqHvWBGoJIynFVaayiZkdjyPDzsf+cM5RqNmhakpcOvqEoof3YX6+u3QFUFphgHZ7DcEcG3vywoY7J4CGIRvkAoCu3HKWgEwYCbLhxlCbQoYY+djVTKq0QTT5cH6v9M5zWk/0FwDtp+IFKPcOoW+/6m42QyxIiICDaBR+Eh9RfIKXEJmKgqE6IbSPFFqweTvVBvGDJ5OQYMq9hNz4eehkxXY+yBoA9WYwBRIEw9pZhMzCcgzX4woPHyQnmQ0X1mzwsCo9QMQD+YCE+nMJGWi5eAD5hdp6lQzmzwDO+t8jqHMATZBnX4LJ/ahbZ6hDgx0Cr78lnLeiBlyAWDD6Z52SeB1MIOwwLDJwDE+J04ohLhPkwAyfSQlia0mzAE9qVELJlTd7yjb9eJ9zm4AYtAlAHhUt/+OZ73m5FnS55TtIsnEM+Gkd7x5jYYeeHrgi3aiXqIOOJU5zSIAtQ9MXceUEHFfBqGYBCRSCyHmaLmlc1L6XmLBE0X7HS1QAvbbsm3dOYFEOr5MAZs7bWCjR0ZJ7mUwDuEXltYZnlc+n3sXvk8yjxQo1ajJ39lFIfMuQ5AHII5+CEapdEi6PCILwrwWrKIGF9zn4sxNNibVWwuwAsrlKUa31G2aCWcKqOr2r7WUsdqwZlJgpamC+WEcCZFDvwxVg0oZNMbmDwOAex9+EwDLDxRT62su7+XB3qc+92pboQdgmqzJqNPCsbYLPhuCMYS6KdBoG+6jqDT0fy3t2zo7pzntB5oDsP1FDBSlwZvf/06MTYkpF9BszQ81CBUUiqkBUfcVsNaY3veE4M/lgRYnEQ39b5bgKwTpMKDBAKiq+LgjMjbMfJwsmqEaVy6z0NoLM/s5pssvwPLxsgCFhVkhd9oZ1dlD3vzQa+jCAi5zfPm/vhkJ2Mi2cS1ssdb1d+a6O7EotExuymX1t0cCrgDcMlXMbM9BvoB1mM0kzLv3SbRl23Hs9yn9jjzl8ooJ00VKAFcol/k2AlBLGO6o3bnnAbLAv2N+mGGuaca4Su85swwD0Bt/EJFB8EmS0fjCebnv80ett+4ebWoLEvLftAeAAWwlQYrC9UlAl1ybe8dMhGKS37KePnNFAF6D782iuWCYitvjEnyF8ojHZgqSZB8gA6TgwWumTbkN3WvlNeuVMUn/L78NqAlbtUmCb3j614/+GlTNaJYGGF2/pzXrDD5gFoxFJomGYBqF2rQWOlYLaJMvj6jG1mKMEVm/OB+QZLWuUBsVgJi1jOHI39L79JFxCczDO6Q4OEhDYN0u9sw2L5gxKghHmh3ND68jf1DqG7cHcpvTXUJ3CwB21VVX4Zd/+Zdx8sknY2FhAaeeeipe+9rXYjqdRuWuvvpqnHfeeVhaWsLhhx+OF7/4xZ0y6yVmQj0u8X9X7oUVHmDMFQwUai5RgLFFDS1gKAsbrdCZCrJjzgZf/S9bkTHivLEbkNeEpdETfVuOOjzyGaPgZyZ80MKEZ0SErJbhk1Gz7IF2PwrE4T9QQsj5JcGYZeo80yo7LP3NHYazy0BSKzV19QezQ4qTLgeGUkREjF9YwkjJe/UAzc45wRB0GAb/M5XMEvL1RnVTl9kQ7c5LbjP7MrBG7nacMJkdUTgi369OOw82Yju24yhtHALIeKY3DRgTUR8TmPHZXK+WKQDBtRbD3L398QRs9dWT++7XCvQhTbyyJBjmje4Sc/av7oy1My6QRMdSzTGC+8ycyL7LzSGZ95xqYH2EOAJChEBbEG0fJ+9oVlui34DVLEitk69ePrObo6xJWFeLxgUH8/BgCl6442J+ZmXNPVMQ1mqgM/Or74ee72Em2EzL9Z0Px9t3zEwhwqEixkA1WCisdmdRTYImTG6bjf7pU7+OlaMqXP+Th2HPie36EwXFgABkNcBTmwDZgFy0QxPMDQ0Ix5S3oyKNQ4tlLKoppqbE9bu2Y9fuJXz1Sye3Y1oDxZRRTDkCemDgy3/0svAN+miMakpQtf1LjdOIuYFlnMaSDaGZFqDKvuy5CeKcDiTdLXzAvv71r8MYg3e+85047bTTcOWVV+K5z30ulpeX8eY3WxMYrTUe//jH44gjjsAll1yCW2+9Feeffz6YGRdeeOE+35OIQcRYUhOM2adbn9hQtMR47DFnoXxYYzVUCfgCAJ5OgapEFJDDR0PUsH5engw7g2xXTmvrJwZYc8apmyWnNUIwDgBcOSmV5jYSHrPNB4Z2siXTHgNaho1cRaoBdJp31F3n6zGljbSopsb5AjCs/1mXaZXSy6502KE5T8780C/cUcStxP8r8quS95NmK6763nnZ314Ar0jaKvBJFq853tkvHh1TIOaobi8plk5A6b1CmbSN6bM6Lo2VLEuuTRSViepO67mbkZWsum/MAS42FMatD7ggNV4E5/viuzP3vj2FLmfkzHN728Vr1CvLraOedN//lu30Yys2k0PMEOd+34l2bQTSbupmIEpnoQdAueoABQPQBELbeesxzX3wc94am9QlwLhDElBRMlTcHEgOHxBb/lNp62+VUjSH+OTHcjx5n0Gv0UsalX281Mw5BXyJViskXfaCMTH2wrM4GRu4Zfb9MRZjLQy5FCAm1PlWkja1N+DO+GQjgjYkvl+lMlgoaiyqKbaqMRbVBAUxKmpgXPCtrWq126BNQMW0BfnLxzIWvu98t/07lD57LiT9eFpBM6FSTQCfBoTtxQpOKHfjNr0Fu/QiFosJvr+yBZPbRxY0jQxUY1PekAHKVUa95PzBDIVgHPf8/Z1Ycu9SNXa8sqFW0ForsDIg4nAOBBgjPhBe33c6pzntL7pbALDHPOYxeMxjHhN+n3LKKfjGN76Bt7/97QGAfepTn8LXvvY1XHPNNTjmmGMAAG95y1vwzGc+E7/7u7+Lbdu27fN9SQHLZoihrrGkJjBkV8kvjU+AGgzAU219wAzH4Msw2PuBtQdDGVIGyIQ59lqxKKJi04DqxgbhcPnBAERBOcJi5uuRi3O6oLFY4J1kuJhyPtohw4aDH1BYjLtaLrGf9t9MrhFCakpigwWLfiJOmRq/wCcMpzSblPdYL2XW5TUZY3tBy6DLYx0znL7OWAsoRpdR3FBR5z6tQ+k9D8I17MfP+8NIxgEg0nZltV6Mdhz3AKlZICwF5Z4BDAIClRkrufpFndH97sR4Dm2TwCsBV7ln6goXEL5D2caNzP+c9fydgBPqhHlDtX+9wMcCFhL2JLS+vvZMa9oHjkfM1RFAi0YIROTNEcM8J8CxB19y7va/e8chkzO7dBfIiI6ufib0mlv2vtMwr4mJVs6bmXkl0pT68eYvS8e3f650Hp/VlrWO+/GezJcplWSw4EPOk8bAaX4GIYsw8MRTrlijURuTFq9fxerhS1A10CwB0+3A6BbY8ed8sqQggbT1uQKs+eGAGhTOeesexR4cWRTYWqxi6gJ0XHXNEShWFGAIXDCKCcMMAO8SEcCXHwcGKMbidfjjgM3Tp9tyPhQ9+w9KCEjWk0x7w9AGnifndOfpbmGCmKPdu3fj0EMPDb8/97nP4X73u18AXwBw7rnnYjKZ4LLLLuutZzKZ4I477og2AGGhueS2e+I2vQU1lyHj+7IZov5v97emgMFHy7Tbj97f5gJzmqwAvjjZl9f5aIlogRi0AeoGWB3bfGMLI8BooK5tOZ8E2pklkgdwjpG0wTgE0yUAU5tfizDeodBl9hGBHcskcMR0BO2XYEI6ZkwpOcY2+HQlwTasps1qwdLAG9JUMaoycCU990yJM38lM5U53zFvEfsS8HaSnKa3pu5vJrmT3CO5Z9ZdI2WeJTPE8jgn5XifmPrNRGrq8s41zuTQ+3vJcSwTM0vwBfc70qy232cYC0JDHFGOKe8hyo2xTH2hHbPukf6Wpm7y+861LTMO+ky62vEKwBBOevvGDMShGsHgC4GPPWnBjR6izUEUiNclWQ8MZQLEItNQtACfFcClvWcxTXKEifEW/Zb+Vf64/KaTeSsaQ4bss80aW33zCYsfbMODk9NgQGcAKom2yvlU+LmFdpjkuZM5N1j6JW3tW1v6NGVt/RQ9v2TaiRiFMlgsaxxWLWN7seKsXKzZ3RNPuSJsm5X+8d9+C4vf18EMsN7GbX4up5EKATpcQIx6bEPRL6oJhlRbny9qsMss4ufv/VM4qbwdx1a34wMvfhyWvjFAtUuh3GvNB6u9GuWKsWHtFVAtmxCAg9z7VdomYyZ232kT3580Wa10Q+BGwSfQZv/+CCCVefFzmtMPke6WAOw73/kOLrzwQjzvec8Lx2688UYceeSRUblDDjkEg8EAN954Y29dv//7v4/t27eH7fjjjwdgmVilGFNTYGIqaCg4o0AsqQlWj6hsocJrqzj8vfjDf+WAVcu0eeDFhsHeXFEmaOaIAxDXsdV8DQdW61VVSANvhEAYfpP+Y0JqDcRMggyPnJOA+78xk5gkUpb36zicc/cY4BZqsmaYMoeZA1zGSayzWq/1aANmzMtZviplcMTfNRf3XJkcYFsvBbVgAsjkvby/xgywtw+WcAclCGvNZ13y7wC2krEq/rZChaQu+Tsdz4bzOfxEnQDyQoMM+CIB8iRT3WlXBlBF33gKvlINxTrGZtZXLHoAR+vNmfVDJtKc1xKJOcRrpAD31wkl1vNEUa4qeZxt3R0Jv/s93QZ84T0vb+8p6QfhKcWYCmMm9QHcB8pGC+UWrGb9uQLozMyBcjrrA/x+nKYALdtAUU/0jaIVEIS/fj++sXc1OGSwjEPLvSHAxIhqjFTdc+PNR5d85AKbOqCxA1OPEMCufI8eMHOt0LDCSNWRNvCa6aH4vSs/jYpsNMSVe1QoJlajpWpATQmr96hQTDhEUFYTY4ODCSAOA0wOoeienaigLjJiqwWLgbP8O6c5HQja1ADsda97HYho5vbv//7v0TXXX389HvOYx+DJT34ynvOc50TnKMN1MnP2uKff/M3fxO7du8N2zTXXuMoYzMDeeoAVM0DNBbTrbs0KpiQbYGNQAopAigBSuPi6y2FgcPszHmK1YB50CQ3YxdddjuLYowIQC+aLXgvm/cbYBvDgaQ00DbgqLQgbVMB0apk17xMWtF8SfDlgUxBMiVgaLEK/R32YYUCjcz4sfZiwfchtwdBG0RrFuwiSaHIBN9xWieAbwvcr0nr1gS/OrqszST5fznwoey7HUCRMcnTM7YeFP3evnmPRucg+J2mHX6x81xPW7ogc47Mx+ecfjLzfFyN8VzZATRdoxUFoMi8kBUAyx1LC8EYh6P13kTDC6biKjktmPWXgc+1KGWzH3ARmNkOhrW489fpWzvpONgHl+sz3MZOda3y58D5dHyi1jugiAeRIgC9OSzAS5njL9J71/J1R2dxckxXiJOOnBSAUTArt+KEuQHdarM5N5XsPkwla/7GeZ7cCP+rO8R7Uyu+gb45JhQPJ99S7HknBomTMe/pMvgwiBjn/okIxKqXxkK3fwzHV7Ti+vBU7imWcd8pX8LiTr+xp9OYkG6jL7k+3ieTMcjMWpNHeErdNFnFosdcGJHEasEPLZXx9ejSub7bggl97AUwFFBOgHFtfs2IC3HYG4f9e9EpQY3Pgqdpp3FxIen+vZsH+DSkI3KYaf8xqwEi7qIiblNKxvBG2Od01tKl9wF74whfi53/+52eWOemkk8L+9ddfj0c+8pF46EMfine9611RuaOOOgqf//zno2O333476rruaMYkDYdDDIfD7Dk9LVCbAmNTWQDGChVpHF/diukWAtUa0AwaDm3QDQC1y3r8ud97Gx733ge7fGAGuz9xKi594IdwykXPgcHl+MTnPo5zjz3L+oMBaDMTt8TGmcI0DdDoNvqh1kBpXz0rBao1iI31d1DKSn69dosRfnfCvHtJ4yzJeGS2xVATDb1YAoSQ80hGWuxLpmkBFKGNbuh8vgqCcQAxJIoW2jBOTXDWJZpOb55r0IzLJVPKbTf5qmWXSX+F3us8MOqZ+aLrxLHOuwGcZ764YK3ZdPOuW3eafuJRf9AyvF775ZOYy79IGV+f0JXDi5NJmSMXPNg0zcFcy7i0zao9B0YbnAD570OCZzKuWcRBeOJulmcq/fXef8gdJzlYe0iCLkqGkx+z6RCT4CX3DBuNVIM15wLff77vmFxEvGrtiHdWUm9DbVvZnP1gfcj7AOZqW9ZrHaqV9lw6LYR3IQGMQRssRJ5LnssDHXbPREgqF++xV06TCHxCsm4gGo+WWU9MNz2o9QFA/Fwuxnh2Tkv6ITxv8nydNoi+kuO286xy/MbNRUHW/PCoahe20hj/7aRv53rloCBVuzGoCc0CAAN49sMUCGBI1QBWCd+89kgcduJyyAM25gq76iU8aPRf+Mrk2DAmQ24xJ0A1DuQVEwO9oLB87ADD3RqqKdok6G5ckdRAu3MgWO2Xct9TTeBK2XnZfzebxfdrTgc1bWoN2OGHH4573/veM7fRaAQAuO666/CIRzwCZ599Nt797ndDqfjRH/rQh+LKK6/EDTfcEI596lOfwnA4xIMe9KB9bpuPujOuq5Cs0TgzxIIMqhUGNQY0mdpIfoZx83POgQGjgYZmg+K0k4OG69IHfggA8N3H/pmry2D6mAelN+3+ZtOGqG90lJCZCwph2WGMjYYIxEwYnNRDIzClgbkTzFcUSji3QBZ2Eqy3ibBiorl94ahDFEOhjZNA0AIvsflFOze/zpDor1WmU24tSpicjoar7zeAyOxF1uV9EdZoX07TltYT3WtOEamJRpQQ2REl5rmBnBBhzZDqmUs77zOMh/ZbzJeLD3SYw9yYzjCQfW2LmHhxgfy+O0E2+ijH8M+490ahz7/35RHQARBLgXvazUwYFOsAYL6uyHyKQ73sBE6mBC7965e316XmoeuhZBzJv3Ju8nNPLFiQLx2z54y+MU7oDtKkH6N1RFgzBFNPqenKAKWIpGY3fZ412ps9HvoofvZC2QiI10wPO6jBFwD8xx+8DGbAUFMLbuolO15V7V6NMAVUU8LwWyMcWqxgiaZWAwaNggxe8NKX4H/99CMD/+B9urwLhNeyfebTvwHAgrvVw4rWxwvtdxOSocv3bOJzpK0fmNFq7bloTnP6IdKmBmDrpeuvvx6PeMQjcPzxx+PNb34zbr75Ztx4442Rb9ejH/1onHHGGXjGM56Byy+/HJ/+9KdxwQUX4LnPfe6dioDoP/JxXWKoGmhWmHKBMQ/wBz//NHteG2B1DF5exUXXXYYvvuZ/AABqNmig8bF/+huXA8yg5gY1NzAw0Gy3f/rzP4t8xzpN8OaJTWND0Nd10IahUFbk5IgaE8LVZyO9OcYgCn7h/ypyJoDULph+zfZBM5yJINhJ5139dgJ2zxAlbWa0/l0OcAngZwoLIO2G9q/qtrHjv+KfSUpW+0BbUra/gG93XD4FWymwkguGNAcksaCkJmU5362+9sWMVPJXnpKYzMyoEAh+Dy0zdHCtaGqqQbVpQZgAXlGOPCTHEyAW5QrzucOi9yFAHsNqwaL3zoIp505AgqiePkrff44B8b9NK1Dxx7OJfD1DjJg397+lRjdLKRO90UnOIYLxi9NX2I7wz/yFx/ze2vUyh4ARpMW+7zcCuASm29x8aXqA8Sxgnb2veA5/TTonhU0iz0z5pE6p3QKQgHSKryXEc68YOz7fmqns1jEtT++do0QgIufibvupUy8lfZCa2iplUBYaOwarOKK8o6cRBxkxoVyxoGb1SGDPiRQ0s0ojBOcoxsDoVuC0ssIONcES1dhRrOKM4fXY+qXrMDlue2suyO46B77UFLjX63cCcGBOA/US4fN/9XIobxYu1kYpyIjWUk2tprUmwIEwDqHosTl8wHgDbnO6S+huAcA+9alP4dvf/jY+85nP4LjjjsPRRx8dNk9FUeATn/gERqMRHv7wh+MpT3kKfuZnfiaEqd9XIgWo0q4ARw92oXY2EYs0wXdeWmL3aYTvPu1I3PjEU3DbR47HhGtoNlAgKBA0M2rWuPi6y3Hx9V8GABjYY37fiBWGvMmgyBl28XWXgwqb6Jm1thERvdmfk65acw+yJoq1BWCR+aGY5OyNEGucXGQuLtxf6RtGJECavVzVHOrQwwLet4ZVzBAAaAN9OPAlzQ699sv6gbXgKxf50NfVVoz+SUQyAz0UmVblJqV1TFCphjGnpQrmYRFTlDAxyX2z6wmTyOfjNgnqTJzoOb7WHd8MC9VdRQY2KqhuwZdd3FsgBNjjACKABiCEZbbvg8MWwtin35QEYZrj8QCI98/ROMlp6TqUjOXAR6dMu2Bg5LFQBzLMsqx/LdAlniXUJeikd27MSIhRPwng6SX3XWEKretb+ZFnvDUaR72CEnef+/3aznDf8DcZJ+v9RDv3ShjajgaeuAM+uloxwfj6aId95P3NiNvE1k7jFYqkYCtZf/bpGeVzputAz7WUm2sTKhRj62CCe2+5AT936uVrN+ogIA+IlPWYgBnYnHhtBEIfTMNG6/y5Bz8BhxcKi0pjG01RwMAcsQP1UtHyBA2Hce6TOxcTe+5f//YCqJpRTICzXrDTatvScS+ERB2tsgdlDQEN2QicTBEIm9OcDhRtah+w9dIzn/lMPPOZz1yz3AknnICPf/zjd81NiVEUBkox9uoRVswAR1a7MaIaeqpgThnjkz92IU4oh1AgGIGFDRgajMpOV1DunC3HYR8ArLqicLsMSmzfqSrBTe1ygOmg9WIilzPDzVw+CEetgYKA2gCVis2N+iSVfiIzCIlK2e977ZSiwKR6YKUXFIpVz7l50S7E7/Y+PkRxFATE5/3KmCBKjda6rezScl7i3cM07ivN9J1Iy7n7+8Um5IDyfS2dHuRCMmtR6XNME4eisncn0JWSG79tv1oQxT53Xi5yn2cCEj8wuD8hgbPy9bSv0ubjc8ILwyAvyEBmPBgB8u4MuTESDRXxQ47TaLzSjPHb862FulIGPtemjUqizWGOgRUAAeL9AOtm6mzgjQSIy/MecGuCYmDgA+olQpY1zV59mxCPow5wTMrLcdZ55wko7VzrGd8U7JBrhBP4WOGa8zeWoFOSHzvrGB9rWlb3vJdU6xvuxz1zNgPMBKUMtlUTbFXjtRt3EFGzCJQrcLm62uPhvet2nw/fge1qhJpXAAIOJQ0wgwufa85/AwzSBFVYVoREAElVWz9cUxG+8Jcvx5kv3ZkfEsm3R+49kWFb1rhgHARQiVwNc5rTD5XuFhqwA0HeRGtQaHx75R64dboFBQxGqgG5BJeLijHhBgYMBUJByvp/gVG4mUQ7v66KShSkQrmUWGi+bAMUzj32LLAxVgs2ra3JowdajbbgqzEBGKFprBmiM5diRdADsrm1lNBmEdp97zhbOnORgcjFVQLTrQrNgoIeEibbi+ALxpULnjEssOfkpbTz7KKnKPhBMLWaNVNQq3VTFEBfpP0CIqAIxAtpJEX7QZhCTrbMuZxGI3scieROONUF07NE2pdt61pM4AwUmDMZAnC3c1omlxsPPkKdp8AocrKJi725ICM+z4jMe1NtWBQNLzDobcV9Ws8OM52USzW60ppMYsSUokA78r4STAngtV7NcUQbfVil84eYeiNNiZgD1pNfyAfWkKbdkXbNtOe9dsGf60j7M+9ctrFzXFyT06QBsCBJUze3WN/m6zWZuSoz14VncpoIv46E50G8voTAJLlniw4m58RYzY2/3Byc7Uu2hX0eKSLG4qDGLeNFvPDen8k05OCkb/3Gy8AEKB863pkQ+v5VzqzQa8PqwxbxhPv9BM4/9ZF4+i++EA/58MvBSoWoxQCCNlk1TnvmtGBn/NZOAMC/feiCoFU78yU7++c7tPs5c0Q0BKoVqFaAJrBRmwKDye98o2xzumvobqEBO5BUKINlPUCpNJbUBCNqUA40mmmB23SJFdI4uiBUVKDhGjUbGAfApMbrMcefDTaMJ/zHrXjRjquhSOHcY84M9yEXyMP+sKCEFFnQBVgTxIURMJkAg4HVhhkDrgoo5/uFunHAzEJAM1AwVSvB54LiBU0AHeNDModj7WrXjCxoGh8GLNxiQR1gF9VmQaGYCEY2rKAUtHT+HqDW/DCr/UpCz/dSbsEl8XdW2Z7rgqTU7ytEvKusvo8RCDFUIu44lLCSPKnhZAIhyVXUt4944uT0WUPj7b5Nv+AbvU4R9MFCCkDDrTkZew6Z3XukpO8QgJXXbKWMIEN8m6a9T/CzZHsthX1Yk8ck6qLXlEGjDYOu7Y0IgAGFSIgQWrQIHKXMKcS348+nv3PfhrwW+fOpZoF92+S5jUzctrNPGxK+eSDkHVqLVMOhTlO085kfbpGQxbRaoo7Gy5cDgsYq0nil49TvUns++Jb55zTi+iJgj+j+0szW15e2CQYhqXuY+6S5s9OShXszbEJdbsejKe34LnRbPhqLYlqS1gIdjVbabdSWzc63vn/cdw/YtU2+m889+g+6Fd8NiIwNGe/dDwgWOHnLF5mWYbq9QnX0EVDL26C+cyPu/Xsa03sfFzSsdsfOWaqxlgEhIOjYgrCvveFlKFcZeigihPbNR4RoHbZzLYEKF6FW8BcWUG+GSWhOByvNNWD7ibx0RRsFw4TFosYiTTGAQVlqmEmBMZe4gweoYWBgULNBLUSOBSlU1CIbUoSP3/cwnHvMmRZ8kRKIB+hEQfREbmYsSwvEfBCMxoC0NQnAZGoDdRQKNG1AzE6TJXyvyDGYhBjsAMEHzFROG+Y260jtHHUBGKdR8xKweksRS1SEpstqtFrtV2x+KH6LdqTS+bWk8t0XF/9dj7RHSpMjiXNSV2dfXBv2Rfs7Gq5E0r4e2tf1Zdbz3h0Wq0c9/A3Z5OA+T16gnvdA8joZxEaMhVDGiK1z7dptDX4XLpQ5aQTtSad94ntgJb4VCcJIHBOMTLi+tyH58zO/vYyg4MS/eNOMmxwgEgA2BzLSQBbrlQ7bnEZOeNKXSE+AHhIBWnKaJ3lNd97orzt3LjyH1xwA7cOLua63zaKeXN1ROQ/MlX2+oFFBO1azWqq0zqQ/0nv3TV05i4KovuCnF33Od2v65qteFny9ijHEGI2/AaWBZkTQ2xdhDlkCFheAbVsBoHV9ACADDPk5zWvBvK/ZZz/4ivYasTZm/QHlu5Z+YE47a8f2wb+WzWnj01wDtp/IaIIxhKku0JgC24pVLKkphsR48DHX4D+GR2GrmmKXGQYt15h1cD2pyJof3ueDL8SpL/881KAAUIDY2OiG2tqk+OAbbDgGY+lvAFDUBuEwbM0NuQCNa/DqKnh5FXTUYaCpBo+sdkpXQOGkW6Z0IKuMpZbB76u0k50GgiTWS1nNADBDYPkeJYqpYz4UoZhymIABtKaH3m/MHyMCXM6vNiKW0IJJBlMykOslAX6kNktSlulImZ2kjkgzhu4xiG7M+Uxkpe7R/VOkFh/KtXn9PnF+lfO/7T4jDjRwsATo+PHHvQkDN55Rw5qSacSaWFigxIJppoQz8+eDL5g/DunXlbwzxxAQuP1OvebRadX88Ap1mPZvHGGRXI4dO3iiIeqb7Z7HOB+MALpk2G+gfecUlwlDIxlL0fhOAVgOkG3wsRM0+77/k+8x7BtYpo4YXK8t11RT+9xcWG2zBGEh75yJ+5KBwOxG6nXRDq9BI6CbY1A2QGgJUtdQCbJsYASK2kEGHQ16FC1Tzm1Ou+Y1YTmwyG4MUGM3BPPy9n5kum0Nt3L9EeZclYxDXzDpq858a79Q2Utxvxk/sc6Zd+I26iGAMFYl+CVt3RGm2yqUJaEEwFUBUylnWktiLrFjXjXs2JNWE3b/V+zE6HZGOQXqxFtBmgVLK5JoToMFXzbNjvtG9b4yCAeQ1hBA/NBpI7Vlk9NcA7afiJlgtMJkWmKlqXBktRsFGAUBT7/HZ/HTJ3wVT/+9C3BMsYraMWM1bPANA6CGDUUPAGo0tGHjCwUUBUhRG/UQFnyF36Ss2aGfidxfNgwsr9iVs66tKeLqGLR3DL7tduDoI/Dub38aPCjBowq777UVeui1VTbSUbNI0D4kcAEELZU3F3HaL65awKUHNnmjqWxz9BDWr6xqwZNlNhzTIX2+ZHh78qY6aM0Qk8iHfZJ42y/5fSmxi7UUM3jDdELM7HfMAtcz3wvJq2dociZPqUQ4tFXcI3uvZIHsnpshie+1P8sf3oxUruo2+iGz9ZdMtVWJD1fQjOV8whLJbkjq7LfofbeREtt3bMtQk/qhsWByvObACjVUzSGkuQxZHyIcSkGFB1tJiO9O4IXMmJLXp+S/SSkQ4XRs5r7VDTiWciZ/sca+/f6CEEmv9aEDampanz9xL6nFVBoiEieCP1jbDo5MWGWagkh7Jr/7zFwXnUtMyMgAqhZg0IOb8D3Ie+ejqaYaqiiVAgMwBNVQp699gAYkbfV1RloXl0cqRKaU1/hdaoFZ27i0jdT+luXZ+cRtFqZ9P9Pl/+NlMCWsMLUW71TLzc5NZmB9vZutQ+jFCqb0E0E7T4X3Kd+r0IRZH3LKrqWd9+l/C42cjNIYtF8NgfWcBZ7TgaP56NtfxHYhbpoCU1NgR7ECRda365RqFx669C3c431fwaP/8pXQYpXQDGgwxmwwZo1vPvVtABGoKEBFkb2VB18BhOUSMgPglVWgUODJFDyZAOMJMJnA3LEXf/ep9+NGXQJEMIsDFGMjcmxZSVYAWJ5JS/2v0O77oBxcwYWnt+eN++0TKIdFrjGt1ktK4b3fWeHAmaKIWYxMEHOSzTXWS+4swO37m2WmE8qklNEIpOd713CK20FiW+s+vdTXfm/OmNbHaG8YOidTp7z0IOFJSBvLVPrANB40SUY3QzyrAxJTRA+eWgZYnA/MpWDKk/EQgTN45sIHamAozQnT3YI6e0H83aXfUu/47fuLBGBJgJf7Dok73+w+mwn/ECnSzPvffd8kOxCyDvMmH3wjMmEUYe0lOCPx7ju3FLkR5VzmujkCSFJL0RlP8j5of0cgLmoLxXPmGubRkWls9ACu/iYGPVLbBojfHD9D25/ym0q/leSZgM77o6hvZGfGbZ1TS6b0wWS8MEqOGZFagZwgtVIwlYr6tPMdyXlLgDE9aKOO5rTu/m/HZDV8T65AEGagd6zOaU4/LJqbIO4v0gpmXKI2CrvHC7j/8HocqhhbVYVn3/fRuOOn7o3ti9/Bqe+5AfX5gGaGdrySYYtBjJ+dmqZNmhwCbSiQMmEfZQlo05omFgXANdiooDEzq2OoYgk8noQIg2phAR/7r0uxl6e4Ue8AiNAsViAGtEuCSYasBmzkFsAGgGotMlg5YKXgzK5gAajEi26S1K4OJpsrRmkAQ0AtT1DvGIayNtKhD19vrzEh1xiETxqyjKO8Z46YBIPSOdlTD3fPywW949idMKTrZTJDXcZeIu3cvYlR+iyhXRJQ9j2TY85Sc56U2bDVUXRxan4Iwrqivm00OvtXd6JaZpgSKFcZg90agybWavmw8e1LbiW3koIWTDLTxIiCdYjQ9d4sMeQPIwLD/iV214l3RAwbFIRgv1t4ZtUy6d6cLWjMKg4McijrtF+tH6VvqPttBPMiSAZ1iDTN/nzm++vVnqXf6wY3PwQQ2io1RNE3HuYEQgDta2jAfuyJf4iKrabSJt+mMK9HIdn9/b3Jq+83/7p9kvsUFEvQRQgBW8J48Iyqs3dnVzZjzdxe05D103KmlmEOD23sB1lBY5bUH8zUxdj07ezMuTkhUAryuadcD+jqa2Pu3RJb07h0Krg7kzdDDP0VUm8gaHIBt16XBO1cItgJUzsmpX6O9Guf+xS8YCJo1tFeo3S7H723zHobQJgb1MwEbja+DmKmNc4BoI3Uls1OG3/0bVJidotWY/3AjiwI29UQZ/35S0FblqBHBH3SUUBVonazkAGgYW2fi1TKUzdgY6x/CGC1XcLHizxAk9oveb4oADagQYWbn3k21Lat4MkEZnUVe3mKPUbj5mYb8Obbcc2jhhgfotAsEpoF4Lb7GzSL1qxQD2EBkrfTL8R+wtQFc6YiLu/BnF4A6kXC6mEK3/v5w2GGCuz9vCqCdptMwOyDdwQTKBdQYKbf1xqSrj5zhtRMx+9Hmql0ckyePQVfOY1Yrj1RnWtMwHKCjrUr/deEG63VNxkgx0wuOpg99M0nvXqNG208qpYZ5YrBYA9jsNegmHgQ5bRfwtTQg6SOFszEW2wS1oaZbzdblzURZBcEx+2LEPTpMS9NlsEYyJczgGoM1NSgcGZtquGYufHkv0c/FoXm2j5rXNz7V3Ry7KG9PmdqGO4jv1MPuFKwkLvxBiIPCuwP+0eaSbUF4zlhZp1+DpfpCaTpH9q6+zQ2aaL5RE4S14u27ihEfGQeK8BTsoVrGwpBOdKgCVE93B6PG93uhueRZqyur4PyScfPKlOgyGf378gndI4AYfJcWS0c2vqz86f/K5LZHyx+rz8IUWPXcqXj8eABkBcwBU176YWq4j36uhINZtCiyfElvwUv25JjdT1tDmOfQLXd5jSnA0VzDdh+IlIMjDSKgcaO0WoItHHiay8Fjj8GZIDJYSMsfPMaAIiiHw5cKFYFwukf/FXcE1+ywErDAjAHrEgZG23RExuEiIdszRZt1EMVgNknrvg/mPBFqF5bQEHhsSedgwkb7OECNRdYrgdojh9jZc8IpAEugXJZwQyShdAtVmHxk2aIfnIE4kWVndO/+x3ca0qg3GvPKWOf0Zo82ooMCIq546sSwE2fGKFvUk6ZFSCSxKW8IWfKr8lkRZW0x6L6hHaB0mv8vbm9Pivh7dxYlMm1+85QTjS+yalcMTYADDGodv44jYnzHgFd80KnNUgpAl6A1Zwpbl9d0J5lGuPMEr3PCysXDECLa9n+TjWSVBtQ7cXFiXmjZFCFcCRousR4JFG2+3Dd+kJdOUCVXusalPondu61Qf1rbEAT96Pn/e8LBYDsfoegG4iHBxm0GiHJZM6YJzoaISX20b73oEESwCTX/cRog1wkWizpj+bnstgssX2GcE/5DJk5lYVcMdSfE1oJICaFDTltoAeg0fUZitYS4nj+DX89OszXcXciYqBZIAx3i++b4jEQTEi9ZtcHnOnpv+i78OU5DY2CMFb8vjweL+DiuHyHUjg2pzkdIJprwPYXMYEqg2rU4NgtuzFmgxWu8eFrPofvPfMENCNgfFiJ8Y/cE4/9yAXhsgKMigiLVGJEBU592Rds1EPDDnyR/Vso+ND0AKx2jJQFXSIpcxSs4yH3w4RrrHCNidu+9cYHYcqMmhU0K6zWFVRpsHKsxnSHMzv0ZoUENIsMM0CU9LgNhtHmqQoScS8JLziANVMCehFoloB6izVfVBpWwzVQ0BXZCIwDl6zZh64vfQREiu8hF2RBUlOVU+P3mgWmTERGmpqtk5I608kf6DJIPW1fk6JFx1Zwl2OkTn0CRIhzp3/o9XfxjfcvPfQX34JiyigmBsWq1RypqYaaNtackCiY/LY+VOKBvdbLUdCSpdovA+vUGQJ2tP5k0WYMSCfaMG+epn05x6hrtkE5GgbV7NpuUIwbG4RjasK7MV5jXDrttQugE3w5RaQ5LySJtGJiTEqtGRyjGmm7CJ3v0YOv7jEILh75b3CDkG+7GaDVhHlpvGc4g++Le5C1fMC0Cz8vtJtRyoJUuwYxz+QEQeJ7TDVmQVEtmhS0FBkNWGeuM62GQzVxuzpasIymQpqiRc8m7hFp/7yAINEucjIWO3N38ty+XNCGmXjr9K3vLz+umQ5GudNdSl/Z6ZIy1xy/d/E+LWindp6QKWQ8MSJT55may1QI4cvmGphZf6Nxvk5/zQNOvAG3Od0lNAdg+4m8JaBuFO4x3INCTBGffM6bMN1KaEaE5aNKnPy343BeARiiQEVWQ3XRdZfZykKFlkEkpWIQxhybJ9odQATuuPjDfwUANt8YG9Ss8dWn/DEKAmoucJteQt0UNorXokazZILmKzBmbM0OfGMDACsEo9VHiq0PV+miIQ6BZqFlbJoRoV4kNIsK9QJBD63v2XSJ0CyQDezhTBDBiExOgmAynST6JgwpMc0AN/83NduJzIw8I86ZujJS2z4g2EfRM/k6HUeVq6OrUVjffVLKLkq5+21QjUUfPei5O/Ejv/RWFBMLYMCt+Z6aNOhEMhS+YAC62jBxzhaIr6cMEIs2YYZoI7gZy5Q3xm4uWiI50OVzR/nNAsgGalJDrUyhVqdQtQE1HPwl9RBohjZ8c7PkIpKKyKQhaI7z9wzflP+uHeMUmRVK8CVBFdxflRnoGXPcpCN/oHe7v8hHb41NKRHPdQlz0omcmJAPrqEaC6CpEQELmEOSZk9MCMma/f1aZlcAdDFPyPcSujtlWpM25+Y65aMLGthAGd4fx/eHr0snmzRr9H3k25BcY5+jLZNqNrJznTSlFWOqz5y8dx1I5vpOmUTg5mkzml3vDxrsYfeeOXqHwb+V7d9IM5n0Mclx4onleY7Xc1FVNFTkvNIjkA0UzMbXesI5zWn/0RyA7S9yE43RCluKCSoiFCBMoDEgwuAOx9QVQL29QkUKIyIUBBREDoARtMv7FVXtpfNKBdDVvb+34yAL1AAYIbZXbrYas0bN1vfMONE3FX4WBVhxy2wpWB+AlAHxz5tu0vxFSBVtlER2m2UuTGHNGZoFQr1ANox9CRuu3vuQeUl9Ie45i+6s1CZdjHtA17rhxxoFs6aHOTA1g4Hw180su56bh+v7Gp05vklwmM8/p2pGURuoAH4SYATEIegz1ImM6IEW0GrMcj5j/q/xjEUL1iyj24YnD4y5abVi0jdMNQY0bqBWa9C4Bk0bqHENYgsc9NABKwe4wm+36UELukyJFlzIVUF+6+kGv+85VEQcTaqpaOvgGMCFPu3t7gNGwXwuHEB3vAvhCrD2cwTtlEIA2BHYkMOKAB+wwN8rtCMBBZ1PtsVrXZLgK5kjO744bt5TNVqNVjoORL0dfyAk5agtF/5KbUfS4FljZC2wNlNGlM6XEYjl+H1uMmHTD4u+8JcvB5fIg6rMuwRgg3CEHz0fS89Y7qVZ4KtvH5i/1zkdUJoDsP1IbGwkxO+uHI4tZNVGmm2ur2qVUUwZ9ZLVaPzkBS/GIhXYSiWU+wcABozy9FNAg4FdiCsbKj5sgAVb3o/AacWgCFBWU+bD11+0sggAGFGBgggFESZssMwFls0QmhUabUWLPpdNxID4BT1xAI8kw8LUMCTSlAucbkPRcwFwxZYZHAGT7YR6C6FZtFJ7ryWzZlOtCaLPLZY1ecowDx2tmKeEgYgWjBS8SUmov4zbvznmpwNSM21INQhrXuMb4I9LBhjrZGL9sEkXSMFoZOuRYE8mGN6InHNCDzn/rU5rZM30qHZaptpYs0NpZpgCK0FZ4JWYJ0Zmi4m5YQjWYUwc8MO07aDGtNqxRuSLMmxNFRvrt1as1FArE2BlFVhZBe1ehtq9gmKsoQeEetGa+DZL1nRYLxnoBYYZum3E0AuMZsme80CsWeAo3QTE9yzHJwswle6Hca1kWUTMkb9mQ5NKvlH/7QnGX4IA7+C/LnLzt9IehNm/aXCU1PzOzqkcnctqFv0cKNvpwY+bi0MwDh8C34jNX+9MDwMA0+Ke/lYymIas27cDcfv8/ZSrTwZyiK7x5f2nmYJ//zcD6HPaWRkpLx16UYoBOQ/mtjm1xM48VXMblRDtOAHSdSazVnF8LlxnkLc8kBrTzPciXSE6zVVw5ofYHO+ybwweyG1OdwnNAdh+ItJkwxGPFW789ZNRUQENRg3GiiGc+//9C247gzDZAQxvm2L7R7+MIZWoSKGiAo8/8ydDXc//xCcs86WUA1kivrufnIL5oWpzhiVhsy+81xlQICxQhSFVoYoxl1jhIUaqxmQ8aNvvGQ35wSluwUUAWRwW+GDOlJglhhDcJWAGbM+VjtkoLaCqtwL1opPUD9vcH0xdn5UgsfckJwYH+lJ/g1AuoT5tkwRZfX5g7XvoqS/d7zmX1TJAMABpE2VkuX2l3ESaBVy51cv9YRuOngj4xs+9Zt/b8EOkc579VihtGUglTfmmLvFybf8CiLVUALKaLEkJc9CJlJiaJUrgJZldZ6boz1PYWuZcuYTMqjbW1HBSAyur4Dv2gpdXwHv2Anv2orp9Fc0C0DjwVW9l6EUDUzFMZaJNDxl6wcCMDOqtBs0WA73FWF9PZ6Loc/ZFIMr7fKbHPOjKjXs5XlPmeYNS8AOSwgfpswSE+dCCGpte46R3/WFvndQwoqApQbOJEIQl1UJacOcCQ0gfvRSM+J9+DhN/O4ADYp4U82XOF4xEKHs5d+T8BUGILQXEfX35SGPofciyc1DmuF+XgGAGnz5Yn1mifFehLvE3WjdkG/z7NrbCk979pkxj777kTRCteTQQzA9zZf3YCYCd43fcWcvFnJEIHNJbRG4CaMtH4HwOJua0QWgOwPYXGbJBCRubgNBrn2oGlrnEXj3ClvveBtUAxd4JQIQf//IvoESB837iKWhuviVU9fpvPgEAXBh698r6zBAFQ0hKgU2bGwyk8ONfeSoe+jsvwsOueEqrZWPClAvc1izZ+6STVx8xXPQrjxbQLo6SOQsNQvAZk0yZZQw5Mo8yJWwSZ++T4m85i+EAOs68kgnZl8k2uo1kYGTdaH9n6+7rvx7glttP+7Aj1YVcWDKSwjWeObso9bW1p67TP7yxg3CE8O0+rHHDVmNsEPyvILRT2Uh3SYj57N+0bGBCYxCWhq2PNGS+PdrVqdt2t/5gGmrSgCZN8FPjyQQ8noAnU9DuvdALgB45TVfF4IEBSrZbgXa/MkDBQMUwCwY8YHBlrHCkckF1FLcbsTVLTsBXRwsh9ttvlhNmuDugTvqrN677ve5vuvfrdsbfZIZJDHOC+I5IE1Dnl9b/50lvtr5+3CbPBgQY8XWtZ+5Y41v1gCHy7+rzT0u//RyTKiZFCUCZutdnTc9mMcOZ51iXbEky28m8OsuKOusfFACW32zBtn77ey2ZzN2NPvf+V8CUfsFCECakJOeCjsluohWTa21HA+a+EQbib0WOgxxwl0JNrHN8zWlO+5HmYej3FzUEmioMbleAAV779Z/G353559hjSiybATQTjt+2C80HJzawhlLYcd53gauB5hvfydfJDK5rUFW1QIsomBgCsNox1di/Wru6CShLEIAdT7sV/3Dlh3HusWdBXUuYMmPKBfboBXxv+XCowqAelzFDYSBCybsTHQYVYqEW0RDRJqANRZXVgMFVR84kQDs1mgdonmEoxmjNDDzAEkyyZwa4RGJG0rbJA6nALAgKTI+fuP3zpAt4z0K/z9THYKXH/LOm64/QJkTS3ITBzfqSzbqfvIH05WGAEB+T7drwJoj+vXotk/amfSZonahxWinxXUUAy0BwnLIf3L5JfrMLQc/tS/CMBEkOLjW5CTtkmWcy4ILaPH/GgKYNaKqt6eG0Dtc+7vIb8PH7HgbauxfjI46DGRo75iu2yZkNO9Nibt+dTwpdGShiGG29Q7lRsunwIchzfZvT+Pb5I/n9SLDgmd0+de8BoHu9fid4YLWmAFqHfT+fCO26Alpza1euGOc/Lq8lgIuKaRPKU9sfDbcancw8FZhOIDGFhTX5kvMyI+RJDAyxik/7bpd/I8qBI7ZLjNSKzjIfjObV8DCuXRGj3T5nWHdmjaP0txQApPeS09eM+dv3sQyBzz7IlTxfpA959yYu0JqxJjTLnF3OdyFlAVz/+7HLLjm9v65HCBsJgkQ5GTioIzDZBNTnS3egaCO1ZbPTXAO2n4gMoKYK5SqgRwraEFYMYcwW8w5Vg2MXd+EbLzwKWF4Ga41vv/khaKARJVOW5INx+FD0nimTPmGq3WdvVuVAGg0GgGE85vizA2irQRhzhdv0EnZNR5YhY4olVaZdaOVi2S7AsfQqPifOy8Sc/pzyPg8uz5dI2CyZmhCVLTF5CZNTam7o/gYwlQCymfSDTjD7Mrln7tXxA5tRf99k2DE3ykzi/RLifeuAjbyWnf0rOyMzKxXMvZwWwkc7ZLbCCmaRCyhFvgI4rZfENUHLlYmG6H2+/D4aYzetLeAaT62p5LQBrU6B5RVgPAFPp+DpFNAaL9pxNT5+7Rfxwf/6N+itDdhrt3xUQmUZR3KWzKQ4RDwkxSgqEzauTCvwEAxM2FT71z5csnWO8drMfbjowNK9X7uzfUYR6RWIPw0yznfJRwf0c5CzfEjprBfstDvOlw8u+AaXLtm8BLv+e834vwSSgJCTY2LrmA2i2/Ud7JuAlBR8eoFD0KyJsp160zbnHiUC46IPIo1UfJ80nHnOz3BNku8zef6Z/l+bIXz5D5EmW1tWkpKgYet+F/76dBz2rdvrXc9lvR58paB8TnM6ADQHYPuJVEMoVgnlss339WcPeC/u4AGmbiXfXq5AEeNDP/tH+MarTsPNzzgLX3ryTtRsgIeeCQAheTMAC8qUkIQDNuBGUTitlzNJdLnAumUL0HAQgBgpwoQbjFlhhYf49so9cPPyFihi8FRcZ1omxDJxrejK+m9x6/vhFuJgtiSYsdaPQIhCCY7Bc3UULjLiwJlNKXeNanMYhevkpG7cIRNvfgHv+EEkTFTvAuHLUby4z5S8CZCa1h0FKEDbpuiWKRPRx0xQHPCgD7StKT2baSuUK9+9/usb2AdMORMva5pq/adCPi3NwYQPhoFGt0KOqBLVahtyspHAjApQBbR1RyBPi/3WpJDqBqgb0LQG+b+TKWh1ClqeuG0MWp4Ae5dhdu2G2bMH3DRA0+Bbb3wQam5gwFhhjWrLFORMCS3ocgOhYKAwbmOQMm6zZcpBg2rQgEpjTRC9uWHprg2gjFtfLxmUJ9j3oB18EnztC3N8AOi+v+5AkjBl7jD5ntycpmqrpS+mLSgrpsA9f38nTr7wLQCA+798pwtm4UA4EciZhuuhghlIBjYRVoWbx8xt59vOzE29SsVE2xSBKwHmQv3eT6tJ8oExWlNbxHXF7RZzMdCuGb4Ncp1INx/Qw48dD/5lgmeI8+L5Iq0aELUt+O3NMMsUQ7jtI+fbPaeWvvTOl3UAMvq+G4hzOdAf5tH4kvw6mPwVxzm9hxh77OevOQCb0wGk+Syyn4gaQjG2i/GeEwh/v/ss3KYXUaOAcd1+w+p2HFM0OO0VX8RhX11GRQpDKvHt5xe46PrLQ13bH/ctu6M1gjbLB9pQQuvlARdzGxVRufJVaYFa6TRhwmxxl17EN3bfA3fsHaFplPOTIbsAaWqDZiRSb1YcwliHyEIMy6gB8aTIiEPIdyZrkajZ+YABdnHUQ4R8ZP7SFHAw5RfvnCasY/aSATA5+/EoH1rPYpCrry/AhuybPgl0x+dtncxrCsp6tWokLrgTtCnMDyHGg8+z5YGQ1zwBQFl00zp4U0QZZt4fl/6WqVmhN2uU+b+MSLbcGFCj7fG6AerabpMpMJ7YbeI0XcvLwOoqcMce8O27oG/bhU98+9/wrT94ED7xnc/iW298EL751LcBAGrWmDJDOUBFzndLlVazpQoDVRmo0m2Vac2p3HdSFAbFwGnBKvHte0218/9i4RcmgVZUJmGKg8Y8fJTxe+r1Ufphkfs+jTehFmbOEMAomisEUFC126ZAuQIs3Khw/wt2ohwD5YShpg54TxsrAEjuF9INmNRfrv1r+7Q9ac0YRbtyjK8U+ri/AbzIeREJ6EB7LviSNQk4cudZuX3d1hP+eqAm75eCPVmnjs/7dArsnSb65jI/xrj9bfsoBmOzBFMdQZ1bcGwfkA2uZQgnvf3N+QrupkRSQBDeM3f6uTMmATF3ZupMxl8YO6K+WcLKzvUbfc1KiTfgNqe7hOY+YPuJSFtJ4WQ7ML6HwbXjHdi1sIQdxTJAGiNq8OWrj8WznvQzoOEy8MWvoUSBikq89EGfDvUoEKzNkAJrHWu1vP+XYbAyLfMizVZ81MSytACNGTQagsoSFRUYoMGyGeKWvVvQTMpggkgNBcmkBVdoF2zn4xU0XYA1yfDIKPlCmdylMqS9L+JvogBod15xMPHwURWD5FRcFt0qt6iHPhC77rrgT4Ge8tyWzc03M+GKXGAkM6QyQGsdFJ41t3DlmNiEeoGXtBldV0PW+L3B6Jxnv7VtomQuax2CXJAXVuQoE+GQi1bQwUTohKT3ZT3wcr5cEXlTxxCQQ7fHfMAcd561tgCNGc0DT8N3/rvC5T/xNqwYwhef8lbsNYT/eMqFqEUz6qBOQGteWBgwE0zyTEVhYIjagKm+/coBs8JPAmwfT4yVmdrjPpIashwdQPXYOc96K3BkEoEQKfOWXOSPJSZzwZXQgYliwnZNmJoQeRNKWVNEeR8/76T3yN0b6ABcfyyALHc8nZYJbngmt0FyXfdke877/AR+Vok+kNcz4mmfBCMtn018o9Ez5oReskJGV5ScgtDe8dYt3zkvgSoQ/AE3sib3gJADW30gaJYAkJXw/c6t0bDCbFO0Yzfc1mvl/e8+IYQvC/S/7znN6YdIcwC2n4gaoFkApkc2wNBgrCvcqrdgR7GMEdU4bXgjtl+ygOa0Y1FefTN47zKecNw5ICeB/8vnPB6fe82FKHxCZTZtaHnh5+VOgkhZECZ9w4BWS0ZkQZg3W9Qar7zhYXjxPf4Je/UIe3YtgGvVLqINAcqaAko+nZSY/KRUUcUcQpB0G8vccWm1ZVnpkwdchBCcw0tUzcABt0Z2bjypEgTjk5rukGsvC/xoBJOSUto8/1hyUp8FoBxgDaYyCWPgNXXpNbl6/L1yvjMdhuTOSqUE0EyPR88rGbg+DeAGoy/+xcvxkGe+NT7oQA41MdAB0H5PBq1gQXxLXuvARCLJuP1O0LT1BPBlGARjAZ7XrBl2mjdjgZdxoKtpAhBk9ucNuGlgxhO8+XufxXb1SezhAl+eLuLQYgUjMjAMbFfapq+AQkGEm/XIMjKK7byh2KYNUIyCOKQQAAGKrLaMAbCh8FqV8x1j5YOJwAlFWq6IQV3/nxQoSEYpFSDkxvWdHcd3AX3x3S/HfX9zZ2ACg1ZHaG6CEEV8x+ynY5/LSjCQXiPGyh5Qtba+fJMGZnEYxhwXBLVsBCCgltNUJOYVAa7h623bIcEN0DKxBHSYWpLfdALQbIXtqY5fjteGub7xQRhy0RHJiPnK9Zs0LQxzopvXZSTbnBDr/2fvz+NtS8r6YPz7VK219z7Tvbcnumlp6KaZVBAQBTFGxQmJilNeEuVNMGbQN4m+vmIcghpUBAJ0txHNoNGA8xBFE36iGI0iIoOoJCiIQAPd9HS7b997z7T3Xqvq+f1R9VQ9VWvtc29Dn773hvN8PvucvdeqVatWrRqe7zMCqo5KE1KQeqaib9RzDNY+dV99jmRsegQTRF32iAAoUA2g0H6pcVRTeN8BfJXjpBKEVOM57ed67MtNaGQsqHFQAPpLYB87ov9z6QiAHRKxAfpjHmgYk40lPBvs+QkMGFtmiSvMvTDLWHjSgtoGZjYNTBh7XPlT74D/fobVldpS+5X+26jZ8iooh4krjTUhamLbhGPeJEbvvZ/Zo/0wY2o6YGEj6EIytWEOv2lOwQcEEQzFXayQNDEykPKUzRAtg4lCcA1havXGlRbO6AfGlJkYE8wPTY/BQllEZZONUTEFySQhni8YEVbY9RxMo25nsRnrzZzVRw5ZdY3eSLz6XTOnVP4+l6VE4d9wPhvJivpY/PVW3eSAhhwUI+CiJY/sn6VJAnFIvj1jMtgq5hspEzAPShw4ZUAXARREICBO+6Jx8y74nDkH7jpg2eV0EQDgGebEMbzuz34L9/sF7vMGH+yP4WR/DHNucdrvYcvso4XDEnPMyGODPKYwOOkug6GQow2WYRsfxjwDxnC0Tg7AytoQ/bDrbTBPNAxrPLwhmMbDOxpn2CN3zaCS4a7n6ap3QNV3znVeUBJGT8CVnrsiVFECEOrV/IsgTJhDqcPHlItJ2SVjRAMqIJsk6luy6ppqvU1gRYCOrHE1AAKGDKlUU/vBcDnd0ytRa51xGYsLg10AVaUBS+t0XAsTSFMmhgMcSOU1UiAx21bdK16UzeLL/6OPrd7fAxltGrze+i0vfABXfoJQMY5K08PUd3rPVi+HHAYvqwiyosbhYDzLd3n3OopyFA4Myl5C+1YK3nSR0MXUlkudjnzADolYQVvXGyy9RccWM+qwRQ5XWxtM65wPnM3aTGmrQiANE1cJGvNLAQKjKMyiPm0tiCL4kiAd0VQxNM4DvQMZQgfCvd0W0BNMRyF8fjQnLCJ7xQWTjfYHQeHnkaSMagMOfl1cMvn1QquZCw3uJDjHyk5GYgIKu30lmdXHCwmdqqO4LjdhSMIUnGPWFPbouq+iqUQtrRu9vrovH9iw8nnGAOHHQgUjNlLXxQ6+Puv5N432wSASoX4QeVBjorlh/C4fAV+iedCaaG0enIBW/Lio1XIumxyKH1rXg7s+RTTk5RJ+Mcc/ffNbEvi6q9/CfW4TJ/stnHbr2PVTnHbrOO3Xsedb7HmL056wxw6OCcYEfy+JdmgOANkhoXYsA3kUhrEeMCwW0MXcTz5cxGru8+Az8ANbRRfLWMq4OlHh1zkmOdfzTWnFAOSk9Abwk6gx1JpSAGwIppMImYDWyqZ7IoC1A+Uhei1DVe6gtUAzwtX6kbRcUr8vzw3WWK9ef/K7LK+v/bsG/TjWNt3n2vRVM+ZyvQZwpqpj7NlrZr56t7lPsrDhyP9rSPU4GB1zB+1LaqyNaiWhztXguQLpqazsucqHdVDXER3RBaIjDdhhkWFQBDT9bos7d47BnzDYMEtsGIMv+KFvx/J42FRFNHr3P/g0XPUTb4umhgbPveGZeMOH3pGqJGMC08YxoIZI3KNvV4LTUVNGyJJ8aLMpbwDuwZ7RMeH2+Yng89URbAeAAbsIDKa3alGMEQyLCEKC6cSGG1lMKCAKAMhTMGfytHrREz+w0Hj4BjDKXFAUDZpIMT1pg5drpCk1UyLASBZtOY6KYVBSVJbnkfsrZQXJY9d1a+AlTYyvgWtTnaIydVwxDyVQzY2WHCkHacJGTS6lkw7ahGpxeGWYfzEH4TA9Uv66Qgrqollg1BynQdW7rGWOL5NbG4BXQ5lhtmEgMlHI6eS47EIBXL7UaKV7SVTE3oGdA/c9Tn7Dp+OPv/9HQ1F4dOxx2ve4y7W4z23glNvEfW4Tp/pNAMCGWWCbZ2jJoWOLDbPAjHo47GHbr8F7E/y7nIE10f+rmngMwPs4UBURcTBNtAzT+jgdCKR0FWEoUB78cmo4yNRXKsdvuqGaCBd4OBVaIyAz8hRAqG8zc5m0O1r7rplAeRaKptQOpb9h1MKSjB8fwHKyANANWwUe9H309/guBmZ0gwc+Z5cUa2da4pxa1+IaLGuv5AhLzSQALnalAl8D7Z3yIUt5JEcAZwEKVT+s8vUaHF9RbvQ6eb489LM54hGtJMlxF96nWmPlPAc25CDS760Q+pp8To+hYhzEa3yDZDY8EJ7U4+iIjughpiMN2CEROYJZEsy+gT3T4OT/vgq/e9cT4GBwyjF+/UWvQL8OzB82BRqL933LdXjji16FL/vf90amrAN7xrO/5h8mQAYARYRDTU2DIh+YBN+wNjOVcrwJ4I2sxQe6K/C2jz4K5ELgDbsgtDuEZg9odkM45QQqmhiOuuEchnrMOZoC4Eq/RfIk4E3tqAMwphdJgyL6ojb1kXsO+H8tgRuRxupoZpppGrumSL6qpXMWWFyWF/bC7EYYnkrqlpJPGw4Rz5T2UJ57AMRSP3ACvUn7UJTLTLG2iWfK94aKSpf6/Vzga4zOk3m5GOgtv/zCBL6y8zVl7knMDBvh9tRuHCMWcmPhNhr06w38xMK3BmyjJqw18A2BG1OYkoXro5ZLQtuLtks+fdB4Ifp4/cH33YIzfoH7/QIn3RInvcPdbob73Aa2/Qyn3TrOuDXsuCn2/CT+Xscpt4GT/THc1Z/AWT/Dnm/x4cWVIZKh9bCtyxquOE4ENAso857gvEHv8nZAFEwRyUgYex9D2HPSiqVUEzJn9dylsWNjnDSX5y+0SJrUnAYK4Y1vZE4hM33anyl+CoprlreAXcTrTLBOkCTg7U5wcCXPoD6mR2AUIEa3D5B1RfXVGCBQz5C6XoFFbQ1QrGMKOCbQUdetLAzE/FBC8BsdJVH6plefFdqRoo06kqK0QdVXX19bQBRr9oM9pM5LpfuJSxIJkTh/H+uuJPSM5RKwrgQ5Q8GjOqd5A8UfFILP9DsPGj0HLnoaGdcX/HNEDwodAbDDIo4bz5Jg5+Hz4fc8HNt+ipYYG8bAt8DOJzXwWzO4NY+OGf/ixIdSUmZ++qeC/vSvAviSzXaV3ZcxObS8Nk2sIyIKALMG1Db4r/d+JvbOzgAOG6dZhPDJdj8yDKwkTgbBp6s269BSSrU3FfzWGJOmu0sYsMpEoABjamHNZjmqv9OH04I+ME/RgExf48fL1f9DiH6g2Rl/DanNyABozCRmsKmM1hNuyur5df8OytZ9mXa4suiYieMDYlL0K7qI+ZDP+ZpXrRhnlMGW9u2S/zK2GgPfGrhJAFx+EsAXCAGAGQpgrCHAaq6Ac7ANHeTDufRh58DLDn6+wOtvfwd2uMceM3YZ2GaLbd9gzi3m3GLXT7Hnp9hzUyx8g4VvcKZfR8cWe24ayvkWe36KXZ7grFtDYwMHW4OuMfJR8+SdgfcUfD/jNcYE8JbyiAnXroD9gDk6gGEKFa/4fjFQBB1aAJMUdPVuWa0l9fFa0m4XMh8JHHPL5ZQEcpOsARuVzitQNNC0nYsx0uc9husg8v/ROU75nMbLtSZMa8N02dHnUv2r1/CiHv180oXVWq3BcK10HTx/Xd8DYSiPmM/VFNe6Qj440l80eA+MUjCmqtSASo39VWtIYW1SfNeD4nwe5oiO6PDpyATxsMhFl5AFwXThUHva4P/52W/GI1/8VtjLjsN9L+P+pzic+VtT4H7ClAw6dnj9R9+JHm9H8zyL597wzJDDS0ikp0AJrozaCTUzGZxAoE0VmQhkLMxVV+CP/+cj0XrATxhmCbQ7QDMPG1m/BnADeEnCSpwWsix1Crtys23g1gQscOm8vYoJoypsrV5ga2IEsxQNlCIYISUBI8+D8NjJdKZavGsgUkjgdDkxYaiAGCgWVcCyAIYaeMl3huoUxdzV5QR41cBNNIljfWp4fIPSD1j8Vh/NMNak7bLqKi9iE0Tf5gbnd0/gxoIWqt0GYU6REloQwU8auKmBmybb3YDNeoBNAGQGHt5YmM5H5pkyM9H3eS7GiIZkbfD3Wixw/+uuwxs/7Wdxp+txKkZqcDDo2KDjBrs8wZ6f4pTbxLabYcdNse8moTomoAEWvoElD1hg10/RunWc7tZgDaPrw/uRqIdGTBG9KbRg4GCK6J2Jy0TUflVMjrEe7CnzSYZicA817lBeExorE0m9jLhuFPM0/r/+tf8WH3rBd53r9R4KeZUqgxjBdM6rJjNK7bkABFJLHVePiqAZavdinzcmhKHvQ0REQwQ7tSDnA8AHIjObO6eY7wqEFOeB0dQAxfRWgGMgg1CmgZofXqld47A/6DVHA6gih1q8JmkIi+hSQ5BFqgvYqqWnBk1cvhu57xhorgFbsfaqdq4yZSzad/EuexeM2BCMC/svDMCQjbd6R1B9LsNc2XTWCkbfUAnyKY+LMb5iYJ6ozhX73NE7PKILTEcA7JBIFnMxmWAbNmFyQHPj9Vg+4kQwr4t+VcYBz3/CF+P17/sjOA4+IGE3r3dDuYECWZLMdUzrpRM1ew8YE0JwNxbz668KttgThukomY7IRtltAG7C4AnDN0HzpaLiF4CpO+ZhesrAASgXOpGUywKoGbBqVS7s/kX6ZfKCSz2KjVrqMQo8JcBU15eLBD+G6pzObTOIEEYoTQ2l+yk62kdTNw2ixrRdnCqgzMgUWkUebiJGH+NcnyZ97Hw2mYM2J7m25uaqMqv4lIuBJJm3jOfclwCMreaQB0wAZzAG3Fr4iYGfBu2XmxLIM0zH4IbgLcE3BN/YwLR7wLQGdj/k7KI9hLx92nTYeXDX430/+ET8zte+ChaMP1seAwDMuUULB0seHVs4GGy7NWz7GXbcDHt+gn3XYt8FoGbIY99PsNNP0vNaeOz5Ce7e38Kia9D3gXMl4uB3qDRbHDVd3mduhx2h75sQKdGOvFmqfhCnqIA6QIEQS05BrQ5KY1SvE3FGXGDG6EnfcQv4GJLjPoBBMA6tBU9ATIMNmc9AmivGB2uCZp4roz5HwSRHoM7DLB3cLAfaGDD5EWCMacaKqayvE8ZXrQ0JpNmyTAFKLMq5ntbt/L+wGqiO1UBq0C7VVwONoZAyH+SR6/T/AWhaNYYUQEwCPB4vrrelokz8cv1PvBIf+mf/asWNPvGIfNmROaz8MHhMIXhVlExrKX9PJuQMwOa91jfI1gorBaDqRvXeiJE5dhHS6FpwAeliasulTkcmiIdFY8xE3DDu++yrcd+nzvLmEpkguuZheM61TwUATKnBF3zn/wtYU4anBkowJoBLzJ2KNlD+1NESG4v7Hz+BW/fZ4VkARFzc/ARBA2YRNuvaPBAYrKql1mYEKFRM15DJGGPkYn3CMKjFPGGEkc1XJPOF5BNluaw5ywyV6Tlp0rQpzZjJCkv7TP4/rn1CXkmlveKXJSHro5nX0C/uAPClwZ2+19j3MdIAeIzn1s868vrf+zXff44bXDh6689XoaKJciJl8fsyBLYh0IaYH7Il+NbCTyzcxKDbIPTTIIkFhHkNUlk3ISyPGfQbFm6tgVtvwbNJBlzO5f/WwH/y9XjtV/57/O7u4/HW+SPxoeVV+Gh3Ge7rN7HH0ZyQJ5j7bH44920yPVzGz8I3WLgGu/0UO26KM/0azrh13L68HPcv1tD1Fs6ZEEbeR18vDiHl2Qfg5X085wjsI0DzhL6L12rGpVhySoFJ0tgqP0MejNGxccvD4xeQQp7CvA4mX01x5rcrmEbK3cMmxjjSz8SypgAgAvU+5X4L5oc+MK9q7QnXcVqzi3lo1Vo4RnqNqta/QsN/ACBaSRUTOwoSV/xPfSLMdPwY5UNXrLHKBFGD3fpeA+Zer9d1u9Tv2nz9XMC/sKBgAP1FMGgvIjoXY67nTuGLrMtU47oQaGq/atkPBXQp8HXeawkN739ER/RQ0pEG7JCoDhxh+mzecvYGwvxhLuTdYoCXFqYDzn7aVVh//wex4B6WCJe94b1RksqBgSMCEQXJejy+kiTxcmPD9Y0FqdxH3FrsflJoJyFELPIt0G/kBa1fj0E3xNcDWC26omDamEACkOG9LKAs95NGyHEart6FyFOYXgTNW71Z1hspchli5NgKimkoNl8FssSEIkjcYgMjhk3Mg26TSOpEKqfyf6V7GOmfeKkJ+ZPC86sHMeqV0sh96jbUzy8PJ8cSOl1RXoMvTRxPrjp3iWxaT/+Gm/NGnxhpAz9tYXoP8h48bcGtBfV9mCvRf5Jbg37dYHGc4FuCb4BmTjEMfehWNw1asMVxQjM3WG4ZmL5Bs99i4/Z7wF0XTA5dsEf++b/8bfyTW78SL//I38HEOpyY7OGqyQ5acths5rgWpzGjDg4GjimaHc6w7yfY7afY66fY64MGbOkt5rbF6eUa5q7FGbuGu+kY7tg7hpNnN9HNm/SuOJoPB3PEsDAJ4GInoDI8FPcED4ueobTdEQQQp6TOuXIUAIoMF7FMZNxTTLQe7iXnVDEFYi4UuQlSQIkAuBjeAAYUpe6cUoJYBMtKpqBJ15psP0XWuAq+lDVFR0FkDlqwSQPTeZhlD2aGWbPgngFlQhvWqWiybSiNZ+PiuqvKDb6zwtA1CJavCqCldut3QqmqvNxWwNxUvnBaSFaYBGpgGrWJ6R66/U3oojqQhjYxTMcIhcYsnY/avmSRIvVpEIjYhgi+k7ZL6vIZGCTLCgJMdyS/1vSm3/xX+NznvrIYF6EvGVRvGrFMsRdHTVneU7P2S+cEk702CURkbyysT8LNw3zm1RYxl8hedkT/Z9IRADsk4iZ84PJmLNqkfoOBjR6814B6E0wRW+D0Yy3WAZzyHU6YBjxfhEhqEi5bnFytxUALJmHp5bcE7bBBsp+S58Uy3JhoShNz0xDDt5QWTzcDuI0mkjGPl1Q/ivuSJIpVoI1QsJZMidlhipSIfJxk0Uy+Myg2ZSaliBPmRkcfq0CYJKDV0i5tf56ucVxIWsXcAT76zGnGBXlD1gv/wOYcw3vm5xwyEmMSvNLni4t+zbYxlM/p55OHG9v8ig5AtRPqhl5otvjjo2RKKqC4IbiNAGLIe7iNSdBI7CJowRDmhjiT22U0eYmAy00pmch0a+F7vx60Y/PLKDLxBtN7Hw4YgnnnewH2cE//FLxruYEPnLoCbeMwsQ57fYu9foqJ6XGi3UdLDltmDiD4gm37Gc70azjbzbDdT3F6OcOiD0u2B8GAsddNcNqsgZmw3zXYX0yw3G2z35UBnOfS5wuAqG0EgKX+8gTuCK4nkM2CF9L+hQBEg1uPGdbATQ29bAYnwhkuFPIAit8Xwg+MGwxSWHjxgRVGr4nrG4Jvr+HI9/t8jZuGIEYiw5A8YACCxpUI5BwQo2CS8zC9D4FcegqREJugDXPREYqADBiYo1n7OPdYJEpNOJkS0ztYp/QSodbGmkdNoESd0JojEUwYcd4SU0e9zKjbaVNAuUH6ajJQYjkuF46ZYKqhWLeJBFCm/ivbVDyggDOg7AAN1oSZHwuSckSBRkBYPkelr6JysdDCBSaleTY5JU4yP9RjVvZf5Gs1OCNPMTR+uWVeElSP1wtNF1NbLnE6AmCHRdEcR/ySsgQeyTeikLAZRr8eQsP//t6N+MV/9KXA/v8OSZXroBv1fyAF2CjAVxRFc2NCyGMJwBEDcth5kPoCsniFdvkJ4KaVH5LQKtsBYAi+aLxYvfJlG/7YfmHuRPKuNk/SG1/cjAdRyFbRCBYRqa+RsMeKkSr2DAFztZO7WujHqPAd0Bt9fFbWx2MfjOGgwlQrnVc7XF02/dDnq12nZsJQ/dbM2Hm8x4uOKuAeos8FHy5uDZgNfGMCv2UzEwAgMQnNPqPboKQZ8G2YDG4iGrAwp7sNQrcZBRcWeP/XreFdX/vv8CXf+W34ey/6bXzdsR/Hq+/7LHS9TWBov2/RkMfEWhhinOnXgQawYDgQ9lwwL9x1E+z1E+x2E/QuIP+lC/XMly0MMZa9RTdvQiCN3pRDo2LApUOCNplKsy4fhQ0gMPkIpmrwJn0UgZnUVzC1pdSbZW3woREFGCte0oUjYfpZtF0y7g1XU4mQUnAoTYqAjbEgEBzVSb4hmCYC/a4HTFjzyRB4OgFaaQxHphGFVgoE9b4iOI46hno+y5o5iFpb0wHdTiM/Rtez2DdjPmD1GjgwiUTVZ/V6ugowaTSHqrzeW9X5Yshx+X+wVrNa+6qhmvakIxrQ2H5RWp3ESIkm7n/xt6/ND5Npfh4TVAH2wf5bgbKywrjGH8DCHNERPZR0BMAOiUYlLIRsnqc3od4kTZR91HX45ed/MuxffwC/ctuf4Iv+1/+Ny77qwznEvEiLtEZLJ5OVYwDEDwXTFmAXQw/na00H2CWFQBsmt89PELRfFZjKD1c/lwJOAiJEG3ZA5xR9FFdDJoAsgx2BwMHOPpYx4vi+Ckix6ltEYAXJI1ZeQKqMOA8HIBaZGjGnlE1YrmHECE8oFn+9CWgziFWLPAvzqvoiNy6WSWafKPs2cTUZoHL9nqRq1T/1exyaYqiLvL6uLnzx0zP+4c0wjlMkxCBZFR8lgps1MeocAT2Q/CRjWTe1gGc0ew52QeCo7VpuhXHYzwhuhqD9mgK71wJuxkE62wbT3ZecfAZ++mU3YZdbvPD2L8Nf3nsN+gjAmAn7kdu2vYdnwprdRMcWLTksfIMdN8XJ+RZ2+gm2l1Oc3Z+lXF29swADrrch6v3SAovAqRTvVOZmeo8ZaFDUUsCrdysqZnEZ5dA37Kv3z/GPoTS2iJHMFQEUUTnJJJiQudd6TSnUGMD1P/NyfOgffvfHORLOjx7/g7eAI/hhAYoEhKixAZCBQ7J6s1SA3FYWwZqpp5y4WQK4wBD6jRaT+21IR7C3AM8XoMkEdOJ4jqZqKWvkTTARLzQ48i4HoIvLqIOMIiJh0tSPtRl5mgufWi3Po+uHLA+yhob7h3GXNFmyHqrokUU9WvCl26puKUOuAEXVGltov8TcXZshKlPE9NhST3VcW0jkRsRNwdGwH48IwMhY4eo3hu9MtF0CuHxbmR8mk1sgecQTSkuU+DuYL6r1RYNp5RpyBMCO6ELTEQA7LNJmadH8sAjS0Bkgmv+YjmD3CM0usPe4EJlw+u4eHTz+8Mm/iK90zwjR1GIAAXYOJHm/JABHui8hhJ33GYh5HxktDgli2yYkjzXIJiA2GgkIEDKIkQvDQpYk1lG3rzc6AJnZ09/HFrjz4OHTvZmysm+Vo7auV5orEa5Qlo38VLExpASQHP2/RBNGgemp2yymDcnEIT1v/l6EzEV5rRRPzJPuM6hjhJKz0xpFbYqY6pF261snlrfkdUc2wgxqa+RWtVM36SIGZHbORQLmInecQWAOrc2+BpMGtOzDvGhiouUmmIPZJRCDDyatV7cZTM369aAtzpu/JNwG/utfPhXvuOaRYCbccfp4DHhh4KxJ2iQPgo39ODGb2HcTTE2Pfddiz01w1+4WOmexM59guWzAPqgKfG8C2IlBNmhhYJZBMsA2j6lBgmgTGXRHFYMp854TJ5rMd6WM0Sx5vEFktOUnJe5XceexAjIEJtF+QVWuBu2qdeOQySvwFQLxIILpOF4aDmtlV82NJmI1ARFVVMRQCGgWAJhDRM2ZhbnmBMydd+OWv/kD7HKLN24/EX/0eQRqLgsJwKN5IXkGyJRCICgwAjleI6bRKVtqxZDLlxoKdRx5OUjVVYytvo4kDDkhmW9r5lfWZ3JIa6UsO7VmA9Uh3Z912UH7pcEynFaNKcZwL/PD4oVVRLzGN4zrf/KV+NA/PYqECACf87WvSsY3xTuIVLwj7e9FyHkVDeCVn20C7tHnq18TgJWvzQLLDL6Sz54C/5L7LoHwkbhlFyNdbNrWi6ktlzodAbDDIo4Lxjqj2aWCAQQjbOTyU5lfzK9ocOyDewB7eDC8rBasjNM955VD/zcmlxUQFs8Rc4i8RcEHwbcm35eifTXn+lK0PWnv2AamF9gVjFORX1F9LyT1UIxFYsxW7Jj6GinKapHSDIiUj88lzGjBVMr1Kgpi4h01f8iyUciN1SeWKUCZeq7R9arouwpYFQ+nziOXKYFW/i3XUGKFQ8NLDZtqkdY81rz1JUyBcc0PUQ+pYFpGOTDHxAY/HGNCwmXxQZiaNDdSkJUmADIxP8xRMFn58TF8Z/HRUydgDKNf5GRG7AneIGuziGFogp2mx9JbTIzDTj/B0lnsLidwzqDrGrjOBrBlGOyiAKenYKrWE6hTD0cIYEs/LxAAOXGhgTiIOJokBiV72aeqVP4qHJiEpC7mCOf3kFQncv2FG3Cf8qJbwCc4BEVSjHsAnUCdbNrbyg9Vzsl0VSbSKbjPMjy7m1l0awbdlsXdX/UU/P7u7XAweOLa7XjT/uWg5RJm0cMsQxqEcH3unzRPNejJXxOltfABdGtxjVq3BIQJDb7rtUMzxESFBi6t1aIlE+a6qquUFsX69fONrLG6vKR9IaAIhAKgDNSg94GqPn6AfXdEGPanzAe9t8ffvjCLpSGg0uBMvYe03qqypWBNbgY1DlGC8Divz9t14YiO6JDoCIAdElFPIIsgoW5Q2JETy/Gwy/kpo4uryg4RLv+Dk/jCP78XU1h07HH6vz8aJ77ig1EL5rO/l3wKk0OO0dworHKi/epdYIriYrU8MQmmhspBOZjZxAcYCzsvfh4U4xopRuMgdX5hNZlQEbJ2RgMnQnT+R7A10JulBkU1eJKw8arMQKJbA7T4CfnZODE7BJVslmO0s2SiiaTZTP/1pq4YiLSRr+yYCnhVzGpxXvqmBlpU1peJMwirUWBVrugs9X6KshVCI9FkXIT0t7/6VWH4KCnoGDhmQsjpxQhar1mDfrNFt9mkd7rcMoGZ84x+RjlFwzRGzYsBGpLAQpndsSMs91oVOTD0mzMGhkMuLudNEM76rDKxxmNnEZwz9+cTeE/oFw3QmyBTERNdAWDxO3kqGNwUJSz5K3HUeFM5R2T50CavQH4OlL8TAtAAixH9weKzimliXC8SB6TGswT2YBUh8UKQm8V+aOK6RIgJ6AHfeqAJWk1yFCIjzgCOmnKzpGDCGvtdAnnoqHsA0Cw82BDmJyz2rwqBW/iT9vE/Tz0B63aJX93+dPzW3/wSnvfEZ8NsraOZNuijGTR5yjntkPeS1GWsmExk0JemPeXjyZdMgI1aE0e1azW6U4xx+g1k03DoPSU3IB1L4eRl3lC+D6n2xbbJs+pxKlSbIsozCgArSCIZ1sCVq7pUn6Zn0ev5yP8jWkEFah5S2lKYwcYMzA2T0DoJuFDswSAU8wIiACO1/iVwlgNwpH2ZKQcrOqIjugB0ZMV8SJQ2NkbJu0bwlRgXA8Ay/NSjX2P0mwDv7uFfnHgfbORw//DJvwj2DHDMJ+R9NCf02fxQ+4VVXH/y+zKUfi+P2Rw5MBVEyaxJe5nGgcTIpphWOA0WgEF+6CwF53JzlZD3Ev1PaQ2NMDqcLx+YkKT/XAIu1TxhlrLmS4EvXV5fr9teA65Bv+ScSIN7S9WrwJfqP31e8nHr8ys/qn9Tv9fgsCiH/B5qugQ5jADG1fvXeJKRzF0SWYq5vwy6zQbdOsFNQhnfhu/h4szE+Taap6l+HfSfzB1JDBXBhs7D5XoD5wwWXYP9rsHessX2fIr5ssX+YgLXW7jOAp4S6OLeBPDlo/ZLAR1SYxu+8hvKarDwT7V30Pax8VKP93QuhKeX85QmGQbjMYzJHJXxYtAyJN+TyNBxG/z5/MwDEglW1nLD8K2Hbxl+wvBtfs5kZi6P5hBNv8Mx3xKWWwF8LY+FY6fma5jaHlet7eJXdh6F997yGKTEtXFdSpFZoaZ/8V7jg1RjvTBNPoetVa0JOC/NgOwXeuzruZZMvfK4NI6DqXfd9mpc1SZo500jz5+YeDmv+uvj0oCIk9oRjVJabkbWRu2TKOOdIyBPIebV2ErpXZQFShE1OAKsVcLQQpAIDAQkFzXVc/1i+BzRg0JHAOwwSS8AidmnMhmmLBxTD7fGcBPg2X/8YdzvFwAAB8Yed3j97e9ISV0BgFkZMAsocy4c8/HDvjRXlLLOY3GMQE6p9HV7xxIuI1YzAiJq87gEvhKTpS9S/yOwCH2gzLcQF9ImMz9GJeIkh5C3RUwIWJ3j2NCRoBvChFAMRkKeYfoQajyBsPigWpsm0lEd3jabUuWNYsA4pOPC8ea66v7KDGq8TwShZBCZW86mUAbVdXIPzjeRclKPDUwySfhvDc7k3dck7/ISW3ALxk9pI4C4mbcEPw0+ldSHcecmBv1Gi+WmiUwAJaDlpiHhssyXBL5EU5uECBWo4ACauKcgdImJo9iFj+8NXGfRLy36hcX+YoL9+QR7+xN08wbLvRauM2BnAvgS3y2pK64jidGM0ftqv4jUJvUiWZ2XBOADZkV+jjLAAkooaLwoAzH5pDGb6inPU1IlxPpGQOANP/+yFW/5wSMvQYjimuMnHn7NA+sOmPoc6bHh8GkZPPPgiQc3Mj7yf/FRMcqXiBzDTWKkzAng1sKg3O8maMjBM+F37/tU/Ozn/WSMWBuugQgToF6fWlbHPgNgQcj9zNUxrupVdYwCJF1mZFwMzAylDuXDm/x4pcox8B//c7xnMXy5uq5m8JXWSgs/B32i2jwwS6yeZ0CpLReBBOFiodh/g/5WeyOg31v4Umi8YqoeSd2QwtCLRropyyfhYSyDuCYXe2xsgwgBssUAjsDEEV1QOgJgh0TCiJsepfRSmYekTZECo4248f+7d3wBPuom6KIf2B477HOH0//90eC+i1qwCKzk4335G4jfK2cP58FNsM8IucpCxLZsfsSDDY0YkeELJ5LUvabI0CeGrVpxtf+XBmk6xxY5ApyBZggl2pibZoYyMRxxY8/JUIcN0xt3kMayAnOcAFe+YHxT1fdOx+pNW4GyBMZ4pL9WgS/1ndT3AnRp7khrHLWvysj5EqzlTtRmjWOmPoOHFmB2sSIzlwG0cWXTJbiBAGqZj27Nws0MfBOZaAFqURrrprms9kPIDOqKcRfnjYAu+KAR886EQBoufHxv0C8CGHNLC9/bANoEwKX5B6VVyS+KLSfGnxuGbzhFMpWgNuNarnFQL3n/BlpXDZTqcSDzPwoNMhBDWutIj8UxKsbv4dPjf+iW/Mwi8NF+X4xs7qkYf5Y0GT70vZuFj5/GKLLRT7BfC3WTY3SbBv1aBO9Tn8xSd/sp1psllt7iXfNHgrZ3YZYu+Kk4RjIZrQBSHfJdA6Yxc7qaEmCry5yr62vAI8dkfVSRDnV6D+OGgi1pR/E8qh2Ftk/K6ntX7ZC9Qp9bBfCShpJXPFN9j4OA2BHl/dRx+K+o0LabsFAMNF42p/UQQMVNDoRThKXXgltCDoCk1zSON9Z8Ry0cOKIjuoB05AN2SFRLFRONfZeNwgazFgC4qz+GRzenAAAWBAfGHz75F/Hcp/9j0F+8D0nTJRDac4iSmOr2mRvy6qaG4Dem4RJZ5LSJxhjJekZqMxxsagf4BBVqn3hIA4HqXpKfKCykFBZaSxlLkjodtVlym3QrzoyL9plgdR+tNSuayCoC4gOglZLcsf6q6SDwNcaQVvUJEywhzkeZBsUIF+eo9Hsbq/+cxy8CetaX/NugyWwlAIkk31RAhZCSfHtLQItokpjHlGsIxnE5VSNAMS7IBwYagkLUjjToSj6YwAL26ygqCBqxVIFHCoCRmNNcUR5s+gamevcHzema4SzGqgZZ6nsNvlaZtVGIeJjMgCn2BCOHt1eXpzF7XhPlwaVkslQvUQJ0gaxxjHMyrRVerRsmFnH5Wj8B+g2g3QZAhMWxmGNxw6c8Y54JS9/giukOznRrcDDA/hxMBG+zn+2oObP4q9LoEjvysFDjdcX3ov7YL2OvWYGbUTmMBooGUZNXgqnUbrU2F79H6i5+jj1vEiCU52uftXpdHJgSHyQkGDTkiADkdC56z2X1XiWyJ0fXK5l3OvmyCsahtffF+9TvSfl4pbKAEgKX/y9WmeFBVAhKLgK6mNpyqdORBuwQKTk968Vcfack0Y4Lk2HwxGO2ucQpt1nU1bFHxw5v+LXXRDNCB9Yf9sE8UfuFAUioxUTOZzLByc/YioEEROLLB282QGYCa6kSkJi0tFFrEWdhghSenewBK0pSHYr0npOEbNBG2eCTP1feAKQZqe3qWAJuXtWjSXKAkWLQCsZTl0VyEE7t1X505+pbDUQPAl+KKRDzrfSporSNn+NBPQOtWPw/sNeX8Vodf9/f/b4DHuyhp8nJvUF0K7Pk5IMSzAopmbewJfQzg34WmN0c+jsIJ7oNKlZIs0Ri1AsfgkGHYcjcyhj0ShMWtWLiFwZn4qcsQ14GY7gXieM4iemu8jlUpnRiWlj4IxZMJmefzzRfUY5BlNclM0L5bzkdLygKZLQ2LPWHFEnmtVBzJI/TwlfskGgQrCE2geT99KYAX1qrL+u3aB2DpotgF0C7h2RuNzvNWJyw2H1E9C1Ta9kyRoq5bnYKV052sGXm+NI/ej/MokMQIIXnF79GAV7ir6r9Hc+HUdNLs9Y8kfo/3lF5KUqHalCj7mF6hlkGfy+wBDoq19xC81WZk2PkWXjkXoXJdyzEeozH9gwFhgjzRHyNEiOPgQnjYH+Q+cdIIP2IAOqzDzU3sY980IatFBCQmBzGiLSmfAcS9EgCCqU9uclpRlhpPFnvd2qflzHFapxoYcARHdGFoCMAdljkY9AIoGB00wLgs09HIgNQ47G1Nk+HHDMcGF1cKTp2YM9g8flyPn2SX5iYI8o5ZZK4uO6ymDQ2Jo49H/AV2xvssmRXU+cG9opIG5wwjUnaXYOSmtGLjJouN5DUS13aJ0yCLtSkQZhaiIV5KR6B1CKvf9v8W6RxaSPQH8k/YpVpRNwUymeomc5c/0rwhYoh1eBJnStMvBTTXPa1QgRFuVxm0F7d/5Ee92s/NNLhF45+589/AABCOHkOG79R/iYZTIfgGr4B/CQw1z6GlQ9mw+EC3yhzpsjEjUW4W7mJ68EU5064PmpzI6OfzBQ90kfMfPXrKmjkPQsDkoQAY3MnNkuSLZfgG9lUsa4feWxpXy4A6vhYG7kEWgjLERmf7jEmRHgo6AkvviUz/NJk8a1zBOpNCE0PhP7vDOCQgC0YwURKgnEYTkDDteGa2cnw/b4nBbPqwveEAOcMejY4bvdxWbsHAPjijffAbM/Rnl3C7rvSPxXIYElATcVMFkCsAFycQIOY36UIsq4EcqXATXXaCJBhNc6S5sPlstInxuX7ZCGYWrd1u0fW4uJ44QMUz9XAqVqv9bnB+l3t0fqZNLgbpG84p9rxE4fk3WrgWwg6q64KefYIbkrZxyua76Y0IOImEfkBbsJc0xox0X6lPbvab4u0EHo9PQJgR3SB6QiAHRYVEnIUm2P6LcyXOkGWMWkcTvZbMQ9YiCzvGPCJk1T+XrXGC0AyT9RkCPCMuz9zCm6Cacx5MTpq80n28quK1hvW+da94pz2DRszkUmMgt64z1EW1XWjz6M36mgegRp0acmcSOFUuQfESI6VU+BroAnQm0sNyupj57xfCc40Ez1gQkgx3BcrqTGag3Go8wQEE1MknwM3iT42RElrnUy/lEO3m5Q+nefFew02fFL/KbWPBIwV3Gx1jSZC5ReIJEwp8uHo8tLmYiwxasa0NEFU/wmofbgK8DWigqEEwoZjMqUyUGO8ECQcMkny5VHzTo+QBkPegSOYnsodkxAsCCQVgYyTGdBvAm49+A7uPILQrzHsPuVw7bGsZ0IfUxAYMCx5nPZT/PIf/CKaU7ugpYPtlO+UgKQ6yIVuf/xfCAjSmsfj61/ahniUMSUeDkHdDxnsRLNvWRcFkHnOAThUWxMwVMeKdUc/Vg3GauIRUAbNmA+BVhrXXJathabjJqDDafaJTINxFf3UBZSxoXJ5S3kY1V6qP1WwDRGGwqpO1+uTClIlPmKJqjV1pWDrYqQx0HihP0f0oNARADskktxDY4NVJENSTkv9TOPhmbBulgBCFEQA6EDo4OHhwU9/YjBB9DUQ4/zbuRR2Hr0Duh6YTbC4PLRpeVwF3mCMgqti42EoX4gRh/5424JZFEaVUUrHa4BC5fncH1xukKrfpM2JOdHmLTWxqo5Vn3PZ9+F/BFzxv2wGXm8UbZbUSVS8IKVDZoJFEifBEZSJYrnBq8ahaktNI8zqWF/W5cYY3Fq7gQj2ch2qc6r3E7vpoqPP+7JXRAY1jok+fDddxVRSCDHvJoBrKX2AoP0Sx3AbApGmMeAmYeyYZcVIpvGpxv6BG1it3aL8CmSMp3oqMKYOFSauAv7FpFjKjTGRqxjMNEEwGBujYeMTCAvXrgJPRAwTI3rKWGIO/m22cTDWrzBHDN8f8ysvwaHQCmY+vUt5Phfel9uQqIjhOrYh0InkfiNGFs5EjWp3LHxvtwntNrJZeiRJxn3GrQEAHBvc5zZxt+/Bd52E2V3ALHxcf/M6J9oGU6XQqJlgvbwUQqhkCVDNjWoPGGDqA9amJIhSgEpAo+lzm8uItQe8lxWfgXZLQJdq60B7tuqDsnwpfENpkmjyM6V2MnD9a/7tik75BCMGQMECIay9avw5jmtr0ISCgnVBP6UQXEvcDKDenQ52hHg+mVrHfVZbychHtGXqXab2VXPjCEAf0YWkIwB2SJSknLXUIAKZVT5IRAxDjM9a+wA6ZnQcg54x4m+P3/m1nwl5wZwHe5+BWPQHixXFuhnwDlgs4TZnmalsFMMt4CqFt45Rv+KDsAEQowwlE8F64RoBZAByIAHFGA6oPswo/C7YqnsqJjWYtAQ/n1FfDt1OxXgk0xcI05AbrxftQsslHyWtS+YRYo9u1aagTbws5+fXElpSmwcyI5saPMrsjgM1iVg3Flo+AS51nfYjqwFhkfPJ1Pfj8bZcBGS6aEZFFJgAH03ClP+M1mC6lhIzzAawi5iWoGP4JgC0ZEoVx4PkeUoaKwCrBBLn/GjfrsrPa6AJE1IgidU7C+eQ37Mexxpc6WTLxKPAK4PrcmyIxqr4RG2bnDOG00ePj2Bm6AuwJu0I4CyCsHpMQrfnwaXEZGv/Ulmz5XsEWX7N5b6zwVKBJx7c+ixoY0rrRk44HLSmkzPA+j2y5kg/ht9Lb3HP8hgWvkHHFnt+ijkb3P11nwpadrDzHs3Cw/SczBHHPqJtKKalZji1ySFXvmOV/9cAHFVLSNmR6iPvTJmHmz76hKmIpLW5Y+pvGlY5psEqtFlqTss7zQ+i2qh/Q10zojWT82KWXNy7nmPukAboJUR/+6temcC8+HwVW1kUGsheq9N5QJY9tbbKepvmo7znAiBz+p7XNS7eZ/YfD20ylQb2iI7oQtJRFMTDJLUIsV5IhOGy6iRT2EAJWG+XuNx0kLXCxZVetGEe4iwSryMCew+yNvh8WYvkAwaE/32P/vgE/UZYJLlirJlQSmfTxkVFudD+8BBUnc7PXR00wgGcY6Mihkieg9ZM5edR5iwF0+C5YJpqCbNUW7aPU3lZ9JMWQ/rDIGlC0uawyvxQa77GfFlGgFTJRI+DLQBD8FSVWdWlFPtwwFCO1QEVhS6aquqoiKMRKy8y8AUgpRSQByOPIKiw0SxKbeyF1DyOId8GZ3BtElP3XzI1RT4+Cr7k/9jJVdOAgeLkWBePMIrhOA/vlebTGEBT7RiMi5r7rspR+eDJlFCVoTiptHWZMRzWLlTjNoIwxyF6YoiCJ2PycOgxr7w5jPFKop7bVD2jJyWACmUp7p4cgThHAQt7KqoyPdDuAHbJ8C0BUZJPJtxyv2ux71p4JjgYLNmiY4O3fN+P4mte/5UwSwez8PDWxuGognEgNkcEVtUjrDKdY5SvmeQYQr08iNKJ/HtsXGowlRafWHcRiEGZ+eZluDRxjMy2BnW1+WBisNOepJqitCar5poGU6TukxutPupYAcI0yDhkuvHmmwEg+D9tOnzoH33nQ3Pj86U4XkpzUgHZHNfekNTeLuLeamjIbwgrlPZWTu9/ZWePCBGTGSIDpEy94THUZF4CdCm19YjOn440YIdIQ8YfWdisNj5wsV/h2GSBO9waOg7gy3MGYQYEx8EMcVU+MHYO6Hug68L/5RLvefkjcec/X8DNPNxMMRuyQ0cH17zpcWpfsUHJ9wKYxbKJ6Y8XGQY1B4XWkutVF1Guera5xMaVu0Drc7JU5IW0CKpRJfdcSSl6WLw2LdqUAVcCYBjmI9HgS2m+VpoXGi7645x2DwfwnENfL31yOLhyHidAm4aNmSPmoAqc2l5o0+S+lNtxeOzxA6fPf84riqAq8By1YLHrYzTEALAItZScDdCtEfq16BRu1RAXPtcA/TT4+ABqHGouUigO5MFrqe1iCs5zpJ7iOJQ5VKiw8IkZMCKrjskzc/Ge9XiR+5Ep20LGl98pa3NEq2pITA5FE5brMmZYHpzPJQ2s3CN+f/LrH7yIm4//oVtC0BNlXpbWHVnn9LunYK5NMUeYRH4sFvFoUaAjtgHhv1kA6yddGFvrHpg6mNbBtg6Ttse8b7Hdz7DvJujYwhLDweB+vwDv7II6BztXvmBJ21UNFQ24VGoOrf0aWALE76nsGJ1rXa2GtIAa0Twbl+9drL1JwpP7nxXjDEYZYVYJvAowJOfVGq2DawyCJWmApp5hVCMqzyf3kzUcMv/VhnUI9PgfvAU3vurmvAY14f43/NzhJyh/IJTWU4+U1gNA0LT2OQqib4DlMZv2Ud8iCTgLjaTUqfy59PvGyPexXIfFu1bzZZWM6YiO6KGkIwB2SFQDAq2OLyTkQLQxzLt+Qx6n/To6Jmz7BnO2cCBYtSu84ddegw/9m2dkEAYEc8S+B5YdeH8OXizBu3v4wLc8Dp98wx3oOgueRGZhtNHIYamhNhgJl19LCUeqKSTh57MvDTa6vMFdd/n9+MbH/0mMfBTOE7JJSzLz0XyvUZtBOqgAqrRbf6D2UAFjArTiIi/Jd5PZoeW8MYjDb21eWDzX8KO1Xyvzop0PjV1XAbECPFXtGJoiKgYzfWK1FYi7GOizn3dT4V8CBOYPwgAuAxNoegAUotKxCWM6bPghDL1v43uv0h4kZYiJvn/KFCacqBJti8S1nvPC7Bbjj3KZuu+R25DBlwB5Oa5A2AjTOA7IVl2j3rWMlfRMqlgC7+XYEfBlrR8cT9ea8jjFtpI6F4BdOC9TtrGrHDwfOPXrMTqmKU2HKb6D2mdk0E8V80aJeeS8o8bypgeOfcSDGDhzI4EnHmbi0M56rM+WmLU9iBhnlzN0bLAT0b1nwrYH7vr6T4HZnsPu9TBLX0YRlDHF5T1RaSEGoeq14EqDsHpdVNO/Xi/zw1cfOax9vST6oQJlq7S7yY0yDsOkDYmaZ52MV78rPW/TuQpcJ0Cm37Fqsw4cUlgAp3fLqR79ng9rGXzsy29J+56fMtyaB088YAC/tBeV7xkTIsCJ2tMYjCX5gVNccym8J9dSjjwrUQ9NaZpY7LHVnpnez5jmWl6c+IwZLniC5Et5kN/4ET2o9KY3vQlf8RVfgWuvvRZEhN/4jd8ozjMzXvziF+Paa6/F2toaPv/zPx9/+Zd/WZRZLBb4lm/5Flx55ZXY2NjAc5/7XNx+++0P4VM8+HQEwA6Jio1L04Apo8zAecA7g6W36LjBEga7foI5B1sX/bIcezzq+98S61IBODyHvGDLJXi+wD3P/zT88Te+CmcXM7ilLRjzAVAo2ql2w3NEP3xQSCTfaiP/0Mkr8MH9q6LkWYGnyo8rXK/+D1Q3+j6EmlkoNnPOm0WxmY9IVWsQle+v+3e8GXxQ3x9ECQjJb8Xcng8oGmuPAldjAC1fk5/rYgrC0Sx8MH0pzJ4UgyqhkeXdioRWNnWVkDxJX9Of+FtLY4HVDPlABJu/DphZUufl+yppesUwjiig1U30f/2pQDaqcZTetRoH1TMUj8blOAhTL4CwpAkjHmjRCkZdj1nOU7dOpDqxDg82JT8SzWyvmJek+qZIdi2AOAlgFIhlwM6Db+LeVRbdMQ+0jGbiMGkc1toOrXWwxmPpLXpvse1maKmHA2EJA/tl9wK7ezDLHqbz5RiqI90OHrA8r/ejwVhEeVxHSyyAW1FhCW7CPeMp8TXzXLS39sENfU6q76ttSYBTBaz0GrxauKXAUtIc588oQKvqZKXx4rp+xPMP4t54/Y/fhOv/06tw/b9/VQq3zg3AbfBFJJtfGHvC9T/xSlz/X17x4DXg46AErAkhbLMcS/sp5X5uFGBWEYRB8XkFfOl3We+x1Xp2oCKS1BhW/pmXBGkB8sXyeYC0u7uLJz/5yfixH/ux0fOveMUrcPPNN+PHfuzH8I53vAPXXHMNvviLvxjb29upzLd927fhda97HX7pl34Jb37zm7Gzs4Mv//Ivh3MP/t7wUNGRD9hhkWasFFG9XseFgHsCk4FbMu7Z28Sun6Jjgw4Wng22sIQlSqHoLRn8+4/8Mf7FDZ8L9gbgDmQtfNcHXzAAv/nhN8PjTbjbeRybzvFR7Sew6r+0nfV34dBj42t7bO1ncr59o+8nzCcF3yOhbq/FyfkW7KyH2w1mCxRtuIfO5xLSloq+L0OQU5SaEcSEJzVJBfFIUjjReolZi5gbijRW5VtKz1FrLlT3jZJmNg8odxCwGos6ByAyigF16JgsA/Cm/e4MBzOS+h2p9p5Pmx5Koi4HJwCAlIbBIDl+B4aPShOmyDTqxLgsTBowZOYKMKq+C4/mqZgqqViaS9GPSM+XAjzl+uSdJLWMZgIrKsBYapBUlMfAqutLuxwaf+8AxkwDx7Rccj5osBjem2q9CONMTBXZBY8xEGBNiAJr4OGU2Pph6zvjjXqA9LgfvgUUI14mbYrlMh2Izv0Wpe8DQEqIzDBC3jYAcFH6z2GcEQHNHrB7jcXZRzP4eI9m1mF9bYmNyRLHpnMsnYWPL2XPTXBquQFshGiIc27wa0/6aXzTfV8AszaD2ZyCJh5oTQIzhVSOV766AWCvmU+Z7iw/KvDF8ZqBdUGcF+TVsstIWi8YStFIAVljAKJKa6zNA6VepRUZExWParFk+K5i3Kt5yRTaAyCY9+k+0GtCVSfiNiPa0weDbnj1TYXvrpi5+2kwWyXVB2QY2A8Oymaze3Aa8DHSZz/vpqCIcj5ZFhgBYM6DGwOOGi8RbLo2zz8AyTxxkNaFBMBV/Uz6w/l//hdIJ80GQF0eH/V4OKIHRmfPni1+T6dTTKfT0bLPec5z8JznPGf0HDPjR37kR/CiF70IX/M1XwMAeO1rX4urr74av/ALv4Bv+qZvwpkzZ/BTP/VT+Nmf/Vl80Rd9EQDg537u53Ddddfhf/yP/4FnP/vZD+KTPXR0pAE7JPIj0FbzOenjAUnGSj2BO4O779/Caz/6TPzz9zwfW2aBLTOHjSuFQQBhjj1uaNZx9nmfmSIfsnN4w0ffid/88J/g3m/8TCy4x7bvcJ+f4jGb96KZ9cNQz8JwFsxf+JBT0RBXJGzWCrWVgpF0nb63RnnIxys/qZ1+gm960puxfu0Ouk3OGz4jmnnmMMwCmJL5YLJDj3evnlv7lIkU1DcxSa8AsFYDsCrR8sD0MIOvganLWKcJ+Kq1kufYFca0X/pc/ogmI9df30+f12Mj+YQVG52+R+mrcyHJOC66zPQM8r6I+Ga6ctyPmhmNMWzIjFoxbxSRACbd1dXwHpxHdf6gvqQcCbRYPDRIix/9DGl8put0WZTvL77zwdg7YCjWpoR6TBg1No3xQROGIBRgDmIWYxjWeBjj0/XWeljjozkiEkP6m58zLjl9oOQnYb3w4sOpmfdaiwVUEzj6rVkOofOrOcQ2JoqNiZl9CywuA3YfAbhjDnbi0DQerXFYb5fYbJZYbzpMrENDHr03WPgGng32eIJtP8U2W/z6rW8Gnz4De2YPdumzdsGVoHbl/zQmlZluJdEuTBTTR2mvgKHvlAY58VzY0ziFHafOV5Ebs09Q6t40VsN3H9dvN0WRmNfb/N/bkfYg1+ULgZn6NPnj2/zfSxqRA3JRsUFY+2X9jyanXGt4PwZ69I/ehAQ05DlsbFcTfKlN47IPJiFE4ZwwTHPhVDmf8U9uRruv3rGAb9F+9hwtDsJHTLhFOCp9LOA+m/gjrWfF2qs1molXiGVqIZMPUQ+pz3xMcF8IvAP1VVTEI3pAdN111+H48ePp87KXfWx+ibfeeivuuusufMmXfEk6Np1O8Xmf93l4y1uCldc73/lOdF1XlLn22mvxxCc+MZW5FOlIA3ZYdC7mlJFyaoktPhNAvUG3PcHtf/YoTM4CV33qAh0ILRhG4WUPBtjjzTf9BzznF58KjguJY4897vC7338TTnuHbbZ47+IaAICRDSMyTamRhrOkKLaNPKU2DUzsqudITtORWSrMh/R1o/uUbDhKUiXXGMaXXPUePH52B37gSffgRe6r4G/bhImLN6Rpkf/mmPfMiwRbO3rL3Ug9Qvzim1Cfbyht/l4DuVrzpZnbGgyteu/n0hatYO5Xly/re6BgKDOPgLwDIsB5CpqL2BgJklBcF68153qmh4oic5l/c9R8BSaAQfH9qmtqcCXHxt4Dr/g+VuZ8ukSY2rE5VWijYvHa1IoxKFNUr4QBDEkyXQogBuNF/R5oNkf6pPAFlP8rBAKxVeGfp8H11gRNGZjCmDKA5wwyH8xoiGwC44VacyFrnMzpsa4V4YR6zjRXBNDawNBTNGt1U4Q1o/K7XW86zGwHgVzgTQABAABJREFUrxrRROZ628+wZfeTFmzOPXh/DrO/DH5gExO0utqnFSg1VCPPkJWu4+MmzQWuPnKu7ouqX9LYiv7PkhIiaMJi2ZFojVoYUgRjiPnUpAwwBF3F8l6UKf0cVw4hvVdpy46oraa0R1OuM17HhlNKgo+HbnzVzeBpOT8L7U4UhpFBslJgjxCFkzzWZqs1YNf/zMvxoX/43R9X+w6i6ZkAskwUhiICd/YUQVjQism79U0eH/UY5ThPtJ9XqeHCcJ/l6t0m6SyFseYoAC6fy9PImLmYieo2X2CSttx22204duxYOr5K+3UuuuuuuwAAV199dXH86quvxoc//OFUZjKZ4LLLLhuUkesvRToCYIdJB02aCLpgkEOjOgpSm/0G5MJi9U++/l/i13/pP8ESwcCgY5dCOQMGnh3+20f/NFW7YIdt77DHBh/tT+C27grcurgKd8yPo20cOpMXROooOamGSUUF+AJKyWTxTMrWKmzOcTWtN+ZzdUqqt1pYCbATh2esvx8nzAIdGzztk27Du9Y/Gc0CgcFuACgJFjHgLEKuEWEA6ntRBmE+hicnH6R0QeoapHQhubKYI3Iygyk0Xys2hbxJj9xfMd5ZGzXSP2N9R+oajDDKdfGK+U18uwJfGoiL1iGqKgZNKn1fzn3/h4I+97mvRBMlrgCQpPydAzUmaAsiEBeAXjCVmumpNua0lwsWqJjSVIeYoBmsZvSA4TuVrh9jIFQb9Dgq0gvIb12XcCSjzxS1mqMmw5VvEzK4IHABvKVtGnyNkVHjlJlSVgw5ZigH8jARhDlPmLQOhgIT5/2DB8Ae88qbQRzmvLeqb6V6EwQtYAqMtwa68rzEhSmYhMwP7yqMMWo92FNIgcAUmHQK46Tvw8WXT3dDBS4AL8+EhjwMeZzst7Bl5lg3C3gm7LHDd/3l2/CKp/5t2LUJ3NoWnInAxjNopH8Gr7h8deUxvW5xHkYi2OCovR1odeO1yW+SkINvMIKmKwFv1ccmdlzS4Gbg5SXXYpuPjd1rjBLwGrluTMhRWNbXXSg5pgb5pdT6HPcDO/k41ShjbWXk4DBNGHPGBkbBO4KdePieYFqPZz/qvXj6b/9rvP1LXzqo+jDBFwC0233Mx6mCq8S1wnQ++LXb4P/l4r5q4lqVNGFd6IMU4EgJR7JWWuqt3tXIXksGwJJgOoJZqpyrDBgPmC4K4wjFXD6iB0bHjh0rANjHS1RJBZl5cKym8ylzMdPR8DssYvV/yOsoU6W4uXkBA4BZUpIC7j18hq+97pn46kc+E1MK4kDHjDk7dOyw4B4L7rHHHc74BXa4x4IJ97k13NZdgY8sr8DJ5SYa8pi2fWbcGi5AROFEnYWAysFcfYpnoSxVGre3G/1aM3q1uZuYIz2+XaJjg/v8Oh61fgrzq7LflbeUzHBkEw0mhMj25eL3Jf/l2ZQtumvD5uCmBDdF2CgmORqTLNbZ5+tjAF/Vcx+kgchlMuO3inTAgkF4eVUm1Vdcp3/nzZPEBEzMwIx8uLjuMAHYZz3/pvMqRz2DnM/MaApGExzZyIUAHTrZNpA3ZEC/s5EbqHmcGEvNjLKK9uVp9LWPjomBUw6XZWjYLrb1+8vfS8n5EPhzLTBQc00YnLEk32luynd13FTjLQQ/q4+V5wPTE7RedcAOqbs1Dm3j0DQuhKZ/EOixL78ltNuV5sllPygwhpHzI5STUSOFqOeGg4atCR9ufdCM9TaYXxLwlK3bMDU9gNBnjQngCwB2+hlOu3V4GDgQ5kx4QruN3/yr3wfdexp2t4ddSOAlQFJrFO06qNvqPSmN8WxyWISsrz8x/UJRZQQ9IfF0NEFcuhA4xIVPMnVU7UtarzrpfeVbmyLkNcEsL5kNavNCiWopQkOJSikpGyQiXhJsIJseq/uwCNoiEEiArpH6ELWaIXn4bH15QGefm1gDDAk4xchtR16TjfUwjcd0tkQzdfi0R9yB66cnsd6Ot+EJv/6DH1fbzkV26YMGbOHC++3FgRigzgOW4KcmCDcnlAJwgFSUYQv0a0HQmfucM/iKfEc2E1e8SBqUoU7ha0xHaPYIdhkAl5gemg4wS6TjdGSCeMHpmmuChVatybrnnnuSVuyaa67BcrnE/fffv7LMpUhHAOyQqOanEtUbn/6okO8cJYD9rNz5pzH7pwfDg9HBY84OC/aYM2POjCUM5txi28+w5ybo2eJsN4VnCky0OBvHjWvgh4S8QWmt0UBboJjQDMJW9McYRyBM3wrmpu8sLAgOhLv6E/BM8Osu+2wZuadiWq2Snqp6x/y/BLD1M0rgSyfhTSGqAQVWFfOqnqPw96pA2eA7qnK5lSX4qvqq+Hke4GfMLKz23QoMYbiv623K02SKkODh5dah8h/M0OA1vfXnX3jOMn/r/7opSF+rsNakfWRiYASWZMwHCcvGmFgFwPSnBGJBY0IOJQijsrKVPoE1VWNJA62k/dIcMUpAljSt0vSDQD+Fhyv9mcbbJOfLYBz5/qvAV1kug65chz4OdNGG2CpA9Mmv+4EDOuxgevwP3RKULS6+o0rrJQwdSx9Wa6Em9lXnECtlcWCgyUTgFcEXtXkgETFmbYev2PxL7LtJbAJH7Ve+55xbOCY4NhJPBvvcgff2YfeWMJ0LQEeGQeUHWY8zHbQoh4dHoR0YyADqNV3PAeT/xd4Q2xI+ASRq/6ACLOr1OALY0TDyChRlzVP+XwTWSQIFCRk/Mu/UnqZ/Fw+tywgwGhO8Afirr3oxPla68aabwz4s7RYaW0OAJJgUAcVms8Dd3XG0K6KEvvdrvv9jbtv5UBh3ytePlf9ftDrwDYX9ZZqBto9ATMz63RQ5CEr9XvR7SELJcr0LgpB43hPsnokRSBHX5fA/gDEGiR/YpQDAaj7xYvg8iHTDDTfgmmuuwe/+7u+mY8vlEn/4h3+Iz/7szwYAPO1pT0PbtkWZO++8E+9+97tTmUuRjkwQD4s0Q6gYvyT5i38KM0RV3rdBUrN7DeGPbn8HvvwRn4l9XqCBhY12R9scJKgdAx0T5tzAgbDrJ9jjKTq24eMtls4GSevEoQfgewMzDVI13+mss1AbWWZMktkGKJutyTN6hMiC8qAMrGJgas2X/E9mRonBRJK8z8jhVL+Bqelhtzq0OxaSU4Q6BuICzxT6zbWhTabTdvz5/q5BdApGCoebco+oCIjBSTv3R2IyalOUg2gl86uuj0zwAHwNNt+yX8cY4QIg19cWv2UjywVt66prKZVl9U6FYX7nc34YF5LswkcNWNjsxfcLPk4m7wFrM8MGDPuU81wszmsQoxlRRjZF9Ah+GbGezCxQYgCprntsWoyZHUrj5KuAr3RA15sXmNpEMZ2T+Ty8ebinAPF0P72AKYYnvnuKZXTQjRpU1WHqDYWgG1K/zHnx+2JmwBs4Z4DIZHomePexmSE+7odvARjwMw6O+AzFtMe1TWsV2xjKT1JV6HmO2Ee6D4vFHCkYAjMFH5i6LymYWn7zo96ED/XHsNdPAvgyweTSgDE1PQxxXLsbeBgsYeDh0cGjf/KNaO88A9vaGN2zCeCfginieYH8NJ7DCwqmg4garDhufbYYSD494oMENW+E4vwKWoaYBN0xqO/BxoAbE/rDDNtRBL9Q4ckzCFNmheqdhHlLZUMi6CpI9Udt0puO6bIKTCZTxJgAOZnmP/DhiOt/8pXAxONDL/guXP8fXoUP/T/fAT/NwTy0aWRyiTZl8nJQiBQ6bRzWJx0+ePYKAMCp/XU8/td/EH8dAdf1P34T6PgSt/7f3/PAG3qe9AVf+HI0Swe2BmbRgY0BOQe77MGtjYMlCowtodsK79B0AKKFCfkYbGXN5z6vgK42Fa4DUJHwHUAeWwuD2clwvZsgRTU1S6CZyztkeBDMx/Aej+iB087ODt7//ven37feeiv+4i/+Apdffjke+chH4tu+7dvw0pe+FI997GPx2Mc+Fi996Uuxvr6Or//6rwcAHD9+HP/4H/9jvPCFL8QVV1yByy+/HN/xHd+BJz3pSSkq4qVIRwDsMGnV5I4MkjB1wcY+LihyLGpouuNB8gn2cBykxI4ZHTP2fFhAPANztphzgyVb7PEEjgmeDWxcnGa2R2NChDEfzbFs42Gtx9yZDFIKaRPybruCsR+TijCPP7pmugbmToQIQnNfGMOYUgOLBQwx1u0CD7/yNNq7rsDuNW0wd3EBHKRLJaeTi98TwMnfJeFuCjFPIoFDmdAzMQGcGdhVG/gqwHkQafCl+iidW3VZda9V2kWptgC4B1yfyqR/Ncefy18M+5bpSt8v8fXSGjCOYDyVqVqusY82UU2aLjmkxngNxtIr9JTNh3T9qtoCGNVEPBxLYyC8OIBS4MFlygGpt454eF6gf8VLLgO4lMFYSjPFfN5HgCf2+hpQWvIgIjifuXPvCcZmrZg/D473hlffhFu/JWhOb7z5ZlATfVk5B2EhRmmmFpnbJGDQ4dGpTOC6kiisVYkpZNQWeki+YwT8lxd8BT7rP74THoSJ6QfaL0seFgwXTRA7NpizCzx6z0DXgToHbtowXhyDjDKxTmMs/E7mhAlQoULzuRybWKzYn2K/ja398jXWLRppEYSQ42QKyBT3GV1F3OfSuqs0W8XaqwBxKStUD6zP1aArXbBic1L9ldd4LT3I4Ki85tzr/qP/3c3wMx/SqAB41E+/AtQQrv+Pr4rJglEIAsL9hvXI+uy8gSHGidk+7tvbwAfPXgHnDTZmygxRNLGHTNTH0PO9BzUAdQ4gApvwABzdBPo1AzcDyAGsog5zC7hJMCeVVDLF+FXfBzkLwx0G++jkPovJNtBtIMumGFHjFeeoD0FsLplcYJc4/emf/ime9axnpd/f/u3fDgB4wQtegNe85jX4zu/8Tuzv7+Of//N/jvvvvx/PeMYz8MY3vhFbW1vpmltuuQVN0+B5z3se9vf38YVf+IV4zWteA2vt4H6XCh0BsMMiGlmshdRmJ3nAisWeYhjeNaBfY/zW3rX41dvfih12mPsOMyJse+C0nwapMjw6tphzizk32PVT7PopDHk4JrQx1mprHRobHb4bj9m0gyHGctEEKTNRZBI4gQ3ZAAsJvGxUDFBP8ZFEiodxkBYXSapPxvLsZUVGWMAdwdgOHTsYAiwCU/Kch/8Vbv3hK/Gef/skgBl2vweI4GYW3tpgSz4Jddo5kl+C3MtNsjNwCHmLUf8DCU+c3qXVC335usbefaEBHQNoI4y0Nv9K3wWsV4zymF9Xvl8VUIFHytHwmDCBGYMo0FU8EGDMhd25Pve5r4R1mStMG2vvswZMVDB6DAB5bmomU79brOCrGIGz1uPfq+u8Ok+y6+d7AivWhPiuC8FHvF8aOwpYHah9TRqvCITkhqZ8f6tAfw3ExjSnpK7RgTYEfFnjk0atBv6NdWAO0Q6NVdeAAeNjVHRK11vr0TQOy2WzMqLbjTffHJlbwqNvuTma5MUubII/iFfJXX3LQOuD+bVa37IQCEU48DTXTNAEsTLTBQCyvngXwUzRDDSAEkL8q3/69/DHpx+Diekxsx1s1H51HBjry5pdbJhFsmCYc4Nd9gAc/tuv/RS++klfDJpMgEkDEME4Rj9R/ayECMW4j0CqSIKMaBJIeYYnOYxEmo1jMEXGjfXK3KE4L0wH2Dlnv684F4kNYExmruN1YZ+jUvuVgm/I/hOvSZYYap4wxfk2XNtGBRlqHxpQDb5kjjCFMPAxV5zWrsm7vf6/vAIf+kffOVJpID/xcf8IOe+IALQeaAHuDaiJsTCZwNX6UrQ13tp7g/t31zBrOly2tocP3Xc51qYdHr55NhdtDj88vZ33KdgRdX14ib0DjAmaz6aBnwQgtn8V4KYMu6AknAi+2gw/i7yDQxZyVhGGi4BVan0s3yWBrMc1b+/RzwzcJIA+toBZAM0iat9kXNXz4yKliy1p9MfSls///M8PFg6r6iTCi1/8Yrz4xS9eWWY2m+HVr341Xv3qVz/wBlykdATADok0/zu64CdJJACnNj05Fq9r9gk/85VfhGf/7mvxW7s34lS/iUdN7sV17X24z21iRh1m1AVTFbaY8wRznmDbr6Fjiz76U4j2a9L2IGK0jcPla3vYWU4DE5KAF5L5oVjiFCqCJFJS7QRAjmIyY87nig6oGTsuD5MkMZUyjM21Bc5wh44N1s0C236Gx0zuxSMmp/DIf3MKf/RNT4fdWQAAzFoLd+MEy2MiTST4OcALJPMV30Q/rzY4/Up+mZR/JOV1ycxaqQnMv4eS0OHvAcNcl5VNfgx8jdEq8DUyvgrmd8X5VRgyv7ZcZuBTchAAfZDoaf/sFvTrwLt+5P8bnCMVeYs8Z2m7czFCpkmNZEMFUzqgciiWZQRHybyUjzBKPvcNmch8x3lEXN1Ojwc9plDWUTSj0qgV4GvVflaA92o+6vd2wLgrNWY8cr705dJBOEzqsBR1PlpZU1EPxbJSDzsDnRahiz6JYoqo/a9uvOlm+EmsR5K/dvmGbBluy6HZNVHDEt6JbxmYeKCNrUmmqXU/q34gLvrAWB81XqXpZdLSGYDYB6tsNQ/JME5s7OO/3/1pMQfYsgjE4T1h0y6wYRZoyaElhzlP0LLDjIPTyoJ78M4uaDqFWZ+i2euDlmFmEhAaUG5+ElgU2lwEwEOgNK6D1iCCLsqCLPEd4zj2pdtMD7T7wb8GPgZj6GMAHGQg5q2JJsMRPzWo/G5jug8gRZtNwGsQJIWLuT0w3S3W2YpqgKbKiTaKHBVgQAB1AtZy/QFh6K//D68CtwwSMCT1yS2tK/dRCg+SErZzWFPCawsN9J7gvcUd9x/HdNLD9SFvnN8K55/+DTeDnuXRHDIAM4s+rLd9BF7eA84B1oKcAU+DYHS5ZbA8ocxI5X21OReb5nlSf9PwWLxSdZb6Hb+22z3ADezSoJOiDmj2GXbp4VsT9w0KLgZHdEQXiI6CcBw2KQZrYJ+vmMJaoijfzQI4/dQr8CUvfiHefvbR+OjiBN4zvxbvXVyLPT/Ftp9hzi2WbNHBwjElyannaMLig/+XJR+SflqPWdNjZvuYCDXckCLwIMltkiIfogQUuu2E1cztyL5UOubHYkxDsEDAwzZ2JOcoPAwsGHMOkSCftflXaD58D+jsLujMDuw9ZzG/AnDrHn7KKZqhMJ0pilYLuFnQkrmJRDzklPwxBd6oJW5qwx2atKzegA8GXxhngqk+P6xntZ8Y5+YmrYRmkmtfneG5dKxqtv48FDnA7IJh94fHP/t5N2W/LxlEHoEBiGaI4AjogQiYVrR3ZMyS+tQmiWMfXTZFSoymbwCGwGeEUnfWIEgfV+Mk1YuR32OMZ8W4rmROByCNh6dFIp3aWY9NxCiHIcCEiQ9hImhLkQ9V5wf/sDIaophaScJm23g8+hdDqG0340I7Et5xDjntpxyCbvRUMPQpzPUYQ5cekNXaVPYHpaBFec6kgDWqf0zK3RSTNsdns0pzvGaXaKP5oQVjEv2/AMDAoyXx8bXZHBEe/mmfHBjfRQe7u4yR52JjD1qDq8TKxTvT1zNiAvN8TQrUISBMzw9GSGq7zEKRALgYcD4GQOA0L4k5zUfxwy2SHss+OQa+Bh8d1VDNkbG5cC5ANlbOlGN91XXX/+zLB6eu//cRfLU+1NN4mNbBND5/rA9jSkxYax/DCMgGxCFFw2LZgH0ITX92MQMQ1k0YxnQS8oM9+heG4ekfDKJln4A2vAP6Pr7vDJDchLDcopSDUUB3yvkl4FXmmbxveZ+mNqWsv1fjAsD8ignswsdonLEpPvSLiWaIRZqdIzqiC0RH+P+wSC8k8rtaWxnIvFD0WUrlJG9FB5y+kTC/cYEPbF+By6f72HVTdN7ieLOPy5sdOBjMqEsb9a6fYuFbOLW6TIzDJEZKMsTYnCyw2S5war4eJLrWw0dp5zigoLAYipQU6vnkGV1wUmcbpHaUJFfBdMdoKaCuWTRvwrRGad+nn7gtVAtCSw6PmNyHCTk4Jsy5xY+/9VfxzY9+Fn77I3+Ke9wO/sWHvwp/9sHrwJ1FZ4BmLzx/PwtMWD8Duk0BYFHSWoMqtfkXwGvAqCoANAo0q34cbP4Z+AxBGAbmS1K2CB9/ABM8uO0qAHfA94PooTBBfPtrvx2f9fyb8PQXBLMyiV7V7jgYl5k4OAZJ2Hlh+owBoq+jWTr4Nix12hyVTZDcJ4GqaH8V000egPiTy7xErkPXJeaIyadTgTfWmpYa1Ot1QsrU90BuZzgWG3kQCGP1v64LGUCMBrgY03oJ0FAgaiwQh4AME+/pmWDhg9N7Yfo4bI8lD0tABwtjXNDWk4czBj0FZuyGn3sZeGZBnUlrhlHAwM0CY9fsBKebFF2t4aD5Ggs3v4JqoClgSveBoeDQn/qKZa3M84QIaKzLfROva4xLm3ADoCUHxwbHmjm2zD5Ou3U4MtEPLPiC/dqv/gT+r8d+PgwRzGINwCZoswVJMKLY74WWawR86WGWhrzKK8YGwUfJh/aTzxqnJHBwADVhn2oW8R1E7bSkgyBP4BgJgRwXZnxsgxAsab9UoA2O86o0R6sbXD3ImAAhObRReVz9TL6ahGxqKmAcKINk6T1Bt6cinvkQcViEWgm4I5mjso+RTQBIsBNJSq6BB3sD07jCtJe9gePgA83O4J7TW3j0L74U/OUEaxnv+vIfwqNvuRnT61cnav54iKIGzBCFNTdpVz24MWAiLDcN5leFuUee4Kd5XfQWIbR/7HwRjBRBN/Q+PGJFUwcPAoA//tUX4kuf8v3Yu/pEioBol0C762GWIeqZb2iYL+5ipRVCkwtGF1NbLnE6AmCHSGMOwYDavIBgwmTy/iASwCSBtcDyBAPOYOEa7PUtGuNwv1nHnp+gYxuYGgt03MAxYeHboAEDwYJhYoLPhjxgw+a/3oRFWRim3jLQR6mt5WKSCUPJMVCHOGrDhY0tmYHEzS74t1UbVFo1db368JARff/uw7C4LDihb5gFLjc7AIA9DuGbT7oZfubWP8D/Xlr85fI6zGyHq67cxn2nN9EzYPcN9q6OUvEe6DeAbpPLyFP1YqLbrDbpwkS02rxHkzmOaag0+FJjY2D6RRHoKoauAF9qAxrcVh8fC3gy1tQDzo+dsyZs7g8FvfXnX4jPft5NAIWgG1YH3pA2pqiHyEwfc+DReg8LoF9vsiSfqo2XstQ9+WYW9SNG6UMZ0ABI4IqAwq8gf48+Q1ytB2Pga2zMqDam/+faADVAG5AC/PqSJAhQv1EBkFR2eH0CXyLQYIKPvl7WeDgfNNj1NZqs8SlgBxDSHOx3LawNQIwMwzAnLX1Qj1P2o6XgM+vXPMzcBFO5qP0SU6eUdkMzNSv6VpsfyroofmsZgAaA6X14Xl2VMT7lOwvrbK58vclmhl4ZoljycDBYpwUcG3TcwDKj4wZz9ujYYQ89/uZlT8bjvvfdIGaYaQvj1sCOQxYTSUSvgRfys+Xfat0R5CZjh3THhOApxiH5LUtYb7JI4bxTUJx4X6ScfCXSk/v7hpIfbsrdaJXWawzo1KQFDfJbjSu2OtCCBmPxSAXCii/1Ol/VXYACEK7/mZerEwxq9bySNTleUfhG1vV55PCq4Rh7jAtK1DHXm+BjZhm2cfjk1/0AptcD7/nqfzO87uOkL3nmD8F2PbBcBrPDPmhrYQzQtmHcOQe2Yc8FIsCSboh58iTyJhoMgRcQpThln2tgOtif4s/f/osfDGlK+pALrN1h2LmH6XwYAlO12B3REV0guhTw/6VNowy4osiw6cSwiWJ4XhCAntA7i54Nem+x9A0WvsG2CyaI8wi6Om6CJowNHBs0xqGN4MtQyDczsQ4Tk7Vh6Xath2m4lDpppl9+i6aAkCKJFfb5jLwxcPngVK97mgkq7sH48NnL8FG3hY4ttsw+NswSE3KYRdOcJVtsM3DWT3HaraMhj+OzfUxnS1Dj0a8Di8sY/TrSx88YPGFAbM8laWoKBYxseqkY89TcGkwftIavAl/pWmUOWNejNRBKy6CvXXWr0fqrY2PmiOF8ZrAz6Cs/DzWZmFfGRHtUNiFgDGIIbUguGmH2nMsS2T4GAwCGOV9YfYTqsRk/yURY+cEMTLF0Ner42PkBEa8A8qpN5+p7GvmxCoedoz49DsLvcrwcFBZewFd4HZSCbgAo/lvjB2NQwI3kmDMUJPxihihaKL1WMEXT4nUPv+6AnkBdeD/BLwxDTYrumxFAmUjMr00ICFKXi1Z1g2AjyScuttkaTn3Re4OWPNoIOF3Vl54JHaJJOUzIB4bQpy4+wPue9x/AyyW474FFB7P0hXlgaosew/Ej/l1yXoBaMjfUAC2Nf87/tRmingtipijATsX4ZqIiT5TcO4WgLxLtjoCvomEYrq1FuViHUXWNXFOaLeZPSjNRk16rVZ1k1AUKwGpt6eC6QqJXtot0zjERTDJpvDy8Tpog1RrG8fV5SOlwCETzHmAfgFfXD88vHahzOPMYSr6aRWCVFOlSjnE0N0Qy8S2EAWqeHmTNAUIyU/7jX30h7BKwC6Dd42Q1IWOVjwDYEV1gOtKAPRQ0svCn9Vut3cYFH3KRwHMEONQDmHjsdw3WWoultVi4BgaM3X6KnWaGCfVRYhpEvh7BF6wlF8xc2KCJZg+eCY1ERjQOk9YlBsIzwfUmaofCsbCuc9ICCPBi4hxW2KsNJW5sORx9bceNZGaXftfnDeP07hretPMEfO7me7FBS8zIwcGgRY85N5hzi9N+gj2eYOFbbDQLHJsssLM+R9c1mN9I4J7gd20wf5j54IAvTtYc2p023AQGh5tizaQPw4GrApqhKsplBrD29dLSVW1aIUEJDgy4of6PbVA69P+59pwcMrwMMKDreSgjIH7O174KplNtIIAshQTLhqKdv8uDSThiIDCKyx6MBnbh0W3aIHF1UfLkA7iTtAyFlqpgRJE1WjIWNJirXz3rLwdQzWiOnB/eZARBDID+SFl1nKr7DRga44vxRljRPn0NZZ8urcHSZIAEzKQ+GW+eCW0cV44JrXVw3mDa9Fg6i9Y4OGPgTDCRI+vhTUiAjdbDb0VEsG9hFwTTK+Y/mjoV2q/zYb4iYy2+XLqrNRDVIfL1/AuAUVWnwKcHoYkSAdEaGvggOIPBtlvDzHTB3BoTzDkGW1J955dLmHkDWutg5z36NRtMBhlRo8VKACDvMwet0HtPGgIUNVCizYsmib5B0oCF9B/xuwB1j+g3puZfvB8Mxf2EU9hyttEELEajhQLIQ+uJFVSM+4PHaMI7pH7rFAT1VB1Zl9PxNLXVviYgPp6T4zp3XB2UKZn/FgIINbYcFXUzU1x7w004PojErgrrU3gmazze+uyX4YYfuymEvW89PvQPhhFEP1Yi8fdyHuAuDwQAOHMWmE7R/meH5Qe3gH1JxJXBLTcCuAJfQYUvWNnfNcACYv8Wwyz3t6ZmHnxBp/f3IWekDznqzCEB08OgWvZwoeliasulTkcA7JCoMCPUm4lYF9RhfOUa4Vn04sIA94T9xQTzSYdZ06NnA48gET3Vb2DdLNBVIX08UwpeYYmTFswzoaEYjt6EgBzic+ScwRLBnEE3LCQWjSBMPQ4sF0lHi+ddsamlDQiUeCHxA0tFKUR7ur9bB5CZF8+UfNv2eAo44GyM+GgRnnG9XWJjfYFl22OxaOGasFmZxiXwxIxgb+8p+Dz42OmRQaz5swPXnMEGoRmI4ZXaLEVvyqXZVz6nnf5Hu1NtPkY2OdWPY22ozb80E6mBVwnehLF86FZgO/dpTvhJTBrbRSbRUshCLpFanC9eHHkPWnag3qFtDBaXNUjcSgRf5EOgCE/BT1Ck8oN5mBjZ+DHqu83/KX4f9NBBgB3VeBsFXuq3hCcVriuL1Yc3Gty3OlYAMQFf+TgRI3rBrATwYwFZxJxwAOC9GURDtJG5FJNFopw3rI3mi60NvlEuCnrImsC0dQiBDjzAvYXdt6COgj9RNJsDYRhYB0i+Rppxzn2S53Ch+YunJXCQfnJSzzTWT/Jc0l/rZomFbwACerbp+MK3KY2Ij86xsrY7EHy86+/c8S4858u/HrjtbpjdBex6C25sGMNQ2ixlhsgCwqu9J70jeXzx94rXUDQ3N/G/J4JJfo0I2uXUf2rhWqE2Jw4pQULYeU45G1kFfSoKj1EllBooZWlkIoqUheI4NxxM6VU9qejYPEljg0rtVhLQhPlCBvCOyroKoJWFa2NkrM+mqYyBdlyuFRBWtpHxV1/14nDpVp8FCA8mRXNvZg/yUWDrPHi5D+57mMtP4D13bgTQ1eiBFsefPE+UhI26PQDj5oayh9dtisBXvzffAOsne9hF9BH2CD7DvQJ8R3REF4guHTHAJUiFwz8habQ0INPrEjGGUaYQ94veoF9aLJ1F74MZootMS6+iZNUk5i0GweHbqCQOIRN8yM0zsQ6tcbA2JwXVe6dmykQDJh+y2bGaxzYtxAVV1s9aS0PZvyktoJEpu2Z6Bo5NYX4DIJnmzLnFnp8mzZ8hj8ZEM8vWYTLpYScOdtqjmTo0rYNtXAw8Ik71Pkd7TNJuLl7CoC/k5Y1I50ZpBYhK9chXBcxGzS3UR/qy7tMxvudc5oMSFGBY17AN9iFMSmK6ILEMUQ0B34Yliw3Bt5RzFfVRJWXjkmYiynYe2NuH2ZnDKk2azLWAuSl9LzSh9TBQnzLaYcUjVvWkua+Z/9FjY5Xk8nl8jYCy0e8r6IAiY+OuND3EMCGvunYMjDXRBNrGVBg1MBNzRK0hKhITR82YjUxzOifzUTQMSwL1SKHMTQ9QiN5edm1iojP4Gq5JdfmSxsCXHD8XNeSLyJAW2TLBc45i23GDNmrJnBI8OTAWHHx4f+6//SR4vgAtetiFy4xlfMSa6j0GnouPBmbpu2i3alNDFzRhtdljNg8mwJps6qX+swHcFGXQDQFedRdqkxH9IMhlB+aEcnBgMy7lDugjvVZWc7ZYHNT9c93hFI+5FKygVSbeYsJYWE2o/6vqAIAbf/mH8ehffGmIuhhNZ2/8pQcvGiKlsPM+mMIuu2QS6/f38Y2vf2NeSySyskH4RO2XBOgiyQeoNJ+jpvLpXH7mslHDdi63CHYRfRNNTPSszGDPqWU9oiM6RDoCYIdIhT27CSYwfizcrtrozDJ+dOAiAuAAv7DY2Z9i4ZqgAZMNmQk7bhajIGbAlRkaFYQDwuD4pAmb2h5rkw7Ttg9ArHGwjU+SM+1AnE0typ2aGk523CmHWNpMKW5KBAFW2qbdxFDNxkr45uwb8gcnH4cPLh+Ge9wW5twMQOZeTDqtn70hj1nbYWId1qYdZmtLbG7MMZt0aJoAMq0OAZw2COGqUX3Uc44xyzU4Tb/LDUWXHzMDq31u0rWGB5tvDZJSP9LwU29Umrkd2+jGN/h8r0lTO1MdHv3PN35XjFwVwNdyizC/ooGfGnQbNiR89T6GoPchAEFN3gPzRcgPI8SRQY/MJRCZScW/aWYV6nvt96IFLSuZLj2uRsxxS4ZyFfBa8VseaBWpsVgDK7l/1n6VDF/Be45VHU/U5odCArbaKOCZ2D5FA5RxGCIf+lRPEboeAZwte4vGejTWxbDvCGvqJApPmGDnJgVMET+lZi82xFPVRaGdBwOmai5UX4v0Gak/hu9Bh93Xz73wTeovg6zx0KbkLfWYkIMlho9CNsfAnB067rFJE/BiASyXMPtL2M6XY1JHP5QlWyKISnAMfV6DsJhjrwBtLgAx00e/zC5EmJO9gU0AS2wJsBTy8RmkgcKWQvANSykNiISgzylPKiB1Dhp9hWN1kIqsiChIqLRHA+HaGPgq1nhUgEHqplhfuf4OhRvDcxpMyd6IkbrTNcaP9hVFn6piH3uwyLnwAcB9D54vwMsOJ//BU/HvPvwW/K+9R4Y9vfWg1oV3a334CNBS+34NMus9WHzD0lqp9uMBgCXGY37lJQCAvWuA/SubEH3TVggXl4gCLDuaXjyfI3pQ6MgE8ZCpdCpG3GQobViJIvOmo6wxhc0pbJoE7gy6RYP9ZYs+ZpiXzXzuW7TkCvOwLFk1KeSx9wSJqZtDIQet0dJZsA1O4r3zGSgRgUk1mLIfkGi2mAFqEBgdWUQTvFd+FMr5OEmyInBgAN6EOkQidtf2Fl5vPg2ffcUHMFu7FZMkETawxNj1dmA+1xgffEasSb/F9HJpLJxTpkxEcMrUgxMipnQMVP+vGGT9vzo25ksTnk3K6E2Xy3pQMczyjJUPVu2vpUPz6gAIta9K/X0spK8+TxSCCfzxF//bQZnDJN8YsCEsN8OHPOCtQbdB2LrVhySgfQ9YGzqjd4G5NAaYtkErRgQzdwE4yfNEZp1kT8nuFYE006rmceoil8/pBKOAqjMdQCnpl0Jj4GqEoRwzCWU1H1N7i8rkX/VOC6Cf22JqYKibdQ5GUmgQbEPdu9ZsOTZBOyZriQvjT8r0zoR7cNDWy7MzA2Q8TAPAevjeAh3BLClFO6SOct6/dVGTqodCHtPiX8OeihQbtcRdLwkHATfxwdH9GcAXp+f1IOz5CdbNEg4mrk/IaxHCmj6zS4CCkG3JYa0LzYxzGj74gu3swcymoK1pkvYXbZKmSJTC+pzyEWMWgEuZcU9AWyZAEKAFywfKJoQCvowJJr0xPUTqdWPArUG3YdCvA9xyDMDByQKhmGN6vZWxzFSaCaMuo66Vc0mLpte98v/KutR1YyZxHPcrEJJpu/YbLOoc3Hv1eqvLjvG8Zbs5P66a294DNLagfLzU96FREYj5GIjjl7/3lXj99hPxW7d/SvIB7QH4Xsn64xDMaWk4tDE+5wCgqv1HjqXAN+cAlf01S2y8MZaR29Vz/IiO6ALRkQbssKie3IqB42JhL8sNLCYi+CJHIWCEJyz6BssKeIjEFEChJbLVAlVoxpC1JMIYSKQxHT65MAEACsmaNuEJUi7ZSIFaYihaL8mBQsYX2i6JGFY7vHsm3LM8htN+fdzMEqbIeQZksyaRvjfWJSm8hIc2qu3yTHnTFM67flflM+VzilsPb7KU5qHsL6mrBl9jwCjdbkRCqk2yDjJRkT6pzb80DTf+obT2oTQ/FPr93/tucEtws+Az0q8B88sIy2PIUs0YATEkBu2BxUJ2c6CxgDUgZthl6RuTXnMdAQ4oNV+cv6dhzeOfgVhVj52DvmtGb8W7XPXuxu9XHhtcW43DwTUj96tBVF1mFTAT8zpdh9YI6ZxaUr/4rErZzpuU4Fk02MLE0cLAtww/CVYGIIAbxvJ41JKdT78NFmj9jOdxeaRVppQU1yQxQZT+0Ot48R0UwtCLIA3ZDNsxo4eDY8Yb7vhz+P39EA2xj/4tNcdep24oxuvw3EAbxsgaMYf8XxLbaqU4UdaAGRMEIXKMgkBlcZzgtfZLMdpCyaxQzNcZpQRkAJxGfhdjvDo2RqPgC6uPCWAY2etjV6wce6PzceweVdkxawVtPaHJjADGj5ee87jvCj6CogFzDmCP7//AO3HKTfHXe1ejdwZttJTQSckB5OTkpNpdPIeabyPgSz/vuZ7JTFzYP4yM2TA3iHHp5AE7ov9j6UgDdpiUFvwoKRNeUSZ+5A+TdiULhPI+I6GUQeCGwL3BfNHi1N46Lp8G+xrxA+vYYovmcFUwDkMejm0AY8ah9+IvFcPSx4iIHoTeh/DIzvqgHfIGzAIOfA425/PKlTagajOX/GFjZjxGm9UhREwLUmVfSPkFKPXe4mR/DMfMPvRuX+TQiaZLjQnPJMxMa1ysw6A1Dn45TX7XzASJ7sjMIDZRQpcKxJeG8c1YP1T9W5UpNGFqTKQNUjaUWHZwOwW+aqZu7H96tqqOse815ZDZ1VPxMLLdQ0X91MBNQyoBtkB3jEE9gRsbxLxA8vviZQcsO9B0mk1l2ha07NHse7hJSNBLjJgYVtB+/A7Fh/lgbuUMFZoQjv+LFBKKWdVdJ76fwt8L4CL1fWysjDJofMC7TnMQA83ByvedhB+rx0bJ6LE6Vo7FWvul69HBJ9J/65L2a+z6SRvssF0EXvDApO1BxNibT2AnPZw3cNaDG4abxRw/fQzucHkPLGwwj67m3WifKNxCwMD0V5tkDjUaJSM89o4MMWa2Tybhng123BQAMDVBg5B8vmDQksOSLVrqYYmjn68pQFgHH/zB+piTyQfTwBBlUBbr9BLS+MzrGpePw0oDpbVhQExszlG2RiGvmgeICd7nuRPM/KL2somJhRG1X43Bcsui24o+YDH5bjE/MIqBi5MpF+AAqKTHUAflf9C0DIIsrRJM5BuvBm0KEKSxI+MmndNza3hsDDgWGu50WD2zvjzVFU4UmmrDIPbFvT9u6uOa2vVg7xMQe8JkH2+ZX4X3nr4am9Ml5n2TrCqM9YFniEBMB4siWXur2xComFfls4YSojEbpoEI3z/4df86HbfzPgTgYIbpbEz+/SD1ySGSwqcXBV1MbbnU6QiAHRIlcwyT/wMIa6QJG2TIRYHEDAJICUVrcyZh9Hw0Q9xrJ7h3voHj7T48DDoPNGTDxq4ijekcMyZuJJ4kYaoPZomxrERFbKyD9UGNReSieZYJzu0+mgKZcBV7kzc00SikTsjPMRY2lkwGHCaGfDYG8N4kJqYxHj0b7PsWe36COU8ALAf9bcXPzbiQN4oYE+sS4ydmlp4Je90EMAFMGkOBpYgB9Ngj+pQgA7EcT1/tYtUGWiGmQmuozmVfm3ytBqKymch3TbWpIUbKFE2MbaxNCw8CX3Xgjpr+5EtePjx4yPS3v/pVmD/MwrWAmwFuxuiPuTBXxJelaYKkPZojctcDJ+8DtU16ELNDmJwODO9yywIc/MCYQlQ3AEX0w+QfRnlepukU5/VY7qVEca7LRxjiFHJZyuj3NdLnA2aN1f8xEg56jOEqxl3JrNTFVoEt/ZsoCD1q88QxYKZ/G2JMomDEczB7Fuq9wWa7hCEOIeitiz6vDY5N5wBmcBMTzamBza05tj0F8+cu1OM3HGjPgmdRq96giHaX1iPp/zjvSUm/cojxOAaAqKVHujeQ51fZR8Nzs6ZLORg9G+xzCKQ0NT2mpodBBqMWPqYRQQzGsQAAdHEjsarDO/Z43089EU/49o/ALDqYiYG3BJ5QybwpkJVAGFBmTFB7kURS1KiGbIjCaOKzMQHsOU0MNpRMF7M/ZsgBBgLczGJ+hUG/BvgJRwCG0QlUtlsNMPl9nuvYqMvK2LU09n0IpGpwVK+Zen7LWq9BX61tHgMQY8dRvaf8gIjjc6SeGmw+GGQIvD8PvofW4g13/DkMDD7qPG5bXo6eg6Bzx03K54w8Qxb2VABzAFS56INa0xhjKA/MFoUe/+s/iL/+mu8PTe48zNl5ECIYEwVvAB9xwEd0AelIAXtYJBs7ZemeMHA6CMeo2UGSUmIgSicPsCc4Z7CznGLfTWKSzvAqW3IpCbOrXq9EQNSREMW8RzRHwhxZ4pTHxppoHggk6Z52eC2liflTRjVCjoJEqmgEX2IyKPdqbPhuTTDXCREfDZYx4qMmq3za0jNRfiahseTTtX9H7d81MC8ZvJQhDbVd6l4VENLga/S4SN5paM5Ub1iF6caK+g5ud/4+Zmo2FuHuoaB+RnBrgJ8Cbo2DTw8F5s3uLgLDF5A7MF+AncOpv/9UuCc8Cn53L3A/fZDYNtsLTM72AaR3HDZmlbRXJ4nV81AHJEhUgKdMSeBCeY4Xc73+hKvyeIM6rufTgQznKlA3zvCNmkYJIBvUncGW1DUWybAeozUVoCzOTTEzlPMiBJoYlwCaIQ4RWo3HzPaY2D6aEjMmrcPGdAk7cTkXYcz3NTllY1JbIL/MmtGLwKlhNNMedupAEoCo6C+9LvnBHF35LtSz6+fv2GDhGix9A88GPvqBhbVXrc/wxXqtSfzAOni89wt+Etz1oM6FMd3nsVqbvA9eu0c0wc2Cp2R2WI/9mLohmB2G5LYSlIMYgKXgsynmh7ETOZog9usW3UZgfFkFXzgn1fthXJcHGuURyjIzKn+nAijbcVCbxvbr+j4HtaG6x9g6X153Hmv3ijW/ruPBMkGEZ6Dv4Z/2yYBnOPbouEfHUVhggsBEC/6SubwZf+e1Wf3YHojqeP49Vlf1rI5B27ugzgFdtPhpcGSCeEQXlI7w/2GRinLI1aLNQGAKk+lTFlqzBAUYW8wZgcnwhL43WDqLU4t1GPKYmj6ZIVryhU+YgDNDDKO0OZIbzEeJrEH4bWPIaHgTgm/YHFrMRzMC2QytlaiGoVqufSiSpDmbORkrJhGZaaMI+kCMiZIgzpqQ90xMdDyX/l6BQWG05OLHp8TTAJJ2zyBI3Pf6Fk3UjLFheJ+1cF5MHgwln4lotDIwB9EkEtFVG0P6b7IpSAKyqo66zuHGMsZArgZGvlKT1DnCaqqltDqAx4UkNyX0U2BxguE2HTAJvj/sTdhQrQ3mV/MF7v6py9CYDfzWp90Ex4wZWTzv+r8Ne/kJYG0Gc/8uGg9MZiFfkp079OsWfhIiZblpnpPEnEKYc5qTwdQqBchBxeASwtxvOAWE4IYjEJDxEUXW4eoBM1ZqqUb6X9+vPi1gQ34edD1WMCvQTFsJvmotbK39ArJQR9+/Fo5MrMs+qPI/jrmJcSlRvGjKPFMKRz9resz7FpPGJWC2PZtid68NKTEYOP6/W9g50F3vUz8NAmfE92Vbl+pmJnjr0Xc2zFcOufUmTU7R4ZlgmeF8zru3KqhC1hBmn6+ltzBkol+cQWdCSo0p+bSOJb9WygImADElRzA/bEmOMTwxeLmE2ZnDTFuYiYWfmjKgBdQQ9JzCwxNzNn8HZ7FsAnCUwBlRjFVjKWi+ZAzGgDQShIOtAXkfTBQBwAK+tdi/wmB5DHDTISNe+HwVB1GO9fMFbcV70D+qeZaOF60pjqW1V6VJGdSr615l/j0yTuTRVm35Uv4gk3JW4HJlzq8HaylnD+56vP6//jS+4pFPRw+Hjj22fYNT/QYAYNEF1pKADJCNegaKY62mA0Esl3WifO7a7FTvXW98+/fjS6/8ZyDn8NsffTUA4FO/+5ZxPutiIy14uBjoYmrLJU5HAOyQiEX4lz7Ktj5GQRQtWLEGaMBGWUKTHJUBwBO8M+h6i72+xdluDcfafUx9jz0f1P42hpm3xPDRBwxA9D0Ipi9tCk9P6BEGQ5LCmuCL1RgPFwGWZwttoiPwgSg6tUZblhxsIzNn4oh7IDMXv8+aDp23cNEUad0uEwBziNLiyDFMyMEqKbGJDu4NeXgqE06nvGfk4eJzBZMiI10PohjxUZiTCL70ZjEWLTBtehz7QyV51WZIhSQP5SZa28WPBTtI/VlJOMfaJQluNXmUvl1jzHNdr9QNAM9843c/pGaIn/d3XgE8rIFbA9ymB2YepnEwjcczH/UB3IuHAbt76B59Nb7vZ16LdbPEJ9klTntg2zdwMPiJD/5PPOsPvhVP+J67gL6HWS6xFsPW0+4CzRVbWB7fRLPvsTjeBGC1RPL/Ch1AAVhF3022gLdIEeW1qbGbRvA188AkigAKBhCZW9AAqABG47ucftcHnRtoxA6oU7dDxuS5wFcGWOUcrv/rdAjpt5pLjXGAB/oISGwyFTbJfNgQY8IOHeVkxevRRHG96dAYj721CfbaaXhWT/ik192G9738CpAPvnvsw6foKwrtb5sQHTbNU5PXLmM8msZh0vYhcAYoiKKIQWry1Fr1Me2xmFr28Tm0XxwQ1jYbQZiQR4j2OqE+af4dCB28Cs6BEJ0wBp+h5RrMwoJmFmiiMEn8s8T8EBl4US2Vcci5uxDWQFKCu5hKCWgI8+MW0zMuj7EYAIRN0HgRYr8bgp8YuGkMvtFKgl4kBj3fUM85zprNB4NZHgNfg3pHhCJVuVURYwe3q+b3KosHjNQnpuixRVW9w71hDNTUJoyP+7Ufwvu+9vtWtvfTf+t78Wd/5yXFsc/8xpuxPEZodxiXv3sH1oXJ5MGwj300HL8Fe+zwkf5KfGT/cixdAw9CYz16F4S2sj8yyv4YmMdLmZHnHiyh8YuYXtYa67qPfvvenyj7pinXhCM6ooeajhSwh0WE4PMhQCouDiLlG2jG6msFfMn/FKqX0ybSu2jG4iyWvsHCN1j4NoGQwOxov4IstQYCWLEVgxSOl0zUykfU5agsr80I9MfE8MxiXhiOZZPHNiaFnto+mRyt2Q6t8TGYCBV+bUDMIxSft02R03zy/aoZQNG61VJ6zXzqd3GQ9FLerzaTEKZC948A0FXga2Cqoa7VDLB+P3VbtFZC51IavrfRw0OmUdWjtZUPNZmO0a/LL4Ztwxh6552PAN9zLz79t27Hf/6FH8NvnP50dGwwZ8aetzjt13BHfwK39Rt44+e/Gu95ybXg+QLunntBd5wEPnoP+P7TMPfvYLLtYRzSfNO5viL2T3nCAORAOvX8ttG3ZephNjrYWQ9qJL9cEGWmcSKkxlB9bBXTWYzJqtyB4Os8QN74/YY+X6vAex16Xv7XYydppylrlibWFdc0ah7b6MMJAE1cG9abJWa2w/XHTkG0We2sB9oWj7nmZNZWEFCzseKPKZo3YFxLZuP6VD9vjVtWzRF9nWcKwY44++lKpNocJTKs2bWpdeizfMyx9HcwR2TnwPvzaIbocr6vUHloCyMeRwm+WH2AZJJIHMwPkxlu+h0KTs+E5M/pw0h+lCyJb0UwMTPoZ4CPQVFGSYMcyvtleFBW8+g86RxCh1GtF0b2AV1qgIbUgaTh4WIPSHVWtxzbI88lKKmbr+usu/W86430W0/+6cExu2Cs3+OxcUcPMw/h59kzPDx+5HdeAw/Gkhkn+2M4282S4DdY0pT31n1AB/2WNtfPp+vCOO8RQNnqfQ4AnvIvb4FvRjrsiI7oIaQjDdghEcew5oFRKxkuBoKGRHKo0HCf0D4kyWfMBsdR8aNiJiz7Bnu2Tf4U93fr+KTpacD08D5LkG3cNVry6OINDDEaOMAA3lFihITxCdEBc9QoQ2rj1BuNUGTKOEn0SsZPFsXsQ5GZOhtzd02bHjPbo6fQvssmezjWzrFp57DgJBEGQoARAZtiutOYYJYU8uUErRdMCGndK1PMcM/gzxCi/sVgeiTtLt+XLPLaFHEVo1v4Uql3vwro1RLzVcBsFTBeBbSAHDZe8ihJHZn5HV6rNRz1PR7qHGAS7YwtA5ZhJz6ZsP7OZ/4n/Nnbr4Zjwut3PhmnuzXMucV93mPPT3Cf2wQQmNZTbopffdZ/wHXvXuKMB9YN4zi1+LvXfw5s02DtIzPsP2ILMQgmyDNsx2jm8f4RlLGh5DvADYBOzK6Q5+vxHnba42GXbcMQ4+77t1IenJCMPL5DmRor3n34HYtpsXD8PdCGJbFwWXaszuJcJRQY034JCfiqx+vYb/lIgI2kQYpll85GXzAVLEc02Mal8r238BTAWe9NNFH02GwW2GgW2O5m+JStO/Hna4/AsfU5pv/pcqA/jTvPHgOIYW3QhnNM44F6fuYuze9I9UXOeTjs04NMesfmUc/BdDwLh2KuJG9hLcOxSRowz5TMrTUYk2TMlgAxNO/Y4bdv+zN86XWfDruxDmotTOdD5EFDoXDy5eLCrLB4kDTgUHL1KmkzASBDYMewjgcqC4qR5lJ9BHBjsH+5weJygCX4hgLHBdDSfSh1M0IQFcvDuTBAHTUyHq7Tq4BXfsDqMJVF875W/Ud1fqR99do/KB9/e62dEasT0dJW99Hasro7iscgLoJT1HTNJ90xONbuMczCo93pQMs+RZ01MLi+meF+P8cZ3+CMW09j21gXopdaDyeBuzDc+6QP6rmVA5eMBygZ9AuylYrU31iHVeSmIUdgYIYubnqgMofDpoupLZc6HWnADotkUxHVOyElnGRJyEooTQsjccyjVUROlDJRCkiKKei8xdyF3GD7bpLMEIHgPxC0XMpEj4KmKPzmxPAIaS3RKqlZASb0b7lGAy8lBctMXQZiov1KOXIic7LedFizS0wpr5LdSNxYiYAo5jsNuVhHduIHyhw7hSbMlI71xeYqz1UnqVXPJ8CzDExSArFx6ecQWJXaQsX4Vm1LWkxlCiYBU4YOzUhaLF3f+WizVgX2eCjoC7/gZQEgLwG3FkKMGxsjaRHDMXBXdxzbfg1/s3811mwYJ3PfYJcn8Gwwow7rZoklW5x2a/hwP8VH3RbuclMs4ILWYLEAnTqbAnAYBzQLwCwZZhkCGtglx0AdnEwQU/Jlyr/ZAs2sw9bmHNdsbOMRm2ei9hNF7rxCWwqgHhxjTvuDYDepLA/G44AGg2+o0TmIalNhfW89fsfGlNY2i2Ze8oItvcXctVh6m7TVUk5AWNJmR3Pime0T+GrJYc12uGe5BSLGzz/xNdh8663462+9Fs6bbPpsVqxlFNaFj4WnOCgZc/38QvLcOi+aJo/hcdH4a18w+dYxp+8L7vDfP/L24A/JXAaNUQAKgNJ8MSQqInH+ncqyvgbFcWKAPMP0Ptyrz9+z/xjAluBbg26L4GY5T9uBkTopX59urvdPOXcQ2DovGhdAAcP3e5AGaaDloaHwbQx8CGmBhXwGQKVqw0C7tmqvxnD6P/7XfzB9hB77qy+pLw3Xu5DawCwd4DzgHMgQWrLB/wuMs36KeQwp2BpX7fdlG6V/9P5X71uhvHxG+kL3tfyWvTj+tqt84RCi6R5pv47oQtORBuyQSDRVCWQpc0T4EM4dMQ8FSy4hZCbOW6RAHj468sMCZENODWHOO2/ROI99tCGZMnnsuFnhRxACVRAQA1ZYZsC4ZJLoycOCUjLm3ptolhOAkStyfgEAD2y3xYadKbq4eVkEc8ANiXAYTHq8WnyD9qsxHhPrgvaNgJntQnhmChouo/wjtCmOaL+mpsPct2jJo4++JZ4IhilrvypG0JKHJ5u0fBQeJWlZvM+25YHXVsBSMweK8gbDmeFGDVLjuxnZuOU4gOS4rKXpOrDImFniwNSLKWxwDLACbMEFJO9CddSq8pnC/6f/9r/G27/0pThMeuK/ugVXvLfHdK+DBeDWDKb3Nlhcv4xtYazPlthmizm3ONOt457FFq5bux8n+2Mw5LHnQ7j5q8xZbPspTrt1WGLsufD9hN3DjO7FL932x5iRxVc94rMwO7GJ+RWXo18jTLYdzMLDLjx8a2AWQLdl0e4xunWCbwnkgHaXsTgR/VooaOqsZdxw4hQevnYGd8+PYTrpsUh9bHN/es2gxfPqe/0fFOW88nr1O6r5UD0GDmI0RoDcmO9XLlPWX4MvHVBjDOTXWjEBIjpBvGjJWvKwlmF8FrrM+wbrzQJrtsOmXcTogQs8af12/L1Pfxu+9anPBeBww5Nvx+33nygc/0mSsZLu9/HANGnuopwLHNs78K3k4BtGNPTt0v0FBC2YAaOJ0MkxFQnmO27Qok/rU0sOLRwmak2vE9J38ACH8PR+Zxfm+DFQ70HeBG0V8jLFRMmMMIMqrh80t53zb0oWGxxMGHsGOR/8tOKiku5jwjHfEhYnGuxfFcxzU94vuZUSQgyCKQDF2KaonRzFvisAdl1H7rrVc4Q9jZ8buW+5Zg7Xfrmsnk/nEoBJPkZE4ZloubJP8Th4PFAwMHJONGJN4/Dk138fJtbhHc95KT7na18FO/ewHcPOe9Ai5v8KDt4wMNjjHnMm3NFfhj03hQdh2vQgJ+uc8ABmpX+zif7mtnoeeQ6/cgEr+Q+ofdYaxvpkmK4GCD5t7oY4jo444CO6gHQ0/A6LDLK0LiWalI2fEkDzDYMcKROnDMJA2dQpgLAYHlltXs4Z9MbAkMVON8HEOpztZmgiKBGSxU2CcgQTRJ8iJAJaG+bRcABe56clKTcICb3vYj4vkURp8CU+YEDQhE2sCyGmYwQ0A8ZGs4Ahxsx0OToYG8x9i5kpbQcm1MNGU8QUBdFEBo8Cw5N9LELUMGs8GkvRPM+k4xTfHyJPwkDeuEaAV82kyrFVm/WYOeHKOoAEVtN7UslRW+tGJenpOSNjKP0sm3fvTGhHrMtVIE+uH2v/YdHjf+gWkAOmS8DuRR8WZvQzE6aOilT3sI0dnHQbWPgWp/oNLH1Yyu7oLsOW3ceSG0yox139CVh4LNkm0H6y30LHFifMHma0gxk5/Lfb344dfjP+wXO+EaefeALrH94OjGrfwx1bAzkPP12D3XMwl4Ukns0esHavw+61DdwEgGG4GaMlxqds3YlHTu/DW/rHYBYTCnsO6SNyP4aQp4UZ0cgYkHemI36F8qvL1jTG2D6QdyljQ2uOdR0HmcfqVBDFuVhPkYwZHHN+hfxYHZuYpiKUmaNBSx7rUTjTscWacbhxcg9+4PHPBE0W+Nn3vhHP/ot/NAhAEMaPAsBAYmhVsQSC0/wz2YxXJyjX+Ym0Zr8OyFH3kZ6vIdiIjuoaysy5xQwdDDxm1GFGHSbk4EDKlzfWgeADFpIyM07910fgym/aA3UbISiGzaBoEHCj+k28AtyMUAJxLqG4mJQ8LJxsCNwQus0GZx9l0K+rvF+Dyg4YixoX6rW3mg+rril+1+Br5Noi75RcVr3TUK4GX8qklYZzQa/xdsWcqCn491F1r+qexMWY0vfVr7deR1J5AJ/8uh9A28Qk4Gzwt373u2D7K2F6RrPXg5YO1Pchx6ITIaiHY8a2b/DB5VXBhzNanYgpYmt8ygcn/MSwX8YFIdLWlWZaFOZSKJefq7EebePw5i96xehlk7MebGzmsy520lrpi4EuprZc4nQEwA6L8o4XVlFlikgRkAUQRmER6JXpoZg3aQBnkaJz5bwnnPwEnGd0ZDHvG3Stwb5rAYsYITD4ONmCEVA5wSoQJv+JGP48QRgwtkn5ipHJmq/anE4YsYlovIzD1PQF+NJUB+LQfmAtOfRkQ2h94tFnFA2fgM7CTEKZJCXGVTZPkbQpZnfgUwOslH6O9deo5kv1jWbqRJtVPHvFKBSMIQC91ed26/eU/XNW1XlY9KzffyHueeMj0B0Lpn92AZg+OOybvgWYsftwg+UxxvrWIgGYiXGYc4ttN8NuP4Vnwr6b4FS/geN2DxYec99iyQ2uas5iAmDbtxGIhxDfc24wZwOLMLbeu1zDza//aXzV278ZJ95wJ8z6GoCYhcESmt0WZu5guhYAodkH2l2Hfq0Bt7GP1kPEvOPNPrbsHHv9BJPGJZC7WKgll0ozU2EKVyXOJuJCGFCAqgQoHsC7SmhD8acDADhucqjbVwffqLVf8j1pu6prC+1XPC9jUXxWWwC9MqNu4npgETREM+rgux4GwO/uPQJdHyK2Fo9jci7m8DDqudTzidRF5q1R72XQhVSuHbYCk2OmZWMmiPp7SMCshWc+mlnntlgwrEji4iDwYMwlrJv3oOirs2r6nnNaD51zokUHJR8yYoS+qvBEEBwS3MRgcSyEnk9RD1fcPJlvi5Y3gqy45ObrtP/x+YCvVcdXlFupPT4HMK3Xfho7h9XCCiENlPIavlrIpv/XVEe9XXVf2Z96Z7HsCM4TNicGk/uXIOdBTgV18Qywh2MPS4Q5N9jpZ1hwGwSmtoOhabh7EkwMhTb1M4w/4+pBqn2andqLjfGDSI5CN77qZkyfYFXU2iMwcUQXjj7hfMAWiwWe8pSngIjwF3/xF8W5j3zkI/iKr/gKbGxs4Morr8S3fuu3YrkcV2OfixgZUMFwnuwpmqFsUiFktbfZ9NA34TjLsYbBrQ+STOVPJcxR7wycJ/QuhKXf60OC5l4lLQ7B28OnJbdywTbRDLFmioCDGXGx4bYqwqFI1NrGoW1c0nyJ2aH4dbQ2JF1dt0tsNAtMTY8NG8yMpgmAhVB03UgiZiAwKVPTJcDWmByQQxz7a5J+lDYZkzVNhsq+Fh8Sir5idX8kgBUBdjI71OeQGdqy3sykpuMrNFEmtdkPpKiyycm5uuwYU2xUu6z6rp9Jlz1fye35Er/yaky2gY2PAu1O+JAD/MRgcfkEi8sn2H4UA9fM8Yjn34oXPOGt2FqbwxDjtuUVOLncxL3LDXgmnO7W4JnQUo+WHPZ8AGaTaL7q2KBji3WzgIPBrp9i20+wZQz2uMNJt4W/6a7Ciz7tDXjdX/4P9I96GPx99wN3nwSdvB/t3Tto7tvB2r09zAI49qElqPMhOfTMwz9sgdnxObZmCxy3ewACU3FsOsfx2X6I5Gk5faz1g/mchRNBmq4/2bSJAfWuVmoA5IPIR6+QMOvfwNDfEMBASFGACuRImam8AlYyzzUA0dc3xmFi+iR8ATDQ6npQMk3s2Ubf1mC6LHP+9be/A79+65vxv/auQ9s4NNbHqKs52qppYmKqNP8iqIvlBt0Y30VIw1GncFDPazymTYjg2hqPtkrabBN4zHOu96YAYgYhaJBDDogEoMh7aOGTBiwdiy+m4+AXedlXfgjoe9Cyj/m+YsEkEzwPprMaVCGiIQFRq8U2gLBKxQI2gG8NuDHo1y32HtZg5zpCv6m0XwqoJD+uEeAfOiULLoshMaamU+N99XFBjPX9hmNem6nWpsKjbY3XaPCl6x3XjuaP7KHG1PO/XL+Ha3cey3q8Z2GJeo7qmTU11mOxaND3FvNli/WP7qM5uwjjqPfB/8sHHzDf9fBgOA6BYxwM9lwGYJsxTYSNvIS4H+g9FpBnHt9nDHE6n9fA8U/mP/yBvl/NPqHbiO+2MoU9oiN6qOkTTgP2nd/5nbj22mvxrne9qzjunMOXfdmX4aqrrsKb3/xm3HfffXjBC14AZsarX/3qB36jNME5BeMQCR97SlotDwqpTiYA+gp8iQasZZDlMpFvvI0wDY4NiAOTOXcNZrZB5w0aG/JkFXaLCBJUSQQqFDZ9UzBO+VyWSuuQzbX2JjFxcRFsbF9ocQQQNOTTohs0XyH0vPh8TU2PdbPEulmijbm+QpLp6DNBJjIjPphCgDCJjLeYJnkieKKUP6hgGBUjKAySl/w88twifVVM8cr8Sxq06OPF/6FvTdFnKDdnYbTGJIarpIiD6IXqvXn1zrSWJZkyVSZweoOX557afvD8Hw/tPazB7P44hncohH9noJ8RJmcdFics3LEem+tL0GSCZ6x/AG/aeCzmrsG7dx+BM90adrppZMwNNpt5ME/1+RlmtMSu30paBQH0M9PhhFlgzh6nvcVpt4Fr2tP4lOkdWLDDr/7qf8LTf/rbcf0PvA1kLWhvH5hMMDu7jUe+qAH/x23QJ10DtlPYy5f4pk/7I9w2vxz3LkMy0m03Q+8NjrUL9Gyw101SKHVmSswa4rjKUbyQzpXmcVFdFX0wazOsB2oZ4nozDt7kfnF8ahPYYk2oxufYHKvXEP09Bdwhn8aVB8G7sC7tuBBMaOkb9N4WfpxT06M1PTybKKTxWHCPty02cO9yM2mM+mgGHXLsMWxD8bkrrXfsP2MYzqOYo9KuYAlEg3ktJtSlv+twjRtbT+UT7pHX4i6CTLk3ELXfI+/LgODju9gyFmQtuO9Bix7UefBGk80EPSIG4UqzRENMQ8igPeb18pZCgmdDIUBNF4PgmzB32Rr4iUG3abF7tcX+w4Dl8SBkhMUQbI2Ar0LLJZqw+vzYb5kewLDOEVopUKTxMkPT84PrrAVvdRnmDECExnI3ggL2GbtH7bebBRjhvPelGaOm+j6nPnA5zJUL2ElIAWPPBM9Vs4wXuuADxssOZ/5/N8LjrQCADjbu0Zz8to+1c8xdA+c9esPwniF58/SeVPed8AqiAfUgWMW6lNdVex3C/J1Yh8/9vX+FN33hKwf3KILDnMcYuRiIeDjkLyRdTG251OkTCv+/4Q1vwBvf+Ea86lWvGpx74xvfiL/6q7/Cz/3cz+GpT30qvuiLvgg33XQTfvInfxJnz55dWediscDZs2eLD4Ck5crSVqTNhihrw1Jkp6gJK8CXZaDRIXvzfUuVfpbOpmSf0bdApKsCVlbRGOMu/2tt2Srmvz5vjS/8vWrNjJaONyZEL5yaHpt2gVnUZs1UBERJVKp/19owHQ0xM4QeOsR+YRqU/FpqcKQ+kr9rhQQuST0j+BqWORh8ZQ1CqdEY6/ux96K1EKjuX1+rmcdagqqlrEPwGP7/3rNuxoNNds6wC0azz2h3Pezcgzzg2+DAb9d7PO7Kk+DFArtRq9V7g7P9DEvfpOdoyGNGPSbkEjMr48dxYHRl/MxMhw1aomODU67BaTfDnNvUpj126ODxrn/8o/jNj7wNv3HrW3DP1z8Jd/69x+Pun7oMP/7oXwEvO+C++8GWcd1Vp/CM9Q/gM7ZuhWeDO7sTuLM7gfVmia12jobi2DfVGEGU1ZCa41T2+xijWErqS+BW+CkK8QHCgxEaO36QudMqoAXk3Fdaqy6UIpXG8SugLLxji97bFAmxIY/NNkQ/XLeLZG68ZebwTLjb9zjlNkMS9wjWGpvXCxGkiIZh+Myq7RXgdN4MtIWitWhs0HaxAOt4nSSVTrkIUfbfKi23FoppcqC45q3mHFuY4KPT9SFaXRFMg2PoeT12VtQl4CueT+BrYuAmBm5CcFMDbgi+tfATC7bht5sa7F9usX8V0G1xMM+1cb87F9N70Hk64Lw+N1qGke1Kz69+qsZC+M7D81g9j8K58L9eV7X599j6rb9rs/1Sc1YCPBEmprVcNEiqjrLefC/e6tFMekzbHs999LtB3oO6Hji7IypgoHcAe7zlKb8CFyNwdmwxMx2mtsdWM0dLHmu2w0RHQ0TeX6QvhHRgLG0aTyTHlJCy4ntKq4HMZ7TG4cve9K0jL6P6HNERXUD6hNGA3X333fin//Sf4jd+4zewvr4+OP8nf/IneOITn4hrr702HXv2s5+NxWKBd77znXjWs541Wu/LXvYy/MAP/MDwBCFrvxT4Ep8wsXMnRjTb4ODoQBm8cRM1X5YxFtocqKReIDhvsPQWS9egawymMABcYmosPBwMQoJmE81dOEnMBn4LKDcZQ5zsreWY1iRlxsSn8PJyTkuEE9MsTAr5BL5aEwJqbNo5gBBgAwAsi0TYRP+uEEQkm1ly8glpjUPLDj1siIpIHr3yNYuPH32qQsARSx7eEBpI5EcGqehK4SYjTswV8Krfi5SR/1rqWUcyrLVTmjRg0u9KH9PlgAA8LPncZgIQg3EUQUkOcDzPTOmDL/oyMXlrs+uCU398L2xCe277Wodjm3N8/hV/jW9+/wfxsvuehKULDPZO9P2aGAcPiuarHe7rN7HtZzDkcf3kJHb9NPgnqLG856e4iw1Om3U4JnTcYMfN0HEDz4RtD0zJA2aJXe/RgfD6730lHBinvU2w/3P/54fxnrdfjydddidOmH2c7Lew3iyw5yZY+AaftHYGa2aJzlusNV0yyx0L5ABvkhBfa79YfodVo7gmPRExJPdeOkTD++Rz5zZNqjWtBSOkmMWDhDWAinQY1wBJRJwFIBkkrdlg8r2MGq9ZTC3QwKFVa8SWmcNGs9INs8Bpv4aPJo1Z9qxvGwf0NguiJJCLygdWz1WhrC3GQPsldRnDmDZ9es6xenR/DfzkFONtlIDMgtO6Fnzceuz6CSwYHQzaeJ9WCaAMGJYI3Hdg14agCUDy0wIAJoKRBFOK2w1WGnmMpDxhCHPRtQZ+QujXDPq1AMbC3G3ABlhuGky2PdgAew+z2H4U4DZ8jN47nni5kCHIeX3MKKwozyD7afw+wI/p98h7OBe4qs+p88k/bTBXVt6iIL0/jpHUY5GDUUggRgMGU86hV2vAdLsNgkDA+RDgJ/hKm0ITNtY3RMBsa4HppMPxtTne9eWPACY9sOzgT5/B79z+o3jOI78tpO3wwm+EBMwGjKvbM5iaDjt2hvu7dUxNHyIaO5+CP8GHPqwTkNffC2EECEZ8HFXn1ppCjzA3J9Zh1gQTyIlx+Ht/8s345Wf+x9xfkk81XnqpaMGO6P9M+oTQgDEzvuEbvgHf/M3fjM/4jM8YLXPXXXfh6quvLo5ddtllmEwmuOuuu1bW/T3f8z04c+ZM+tx2223hRHTyzKaHCAt4CqLBSQMGG6SEPInSwpbBEw9qPah1oOgron0XgiTXjy7IogFb+CbnkCE/YA7q3zlIRzYNGtOmHGS2JPVqICcSqdYGHwlZHCfRP0s0YFPTY8vOo+nhAltmHwBSHrACWIwMXdmgJDnz1PTJFyx9yBegT/zdat8mLTGsNRYFQK3PR6ZA5xXTPijJpl1pvbTWSfpL/te+WwnAVtJSAZbNSHn9Pz9bCYTrZxqYkz2Q4A4j9HVv/Wejx9kQvAXIM5rtJdozc7T37mNyao727BJ/63EfwA2XncJvPeVq3O/n2HGzIATwBr03Snvq0cYUDHf3x7DnJ7jc7gIATrt1ODbwIMx9i44tOrbY9VPc12/ilAuALQTtCKHtT/spzvgGdznCGd/glJvipLPRVHGGCRH+y/t/D8/efDeuefhpPHHjdpz1U7TkcPV0Gy05nO7W0ZDDul3gWDPHxLgYedMlrUkTU0o01sNGn6G2ccn3Q8acpjHJL5FaV+QzuG4ESFeVrwIQYzQGvgYa5hHGqjEO680SM9uhMa7IUwgEENao31PTY82GnIAbzSJFQE2RUWFwn9vAabeBbT/DzHZYa7vgO0OhX+X+jfWYtj3a1qGxbhx8STfFfpUk5uWzZ3Onuk9E8z/WB9rsMKTdCGuUVcIUSbkhFgshuquHjwIziYTYwqCNpuUWhBlZTKnFG+74c5z5qieHGzoOofdd+YzkkY4xBdNBpuDXxZZS5DpuCG5m4afBrHC5abA4TlgeA/p1wtlHWpy+0eLsDYQzj7a4/3EW2zcw+mMOPPXRomN8TJ4X86uB1xiR7Iu6zOrxDYyDr8E+F+tLFgkje+AY+NNPWFs6lPtDft9535L1Pwoxq3VeSGvMrNqjtTCvtQ6Tpo8+icofUrVBPwsAWOux1va47a7LwVvBjBpdB0QgD+8TInbs4cBYxJe4ZeaYUQeDEPlw4ZtC6CK+WaLVqrV+6dlG9iutDZM+0ZoxvW+ut0tcPt3HsXaOzXaOrXae6vnU774FvgluHtmHAxc/8UX4OaIHhS6F4beSXvziF4OIDvz86Z/+KV796lfj7Nmz+J7v+Z4D66PBihrA29hxoel0imPHjhUfAEgJkwvtl/qYKKGOIA02bFTceKBhUMMBeEWHfSqc8LXwMi9GAFJUxN6bZMITNF6KCVA7X+3QrWmVJiz3TSl9qzV0woyUUQ5zvq+JzQmTRbo9NV3SYgGBGelisg5tQllHQdRkkZ3eLXH8nU0dawYxmy9wNhOrzunn1aCq/GBQp950y/eVJe96ExkHvGUZvfmMMbljjJ++90FBVcbun+r+OFbeX/ysnxg9zgawHYM6D7PfwewtYbb3YO7fgb31Thxv9/H117wNoKAf6LzBzPaD9pnoR7TtZgCi1sB0OO3WsYimhTqYgQTkmHOIlCjnOm6wZIslW+xyiz3fYs4NHAi7HL6LeeO2D+Y3n3nVR7BuFiF0OHXYsnO0JjDRp5YhVP7CNylAgwZe4sOZ3//wey2RrzWt5/Ljkvr1b31Mvo8xZTWNrQXnAm15PPoEtETzZUfqa8mnFBRyfVgb+pSKwsEkIO2YsOunCVR7Nlhvl2hszjVYzy1hdOt+0CTRQvW819pBLbTRuRLP1R8y/xry2LDL6PcaAJcBF8nmQ/94dGywjMfDeh58v5wyJ2xjbqYFd/i7L/odwPlgdtgHEAYg/JZQ8SwWGhFwmWBqGPJ3IQCKGHTDTQjdGqFfB9w0+Cx368D8CmB+ZTA13L8KWFzJ6Nc5a71GwM7HRHWXEoJQclB3CaB0eWA1+KrrDsfl98HAa9U6OjwW/o9ZRkg49Xpd1+DDjLRDA5pamJCFeHofWv0shhiTpscTfvBM5gz7EHCjfggPDhowGHSwcT42IQ8YdejEX7N6VnmmsX4Z60NT9UXRjwrAEYU9/thkgcsmeymY18TktvcbQJGPlQA+x1w9oiM6TLqkTRD/5b/8l/j7f//vH1jm+uuvx0te8hK89a1vxXQ6Lc59xmd8Bp7//Ofjta99La655hq87W1vK87ff//96LpuoBk7H5LgDdnJWDG2BmCPBMQ4hpfXmjJjPUyTnd9DQuCSybdGm6+oYAscTHyWvkGn/MBacsFhFi4GtGDUIRUMcdrDBDS1xsEZA8sxdDuyyn9Mgly0M2qXJjHSYcj11RdtnUXp9sx0mFCPJZpgDgiDlnp03ITnVNEMLfFKXwlJ2OzIoCMHZwgTUABt0cRNkjQ35ENCbA6Mh2cCYuJI7wWUjz8f0uKf+2tMU1hsiig3SA28inewggR8yRjQZoSaYU3SR8lhFM3ANAgby3eTQh9TubkdFrV7jGbPodntQLtzYH8OXizA+3P8xvv/CK/fuxz/+VOfgL95xVPw3u7tWLMdTkz3MXdN8i3ybIIGlboUwluCGGz7NSwVgG8pmCsKABOgL0zv3Lc4Tesx71KPdVomUzcAkfkPJoq73GDOLZ64cTs2zAIehJYcNm3Q1J1o93G6W8OOm8GDMDE9Zk0H9C2cJzQGMSFx1MQYn4IsMDPgDUDRAb8wOwyidi0Y0OMxm5tyVjMMpP2r30ktbV/FOI5qUKvxLRLwMUGBNjsSk2IpMzU9vF0Gv70oQGkp5LxbcIM9P0FH+f0tuMWUgvDmWDPHKbuOiXXJtLinEHgjjW8BTzFIhxAzJcZeBEgHJSgv+ruiIpJjVcSAMbE9NppFOjY1PdbtAp5DgKGZ6bBhFjhmFjjr894l9XowWjKwEYhNqcWCO8zZ4V+ceB9+b34DaNnDLpqYhSOHrSfnwU0Y8yHCIQAOpoUAYBchf5ObGviWsNwMWi+3FgAYm5BU2bfBVJ5l/BkOfsvF3nd+xAwQqAQ8OtK+YKcBsOLqd0UaeKwCXmOggMr1b5XJ7rmoBu71/AKyqWWaI7KGx3JiSr5qrxmjsGcCTcwVyZH3kAhFY2bJb/rCV+JLp98LSMh5AGYywXMe/R0JtIM9OnZwzFEI0mDuWzgQOh+EIr236Vms8SGATiGwrdpKB5vBS8j5XCZfK0Jkazxe97d+HC9+91dix83gOOQSFHKTqP0ClGvIgV14REd0qHRJA7Arr7wSV1555TnL/eiP/ihe8pKcF+KOO+7As5/9bPzyL/8ynvGMZwAAnvnMZ+KHf/iHceedd+LhD384gBCYYzqd4mlPe9oDb5x29KbykxcVtahbn6XbBgGA2cCQBKYgMl0Sltb6ASNlWJk1RBC28E2SFOsAFuka8nBVNkLNSDXksRRJmid4Q8menKvNTIMxLXEWc7+Z7XG83U9ScB/NwibRxGhqggmD+HwJpXanKGjlc4QAC2KK46NJRw7GIdEQvaEgUVabAxDArTU+JVqFNwmEMWdgGxi4rLkabtp5wz5oo9SarzETrfQ7guoxP7yxaw6qSxMHTidFRayfQWvZzlXXA6H+rsegueb9xbFmz8HuO9DeElgswTu78Ptz/PcPvxX3+DmeNr0D/9l+Kv7s7/4IfmH7MVg3S1ze7uG0XSsY3GD64tC5kP9NGPO5b4v75WAQLocGB+OMW4cHYdsHsNSZJbbMPrbMHB03WDchYEcXQdd9fpbA2DXtGcxoiTlP0FIfg0IYTE2PqyY7aMlhwxosXIONNoCKzkXml5Gib8r8ZwlaIb4T0UQpvQUBYUABxCB+pYpp0XmVsilVLCPrjeqfMeYH/3/2/j3ctu2qC0R/rfcx5pxr7cd55EkgqZBIeEaCBfJSwM/PxFgi6hVES0q9V1FRqkTxK5XPK1cpXyjx+tZCC/ANWoqAPAp8oQiCCGJuySMhQIAkJzk55+yz155zjtF7u3+03npvvY8+5lr7JDvnHFztfPusteYcc7xmH723X2u/9msw4xXL8dzLtgIyB+Wsc+N0Kk3YNoN3CWSpnfkjJvYZXAe4DK4vwhZjyojdcvdw7o7Y0RETD0JhdNLeYg6uSyHM52IykFZAIzJJhhKMid0i0KQR9172We99xPLZ0TG78QE3fGlx4onxwvEObrl7eDKcY+cmnLsjXuSfwkNuxhPxTMYNDxhd+dwAjxkBnggTBxx4xgUHjHCId+7APb7FMAXEsxHhpoA46esk4k+UQBePDhwZcRQ1QxyAsHGYbjpMZ4TjQ4TpFhBHIGwZPKRamiQUJTtGnfXqGTEoFfOskhhSzMuO2arpsgVTlwEru8/ee2vZmM5cvgBsbH5HeZYsYGvHhz5Di+OhPK+6r7rOqTRwt+NUX7PrPqe6ZiCVHoDAiSo7R2dwuPT5bO1b/vOX4Y2v+V+BecY3Pyb1U2/80N8nKogxyjiBCHBoPbmMTZnT7qVaTGuOtI4txT/t3L0CTq3ltaj7bgmWAMAjg1DPRwr4ko/+RgDAR/6RN4EfSQBUD6EtgZ7jRnz6kfpA23PpXJ7v9rwGYFe1V7ziFdXfN2/eBAC8+tWvxod8yIcAAF7/+tfjoz7qo/B5n/d5+PIv/3I8/vjj+OIv/mL89t/+2wut8H20PJmTZJnYZFey0h4V8OVTzwyNhjPJXJ/7VjWZGdv/ojT7lAzYxKdbvosj5M3fvJgYdUHJRbQdCo9dYCx9QJssK91GnRzNXqiMbdUMGDFlusw1dkDkqWtqazEEpEYMAGISb4hMmEki5YEcOAEtJpGkt5N+K5/bc1jtwlsWjvUI+im6Xwu+5LrWgZFun4Ebmea2NsJoFsA10Q89xvsLgH3mx70BuPW/4pt/5E8DAD79M78c/hhBxyBqW/MMnmc88c9eiXv8nZgYOCfC4//oQ/B4nPF0oheqQ59lyZPqlprKzAcDylvT71FAVMmATezzPdzk7Gv9+X0ccRdbbBIdTnvU7eOIDUlN00UUmfspemzdjIu4yc/BNrVmKPLjyaFKrxGVLPOl0vLLBG15yzhrvTqWU1ZAeD9YcNV9WIuN41h+jynrU49rT4ytydHb73FiX7LZ6b2dmzBGEemIzfhurX0OFbjm+4Xlc1YB22pf8n1l+tgVqLoKTHVuFmGRezJmWLKuN9wBt9wRUydMb+XoMw2RIiZEBAYuMOPr3vqd+LT/9Jvx0i8huKfugTey3Lv9LCIblICXJ4SREhgDXJDar/ncY94Rwo4w7wR8SZuUBL6G5NC2wEvPjdGt3zI4Y92IgaiNF5ZZ3PZv+91d2arPN8fGCvhaZN9Wdn3JBV6Wgc6A6pLXgDpg6ogxp5KDnD02wUUZ5wLSwol5X+fo/PePfwXe+JLfVWrAIAIcE7sc/FRBrGmFmWLNsjTsdbfbWIuXrFPayuJ/+YhvBwC88mv+NL7ko+X9sDNj1AYAntdFONf2fLf/JgDYVcx7j2/6pm/CF3zBF+BTP/VTcXZ2ht/4G39jV7L+KtajHwpvPU2fHkkSGABBGoQCUn/kCndbo+DsDN3MyLvXTlbtMEQmHKPHIUl1R6Iqwpyv3WRaHEU4lgzSkLJGA0eEGBFclIi9IwGFKM57j4qopvLSWz/jLNU8qOkkLLLSc94eMKIgacnpCW/k7TgCkCxfgMOIILQmcGramqLrmX6YAGCiJw2pP1Op63BAjItr1TNYyxRcpR6nF+nLzl6H7thuU23f2Y9QV8z+0nH1GuVajLNv9qGfbSlmvWPdt52d4S/8i7+NX/L6R0GBMU4B7hjg7h6A4xE8TeDjEf/yY/8u7kQZp4+4Hf7V6/4uHo/AB43vxbuTwMbgIvbTIHU0g4ypkJT1zp3Qui6iRGItaLf3V2uJbICiUBSlrgguAaMUKT4mys0Fb+HpXs5KBEQckxzziBkj7XDujthDMnA65nfJSTim78KBsyLl6CWDpz1wQlLzs/RC+fKKB7tspGyBR3JMzfvO1M3YiL0dB70x3MuKLsZHM3ajRoyafSj9MNeDJRCmv0u9Zsh1fPrdhJTZ1O/LthTYkfx78fAUJh7ww+NL8J59UbtVgRO91wvnzoBdvR/jINRQ6jyTeh16P1R057LnRSmZGz/LdcDjGAdsx7vYUMDj803c8nvsSLJfL3ART0TC0QQGrM2QdgkehMjSGHcC4U50eCyc4Q99+LfgZf/0vfgTn/Yr4X/qMfBDt0BzADYe8AQKkvWabjihwrO0hYi3B9x7ocN0LqBLqIepRYpmvnzqU6lrW5XNsfcrvZb/Z+I/+jkNCtl7Rp2xeFUgtMJOsO+t7hsd8HVZhi3tVsdOW99r65ZOrZXS663M3TpmtZ1ChABl5iV40bl/QBqL6W1Hwg4A0nrNAIMB5xAZlwd5ALzxlV+UFBAjfuWb34OJIw5MuWZWKdoivuGqoNKqX7DyfLSmPs7ae4AENNoWKf6xEa/8a38Wb/udX4y4Sd9hTP3qkhpiFd29tmv7ANt/kwDsla98ZXaqrb3iFa/AN37jN75fjiGcdaoWDCukEQIZUIb8OrlS3+W91kQkp5plO1tYKxmpYip6AWhPMI97QaLvih7aicz2lfGkWZ+SuRqi0BD1vCKKI2MnfjVb7GsdNc2AeYq46ffwYOxTfc4uNVFWZSdn+5aRyxz4U2azCnLskgEbUMAXHDBHoTZFEIYkWpIBSpanB2KWpAesE7wGutayUj3w1QKxNfC1RnPqURbt6xmwK8CmOgumtWBV1uzEorhJi/jXveW/x2e/+j8utrvM+OYO//Mv+U0YXjyBBwc3RdAUQDHKQhgi+Bd+DCb+d4gARgI++Y99If7VH3kTJgZeMDyNd84PAUCuK9q4GWduwu3hntQTuimNH8ZF3GCXaK1qFZ011XZNPFTKc/s4Yo8xi3d4YkyYk5JiEkOIwI6OScCDcMSIiQfsUKhyY6o/1Joezf7qPZ2jQ/RSN6G1SG2Gea0Ba6ntMnREoC6HoQLC9G/55YQTScuaxHzvmnrCU4C8935VH6ZAzARbNBOun/cuYusmbDHhEMck0JNEKjjmJu033AE7mjAi4GF/D3fjFrcG6b2mTWA9iTpbiJL5sabOnWYEBl+o0+15FzryeubaBi/yP+OISj3snNgJ8plbPjUQD6VWcUcztuRwJ46GLqvKiAQHwsQRE0dosVQEsGeHO3GDn54ewbtnYW/8sX/7T/HhQ8TnfMwbgIdugfwOdEcU4o63drh4iTim/gC4HSFsgOmGZLvmMyCcJaVeSo6r9rjMtcvN3JVgqw1EEkPk/xcoTH7PNdDmvcUyrdsomlsJeNls5aXgqwEy9n0Lvk5ltard0XJu733ezu9rz5Mjrs+P5XuPVAJlul2bIWv340kUWJmlXQ1izNkwXRde901/BD/wP/zxxee/+W1vwi9/6P8JzDN+50Nvxc8GxlO8xVNJPXYyIGwNfLXMi/ZenMqG9b5Pu/2N8YjW/IHAI+HVf+4ryncY5R8PkNrvZTz6uWfxOQYUn0vn8jy36wTsB8LMBN7loFuQBo1Ux9LI2Mi4an8t5TzbiUsn4ZquILVgc4qmR7gKLAF9JcS6TkOcET2ePb46Zb0FJ5qJXZxbWWhGCjh3R2zdlB2NMQGwDL66zk1c0MHysZqhLI2nVWlNFcZidvqsAlurimgXDo1CyvUtv8PLwFd1/g2QuurnrmKX0Z70Oq1MvV6nXTDXzlnHACA9tJ7ZSTpgHOD2E2iukEX+Obz3Ip0L8BCNeMHf+G54IowkTZXPU/3Lxs84HybcGve5d5QCH5Wc12vMz5BxYuuG3gnwgLOa15SUETXCK6/5/Lsqi0az/cS+EobRMa+mSn4bN5cWCOY5lluwdEJsZsqOwbbmRD9jx6hVS8sBH33v1FeFJgOAOoP6TMZsecbalg+xPI953ir3Ub/3c3fMzzMAAWdOgJcH47Y7wIOxcxPO/FTNVxpsIEL13Nf3DEmZUuTqa4cwOda9+cLMub3MdjWfVM99THL0ItzSjksPhgfhLm8MUI2pl6P0/LIWwQjpOqek1hkg2bN3zLfxJE941bffA+6J2A0efwLuqXt46pUOFy9lTDdFYON4Czg+LKpxYSeKhwq+YP6VLFZ/TcunpxvmoEH/c1logzv7hII5oAVe9tnJgCn9Owm+WnDTc/p7c37nX3X8Zh9rQlWngmnWemOtyuo3a4ndDijBEM2+VuMdtb+wdh5v/NDfJxmwEDAjIEIYBhN7HHjMCohr529/X66hp4Fq7738XKV/3/Rpf2G5cQRoNmMuja2c/XLcHWfXdm0fKPtvMgP2ATM7gWv2y7FEAU1tRuVQUd0HJKtwpUUpT8Cmq3xEoev55NhZkwVZQJj3c+XcSPSt/JTXJE1UZcE4Yk6UPEcMr1E0CJ3hlBPfFtze9HvccAcEdlWxsIKvTcpGZGPkLJi1ANet77EmPXREEVHoiIxIESNUeU0i7wM7xJCyROn+ahaMGAjQBNpykSkO8rKJsnVkdZve72uvtQtj15E7AZwWkVUu70cqNBVrWjvQ2j/51L8MoJZzvx+jp++B3/Vu0Id+CNwx6MH0hEDeI/zoW7Nz+es/4bMAvAsTRzweZKrakFC3zvyUJbwnFnjtUuYgwMnYQhFikfMWx1THVmjAElBqwSI77HnEnbjDSAH7NC51m5FFyfPIKsGcJNH12FkApjQ7P/NHDJwowXHI1FxtAM6s/4qz750oj3pzy9vaDTvmbDasbdpcOa0oY02dMfuzNe8inj5uS4Z9ZXy12XC9ly5RB9u+X44iRldnd9Sm6OG9AKodpMbvbuq1BqfA7IANhURBDNizx44mvHB8GhsfMMUS4q7uk2bxbIrFZLz0Pthn3gYrWieyB7TWnFrtWSe/B9z0h5zFcwlA7mjCQ27GHZZxunMHOHYi0U8zRojyYYAwICaO8EQIDBzhK1rYz06P4MXDU7iIhC9+8Xfg//yXPx/vOD6MT7n5I/jH7/54/PhP30B4eoPDsMHhUWRnlSJS89yiGpdBWOphmftT9kzv9ezyfuTepX21uI3W/1ZabgZfXAcTWkC2oD32Ml+oP2OP2z4vzSG6n2+ph/3t6vFwVbDR32B9bWjXXHn2VPkTOfSuDZIjLZsbV7bZAB/5KvyTf/a38GSccJc99jzgbtziTjjDnSCZsKzQyVStlT75FBEwvs/V17/WbPav9Xeq25OuNccAXPp7TAIcp77Ua7u2B2zXAOwBWZnoSyTaeZmStBi2/kBximx2SSkIlBydHDmz9APjFORmvIt6DCmOHcwECaijIKTomH6GDpiyUV8FfDqxh+iyI9MuMFYqPEBohDuaMkVrZBE6sJkv24RU7404tdwFYfa1Fhy4pAJlqU2OCEDMkXdHrkQI02TOQShQIUrPHVGr66eM10BVT3K+97tu+/4CX3qdQFmcrKPci8ZmZa0VMGdf/+Dx8e4xL7Nv/rEvx1M/8wrcftlP4g0f90fl2DGKIIDzwOBB2y0ecjv8oh/8bDz05M+AHOEOzwgYsU9S4zf9AYekJzxHn4uvHRUVPaVxibiL1hD6XGcIIMvLS11RGvdJDh2QCG9kh3N3QIBL43ZOn2UcecBFAgSqtmil7eWcInaYMdEgSpwQJ7rUWsqYYybMUEn0Mp5baWYNetj5hewzYQCG/Vyb+WrB15rTaIFEL8PdjqUWfOk90H3Zvl+2+XB+HxERPmerAVStAvR71edcQbF814y7LC0Gtm7C+TBhPw+AX56XPtfqJDLbRvRlng2da2ybo/dqJjXbYF/Lr7sSYBop4twfsaMp1RVGPOwucMvt4Qk58KCgPjJhdIxzSvTYdP4RQEz1X1pbFkG4CFvc8nu8yD+Nc8d4Inr84vMfwXfTq/FtT3wM3nXvJrabCdNmQHhoFlwTCEj/XIDQA9mIGBBEQdH2VOqZXnb+sCj85qyDoRkuaIzN90WEQnvMr3VAkr7WHGNhnfHeUzvULHN3Fyvz/tqz1aOYnwIYQJmrtTH5DJfXXfvT/m4/Z8d9ZMLGB8zEOaIo84STr4izPsXC4q0d3varbuOd4Yi7LM3on4pneDzcxEXc4BAHzKYv39o1tVT4U9bem54asF2zrb32i98EfhhprAJwXIOwzth5zlqKOzxn7Ll0Ls9zuwZgD8qoWZyopgtJFqy8Xn2UlkXeDsiURCszC9gkAmfw1S78ALIiokyAqlwkDlLIE6M6IqKKqABF96+RLD2uyNHXtVc9s3RENclQmL+TA6aiGWqBkWg3rktN7JkV7NCs18Q+OXnq2EUR4bC0IuZqwVTpXCKJlq8tUG2diFU9PEUvWbNn8plT+9BFao5OamNS9k/7zbQceyuJbO3r3/o6vMjvn/E53X7ZTwIAKAShJJaTBbwHeY83vuzj8PCtdwLOSf0OCGMCSxsKOPcHPB22ldyx1gwqeJcM1JxfAwAPbbbs02dkvOVaLxQAJw6tNBnNConJqVXTrJc0yi3Zr1KnEzGhafFgzmdBYQMDLmIOTpwhE1jR7JgaM1I9ppWrx3ptWDL7ypK6uD7usqPXCRTovbzMsWqph+vbJYDWZCptcCXTSWlJS9b7tvMTNn6DOTJCdPm5jKCFJLa9dr8WUSfJiNXz8rLmS6+h/WfvYXW9Ket1N1F7j2lcPRFjrpGNcAAjSe8DI3lMHHLwTctblcXgEXFMtLCXjE/ipX5GAHARR7xteiGenM9xZ95hji4xMyIwRFBSHpTaLifrFHGZCrIKkf5by86YFFTKqElNdDydjVqZd3L2K30P7dhejEk2x+/uq3+65YX1DE3LcsjBK7cerGiZEJcF0Vr6oP1clc2CCZBR2V/+DCGrxdr3vItARA76aDDCrShyzLe2+P7f9ufx/5u22McBd3iHi9T8XOe+KboF4LP1ohaY9QDiKVsDX4441yZbiwMQdlzAl2b8SP4udYTXdm3Pnl0DsAdlaXEq9EMR1YiRMB+90DKIQb6uLWprNjTyFUmyRxtvo+v1JGbrSvR9K8ihvTp8lpKVz9k+YJoNA4lSoKWsWQqDOOiJWUJ1zxIb2VOqz8xOImTR56yVp5Qh0Gs02Qd1qtraLjWdzD1JHY7W/dj7sWYOESE5xi7JQQ/p8ypKMaQFCg45w5CpoMnW1KMs+FLr0Ul6EfT23K+a/VpECzvbAwLE5ujy96m/qwVe9kyyC/pnveoH8L0/+cr+hV9in/1dvwtf9yl/Fa//hX8MjkjaMBCJ8+ecZMDOdvDMoPMzxDtP4xvf/r14bxTH0VMNXqZEyRpSlkuVvrSWUJQvJWNVSdITsopeBOHcHYrSXqIT7uMI7Se35xHaWyykbOo5HwBS1USX96+qiGqaWRtT8/EpeIwUsXEBx1gyJfDAYZZnVMUz9Dpj8hba78Vm0lXdkLmAtdZZzLEgM9foMS6z3jYt6DglzLEAHcTVs67ZLzUhlZZtYsqeSx+wIc9dm/Rd70i+gZC+C+m9dsTFsEFkwsU8pqbX4n9pewnDxsr3Rn+2gS57P3tAyl6bzX7pti1A85Bs2Lk/4D3zzQwqJ3g8FXcCxOBl/KVxt+GAKR12SwPusVAzPYkKokvfqWZsP3T7GD5s807ciSJqc2SPx+ZbeM90A08ddyIAgwQehog4uyKWkWiDGTczkvJhyn65+l6V20Elam9fbzNmOlYUdLWZ3OpvZFB0Um5ecRcvX7NZtvI9Nx+nOjNig6bVNtDj2OCVjtM6+NZSVS+j3rVrRLueR1AOJlRBtpQhXWSF8rKdnhkLWCLgvAQoqDP3qz356i3+8Ds+BS8Y7+KW3+NWErtR8Y051b/W/2oaIuXzN6DVrHnaeHoNfOZ9UMl8bVzA1/+iv7Q433AG8IhMM2TPZhymn9WYvbZr+8DbNQB7UEb1P+dE1vji3gZxn+SlR+QJQCf6dsIdfcAcpUfOxocurUXNLvxrxfKtNPQqZSiBoYEIcwNIHImCGyX6AjQC3wEQeozIhEMYcOARhzhiR5M4yKbPDwiL7JdkNoS6VahkxWVSICbS4a56rzXr4GhWDInaOKRsWHSUOPGUr9mBMl3DgjFQff+KjLW9l8seSj2a4v1mvC4DX73XKlEUU7d3CrDqeLH7e0dSVrtf+7pP+av45R/7R4CzETx6uVExys/BA9gIINtsgKMIa3zk1/4efO9nfwVC+n6VgqaL843hgFt+j4k9tql2ZqQZm9QLTE2obZpRIUjz0LoW8pDUvGzjcsmCAYc4woExJjn5aBz9LHcPydKpxxogz1Bgv6ipG13AzCkbqfWJTgI0ow9JpSxRgmxgAzVtTn4aNdIE1jItkdaEOsp3qoCMNVvR2Fq255S56nzWx3evmTG4FsBQ8KHf2dZNmIJPwOuIkSJG4pQBEgB8wx1we9zjXhixDyMwAPswiPIkIKVEBoTZ41sQZq0FXzaosga2ekBtSA5wAGGABAPuxB1uuIM0nE4BMP1YhMOeNwCOOMIjgNJY1sb0yPVgQHFab/l78Ih4PJxj4wMcBdzhHd45PYS7YVuvEYQcKGR2oKMDzVSaJqcsAjsJGsIZwQsAtt4Q6f7CBAjgGKQNm/Oilxxgx0V4QxvlVgCKF+OyOnYLmiwIoxWQhfXX9fferGiZApeZzWyvgbFWBENft9alj3O9rc2wDi6WwC2ooqHrNgrCdC3XQCMz4ZO/7Q/i37/+T+Xjf/gffxOmjwG+9cc/Eh/2osfwwt3TuD3sRegmZf+n6NK4pGqdseeowU1H0hIndgCfgjB7r+29b8HXw5t73XsfNmnM6piz48ru92oJuGfVTNzgOWHPg1v2vLFrFcQHZdSo/RBwNk44PLkFHUxVqDHt+2UnZDvhaIZr40OegLTma+NC+jvkrE7rxAQujZmttZGrfD752OGkc2EXljXnLGfgYhEsaAU0Fn9XSk/tezZrc3oYh2bKWBPucAbctkDXAqm16yWz2LfbqVWfM5SatULi7nmeAF8nP2fOVceMvm4zpzYC2R7ni37gc/Gf773iyse09um/4s8UwAVoyLggCe+AYZCfRCDn8OqvkwW2qLq5BKYctm7GuTvikeFuAl+ipKngyxNX/2z9luzTp78jNkmJM2dc2Mjzs8MUvah+pdqzfRxxEbfYxxHHlPFynTFZggY1ECmqlKHInZv7r03Ye3102vG2FlFXJ7L3vt2u//rqR6rzOOU4Av3zb20t66sAGEBuAWBBeFvjtzf1qyOJsuCQ5sSNmcNWz7V1jpt/PfC1dl/WXle1R73uyJTHlAPnmjbN6EudoszdAS4Hj2T7ct8mcM6MeUSMkP3cjVs8EW7k7Qqdk6rrssCCAxVUSlwcWZ9quLQWy4DEYjb6pBL1ENB2WTGLzUio15nBVT+AZcGUnX/ta+WFKzwHtNw/Nfeo9zmbUe5ZO7Yuq7dsx96pbdXquu6yjuV/rg7O6mtDKm1QhcR2vz/8R74I8RHJtN45bvHE8RyPH2/giekMT81nuBdEDbEoLZt1A8tn6DJraYy9ax8Si+Crf+HfXLz/ut/zpvqrtnWHuvRco4hrew7YdQbsAZlSDzWy6IjxcS98O/Zf/xI88RER7CJU0ame5FEt8Mr3Vgdi4wI2fu7SX2ykCUBuNqwW2WXqTWtWxVCdHqUADSQNi232Cw7pZwSiywtmz2lXm1NT6Iu4wbk7QOhdm+xAOUoKiKjlmFvTejA57/pqYnJUlPoVLwFnEnEvgEgyYaVWQ6J1LKJfVCJ3DvX19mhM7X1YA18AcJiHSxen+wFb9jM9B1dpoTs/pzYFp+/T+XDEZ37nFyLyi/GmT/sH930eAOAnySjSHOGeuidZL21y7Zw0ho0MeA+tD6Pv+SHpcwQkWqos8mfuiJ0TipVGYTX7ZVsaqE0ZJGmPOVdTBaHqnnI+WzfnbNeUGpmDhbJ4EbZJ1EYaPu95LOIfqVatum4wYgJc2m8MALZ+RgwjNk6y3NrbR6m9uXFwZEjvKs1QlCix1i+pOSr9rEqC8fS4sc5jjy51abarExBwzViv2j50nu1e8EXaAHgcecCGZngg15uMNKOt/ZL9FKB90+9xM7Uo2AP5PudzpkJBXKOA2WvsPcf5Go3DqwGN9nMbN+f7EbnMTRoI2LkJLtWqjhRwTP3pWjsngsvZL4KoIAITExxJbasCuSfDOV403MGOAnbEuOEOicppqOop+xrIwfmIuCGAnYAxYmAomQTyMdHm5f5xryiWgUI3ZFCL1PRPav7uvW+2oUaytcp86XfW1pCZTHD+DNAd79W+UdZl3T6LheAE/byd+1E/W6fA1KlgRgvI1nrx2eetyjwRC0ByEGEaSD86C9rmnHUnfMZ3fDH+1S/9s3jl3/5T8GPE5kbAOARM0ePpaZPXD7tO6rHmWGpldX21LIoIGR6VumiTDes9l7rtkEoxvu5T/mr/SwByU3EGavBFTfPwngzwtV3bB8iuAdgDMl0cNELtfcSPf+4Hg36p8JHJFWl6NZmAzCRs6GntIj92Ck/VNNNVLXJI4IR18e4DHCsgAZjGzEm1TSdSFasAUMuZr9A6dMGYU31NgEt1NgLeetmwXLdDjMDiPF8GqK5irUBHXrCYYFURMzCj0uzapXua/4Y6wX3QZe9D77Xe71cFWqe2O6VQp2pYMVD1ense+l4EZcdyjfJxFaOQ9j3H4sEk1QBKECW/HgI4Ko2mmEfEQ/4CAQ6P+qfx0uEJPDbfzsqamu2y20vPrgiQA9iOq0RJTXUMmpnV96QvWLlHjhhTFCGXGIuy5pQohtGMWf0MkLK3idKoQjCDC5ijL0EOF3GMXsZJGmNFKELEYArltWQrWoDdArJlBhbpnOqovnXGWztV26W2lqW7irXbtj3alAabG72eCF+PSZJeQcyZP+IQB+xRMr06D66dy1pt12VgdFHnlf+OJqMe0xy7zOrLtbkmcOBz9tYjJrl9n4CXHqcEgLTXogjDJAVFOBzhgBhroZl0D6S/JMN5aXlALFRsctJ8mcbkKieHVYKLyI5tDcIUeMGANNQgq72FvVtK9ZvdDFQGNp3P522Wc+wq+NJgqH2Jlr9rc/Or0BDtsS2AX8ukroH/dpteoFOzWe3n8ph0yK1WAORgY67VylEdl4U7tjeOpVWMjwlgORyjx5Baaei4Vquo7hkYLwPEGiyydrKO1PhA537ZeDnvYwTiYPrWqSlgN77Z+8GdePDGvI74nw17Lp3L89yuAdgDMnIQ2fm0aDEDdz/ihXj6gwHepiiiaQSoYhW+2U8bYRqcOBVjZ/EGxGGZo0dMziJMpAmQBR5rn2VKohY1CHMUsXHm83miFhUldWoiU7evlNqcqFz3woinww6A9PIJ5JKD4ZJqnWyvgglgkVvWmpr3FYQJhU3k6FUFEmxAFwrQba9Po3d6S9si/tbWHNxLI+7PAJCp2UWsUl5L52wpb/swdBf0doS8e38Dj24v8PEPve2+zsUaEyHe3sE9vQf2B5nInZOmsN6BtltJ2cwzeJ4BZnBkHJnxRDzHkT1uu3u45fZ42F9IHWG6n9pHTjNgXTorI4Mw7Rs28YB9lEaiex5K9jeBJQVkAFKjZcKIgIlH3PR7RHY4xBGjF5in1K/WFITJuTC2Kbu2BQFhyJQadXAcA3CxFMYnMEqk/fdsoGYdlLTZsVMOzhotak0Rs7et/anX7RpQ7KgokbafteBD21dMPGDkUM1bRVQl9fZj+X1HATfoiMAOt9w+ZxwtFWsmV4JGVOpIW/C15hxflp2w+7GZCLk+fS5d9Z4Kv+j41Xtx5AE7OuKcjrjgTap3c/DkMPOECMaOJMwwpWPsecCex6o1wjvmW/AU8bbji1LfPBkHowsIzsH7KPeYAQ4Emh14E0GbKFmxucxyQlOURwkMo+jb3DMFOlkgZiVblrfXOapkLHLfzNaZXrMGqLWKhafAV/VnE5zQ5+uZ+J6O1seU3aZ6blYYLjq2VEDJvjc0Yy0Dfq3nBhBdwAZUrQvOy5p/DBIcmonhOeLTvuMP4JEbg5QNzD4DscAOxyBzWaE2ukUmfLGuGECoz1wPyCrDJKIuNdDP3t7s8bc/8Su79xGQJuLsE7hK4yYfQsGXY1TUxGu7tmfBrgHYAzLnY1YmI2LMs8dP/CqA5pAXNXLLCdlO8G0Be85+UcTW1xQcpeJNmR7ooQ2V27k8og79WICWI1KEXKcib6sghwwapekNEJCi57dagJsm/WOiId5JACw6KaqPIGyRwJhxYm0m7JRdJsBhaWFCclzWwun5WtDrmBeLcwZh6T5dVr11KrvwTMBXltNuirOXtX0NlbIFWYne2tIPLR1Er03qDkMFSO7XKEXy6N4RfPcCtD+AOYL3B7gb58U7OhyBIEd++x/+JAD/BiPNeNhdYKQZd+IOd+IZLrCFo4gjp0wSNKM1wNPR3G9tYSAgLMBXgEhtRzNCOof2OsVpQH4vQjJmhzgmx1maA+c+VeaZ0M85VfEjkQ+PRJjhswqn/IsLoC/O4LJ3oHVeNKOlYKz3fVMDhNqMgFXvzPRHplVZ9jVAstyuX8spY7O0DbDnoHNSMHVdajYzvqPJnAcwIiK4CS8ansKeNzj3R7x3PgeQxC9SwCErgCagq8c+FRhpneT6OpZ1sbmm1Dz3GuRau2+WUj0i4IY7FjEZljE6YIPAERNH7DnApy9wBOPAVN0vR4x9HPF4uAkAePd8C0+HHYJS273QylRdN0YCtgCP+0y5i5FALECImUCagY2UwJdEySpKIJufZH5Wr6UDMGSwa3ZXx6MvATilyVoaYDYDlthkgDVTBbSZrCVI1NdJf15hbOvz168Nq//Oz6dZC7oBjw6dt2c2KNuOOftZYQSEKsgwpCys/F0Cng6MY8rKZ59gADAPYE8YXU1r1FIEROT6snatm814tmspkXzfOdi3EkBinQvTfjcu4O9+4v/e3fbD//ibwB4INxlxw8AYswx9/j50jJIEwN191F5f27W9v+0agD0oM4uRrj/bR/Y43t2UhaUx62BxB8RUUdXk6KmF5JCPDohBmipLk07p51X2VeqtYir0XqPj5M/oougCEIEjl8bFvWzLKYtJslapiI6KuqI2xD0V6YwJaAWmRf1Xb1v785R5YmXDVaZZsR4Is86vHOdqMtzPpID/Kmad7su+C5WfV/ClDX59yva1+xwo4kWbp/GS4clnfH4UGDQF4HAEH4+Ixwk/+Yc+AS//jgvQD70FNI7p5AIQAhAZP/AFfxHvisDD7iI37j3ykIDOjADpDbZJmQ5RIqTF95UzYoQk5iDf+cRyjSPmRFVMtZIo9D91RnyiMc7aFywOmKLPDUgdx6TWx7kWEbzM2Op+5P7Kc6rZGQuWrZOiT7rSESMKILPjqauYhvUxp+psvZpLbQZvzWbDTo2xDP47UX2/Uge2Rv1bnBdqEFdeFwDqwXjp8CR+en4kiXQI5TPG8rxG4/y5zn3sBUG6Uf3mvVPga3kd6iRHI6whWVmtYZRsbpn/28yhKD9KlngCYc8+Uw89iapmhMfduC0tGbjUn+XvxEV4Jgw+YhxEhTMEV46c1jPbj47Aq46z3s/1NsZ1dosci/iHddCVJlbtE+jWeJljVtte0dZA1GVUw57IUivMscikdjJFrV1lHbBjcS1ol4+VgqhgV21jM7GDC3mum6Mr6omeEGIfaGb6Yj62pSK67Dt0g0IW6F3BHDFujofuex/xR98EHoHoAR4T+PKGKltlUK/QRPw5ZMTPrUTdc+lcnu92DcAelJmJl5EiOYHgN4aiZEZyDhimCc0jNQ+19R3NbKGOk05kU/SYWCK9IUpTxTZ6bM0qI7YOkTqxvXqwwUn9kG3uq7Vha1klwKp+eVyEsbyW+NweEc5FjKle5irZL9v/C0AlwCF/r1+/S6BLM11Wft+1wNJEZsv9Q025XDnUqX5B9/P3VQDuKbMLntIqj6mmqXW01fFQ8PXS3VM490d88PjeZ378YwDtZ2CawMcJX/8T/x4T/1vgdwCv+7rfi9f8f/5vwBF4fwAfDviWn/p+PBUneBBe5PfYc2rHQDNuDIfsjD4RzzPtUJshj0ZNrspAANDWBhOSAmICXyNCUpoDHAiqMhcT9RAAZvY4hAFn/igZMB5xCAMGKs2c4dB9phb3g1iagZuAxuBKdFoykfLM2YwUJaBh+4PpXKPfo+3JZ39aW8pwIzV4jjlifz/Wgj+rIumpKG6qqcqqbmsFTHrOWUj1UXUNZ8Qm0ZYdgA2JRPstd8ygfOtnTMbx1PrV2NyjU8/fZQ6us9fSUMHsZ0r2S3raKWB3CWxtTFBtRMBo5sHbbo+HnQq6yPgciXAnRtxNY3RvwJetA9szG+daMsBKWfMkNV8+OmxGEXg6zEMqPZEMxDJ7hdL7iwE4Q/fj8nuWpyeUzBmo1EC7AI6p3kx1qdQ5htQs9ebVVmTG9s6z3ymwpCGWjcy+qv2eVjRcM2c+K/eV87PkTZZVj7MarFsZa6dEN+T3AvrLOExzUApsqvKqjgEbHHLE2DjluACIgPPrx+uda31+hYGTXze/t2Ic7X1s7VT2ixjgAYhbRtwyMDLIm/lX/TH7nTsgXotwXNuzaNcA7AGZozr2lxeJzmswa0wbbZsNCHPEUkfFHlvMkvHS6DU7EeaIEuH34NxhqweM7MQr79X1VQvaUAI6FThJk2lFY+ssXJUzBlFPOibp5eBSLQIFUZPjgD0zRi40rjbTpdkvBV9KP2wVH5+JqeOn52wjd2sgDEiCCFeI4J+qAej9vrZNW6d3FbPXpMBqoJgLrm2tW9UoE4T/+tSL8X99xt/FYz/zwfd1TLVf+hl/AsNxBh0n8Dzj63/i3+O98YB98pq+69f9WbzxR/4AXvw3vw8cAr7hJ/8DnooTJkSJ7rPDjeSc3nL77KhvKGCX6IZKMZT+UFIRs8eYz8FKmGsbhAk+fa/qqCS6LEoWTE373ajjfIgDLsKIyIRDlKzcRB6I/WxuzM8QAylb5r0ESSZ2mYpom2PH9J0VQQ5xNCMp+6etceEuVdGKb7RzgXUa1Rlq6VJrdvI9AzbsT/veWkuINQvssKGiAqtzxJj/5izcIUCbMVBpyaFjfEARILDnc9XfAazQwNbBV2k8XX/O3gfN6mpN42QCTLfcEedJgAOQRsyRBcTv0/gLEArinsdK5VMptVoXpqbCDVOUGp+RGMc59ak0oIZI1wnlcyQzTi2ADNCcE5o9R5dAGJagDWjm02VWIgcQNJPBReGTiOEqGr9khStlO16Zcy8BX2322AEIRmykvTcAUguZAiB0H9SAlurZaoIQ1nqZ7Or9CvzXY8u2O5C/k+Khh9SG5+VRPqdNnEGoQJhmwiKHHMwic87t+ek5KcibIQGsXrauzSSHDsC09+yDzp/qvgck4Y0NI+4isInAECsKq+xE9wUobdX5+5t/ru3a3p/2fNCAeV6aMz29WkVEO9H31J000g2kDI+hleUsUkMr1EyYTOT1pHK/wGQtct+d8JtJuKqFaCJiduIN6TrmWBrfRqNEp3U2MdENS2br6kP2VPbrqta7jvY9oP1eLwdGVwFcz/R8e9bW5rWLYesQWPVKCwi+9/DIMzoviiwqiPMMhIiJA+4ycCcOeCKOeDwS/vWXvAnxF3wkvuEn/wNmBIQU6d8R4WHHuJWk6XcpU6C0Oe39pb8rVcuDJYsAoaHpM6Jm5epP1V7YMT26mGshVJRjTj81+yZS6VS1QWgpX/leQ5Xp0vOLpXPTOmbaqqJ3rvq+HYtCG6u3qY6B/viW816CtXYsnTJDYgNQ0w/beepUP7+A9WffmVOZGIic1BNRwLKl8bXz02Xz1eJeme/Jvm8d6Vw/m/dlHeSY6bQ981AqbZ2dEFVOToEB+exILlHNyz0M7HAnnGHPNdjqrRtAqd8ZfcjquguFVjuvJZAFghGT0o1LduGUMVMl3gGUfcnnTXDSAZTW0pb/lNdWt1xTc8aD6uNadgphuSZX+27M9hbT39fWh55dJr50lffWtrO/a8sHoAjVOJJgxOjCYq5ps2eDWd97z8WVgjO9z3aCD701tHdtX/nxX7V6LPYADwweI+Bjyq6mceHN7wl8iX/WBA+eq8bPwX/X9n6x6wzYA7IhiXBoXREzS7us/Hd58i1FIrLyrQkuZZWUJgaUXlqOhOLgUjPb3LMoLbAqd5wdQC26BS9qZOqJziiNdSJSWiuVJ1auMydRI5yNtfvRpo1wc8oebJDrwSCO9JhzeFiAr1PZL72OkECd3bbnOC557OkaU0R2oeRE5XNl+6WjCtTf8/1Suq5iV6q7M9myQgsr524XQhXmyKqW6X1t2vzy4Yn7PseP/kNvwstmBh1n4DhJ/RcYe3Z4Ip7hLm9wg44Y6Wn87a/7K3g61WCpnZNMU1PKhY7ZmZXvc0dTis6KeZIsiIIucVwjwAM8Bex5yA2dd3QEsMmOq5qjmHNnVVNlMx7mVP8VkmO75Tk/fyqD3gsCSIPh4giLuElDQwxFIEUpiMSigKiZL1Xz9NRREjPHVfpTpikmR0s/a+tURB596VAWIEeLCHjPbDaojsSfjjgrDVHHrK2P6llN0RYT8CsqlzuasHMTBhfgYzlvHdtWEXQ5h9THzVkC856ClyHRvU6BWb0PY9rWE2cBEkecGojLc7ajOV+7S9s5AiaOmBAwkocnh8iMc/K4QROmRNHUYIBcY6r1ZWni3AvGOXAGXi6NB+9YBHJSFrcAnVJL6ccAIiDMMnZVbp4IopwYKWet1FqhDvLIqaQF9Y9SD7E09pxrgJV+Jv2Uzivl/tt6Rc1zuVTXSASE4BYiDKfGtM1utfP6qTqv1hYBlhUQ1c7Lp4J2Cp4GF6p+e2WcBtHTSOtucBrUdWmu11qw9BqR9M1jB0RgppL96p2DrhfaG+zUtYP7z1vvutTOh6n7OgC87gvfhPnVjHAzgMYkcOY5j5eKMpu+FwXs78/g57Vd2/3aNQB7QOac9P5yDMToJCoTTeTY0pObSYCzo8WI7DG5JPmaFot9GNPiLREtT8tCf6C/CCjdUGsyrPiEVUhTYY5WMREQ59QxZZqBjWJ274VdbMDQhtDqGEQmHHiECwx4YItJeoURrZxTEo4w4Ot+MmNXjd6356+fbamI7eIYm8V5tQYB/QWnV+Tfsx4N8TInsn1Nr6dtitle183xgC/8/v8Rf/EXvH31fFr7+N/2FXj3px/xmu84wh0mAV+HA77pLd+Fnw0z7sQzPBHPcTducZe2AIBH/QVuUYBPlzGCENM5TBxxwS7Jxcu57WjGET5R0wrVTMaEcZYZAM0VdREAjgkI3XAH3I1yDkoHi+nnRNpYVEQ19NyCqaHU7IJjzvTDmJwgrUl0tsaJijpiqYWK8kyZlggKhln77jkRTPEkNaIuOa9tP9zLnobU17mKgqvi4egCiFhAbce5XDMLaOpzWTqLVa820vstbTiUUu21RirVQck9T6quFLviQbZvm6eIc3fASOdVRiBH5o0qm1WGs8Gq3jVW+zDgy/b6smaPPbhgsg2y3dZNuOEOOHeHTK+U7GzZT5bbh/T/GskjcMQFS18wodWaYyaq7YiAQNIqQZtYW0qoo5p+DKgCJkCp+XKMDkwkfcIUf3nGMEiYRMVN/Fjor125dmp+AgVk6e/E4BR4FBEPs6mOGaqBV/WemWuJWM7dfHfeF2GZGFvFxPo4p4JobYZQKYn6vCzaP6S5+hSIOmVVBjaPwXqcDS6U4FRTQpCft1QfPpIGb0L1HKlqYmQCVAveAa6jULVY96BALuQ5sXcNeh1Auo8a1AEW4FbtG37xX1y9N9MNINya4bYBbojwRuRMx4nEnNMx9XVinOybc23X9oDtGoA9IFNHJrAT5wkAHECcFgUNxrT0CGikmXPNyiHI16QT2hAHDCFioCAKbLFI3vdMJeABOZ5mwdoeG6dsTa2okro/AUpk29rxn+GwRcraRWAgL8pyzmNDc6phmKt92Nov3U/d/Hbd9bwK8CrRxjpLYc+/t7D0lAPVFtHR+7nv5j5eRXXOHqN3/3P9l4vZ0T/GvrS8dag/+OxJ/NmP/YdXPm8A2D9K+NTXvAWPv+sm4Dxw9y4+/d+8HW+f7+KdYYc7cYd9knGfyGPv7uEijti4mGt6FOxMiNgz59qtqNF8Emdz52ZsEPI1HsnnSKtun68rObiA1hOW+psIJ84/klIhl2yYBU8FpJYIcmTKGQ0VAlkbj7otyEF7WKmjPiRRhDmWAnYFobkejFXFL4GFxuNtAZl+tv27VWnrRvPJqDLCgI/74KIo7W7NFHTptvpTwVdWfE27CG19nf5kJLAr9FNpYpwaT6goQaPi2l5nAUtLRVD7u96DDKgM+PLm+9LXYhKRaW2kgFvuHh52F5jgMyXVo24GbrOpb/y1vwXf/H9+FcBA4KKOGMw9tPdMP6tA1hOnvnNS4zMHV6T5SRozIyJT6SMTiNNcTww/xOw8+6HUT6oMfB6O6f7VNVOmfYJjbXGXjQyI121dEu0o4h4rYzVlt+zn1cFX8NWCKAmGUH6tvK97KeDulOmzpAGVNsPSC2Rc9hz1QIu83lcC1bGo84NV15STkDEYzfrmadkQeUj15HAFYOfzPbF+ZSYMqPY72nNlLJ6/Z2rzDaTWPjIubdDIjhc1C5D98wCAEbO0cHmO2HPpXJ7vdg3AHpANFDH4CM+FshCZEKP00uLowFhmRmQ7ADGFn5wDAsA8YvAhOwgaCRspAr44YDL5uYXjZ1XZZHIu71XiG4aaFJi6kt7yGTagqw/CWgpFz6ZEcYADRo44xAGHOGanq5vlMdRDe31qxdmoRRQccae/U4QD5Wi4Ug+LWEK5pgrkpNfXKI1XtZ4IgH2vff2y7df2IZnMAqSPwecCfNU4PyULrODrTf/36/FFH/ltV7q2z/mf/iUeHZ7GN7z75XCPPIwf/kMfhj9z6xvweBzxrnALj4ebAsBY+mg9Fc/yuL6BCSNxElVgBJbvckxgaKSYqISEHQUAAaMCVUg/qD18ohoyvMmUAbUjGiDj3xMDnGiG6X6NJLTC0U2p5itReKC1XeX+ji7mBsuyTX0vW8WxyISdm3ARUmCFAoIrdFhH0iZgZodNevaRfeBCRwSwpMpycTJqdbhaPKAXVLDKkUpp0/PRnydpRibTZK/3VG1pBRgAIAG2FrBoc2IB1S7V2cnF6LbqBKqM+9ZN2LoZWzdj4wKOicJdjr2elehSvZrP2iyYzXbJ9raWxvQ3NPt9cj7HxB4vOrsDAFnRs9QGikjLxIQjIs4JwPf8EAKLmmcEY0oZXytYpIEAnfM8pAF4rqflQjNWivE+DkYR1UnowjmEKL3oVFlu8AFzMDRaH/J4XANXhGXrhFK3Vd3mijoGFDoZN5+Vn/U+K8qeS59vwFrbP887LPap37PtoWXZDPX+yrn3wJd9z/68irXPU1t/bbexx/GLz8n8pirJA0yAyK7byvBQUa+U3T1SneFuA6oaEIvsqrDp2noomX157xRL5DLbf/CEYRMwjCG1zji9ZmZqvYuI1yIc1/Ys2jUAe0A2+IAxLUreRUyh5l5neV8YSnyahDg5yuJkQUBYjPBOgMcxerigogClzmRI1IE2mlVH64GdFz71Wv+v1hFf3S4BFI3QWzpiuzisLTxKR5yjlwa1zvQHA3KtDlCoSmt1X7J9udalA2wmYk4ZDgCeJSKoEvSq2tQDlmvZr/uJ5q0Bq6tmt+73/bwdTJ1e89m1SGVkws6X5fSq4AsAfs1D34/f/9mfD3/jZxEfezf+9Wd/LR4LI+7GDfY84vH5ZpbN3tGMi7iVnl4xJCcwYEciOOCJMCKJVhBwEQkTSlZlRxG75IkdUUQK9lyux3PM7Q08tE5rlhouMxWK9IsTyXriRS2XrXdUYLFxM87cMY9R21drLQumxfAjBdxLr/nkzEciOSMHDMmLjeppRnlDlRHLeRfTAEJkWji3PWsdoJ40tDV1tro05yZoYjNAi0bMab8e9X3WfmwBhLE5H6XpuSRUETpBGt2nqGROeHS4i4k97oUZR+dzLUzJXPX7e3XBZ6q1AVDRDm3tTe++qQBJC2Qn9njU38Vj4RZuuT12CcTbc5jY4wbNuJGEaL7x7d+LOUVOJDvsc0DimJ4pB1H5BJIqJ7hSBS0CMXKNM7us5hrNebeOcRYzMC8za7+6kvFyXmrIipOtO6g/W2VhDZgiKHUMi1qtHs3PvpfrQTvZNOT3+Bk14m2flZxlMWuEAuxSW3l59usUOGsDGK7ZbxkrEri1VETNyPk0d+q2hzhAc8cOZjzo86QgDMBuKNn/eWU+y35GomvbGmK7hs5te533IQv2333ll2O8fcQwSP86/T6rQJPJbnL6bpxLrT1cWNv1tV3bA7drAPaATJuqwkzw2uw2aHGoLkw4WUIFrduaQuK1cyl4PYQBDoyJQu2BoXZaLpvkLiuO721fRfSz4+GqTEt/4WnVz0rkTJQPKVHNpEFultRKu7LgS6O58nsBX/dr4oCVXmeXFQifohxexU6BsKvsy2ZerkoFs5k961hWABmaCSznZwHY17/1dfisV/3AlY73Us94y2ffBPsPw/d+zlfg7fMgtEMeskS2iqR4x0kIg5Isu0+ZrWJjKsgfkdovsDoWjB1JTySR6M6EtCYbWpQRAQC0VN6zdByVtVdBF2uaZVYHZ+vmXK90yqwAR0j1EkCdiZV6Iql9UzGOyJSDHRKJ5yRRn87HOBkA8tzSG0+tzLbaItuzMq56NY+nAwT2OjtAqal1uky9NItz0LpIhyOZOxwidm5CxD3secAT05lkrFyAMyBMf/YcQ/v+YM51DXy1oKt/DWU/hzjgySC97F49vhs7CniKN/ApK6/3Y0uyUgQwDjwjpuzwniNCyu5qn7xa7dDWG2pgaxmcauc0StdUCV20mYoEpnoZDAFOjBAKKKtAWPpJac7p1VzpvdTP9jJU1TEb4JP347jJBNdUQ91320+sNR3rLW3XnuspW3tW1j5rZeXb7Vrw1ZYUuOq5Mp9PLTAiUc4ip7OTH4YNo3TejZvhhhSYDZcwP0iZOP0a5XasAf3v3tonfPMfRmCH7/8VX1Zf49lcga9qXGRAvDyOdzGv9c95iwDuP07w4Oy5dC7Pc7sGYA/IvKotmQlX6INIPHTfBgIXViYjTnSROmo7xIgjDWb/s8kcdSbINCEqoFvasodNTZvqFNib7QfERD1w+cJqes/y80qHFCU5Bxcd9jSKk+UUFMRFHU+hgLkmO1HAWEVLNNSzVrBDHeyS/RKRkZZe2SolnqIhXsVORdzXtr0/x9f0MCNenL/2AOsBS/vaP/zkv5Z/vyr4AoDHAvB1n/3nEeDwg8cb2NEkTnC4kbOcKkyhoGviIdf3iMiF9HbyRPBEmJJ3NBLwkJvhCdiRwxYenkjqYYiShL3UjY0JXAdi7DBnqpsAQS+OPJuxSa4SNMj3DCVjEZiSsljI2ZvYjDm5jzE3EFazVLuIpNiXAGVMFEs4ZKqc7bMn2ZeoHy50ySguvX5vTIX6vBY4uKr1xph1tqyTtaxFLLTn0USb9Zn2zZxgwW5Prl3BV/0ZYGLKFFQAed87mhCdww13gAPjHe4h3DOCG/Yae4Cr+gltVFs+M7qAwYDLU3Vudv6LcBgx5c9t3YQDj/jGOx+LX3nrB3P/L20OvqMZuzS+90pDhAjTiHZR6YMnrRXkPKzya0u/LsyIUq+TM0aJucFMEuhwMjeSoV1aY6CkqxhdgIIE5FjlgJXxgbpOJwOaTnbK9rOr9o0l6LKf8S4iRJcZJqeywmsNyi34svReBZ8283UVqzJEQPPc9Gt4gSXwagU3FLD1Pi+BC+RlTeqvTS1YCmBpz8KRIpDm6TmtF5Gp9P3sXJNmyCIThobip5RqWysGrAMvtc0gNPNf9q++CP/XZ7wJAPCqv/cnsDufMA4Bgy+1fS3o84TF8z4m/yz46wzYtT17dg3AHpBpfY0ucj4V1jtixGnMSlMq7Qx0qB6LqJAsHiE6zCQNW2fnKhEFpcaccrRmdhjQOjFyrCnVwqi621WsLAAuNTjVLJ1r3q+Ppb9rJkH7gI0c5SdmgKXxqPb0kWvr0Qv752oFO06ZT1FYxyXqt1bjtnZv17JXhVq6fh5XCSr1nMTL7CS1EbUUd6bVNRTUz/q3vwdf/4v+0pWOZ+33/fw34u+++VtwJ064QZPQpFKWSGXUx5S5zSICKQOqMvITCDsA2nz2nDx8em10DloF5UDw5DBJRRccl+imfLeUMwoahNDeWwCwc1NWRMyAKWVutCfd6GbESLn/l09UtJyNTbVTPjks7ZjMQYATWTL5rqS2J2dUWLJgx6BNo1F9Z62KGFCoV+2R9IxOqXPaMXOlqH6ql2uvI88B5rkFSh+1NStjoQFJHfClNlJqVE1S/zem/dylCXseEeGy3DsAbP2MIcS8X1t3Z6/BHls/d3fepABGyKC81NucfpJHJ+JJHjFTUD1FPBnOsEvCMP/58MF48fAUdjTne3DDTTnAEFhoh0AJjkvGTwBrC7SUJTCx0LvnxC6w1+m4cfhdBHGhZo5DWleiK071SgSxzZCpQJQ2SI4BVXCAUWek2nkyZzXM3NvLcLW2BmC6y4Grt9fsnwQtBVvq++rscwYQy+bNWmLQ1gSqtbW5qxkwA6ZaumJP8KW1DMQzqVps1PouOMDS8KJP64LMf4OTAJNLfoGLPq3XdT/AywI7EVSBL71HVzWtqfukF7wNH/VPvxTMhBs3YxZWUUEhe3+q+wATBCfOAXK+D8B8bdf2/rb752pd25VMI1g5W+VipiV6lwQ6HNe9TZrP90wjlZwiTXN0qR+Ry+9V2+sECTtZpm1RIlDqLGlx9tWuMfajb4Y2ccohWaM4aXG4Og0KuPL5md/1X/4sqJv9k/NbX6Aue63dTxuhXPu+uFls7H2391+BuP13yta+59VzNgtQlXlbLOplMdd/77x7C5/8bX8Qv/Rf/r6Tx2jtW977lfg7T30EbjiHWy5il+pxtN+ROq5K3ZNGxk2kEoyRHHbk878tDdjSgN/4ls/ElsYMvuQ/yqAscHHkVdDBCjvkHkzoS5pLtLgGCzb6PDibyTK0WC70RH3WFNS1AKLtPdZrGDxcUqdgJZ1XnU5jazQta/dTz3hVs/LrHnauOD1PtMdYa9hs6aaSObOfKU2ItV/Xxs3lPjeZnbXn+c2PvxQX86Z7bYMLGVyuzREDBeySKEgG62ZMipy89Kk7sk8iGnWcNAKYIIDzmAJG+lzvecwZWjWfqLiaDVOa7/Iaylq18SHfFxU28CtrFVLii5Jjq42Z87Yk4MsRS39MbZRLXMBZs88SlER+f43qt1DnpCK60T3f5nj2d08SOB3TNWcKZuc8KB8H+Xj2WdR53M7xPfqd2iIDu0KtvQr4sjLwbcPzqh3DIhC7VPQUgRwJHOg4H8x29pztdbTXprVf9wPcACOYAsYff+0/AaeAwDhIU2lvvoPed5/Hpfl5qjbvuWaqgvhc+ndt7x+7zoA9YMs1A2mCmKODi4xNSn2HSJjhF0plQCpsTjQQNul8ndQjU5X9cmDAI6sb9cQ4ZqXTmSi3zZpJdqCuHyifr4vo1QrdxSwgOXt0dbNgUKO1SteSLFg5l14GzGbIuvs/mbnS3wsN0Wa9NAvW7sPWTFmzgOvUOeQoqNmfUkWtUMsqIE+0nyvXgVHd1FMjk73962L2yNkFHBjf9Gl/4UrHsPa/fMS3AwA+7Vd9Of7BX30TAo6Y+KLUWSFKhiJnh+rv2BMwomS6AGAkj1/+Ob8V7rvfjP/+t/8uvPCvfTe+9af/Ez7+S38XnvhIxg99zv8XAHDBLCIuzKn4HJmuFYhzxmtHUzoXToIcS1PQr72ptH4i36sOtVXr2+p7WjJj6hD3xsTMlLNf+v3m707HSP4OjVOl4zHta0FBNMco53lagWwti9qrBcu28uwr8G5NBSp6r2Ug0Jt7IM/uSKIE6AiZipgBGUXciWe5NcCYnMgbwxGHMKSovC/PkI2kN8/VS2/cwflwrKiIuVlycmgdCSDXVh86phV8ObBkU1mb36aeXSQU8gjCPo4SHmXpWScqiAWIT4xUCyZgas8D9jxizwOOCcDZ8ZkDAem1OfrF3GRrQSNK7aF1WhUwtbRmrb9hTlHdDEhkCnUK4vIaJvfIu4gQtO+Xnsl6EMHRUjjDAiC9jrb+iAjgJrNvt3dOmkqPhpImlEVhRTAx2ICyfF9JrtdTrM5D6Zu2jq4XVNP5u82CLa65CpQV8FXAlLxmxTfa50wokqUUAWkbmw3VzL7uv5yLUqNneGIcUlZsjl7mQhvUa0CZpRtWNZZXpB+qjT7g53/D/xtn21jdb6AG0W0mU21RIwe+zoBd27Nq1wDsAdrQTIJK85iizwvaYR4Q47I+p7W8ADaTpUaWxGlzGJgwNPNZ5GXkCa5kOebo8wTeUnH69AmHNgJXzr3QEcFLAJK3aygB+ppM1OI8tFQaGAesR+/qRcavQj/M552cFC0+ltcbdTSziFsOe/67iXrq33Yb3a+cd91fadEMlvU6luPishqwcm19cDVQzAB+jtIHSK/Xyg3fHI44H46XHueUnf/bH4EDsEHEuTtm8OOEB5PV2tqggU/3YSQPB5HFfst0AffdbwZ5jxf/ze9D5IiIiOFXP4Y3f+zfxwVrjZc0bQbN0hMK6iSX7JiIPhTBDZDDDkcAm9VMsIIwrRPTTIvUKVKmvSrAEiBrHLvOOC3PUapHTEAKqdl5m1GResta91DNmeCHdVUVjLVUr7UxdFVQtvZ7OTPCkB37QoXKipEd8GWtVyumYApIfb9QvgftH2uL7yXrI58580c44tQyYAeEAZHMd9XMTY4i5ugxuIBHhot8TdU5EudaMMk4MVwzlwqRVfftkghLxC5J5YvzG3PWa+SQnfMjPALm/DwAwIEJR2gjev3nci2lzp8BrsqAWfDVNmDP310aQy4Bh9FFuEHWKxG0kOdmSIBFs2MiNKVOMWD7bqk5kkCHAikrniDBgH42t81m9RxwG4jQc7LBsLZfnu6nNTvnE4lQCFGtdijfqdyHKgtGhd47UGn8DKppe3ovTtlSNbQGX1acwzd/y31QkFX7IjHPqyGvuYBQZAPXVHcNIgRBzfn7QwQiLdvP2PPtAS+gZANt+cUpIOaIMQWP22f7LGbWvq9m6dWn7u9l71/btT1ouwZgD8gIDaVLHZDZSrwK3WEmB5jFr1efkSeoNqrElOWpr1KzpROhOtwRlOrB2s/G5aJ8xWOo5UwYrg6E1EICkvn6OsdtHVmrvHi/x2vNp6hfTHU9rcNSRfLMomqzk8z9hUf2Uywr2TXnoIDMOoT6+lWtCgCYzEmhfsnR1/q7AMD5cMQrzh6/8jF7RmOZajxEHGFPo0T3qTjkosqlginqtDMmDhgJCBzxe9/wWwC8DTxP4Mj4Zf/laYQkojFxqDKl2k+p3APkfW8QsBfolo+vIMwnZTm7D3GSZQ8KGNW5sfdN+y/1qTgFnPVMnxnbCFwdL0du8X2W/S4VNPM8o9t0j1h/3p7HqaxrD2TZDEprkqlycJgrZ1CB1VKiXsHZEnxdZu3WIdWvAFL7suU5becwUMBEJeNd9URUsEsRcMDGBWzdLAIZCSRrBmugJU20Al5VJD7mn0LBnRffn2awFNRX+wUwJcAVmXJ/u/wPhf2gFO5yb5qMbIeCrOc6p1pjNSKpf/IUc3NeBVnyO5c5y6xl1rlumR6SLSrb2hpF+7lW+GLRbNlcy5oyrCPOdWgFACyzwUuZ+Xo/9viS8Su0t/YZaumRLf1u7Xlpz78eP0vwtbYdsBx/1tpgEgDAfOea1ZUaSgZcyE7j3fzM9uc6oC59eKZms4gD5Flc1gnW90ADlnZMAOW+EiVxo+cDAGOcVmv7QNtz6Vye53YNwB6waTZhkygnQyr+1NyOjebohNwuPoBM+EohAGQCCuxEbKBx9OsFt1MXlgp/NXMmAKc+75kHqZEwIMw6Jz06Yp0NS+DFRFR7oKi3MARIDyShZ7jUJFkyVOrcVtein9PXm23qfa8vFuV8ivPbM0upsLx2BV8hvWYX+daICpjSLJir3q/VCx2XLFgLxFoaSwv6YT5XRyXliBsfcmPmXnR2ZoePOXv76v24ko1j2iewQwDcMTuDQhNUQYSIfRwRyKWeRqmnTXKaR/KYf/gtIEfgyPjmn/6Perb47tf9I7wrzDmc4IFUd1aUQa2bPFLEzs2YUv86S3NzLiLEMwQmjBSwdVO+13sWBcdDlGuy4hp1rVctutFmxvQeOzCQAF+mACXqk9Bbl7QeQN7PgNp87xGSBSPi/JN1jCRT2mEvSCB3sy/JfhVrn2l1ei6rZQOSXDbJ/CKUPLk/I4UMKrJQy8o5afbaUhAV9N/0e4wUsI8jDnHASBGzC0kNVM9Pvi/Neg1JsOD2sM/HGEwNowVa1XU096PUFJb3WkqmZBx0vKR6xnSZgZEDcNYKayD9ZFc9W6Vmtr4v1nT8KGvDBvb0GFb5TuiIMWfA5LUEqJrAoVIT2/VMP2trqtoMl82mlfG9DERVQLJZzFrn3GaAVRlRra3ZVQsNTbttZt7L9PXMJcf/FB2+fdZbmmG7/WUZ5AAH8DoIs0BFjhcAFIaCvG9LAVyaEyVwMANGNbjMFfZnCzzvN0DqEztjjhIQDdVY6oNtS/3U3/U9u921XduzZdcA7ANgOvEMLgBhyPVfAHAILZ+9LDgw0ZrePqk3sS1Ux5rP2UwOl33pfOhQGi3O0QOuTGb321+r1ytsbbve9UUSupLlrqMDvlqZ7zXw1TM7kVvHxNIQa6GSms+u/9SpVoc2RJcbagOdPjlcZ+qUNlWOX4Mwe1/knhXw1VtE7CLeZkqsVUAgLXB2m8FFvPzsvfj1P+9712/iVcyZrBYBAREjzdjRhIk8PIbcdDvAYYKXuheKmJiTGDdhSwJ6ODIocc7e+LKPAwB868/8IHzy9iYwHFFy3pHk7AXMWAd9RzMusIGnUtOjVC5rel6OTB+xtIkCMYlKl2yerUWxY1UoYym7wVS1WNAAgG2LkPdtMlqWLtcbAyUb8Qy+KgP6T6kl2u0v32dcVWRTyw3XEwhbvE/F8XJgdAV00nM7mTEsGYBo6vccArmc+cr3NpmC2vPhiJlN5N/QQa3T6xvHzj5TbUayElq5RHykvTc+jeOe6Zit5jMTLCuvUfXTnveQauP0vLVFRZvZ0bHs3bJv1lrWqvxdasOssAVQ70ezYhKcKueon43mGCWrgbyfqrlzc535Wsw+FWBFLMHXKbDAjCIo0szJp+pytTa8LT247FkqYy0uxmEv+3XK7LqpVESd91pxjrZ9y+giJg4Y2CHGohqsz84a4LrfbBi195R48QzY+cmC1lYJtpvhvwZg1/Ys2jUAe0DWTqRz9Nh4iehu0iI3UJKWTpx6oCxaMjkoJcJEUVMHd3X2OUUmlVII1BSMNtqkzqDNmlT1PxZYkHxWKTinKEbvq60tGAq+1HEdmyi6OhlrlK9ncr6ygJTj27oJdUz0ngd23YyXPZ8SLa0X2wACJedPwKVx3FBA2DO1CoQpxQpF9U0l1GcuYyfLnadIrQPjT/38f/SMzwEAPuYPvAkvPxwwkoPjAICxQcQNmsQRdh6eOdfpbCikOhiPyDMCMQARYXnDr/2fAPwQ7v3qT8DZP/1efNh3/L/wlp/5P/Dz/uHvxIG/DyMcAgI8KNG7SgPnKYGvyWRmIxN2VCToAWTq4cS+ckQ2NKdMTJL0TopzF7wVEYWU5W4DANJrLObjqSNjHRoFdqqmqEDV0hHVydHt72e8azYMuFomWucH/cxaqwzdVueOoQEUCjJkvgvVZ0QYJaIHRJQ2ZSmIAswcgDlF4eX7KKqW5dxU+XJDAXtm7GjCBbYiuOLS+3HIjuQ2ZdQiSyuNDz57Arf8Hj928aIqGKPHyQ6wzssVVbJkPpWx4MDYuaW8i9Bb+yp1ADINURqIl3GsgYT8z9IPsQxAnQpKyZo0Y+NCnl+n6HExbyqg45NASKmviigZ/LJmhVgyQzk44Ep2z46/qj4W7XzJ8K78rvcloPQrs+uGzZD1Msa9mp/RSf8+7ZuXgwQp28dxmW2TfdX3L1/DCYBxFWB2FTGlniBHybL2P98LelgqrO5Zt+nNESMFHHjIWbFzX4K+ki1drsEtEAPaTGj5TtayWo5EtCwyYYp+UQPWA18t9dOaHRvPC/gl6eNn+yyKPZfO5Xlu1wDsAVm1+CTT6OlAERsvEfedn/NiwoxF40KkxQ2oI4hIWRbvIhyjNEhkB8S0sCTg0J6TmoIzJ6GrRT+oPHl6pPfDYoFQpS+gzuhotFqzYD3H8KrRMKVQyPE6NMSWLpKcllPW1kLYfRXn3CWaoc/39xg9jkEWAV0MFHRFFBCmNRLtYqPGlBZxTou/icLLd4IMwnoCHO25ttbSV+Q1UdVro65DWlA18/n+pGh8xJe+CTeeAHh/yAICVuBk52bEeMQeEUcM8GDs6CjfMVQuu9Azv/Ef/y188h/7Qrzgr38Xvvln/hMCfy8mBn7s1/81HNKpjuQwccSO5D6O5BLFj7GHwxE+Ux6DcZaBIuZipb+VOqZKdfs4ZoGD3BPM1NApELO1Xvo9LIRlGnOIGB1wCEkUIgGxaEC07q/Nhp4ySznUz+hr9kmwc0SbGb9s/1Z0yI6xkWKeS9ZoY73j2zYBagrCvBA2l3LzqFsOjBSwSU2yH/YXeALnQBIPiP4IBMD5CPgDIhyemnb5OHfCDmd+kt5aYZMoiyHPZ+fumI7pck8vuYba0Y2gRR2biG9MxnFezlcyj5V9eSLsYwEhCuYnHir6YUgZee3/dcoUfD06XuDMH5OTPeKxw00co8cUfA70ecc5YeARMWRwVGd5B1+CShmgNt+7Zs4CyrjMyoGujNPefSk1Qcif0dftsU6Br/bZ6QUWFkDBXGO7f92nzcbENBZbloEd420N3v1YyaTW2WBdk7V2K4MqFpCUadYmQ28z9ulsqusaXaiEb/QalMJbURFRP/+2DKKluEfur4/2fjgwntyfVXNsb9s14BWZFjXOGoi8VkG8tmfTrgHYAzLNIOjvdjJRIKPbCMVFFhJLs9HP9oCKpbpFYvgEBI5hAPwMx0uKQ7u/lipTgTNDGXBR5IczYDsxafUEMFp5+BaUtUXFuRErU+VcqV0GvvTnZSCsNW+ygznblTJf2kTyGHwGXlOQfju2jsY2127PbekKNYCLynm0Zilhvehuz3K2y9R15PfM4qQ2kCjrZUfhktqCq9h4B3jobQfwsSfuLo7caBrOWgEOpZMFBnaOENJ9+b4/+lfxhr8htMMZAUMi8UVE7FkjuGn/RPBQIRfr3NdKl3rLJ6zXFyn4kv2KYMchjvmcNfsl2bBJ5LUXUeYl+C+OUqn9qd+3gimpt9hK9qsOIFD1mnX6ehLQSnntZbtyYOUqEfqVcRlxeS1KyXKVa5fj6lwq931JEeUMvtq/dXwFzDkDNrHHSB7n/oiJPR4Z7mKkgB+OL8UhioLgIQ65zkXvuXNCM7W1WwJ1ltekgaKloEItDHNKZERqEFO2iyUzbim0AsKWlNk12pxv5lxAAoO/8NZbEOFwJ+zwzukh7MModGSUscBmHCmAIjKAx0TGVb7d/i3XXte26m2wdWCacexRC4EC4AolbX2Nay1/F4TqebC3S89PM3sW6OjE0gI3+xypWNaVslkNYFiCujKH6Llaifk6oBHz3BKYMDjOgcu1tVDBl/ZizBn8akyWrL4NGIj/IjTEiVSUZjnfrB3XCkLNZk1f3APQao1dP9BY/97eK8vkeV8DjNd2be+LXQOwB2QSWQx5MtL6AS1Et47xZphzWt0Rw0WHEEumQiczbyb7yOIkehbnPUS36AmmVLk2GmQnPwEZLi8umgnRWqAFZcIhZ0zUNOLWk2auwWQ0kbqVBWEx+abslzplfEmx8RVNF6uRQl60lHY4s4CsmQvo0szXFD2O8yBR5ij89xZstQXn+fWcyRQwVqKlGolUR0ej5u/fxSGPg7TbNiPRi9QOFPGVP/KL8dte8533fbxP/LyvwO17Edsffgfm4xHSMBlZcUsAb8pUoEhuA0uhgJAEKWYEeDh860//pzyCDizy3HsOUgMGAMzwRJiYcZdnTIl6eJdH7GhOwh4OO5qElgiRrLfZFo322izERdym83O4iJsMyKbUNFduJLBzE0Y3C0AzkWPrIOn3qz2jLPBQs3WUA0Uc2dfPtUbYjYNrbc0JajPhQAkQqDCBzb7qHNCtt2idSDNfzNFjcqlBNtfZqp6pYIatT+m1ulhVkUSZWXQM6fe94wkjAp6I50IvJU4AmnDDHXA3bnHmJ9wN2/w9nbsjnprPMDrpH1YaiMfqeemZiq70KGPL817On9Hcgz0PuOApgS6l0nrTeLnUf61l9xfHTGvQ3/+kv4EnfubleGcIeMv8KN6yfzGeOO4wBd/NUBTV1hrsyzZLpUM9lu7Dm/0MLi629y4CoXx29EHWR9L7QlmUoRXu0Pft8UpDZAitVtkGhlnioX0X5bOTWY/teLc0cntd7bFbCm/LYugBLxvwKj3iLFAvPkMeh1WQRII4ti2Gp+W62KpFKviSZ6eIben4tddls2cjBczkSxYsEDZuxjEO1XegLTMssG3P45Q5SIC6BbTts9XSFnvAq33v+ZABI35ulao9l87l+W7XAOwBmRY0279VVWpIlBxnFycXC/+ePCIPonJGMHSMeuTbhUWBgprNamWniJoIJBea4eBi1aTZKl4prdERp3MqohyXZUh6zQ8BSK2AmYjX9pMd0xQ5X8tsBTPBA7X07qVUvaRAF0AZfO3DiJkd9vOQqThT+jlHhzm4CoBZ6x2JUJxX5kJBPFXnpd9tew9PXU97bbaRrbyWasFyVqy9FzCZW9MU9hnY+TsnbN5zAdwT9bjY3Bmbgdog5H4yex7hmBFIaxHT+aUsQEBEQIQnhwE+973bkQC1CRF7ROwj4yJTsQh3eUwZkVidw0UccWSPDQWAInaYEZw0cAaQ68OUehjgcIgjpjjkcWbFNTSDWkQQxFmeou9m1oJ5Dh1xpg2PFDFx/Ry2EuktlamX8bbbWWsDB+02vXFZZcXMOGzrQ2tgL/Vacn5CiWrHr9ZCtUBEAZndV94+OVI2mzR1skMAsEGAp5hbH2xT8+0DZEw8Ec5xEbb5WrY0YWvYogMFbP2Mc39c1JuqU7pzCczHoWS12FUZhlqAg6tr0+9Q71UlXMIOd+KQ75s0XPY5+6XtG6yzvQa+PaQeLxDBkcNv+O7Px9//pJ/CwwA+HMD//u9+t/Sn7NDtlLYq51uDMnKcmxdba7NFCp5CdKDMHGjHXv3Z8nrqS2XYJa0Tbc/RHrc1pay12ZrWqdd5O0S3mHvX6OF6HhnwLYIISwqxvFaac9ttba2XBV8aMFLwtXVzRdH3FKtMZC/bOrHHCBlvIwWAfcmAsRAYFXxpxkwDJAMFBEfY6HPHqQyCl6BvcFECuwp+eKmGuLhPmtHunLeC2zXglf9ugJe93/Q+Mjyu7dreF7sGYA/YrOM7mJVpThLyQ6ov8VQcX2bCTKpElugYZvLQmiNLf9BJRWVaZ7cut56zIAaQWVqipSFFfY2KAIXjuKAi2oj+qXthI/rLyPZpoNEDHmtUB10wbKT8KhkyXUBs5msKHocwICThjTnIvxjl2z3VQDKbnjefVpTrmQKx3kK/5vSubSdnHCuxBBXjAICYMiwbN+eant/zEf/ivs5XbXzqAHdvAociYdxajwYIoACYRL+K+XXJmum+PGlNlENkxgWO2HNEYHHG9wkwCQgaMOa6HXHOjymL4BCzmAEA3KAjQnLS9zxiH8ecWchKeo7yuaa7nMC8y05Pifq6XC/WPjeynfagoopKJ/cmLh2ajgNns9u9bfJ33HwPa3WK+Vi5nqetY7KRe5NlT9QyR+XctLXEKbPR9Yp2pVkxlNo8AWvpflF9v6xAhdoxqWoKJTABGy4ZRmleLN/PNrXf0Ho9RxFbijhzR9z0ezwddtA8UKa0KshCUm9N+7Wy8xZ8tfe3vQdtkCmirl2ceKVZfbLLlGBtbVgrnPLe/Vn1d2+dkXMy7IxEEbNMDjvMehLgCqaYyTwH2lS7gCOipRLj2rwPFICX92fmvl62xa53to7I1kxagaUIwujD4lluJfgzaDkR/FtmZ+pzL9cg25yiAFuQhLVnyQIaUxKgY1J8DVFhzffT7su+xi4HQmROJKh8vZ5PZSyvqQx/BCrhqcX1oHwPrR+gr7fHajOL9v0WgA0UnxcZsGv7uWvXAOwBmdR5lcVopAjvJf2uEW6lDO6GuY6opl5hxKlPyYlJN7IsBls/Vw7WMdTOXuuUDS5WlEWtJWONYCVz4MqZ1HoIUD9y1ANiy8WlnvwBVFkJOVadXatqZEwWrK1na6kSmpVYoy7KQpAETKLHMQ7YhzFnvg5hwHEeMEXJeAUFX0xgk/1qm4Naq/owERcuYspKyj6Kw6L1DdYBuQxcXa3eIOZ+LTeGA2bT6HeGyyIxlQrbVcDlilFgYE69fhxJPVZnfx6xciTzd9sAZhXxkGovILI6L4QJARc8iWQ9AwcmHJODWivYSRZi4vo9FTDY81Ap6wV2KfMlU+XOTXBgbPyMMY6YaID2WdrHERM8XMq2OHBu2Jzlnk0xeOV0Ku3HZHDkPZczIVKj51dB1ppdto0+M2uBAUv1aSXp15RRK3qazaS0wIIdkOiZbe2JUMUMDZH1m2/PHwAJNc9RTV8V0OYERLN8j0WKXeaRCT5nrUYKeGj7ZJXluukPuDns8bLxCdyN29x2QM4LuU+cOq6ZukqhAtOTfS9fV/lZshbL+xlA2JvM2sQD9jxkUKoKjirAYT/XmjrcPn2v+1Cu53Xf9Edwc5tERZLDnL8/M44sGLMZrUxH74wp+3cFjDTwEPX85bw2Q6yA26nAVSW+AK7mXFFtTKyTFhMYZz5TELk8M7ZXXhYJobS/xDixFF6dq212LZ9X59rtvcm/2+cbUr6gQQE1LUnItENEQ3Mu4xsNeBpdabexZj3hFs18yblawaGAKXg4oryGuzRXZaYNlQy/StYrw0bVn9tGyWr5fjb3q8pYdsCXPe8WfOkxNm4GX6E34bNu1yqIP2ftGoB9AGx0hWMNeEnBs0x0Gz9j19Rc6Wem6AEXwSF90mTIAJlcmIHz8bg4ZgZR5llZiwCqKfjSKKYuWjrZKRVx05m0WqehBWJLSkXJuowmAteb/INZbE4V8etipPvVrAOARX2N1t1o81uJggsI2c8DLuYx13sdg0eMpeYrRJfAV1t8XfZfOwvJaWWAQRmErWUb7H1abTLZLCi9hb6+5+LE69iz+xpTo1k4WdgGiifHyVXsl7zhT2PYDhX9xaWQhAeL2AVTJYbR3gPrrAdwFuFwqb6rOOMOE4cM0DTzdYTHkSVXsqMJoBkBDntGBbCCdVhQHJc9j7gbt9jHsVL61OivUoEm9hlE5IbSiW42GVrwSEEkxFEc7aBOihlHAoST2AYIkX2mKVaS9Fiho6Y/ez15VEE1b9pkHvJ3QHX/r0okoeMQ9Zwea/kcqG1SrEqGSwfUpzHrLQjDvFCulP3XP4FCS87AJlFXjxgL/Zmk/lCojsD5kDKkSSTIU8TWTXjU3wUAXMQNHEUoZGkFNawVEZAyX1oqWZvlUgCofcuqfaVssM5nqnKo4GtKYEwbMlsxm4gimiDiTKnmN2ckAt7wr38v5ujw8M4VWp6ecz2VpZ9LUK9jvQ1GWTaFZrz0bwvibCas3C/O27avuXZMJtCjGRZZN+p1x+6nJzaTM0QuAmlN1npIZsJumOBdxBQ9Ru3nmbZTVWJQ6aMXgdziBahrxOzrcn5GXMOUDJRWB7oPh8GFWoF4sf7WQVTNxGaQxi7d/7rmTMfLmuk2wQAmfYZE6MjltjU5WMvIoie2/lx2EPM60P0+qIiV2Xns1PyTP4cV8GYCDyFeUxCv7dmzq6sWXNt9W6/J4pBqAeQ1iZJvXMDOz9j4kGmISukQJ1ybXpZJXPev2RIFcPaftZ5KkJ2g9HhaV2b/qdkmvaVfWB8w9axLM6Ba1WlxDzOY6u9zUfdgfr9M8ttm9A5xyHLzxyhF7XPwC/AVWehVGXylTBi4/mfv3Zoox5r1Isf3o6gF2Kzj8rOO2GS/YqaGamZ2Nsptjhhf+l8+68rnrjbd8OINTxMQAjgyImIRybjEVPr9lIUcPS3bHZmxT6BKaVoW4Gnm65hq/gSIL3t39eTo5ViUi9MDlFZYgL6t9RlJHPv7ySJq/ZgGBLRuTMHYlfaBqzU+bd87tW07FwD957k4SMui+bXPVYECGFU2lPovhRbWaiDXPw81BSwXcYuLKCIbIwXsaBJw3pwHgAy+RpI24HfjVnq6pedFM6XWsa3PT9+bMdKc998DXq2186qOO/1X/qY8B2b5eVOPeMr0uR8o5vVnTGuQDfD0AIrcrzJHXDbGbebM0tz19YFMtguy5q0GnzrjyoIve7z8mY5T3wp42L89xRQ4Teu2DyASgaqLaVOdg67Ta0p9PVtb76pgWvp+TgU0AsscpqIw9vuvj1fGa+ljtyIIo3REMwbtGLXUXK3RbAN/Sl9fBl7XgZG9//Z97Udpx+SadYGY/QfO9fmDC6v34Nqu7QNh1xmwB2Q2UlNxtwmZTnSMA5wLeMH2adwLY5L+9SVCRkUW3DcLi/ac8j7gmHq1yP5Len9wMUeedD/twqQKRYOLOMxDPsYyKu/ycXXyX5sIc+8xFxaZMRst1gXuvu4rSl+T1sGwmbIsgKDbmMyZZr/UyQWAQxyEfjgPuDePOM4D5ugwzb5SOuSYenyxZMD0cjhF+dQo/cFYLwJX00xDu52N7KqtZb96GbDW2ho8AJV65WBUO7WprqOIdx1vnTz/1l75l/8cXnzb4dZ/uQPcvQc+HPDNP/0fc58uoE+NApL8fHa+a5EFK+Kh4KuAMBHfODBlkDUloQIA2EOENrxmXDhRzzogPYOXNHY2ybme4Ctaz4bmBcWx1LQVJ0Zrwk45xEo/jAb82vcq+q+xnvOrUeaWnuuIF01Mta7FXrvu8zJHZ82Ral8LTFkoRem+zow7pSEq6FagtVEwS5wdPQFAhVaVMygmu69jSJxTQ7NmJ82QozamFSVUpQaOiTKovwNIwEmOMbHHLgEp6S8248gDDnHMNWptBkGyBVY8JdUIQusil9ne1jT7pXmgAAVhyyyYisToMXV8WhlxRwzPjBkpq+hCVuzVzIVa+a7M99tk0OXMynhpGUqaddVa1qCqu+azowtwUTNaonyoY8zuu9TI1aqFFnxNwS+cefuzPXe9Tjl3AxRRZ2R2gwB1pfuHdBw1n4S0bNbV7tuldf8qpuBFlQ/ltRNjxICwnlngBaCq8bI20ixPBjvYxiHn7pjH0miCyFM6V3ARxRkpYoI4l+JbSO882+zeZvguuw+b5Cfsw9APLne+Zzs31HTX0wHf56JRXK34eFbsuXQuz3e7BmAP0HIEy0abkoM1OGkOeuaPeGS4wNZtcJci7oYN4iRqXFIHVhcCA8mRSr97V2oHsiQ1Cke/nWhmWyQNpaCUibvX4DCoYIiRgo3spPEiOA2iJYVQfl/SLACphVGn47JMFaB9a2J30cxOBYx8cDqrQjUqtUZTVOdEMl+RHS7mDfZBqIfHecBh9oip5ivfUwu+9Os0i0Gu1aN+TViP0mUXB+0fo9eUrzNRJi7LirVR3t7vAoiLA6v7DglwHdkv9vuqs8dwVXvN//Ym4BUT/sc/+O345k98BeK9Pb72bd+JJyMnqfiYFepa095aGyP1nd8DwSH19EIR4ZD7w1mCXlXhjqz0Q9lunzJZE4+JckbFWe1EejPtLdHBYhJvaDMdShkDgEAuZ0j0mIeoT4cobLaZ3NbZBQwtKMk5t9tXTU4791EcIuTgi75mlU1Lhnvx8a4pJVDnC+tI2jE80HpkfXGeOctaFBDV1PFUsY1ME6zGsqWo2sBSep8ZgURhM7eaAGH0UgcTUm3YxD5nurT5s1WR03PVTFkr7mNpXBaA61yoWVIrphIRsTH1gEqfLn3x1tVeM/jiUvelzZjrbdezUu172s8Jsc6gthZ5SZ2uqGPNeFanXPtcyr3h6n3Atj4o2SRVBSauGxzr52sV3bJPBWN2/VsLGvYcenvtGgQL0WE/j9j6GaEJmGWwZCiFWtvUm4d7gdCZHTYGaFnKs92ube2yZm7lOcmvgdGq0gIyn40IgCvr8i7VOE6hBCp0bNq1O5j5awRELZmFWTEDcGQCwyg18GtrutqH33on3vzkB2E/F3e1C7qae7YWlKyPd00Cu7Znz64B2AMycVSWGSB5TwqgB4oYSaRjAxwOboAL/cVtzXJ/E8BM/stF0kYqZaPymjre7bZAWtCaRartvyHbnZakV4Cki8iWJjji4qB2KBPV38n5tY2W1bKjQtJIF5CFwduFTqNtXBylmb0R3pB/mfIVi9iGUA4141WcVk7v6f7zfWcUEKY1XzB1NM19OWW2mP0y+oXu7xRdUSOPwTgj0TiNA9XF8Z4Y3/PeV508ZnW+I/DQI3cR2eGxf/BB+Dev+zv4iTniUSfF2IGBiQtQKg125b75KvvQCDaAc52X/u0gDZpbaqOKX6jDqk6I/h4T+LIUQ5X/Lp+jEjGGyzVIlubqU486HWdaHyFZK5e3DeBcx6XXe5oeuKSgXcVZsBny1mzgZvG5zjNdfRalFuNUxusqY9RmgE6ZKqxVdTyom1ZHFhVEsKklNM6v54gNMfY8wlPERTwToEMRO5pSFlPGgAXXW5rycezxgJIZtTRsS3XNdWEU81iQxsI1MNN9wIxPPQ/NnOYeiGx6pKGmHpbeckWZUY8RrjBubGuDHjiwjAgLaHqmgaeeU21riu1aFYFKgIioVg/sgT67b++atWJlDLYZEXsN7ZrZA2uOWOqyIewNWyvbnkNPoW/NSqa6I0JD2q6g7gVqgdha9nSNwi3NzgGwr4IH9nOeSyDFPheZWp0DVKa5fRtoTZnbGSWL3wKl3nhq79eP330hnjicCbA2VFW7/Rr46u0vB5Hfxzrna7u299WuAdgDMgJncYmRIkYX04RpCrgd40WbOxjdjJE9tm7Gk53otpXD7ZkuHlr4az9vaUjtJLU45+S860JpF6XM1ycbhZcMV6Et1dxz+d0oMZGquYW8ACoAKwt8UzSd9jdSwOikIefcZMwC6mzJxB6eGbF1dphwL2xEbIOTwmGUrNfT0wZT9Lg3jThOQ+nzFcwiHZ3Uc2ljKnsbE+i6zHpNQ6V2QDnw/c/Z7Jh+7tTCbvt/2YgqsF5PByD3rstOGRg7P61u39rtj3kPPvThx/Hu6Sa+6mO+GndixMMOGEnpfIQLTuCKC5DWpqHapyuLZEDBGmd1Mnm9vnbp/8UAVHJ+md2yCnjyt8/Ot0vUN6kNmivhBgvSPDE2mLK4hzrFRwwIjMrhzseJLgcGbKDC/h6q576u9+qCqQSk76e+zFo1N1xh4PaUOFsnp+19qKZZEN2+l9mRhugCRjTzpTQ/na8UPGvPsFqqHxmEHRMVUPZb7u+UMpDnbkIEZZB+y93DjoqQ0c5NOct0NNkrHQvH9KxPRg3RZgKsw2rrAyMY0Ka3xDiy9JEbXf185e0bYNaaZr9k36UHXYBbAK+2JtBDKIhVUMBSSq84nwH1fKLgqwVGPmVND6Hvcuh6413M9ENbK9aTsW//7mVP1qylpc3RNYJK9XzrXd2jbk21r3deVzlvzaKtmaXN+eansgVcE6zQ8wtp/DoQRmWR8Hqm2iWQJaJBHiPNi7UZqMf8xB4DBYwkz41uey9szPkv2Tfder4GlL31yUex8ctg9iKz1QFfdj89+ufzogbsWgXx56xdA7AHZC6tYJoJ0w71kRymiEShirngfOcm3ItS3Kt8fEsZyqqIyXSxyMpL7fHNJDRHl9P+9r28yKFEppgZSApQdgEis22uKUv0Q6us11uYIqhSOotMOKR6BVV0Wush1ptMW4VFAYblXs3RAy4AiWa4dZK1uIg+0w6t3Pw+DNjPo/T9MuCLI4Er2hYK6OKGfmiAagWyVq5LwZbL4Lq+1+WY/R5gLQXjfqws3BI7n1O2cIpeQC5Tpv8AwAu3T19530/eOcPm0Rnvnc/x1umFeNH2XXjEbTFxwAEBx1QLtU/Op0fET88P47bb45bb45ab4QDccA4TM/YcU8YMGAmZNqO1X/q9RyBRHD2eirsKfIl6JnLWQIGf1swAwA6T1HjlbEIRMdCMg9673PiW68yDWgZhXEAXIOD2EB0cCFsjyhDNdkVCep2qKNd0tUya/XxbE2b3027rO46NHq9Xkyi/9x2cavsV8DWmTJSniE36GyjZsiK/7rv70t5fuXG10hDBuf/XkQfccnvcdtIY/MgeE2TsH9njsXAbN9wh0x33vIFHlLqx5pomHjCRLzVWpv5M1Q8ViOs4KJndkkGw9WY9kyzxSs2ryfbXNUf9jJf93tfoiZVTy/X4GDoZLNlX2twEDMdGkEKzRY64yn1GlsxgKyOvwCuPc8YiQwWsA6DedennlEKr65i+H1HP6ZGLImyIkrOtpOVtTWp0FVW8S5HDemZuSYszgGvtc4YS3QMia/dhkyiuopxJOVurprWYF3GLCcg0XSDNvxHYuimLEGXADm2zIcGsKWXYhqSyGynm+22/v7W6U/399na/AOFt1v2U1WC7ZC1lnnseALBr+zlr1wTYB2T6oEtBuBVNKJQCoQS5KpK7TWpUG1cUETXt3qNhrDlf1tmywhlrppOURvpa2Wm5phKVVICY/zZ1A7ZOpT2mqjZNif5nszNCN+JFhC/XCbDr7lNtToBOr9dGgafoksqhUA6PYciNlg9hyM2Va9phCfYo+OL83lWyBvZ3NjQbbra7mhNx2XfY/Yy5B2vOvZqCfI2sX9W5qfYxBjyyucAjwwXuxi3uMHDgGQcEAVMg7HnAnbjFPvUymtjjh/Yfgp+aH8Xb5tu4YIdzGvBZ//m34JykCamcfwFekxE7ECpinRWz4EszW9YUfOm/Y8qGabG4/q73ImbQRdnhvawWq1ZBFWcpsssiNcWRMLVMvJTi7h3jmYyFnq1FoC9zbtZoPfdrRWDF5WAUgIpap6Z9u/JnTXarbbys92ZiaWCsNWxaX3juJtxwxwyYHgu3cSfsqnuvDq46pHp+ChCrmrU2I9ucj8qA2/5fCjw1ELFmpwQ6yvFq5UMr6nJV633nayI/9jW7VoxJSdGbGiybeWiVfO1r2v8SWJ9f7bnZBs092mEGPZoZQTmfVumxpbG1GV8bYAtWkKrJiK3eWyyv295TVQ1c20ZfL33SYvX5q6jGenMfZPzNpi9d3eTZtueQuulUUw1dV+uxlbNwiBiy1L325KzvbTt36XfU+y4qv4S4/73Z77gZAzZgYLe/XwB/bdf2IOw6A/aAzJOd+ItjMcHnIldnI3xp8rzhDzj4QT4713x17a8xNw0ggSWXXnuQAEl4wwEDYneiWkgLuyjS6ys0tzmJcrSLg1X6svuzi4+ATml6rJmvRXNWuPI6ucX72szWZsLy4pRuwMxe6tzAKdOW5OZDnfk6hAGHScDYNPu6x1d0GYjpPb7MemCKDPAi85ozoJq5dnZasQ5rzyTrlR3LziXoe7Yfm97XG8MBjx9vXPk4n/ua/5ij+vs44r8eX4iL4b0AHBxJhkLA15hpgneTNPhnveoHqn197wcB93727yPGQxU1D6nZsvTbUQcesOWTqlDnKoedMUJqe/ZBGvPmhdiVpqZgn7dXgQM5BgFaW2acD+v0WqckmOdhTI5DBGGKHmd8hCOh+kzwOIaaHtmC5tbaaPFVwdgqnRHLMVlt04lM27/XIvttDyNro5uxdZPUNSW6XdBsNiNJZ7hLMkTrgYLIhCN8zortaMqA5yKKKmYAYc8jHptv4Zbb42F/gR1NmHjIjiogTqgD45bbY88jjnye65Q8SwYhpP05JPpgmnvUNOimtMqR5qz0GA24tKqJemxpRJ2uywBTzcT6NFeGzq1oM7SxM85a64EBa6Li6/M43PoZ0ZWsbBbVSGtXaJx1oFYctBQ/W49oaX/tGGxrik49A3Z/dh+Dzg8utVnRY3ABYtA1eGXfmiHTIJuuvVXgEpSzbvb4KsjVZparczdjcNSZkFQgyDRIhgYs+6Ib8jMBNdZecAW46XzkEKs5rR3DKjTUNrgP5lmdMcr+EDBDx0kEEnPGBm5737Wej/1Z35NlJr61TD10MYsDLURNnheNmIGVofHs2HPpXJ7ndg3AHpBp7Y01jVIplXCCz9uNKeZ7ezjmCW82UXYBURFzcCXy1zluNI624+Rcu5hBWAuGgOJAzSoPnM4/pkmOmkVOP7uhkJszA8iTqe3JoxSEkOo7lFqxLlDCsAX6DqFaaEYKOLDLaodr1EVL15SeOQL6LsIGF7MAsGMYcJz9AnxVMvNoaIWdwy0cVkqgi0yvGQPCnCsgq5cN69Xb3I+10cNci5fuhtSWBPMesHVzziACRZDi8eONio54mX3px3w9vv6tr8OPHl6Ct+xfjJ/1D+PO9gwP+7u4Qcfs8AZ2mDBgH0f87PRId19ve/sH4YP8GbbkcMEhZbikHiwCyUnnpH7ImFIdjDoYgAAxtWOiuO3jiIu4yVkwRxEjh+Toxux4R0bdcwl1s/RTWYvW4XSIWQVRa9TO3YSJPQ6xBl+t2eBGzxm12536+5RdpT1bD4TlCPR9UHkcMXZuwrk7nr6HcNLg1QhVxCRDr609bK2gPa+pcRx3qRfXjmbsDBXwTtyJPD1NePn4Hrx8uIM9O+w5wsUhg3LNfGktGdDPTEkGvjinFoRbtceRZgNOY6rnq+sEi5CGiHEE2JqbIff9ApDXlbb+8P1hC2BAsjaVay5ASq6ZMLPDAOnQN0VfjR1b06zzndYXW+BmLYIwNgEHR4yND1VGpQVkXfBmMyA6jrmIzGiws0d5XLNTwhD2mHoMtSGJedhzzoHJiqIcM621aubdAV8LvwNcxp+lGibQrjTbMbVu2FBRDbX7Vin6KY7YQ1VlCwgXgSVRShwoYIoSZLOZQkcRzt77Zmj1xlrP1uic3W1X/IyNm8HXaOLankW7piA+IOsV17ep9l5R6c5N2LpZqIg6OaNM2qccr7ZZakUJtFRBs41VNbMLmVUcsun7tpZkjg4zy7/yuqldu4JjppO9dWztP11oSjH+0gnS/kKaCYvJCTgmVUNVOzym5spT9JhCopJF+aeZr2dkdDr7lTapMlvl9/Xd6pg5RVO8bCFqv/O1z1rHJIJwZ97m+3k/9lL/JN51vI2n5jPs44g7YYd9yjio8EWEwz5KFiqA8O7pZrWPL/0vn4XP/9BPX+y7Fd8ACi2xRHk50c0KTUyiqzLO9nHElOiPF3GTnFaXMhtDAVwN+NKMnTodtgl4gMtOTnV/USi27X3M4zQW4KsUXEfrPX2A09/5VdW9JAhQxl+7z14W1mbQW6nvat+d78nOd1oHVZT8DJhQmh7iQoTjVJQfKHOYfp8AcCM1W97RjBs045xinpc00PDS8Um8YngSL3IeO4rYpDowAUpalxbyuMgKjVBgVa6tokKa2jA9bwVftjmz3NPTYFT/Se2Otqaugd7q5zWA0Cz5lwHnU5nP9nV1tO34q5UZi+OdQZextdpEqRO72nn0KGhra2ZL01+7Lntsbe/SnrtL66WKWHWP2azHVZ10ztYEYSIksFXeb7+3JUAtNNciomEbw6uwjZrOkRIMORhF2lqRc+cmjG5eMFy8mQvs/awyYdHnYGjLEFi7Fvs9dinSDV3xKracl5f+17Vd2wfarjNgD8h0snHKsW6KXNu6KUAiTNsEwGY3YfLi6CnVI7rCP5cMlT2eBXqFfqiZMNhFg5AjT0Mj4BGZclRRM2K274/K1c/RwXmJYB2DL/sh5FS/dpq3Tr0KEAA1hTDfG8Ntt9mI7AxjCfQcMaYoWYKtm3Fn3lVZAwVfF/OYaYfHWcBY0LqvlPmSGq+6yTKwpB+uAiLj0OZtqAAuS/Oyjm+m3ujCkmlhlzse1tpsRM6CgVLrgbKd3iOR6y9NqfX9nZ9wjMOVQLS1b73zWjw173BzOAoVMTnCex4T9bDUXx0Tve8QB3ze9/w2OWcQXv/oY/iaP/f/APAf4CH9v0TtkjIIs2c1mVsz0gzwAFDAjiY8Ec8RIMALDrgTzzCxx9PzLt3viKfDTi8cQAEBtrZGswtStA5oc287Hov8vHFImCSP23E4D3HI913v82W1ZWo9R1AuoS5sbzMUa/sCSs0nNQ7QmiPeOkiaPdD7eio7tudRKE2QTGXb50voULWyW4/K1pp8RxHn7ojbdIQj4FGaMYIwksPEEY/FAU+EM0QQNjTjZcNTeMWwxUge7wwXosTJXDmsAQ4bCrjhDhI4iC5LdoOAEZKdl/tQBFpGN+Xsl60hK72eiiJoT5ilvjYjEpPAYNua433pbdRS/lqaH4CuQqICisKCqL+bNuOl4kZt0LB7TsS5NqxlbVyWmbrSnNlkYmJiPOTnxzxLZO5Ja70sWMU0SQexolj2ekYX6vuPkhlUsLP1MxyK/4A0P20znXcNnKoqrmS72jGyN4qekQVA7WjCHiN2NOWx1Y6s8nxItlrBVy65SEHQniKnvf72XlTWuSQN/lihsv51c6J+pqzyyvh8Lhsxg55DyoPPpXN5vtt1BuwDYOpQV/1sqIhwACXSpNGrrZ9x5o/Y+LmarIuDdH9p+Cra14n42f1YqoROYLuhULnY7mtFbKPsyzX/+tkYO/nagvfRmd5Meq9cHXFu96kZBc2CSRNcWQim4DEHjzk1WQ6xSB33wNdV6r5y9stu2mQPqrfuE1TZ7VYd4VMZkSraqzLtIsU/payCRFAFNItqpIAz2+vmKvaZ3/mFePv+ETw83sNtfw/n/oAb7oCJB9yJZ7iIW1zEDe7GbcpECaDfuhm3xj22fsaj4wUe9hd482f/pUTn0syWgC+VewdqMQ51vPV3bZw78YA74SwfUwBVoStO7PO56P3JmZkGfOm+L3Ny1zISbcBBAfApmudl9WCyzenv6FQG9LLMxqpjdMJUXKfQpWoQtkaTs81cryIssGYejB3N2BJjTONnR4XCdxE3uBN3uBu3GCngBS7is/67T8aBpyw0II5kzP82ENrumGjRCqhyA+cGbFYNvnMmtmTANIcFIGfTTlnu/8W0yGS13+/7SkNcy0qcYmAA/YyFNRWxCIZtYD/f0g9764s9lxaQnTrfU2IN7Xnb922N1Jr1AhFXpQD3rrf9vfd9WhVCXS+lofgMzcZb6qvNLO/clGiHs8mm1mPKAik71s/dsVL0dMlnUQaPNd9+n00mtDfHtL/3vtudn650j5VSmj+bs2fLYNe1XdsH2q4zYA/IJGoWy+JsBQ5QT9iSuZkwpszTuT/IG4Mq+yWqUqgnSO0dpZG2DIxQkLUKczhua4KW9SQ2Yp4BGBi7Ya4ic3LOZvIzYFAd9xnAoPUbULqVw+gCRk5StTYCjFIgXFSatOA4ZtqXbj+4IEArOSXqID897/L5ARJtPEKyXYc5NVqOlBUPAdwf9VBvATd/m++k1H7pawWMeRcXmTChGBZHw3Y5yz3eOpQX+1N/rxe7xkkzkV5PnHvybIcZMdUnZfENf8DkPN5zuImtAcGX2Tf84r+Ib/3xj8JPTS/IYzyCcCfu8jZH04IAEOd06+Z87h+yeRwvHx7HBcfsNGtWN7D8zLU/DHiS9wNUtptzP7F3zLfxnvlmru+6G7eSgVNVL3a4CNscRRYRhSJmYIHXZc3G1U7RwfJzkiLbALBxcxrL5VnR+7b22TXKVEXjOuGgyLNaZyb09Uw7NvWfXUcJHacXhV695ux6rW8yzp3SC8scqUI7y15YWv9lr7NymM17d5JgABh4Ir8uvd5ePr4XN2jCo47xkNvi9T/4HjwZp/z8bWjOdUcOwEQERGAiifZrlgAuNeSOBZzLDEeV2qFmv3ZJeETnVG2NIOIjcZEJs1kv23R5zXnUJrjPFITZcaTfvbZGUQZERWtvslha46Xn10q767wrVM6imCcbEziNQe8isJK9tWOyFySyc08+tsl+5M86I8wQheHRA1p2/Wtbg5wCnbp/u8/BiQpj29LFzr/6uwSE0ndKyCI1mgVT8KViNhuaAULuMWfrVkXRkzP4j0prNeuqHn9M1ETPsfSrS4qgU6rDjCa7KwIhM6Y45ApuCd4GDOSzEEf7Hdqfl5nd7vHDeZ5v1vbRsnvK8YqI17Vd27Np1wDsAZmdGGzEZa2Z4Y6mPLlNPKjYGg5uwOSSZDsKPciZReoyGkePMqEOoAPngurWmRooJkn8Gfsw5tenpPCVrw2t408YnDjAVgAjguA4Sm8uQ03MtDgqmcIxFbxrP6Uplh5N5ZokbheM0pmqK+o178OAYxS5+Sl6HGc5j2Aab1bZr4jsGJ/Mfpm3NPtlwVf1OhR8LWmI4uSK0yiy91R9N0BdR6ELri4uLcWlHV8Lhxy0aEh5iEMBQyQZsHcdbuGFm7t46e7J+6Y0Pezu4T2pYDuwwzZloiJE7OBuyoJpwfZIAQ8NFzjEEVs34cO278CL/ARUUDRdA8TJ1ayGJ+CY0HNMQQbNfu3jgCfCeaZAivrdJtMf9drbZ8OCQ2u21qdV+rTqcxlIaWS5it7HnO3KYjupHcNAjGMChm1T88V9aDLaz4RSoyDM/t0DX/reavYg05vKXKdj0VFpueEQBWirc5zEYNYssFtE1BfbKCW0MduAWfuDBThsknv4Ir/HLZKs2J4DLnjCb33ozbhgxpbqTKUH4cicHGHGiIjAAr6iKyJEIfWkmyD9lVwaQ9skcKBZhx0Vqphsx4UWnkCYNsEtgItge899oMwR43w4YuNmPH64UejwBqAByGB+jZptxyiRqL7agBQg6r6RCS41Yu71WbTnBRgWCJfnbk3SXdalmjYs514LUrXG1fPLmc7fDUCa57F+JpZshVLnZUVYauENuw7oNRSQFDC6sKAeOrCMzcQIsOumzbJq4FI+U8CXSzWPMc3bevyRZhx4rOiKPgE5TxK88o4xBVljRwo40IDRiVjXMQyLoK/9/X4yhpsVxkDrh7Sg67LM53PSrhsx/5y1awriA7RF5DdH5kOJ9Jpi8B1N2NKUF2zdzpkFRffbKhPan/b3hTCHddxMDdpiQdUsGMXStyhx0q9CfbSCGbbBrGQRigMWk2NhF4Yq+stF/EAXN3WQR6e9lQhzilzqOdufc3SlZ1kGX+VchXJoJn9eB1+tcmFFPaxeN++jdiBa8KXnrQBNrf1+mAlTEhDR67H7bLNf9juOqMUepgSIZ3bp9XRvo8e9KBLCj0/neNfhFh6fzvE//Jv/GQDwV374l3Tvi7V/cfcjM8hRupUnxivHd+NVm8fw0vGJrOilWSWltjzq72JHMzwIsVkcWwEOTyUjpsDM3gOtN5OsYkyZt8FktKgCSEp3Venltsmu3GejZtd5BlQWvc3a2HpF2ydHM+W6r6mtl1jJuq09f1cBYs6M4RIgWt/fWkbg1LFsoX6hIypovhqtUMFHK67iqVD31s4ZqGlbSknU69kR41svXolf97m/E54IE0dMHBEY2BDhnDx25LAjhy05bFI/OhUzsA2jNbu1c1MGoN6MAc0eiBDIMWXP5iSJn67JXI8Ff23z5XJvLndW1+qBrmoKKJ44nOEnn34ET0+bPO/0vvur9qnUz46p71eet1P/sGpbQxtcsx7FTI/TZm/t322GuN321HX1nouKyn6F7eX1mOfqVllSexCqebOmXtWceWZ6Com2D6ccI6aMdAlwZvVmHtJ6POAibrOibTlnl5kGSkm0vcd6oEvf02vuvm++t7Xvsv1MfY11XbUVPLq2a3s27ToD9oBscBFeHYhMRbTONQNJWWibIqMbCnC8zE7cCxvs/ISnp001AV3WwNculBEE4rowvwVu1QSHoryoCoeO5LVDGCpJ4LWJz4KHNop3N24xUMCI1NcpRX4jpX5dKXsCSKZgZu2/pOcqDR8lIyeg5CwJmMhBJPLmiEUJMbr8T8U2GCnwnMHq6SjuAngBRl7egi0073F+P9NGUWfC9D52JZjToq70nWPw8vcwSYayySJU4Msu1inKrlkWtSO7TOkcnIxBFVFRuzke8QXf/5vwgvHh7r2x9oc+6p/jG9768/FEOMdtv8erxnfjpZ7hQLjggIu4gUvCKtuUEdi5CQ4Rt/0ej/oLBLC0UYAIb0xArv0Sp9XUhHXrIwgXvK0EQJ4Ou9wM2dJZxVGIucfTRdxk6ptLP72p9clAQmlyHSc5NCBK+0NlAQ8gBzak6H1GAC2exZiGgjhqpYFzGzCR/VzumFUCHek1O+bb7Fcvkl87PXUmEECmTqkIj2a/5D0TgYeI8ji40t8omaoEeuhnr0apa8FXL7B0hMdFjHjD+dvwa/7BX8cBUkto6awjHDzJuUVEHDi1JUj7HSnCY9KbCs+Mu3GLDc2ITDl4plleVZrb5d5fSkOdEXiEg/QHC1D1zSX1sKUd2tYI6/cjXilrJvdHxphLY9TeOxVmaj9TrTHt+2nMCMWumGS+gMGHiioYTBsUuy1Qq/Xa/bcBxFbVt76+3jX3gdgpqzMrxbEPZp30ul+iErikOnPTBsyAEuwsx5HftUejS8EsGR+cnxthBaR5xzxjdZ+tmH96Ss3pOSJC5Oi1Lx0gVEybHVPFTQ1KSV88WvTo07XYOc5sBGsDRTj1K2LNcLjfuaz3uRZA90Sp0pYns+/Xdm0fCLsGYA/IetFHZyKduS8WCW97QwE7OgLYwLuYo7/T4HHgEe85nmfHyYEBF+tml+hHdHTC8SjcdQUccxRnXk3FNgaKKTPiEI1GeqZXNFSkHuUi3wdieD9XUbtDHDBHj+AIzk9wKYMVQVJjAV+Ki1H3TwIkcmrrkmyfk62bE61MAFpkUXOckhw9MzAHQz9s7levL1f9wuIWm2zX8jNKP7TgqgVfi4xEe1aUiCksFI8YCft5SN/HBDewoSQa8ZHGsQASLz479bJIbjJlM2aq661xj2OUmrnbwx4AcGfa4ZHhYnkDOvbq8T34aZrw2s2T+LzP+QKc/+l34G+/6p8hcMCeh5wV9WBxTN2Eh90FHvb3AAjY2mljV4h63Z5DcsgFfAHiMB9MzEKvd5+oMpElSnuIozijKLLyOr60mP1O3OHpeWfU5IqjddPvs6iHHLcWW8hUHDBicrzVxAn2+XftUebTWAVkPphNvyS7nX5XQq115RmkZV3nKdPanFYl8argy25jzb6mzo7IaYfsMAJ1XZfd1t7TNhovDlzJhIX8vS8zYD0p+NapU4lvALhgxp4nbMwc50HYkYc3r+1ZBQcYRxZneETElEDhwzTjbtziSB5bIhxpwIgZI4yMN8244Q7Y0ZTHXYTUp42Q2hxpDH01a0FV27w531t2iIkKbsfkmq2Be+nplcBOMwna4Fyec8x+rJM+RV/VUFmA0JpQ1rGQdV+rR+7RC+119f5ut9fnSverRsSpwXJ5btpnQQNla3Q3fe1UHemcGCKRC1XctrdQCmLVYB62H17DJkHpOacAq/QOE/q+9CGdc5bWU8SdeIa7qV0IUMab1tj2Wi9kYST2so6z74Cs2L337X2/DNz3rJdlXAQzM001dCn7z0mT2Mhzx64Th+83uwZgD8jITJpaNK5UlAAHzwk0JYrFmPrdyE+XCralcahLBa86SeliEFBT5TSSrZNXW2BvTZzfGjxtfMDOT5mSpnK57cRmF8RT9JCQHB6gLLYAcEhccEtBDMwAOUxcqEdgicy1po1Ry8IbMMZ6sRpRqAaqvKX0EM1+1fdOvzj90bkuA7QWNGjS7Beb7ep6MJsF61m7oNuGpfo+zILETDiGIfemgS/OiX5/rWlrAbv4zeyq5pj7MOKYQOzOT3hq3sFRxFPTDk+NZ/2Tb+yjXv7TCD/1IfiUf/TF+LDv/0+490smTD8RcUjZgXN3wJ6HnP297e5lgKMZLgeCJ0JgRkyvRXPfVRGx/C334Rh9pq06YvhcI1ayCK3i3CEOeMvFi3Fr2BvxFxHjGJP0+Jam1MOsRH5zQToKXbF1jh2Jk91zDq1jZf+29RinIvKtw3zlOgoDwq5qVYa840hmqqFxCO1ngRKhb+eN+1E7tPvuBboySGscRAE+dfPmiVO2DYQpZwoo52xizhrIvxu5NhVpHEhNq2ZaN2neVhCvYh0bCnkMtGMvi5LY+4WYaLh1A+b7uT9t9sEjYu7sqzsuDchZjJH0Zzt+VpkQxqEeKOaMmL7eq0FeszXQptmlFnD39rn2+urxGoDWe26U1YCV4wGo1IzbcoH2vCM7EU3KrxUqcmClw9bPUYCDQyjZ+0w/LOBLssqlLswTA1wHPkQQp4C0Vh1xn1qHKAjTWu0pDiZ7qwDKZu5LrWhXRKh5/bKxtTbXDVRk+rv0bZRei+5q0+W1XdsDsWsA9gDNkSoPJVBAteKTTg47N2GELNIS4RKp4i0Rjk4oiBrh059zyn4pNa1X59UzVaeyzveAiI0LOROSsycokUW9HgDYeLmONfClE+1oQKgc3IngA2QhVjGCAAKix2w+CyAXpANKayoR1XN/wCGOmKIX2XRfT9wzU6mVAiFE/ZeAWLy8/4ycQ/Pnyt/O1cBJM19WfKPNJuhruccNlrRSBduaBdNsmZ670irnpDCpkejW8j1V56l1QgiZKqPvzzzgxnCEht9uj3u863ALX/D9vwl/5Rf8nUtv3R/4mNfjw8IPgsYhUV0Y+1Rbde4OCHC45e7hBf5p3KBjVlgTmqFkIhzEYQ8JeY3m/tueYPK3/K46dpp11XouB86UsK2bs7KmXnNg6cvlvUSYZ/bJASF82OadAID3hBvY8ybVlHkAPkvW98wZBzrXdTROhp0PfDPgLCg/VfezBr5acFbVIvZiDDpOm/Haiy7b8+s7SEKrys9uep599R1yrYKI5fu22XpVD9YJC6/VPVlQsqMCqjZOsqtbeNxyAry2NOINL/tYfOvP/CAmnjGCEYmxA1K9GOMukiPHMTukO5oQyUnD8bS0lszXMZ2HyRykYFxd56Nqd5fTBtfGXGsuUWm794WSuEjOQAjdsx03LdsBwKoS7PL4dfCOmE1z3iX1sKV6d8dWc1AFX2sZvCXA6WdI+0ESzv03q9eb+VrXsypQYcZjW+sUG+CZe1XlnxqkdAjECEnR012BOpf7z6FI0I80Zz8jgDBB+jAeMYrwi1k3egGRwA5Phx0m9rjp93jYX2AfRwSWFh6HOOQxOa9kW5Xa3tLgn0kgyW5XqVmm97REQY9rj3+VOvZru7YHbdciHA/IbKQYKPQbn8HJbLrVz0aMo8gb33AiRz+kxWXnSxF5y4lXRalTaXgVXZhSDZGa5dFr76eNC9h5ofnZiU0nulZJr83ejKb+Q20ytTejC5UYgSqVWZpMUGoLybZjc33qSJ+7I24m6f6JBZDdCyMu5k1W7QqsGbDiN2RxISZ5Mf2zNVzU/ANxUjo0qodZWp4r1UPnauXDVppewZcWmreS3/a7tSpbuZYtgzDCYRpwb9rgEAYcUpPpSnxE/6GWj9Zt5gTijqpWSdJr5RCGIl1MjI2b8Z7DTXz+9/1m/Ibv/vx8jp//fb8ZrX3Lk38LtNvKvQ4Bd2PEU3GLHc247YXWqJkBLegWlUKXMg7L6cmDMKZ6qnr8lTGmY2jiAYc4JifB5cyVim14ilmpEJBeZB4iBz0l2uvEHm/fP4I/9uO/Ep/+yh/BR2/eiQ8e3otzd8hRY+sotU2Yy/nVWQmbiam26zhsa47CZe8vtm/G1zJD24Cv3r8MyEo0W2u9rFlKUq9v1enz7Its2Kh8zyw4sz9bCyDccg4v8Tv8oq/7YjziznDuNvg1r/hk/OpX/SL88ld8PMh7vOFlH5s/M8JhRx5jGpUejA2kP9jOzbjt9hlo7ZzM3TcStVbZDT5lDEaK2JmaYAWZG208jToL2lLOyvUuM5C9rOSaXUa/0nmpznr2hSrKPk+/r2aVCm1fSX1vdKLwt5ASh33mJJC383MOCp48H/O8DBQXa5ju125nn5We6bqS92vWKHsfVHZejlH3xLSA0NanDg31UE3n4tGV4K4tb7CmmZ4xzbMqYLOjKQeHN0meXt8HkAGbHXvaHuHcHXHL7fGofxqOOPdRzJL3l/DlVAlV16P2+uy9v8rcJsHjOfVMLcyYPF+dYOm8r0I1HwjTRszPpX/X9v6xawD2AM3SiOTvmOlMKkes/3QRliafnHrQSNH/1s1pMQpd4LW2ELaKfWsR8uyM5yLiWkUQKItX9drKcQeKOEuKYG20L+8jL6R2MTJyucRVE0ihW5RoelbPc9Kv5NxLhPkYB2xTXyVtvFwafy6zXqtZMAu48mvN9ep9cCl6TLXqoX4HztXOa1v31X5PrbU0U6FUiiBHiHXmU7NhgQtIswu8NRvxVWfG1nHk2o4EgB1FbP2Mh0ap03rp7qm8r7/x8V/dPfdvefffAIhw9i9fiDum5cI5HRBZxFgm+AyQjtq3CYX+FVgd1SRkQZRrdFT9sCiEuZyR2qfIrI2WqxMcE1VQwHlxoKzDU+5LwMPbPT7jO74YH/7yn8Gj/iK3jCjHK/RD2zagBzyuuuhrpLa1KrK/si/7/fWs51xeZdvLLDQZ9rUWBpdRDu8HsHX3vwLCLPB1ILz6939P+t3QngFwZOCTPhbRbOvMOBpJQL9m4nY0Vb3BHEXc8veyqMFl19sK6ai9rzUqV2khsaay2csg9eb+DNSwvn05nzIH63yoDACl0Ov8uNbHqT2/ep1Zz5xkSiWu7txftk8bOGu3XdAk155VNM8M1hu9t33yqsbfzTOj2S+lxcrnTDYyjV3bEBxApi8KSJvzOQHI9PGdm6q1+DKzgErrt0WZ14gVdQJX1qp72wkK1IHisDoebYP4a7u2Z9OuKYgP0LRWSfvgbGnKC+1IIUeGrayyShJr9PjcHXDL73HXbTFFL01bXSnE10nLOvQ2IgeIg6WTVwYhzYJxVAEApdQlfrQuDtoTTE2zJotrpogbwwG3h3t4z3Qj0bg4Zb9K8b1GqtZM5PgLTWx0IRX21tvtkpzznkeMLmKaRDHx6WmTe38p7bClasoNkXuR+v0WIBRdAVz6kwmU+q5Rcg6oBV5o670K2Mp0RfO6ZkRPOSr6HasMfeBaSp8o1eUx5+83ppORwvHGqD6Ogup9kJ5YOz/nYnBA6CRDyjYKzUQFIyI+//t+8yr4UvuWJ/8WAOArf+QH8eGbn8WPHF+CG+6Ai7jNkdkn4jk2NONhfw/nLuTaL+TgBQHMGEkyERNHhJQ5AySSpFk0jcZqz69zdxRBjlQTEEC5r5w6+qJEaOThG6di5yfc2kiW9RYF/NTxBbm5tLZFUAWw3DKhoZc5kno022bBqiJq8ANG7c5mr631HL78na5s2zPrvC6cGiydmzb7BWApHnLC7OdOAVHX1LfY1/WZ0Xm13r/81FrBtk/YSIyRBNTfw4R/9vb/gImBbao15RDwxDe8CgDw3a/7GoiWrbREiIiIzPAkNWAjpI7X1rl6joADNjzjltvjiXieg2o9kZANAo7kU5+y/nzoDY3V1snoOOuqcFYiFcumzR6dehtGpiFWgh6m7skGbey9z2Mojec1Op9STatzSUEf72IV4NP9Vn/DBob62+bsRxM8tJbrs9uAgakvWwtcWUpwK8KxHI/cVWacTabLbluyjv3az9HFzBxZ3McGRGntl83Aqk08JNEXl30OycCmmi+K2GDO8vNg2f+5O0oAzR1wN26zaqc1O+/lcZXOdx9G/OT0KBxxFgBrs2DtfWzHW6/x9mworb2xke9vMz/RNRC7tmfRrgHYAzKlCShFQCNQWudiZYUnHhCpFL7mxTply276Pc78GQ5RmgrnWi1tAprmv+KsifWyPTrJ6aJnrf17oIjNcMiLxbmb82S4x7iIsovzPuFFm6cBFLXDXiRVf4/NGiMCDBIl27kJniOenM8kuuwCHMs91V5puuhoz5R9GPHUtMM+aENbibIp/dDeFyKAfD0BFzGOOitlQauVm69oXFiCrra3l56TihVYaxdplWZW8BWiAIcYC5gGAJdAoQXVuaVnB4TpQm8VtyKXWr9j9Dgfjrjhjxhc3T7BeRHKuAfgzrzDQBG/9Xt/KyI7fPUv/JvV9bzyL/85vO13/34AwKv/wZ/AQ7c/HXNwePWj78GnPvpjudksAGxoxsuGp7CjmJosN84JCI4I56R9ZyQ/puPnwIQ7cYM7cYeJB+x5zGpdN/0ejiIuwhZTHLJAR6uuKfdO1b7q1xwY58OEX/PvfjeO4bPx4rM7OPNTVojU+24b5+bvwnz/Ku2vYKtWriuF66KQmq6zqhVZCja01goFnMqEVZ8zTqs6MDUQK0CjV0NRyz072FqVlpZU+hsWepMqScZ87Ve3pegHqrmlLbbXDOrEAWOKvkjW67UJeEX0XDPNhIlDKyDMpbquibWJfMyN4bXmZkw9yFR6X8GjPnshgfGA9douT+uS8iqs0PaQs+N4kSExzvHiOtuxeQKE2fHVBSwNELNCUVqHqA61nSs1wGfHZf2s3v8YL/uunX+tq+7dDz3XhShSk/3qHT9TEs33bc+/Zxs/Y5MomLLf4hdoUNdandWSAMU2Za8KjbXUHtrssq6fuRQCovQZtLY1tcgYyWNLUwZ1AHAn1YPZxvZyXyR4O8EDrKUE8pojobHvw1hqy00gub3vvd/ttu34E8Abut/FQnUV3H3Gn3PGeG41P34Oncrz3a4B2AM0VSlSpUMr6aoUKDULvhwxRswAS/3NLmWDtm7GPRoBBwzsivR4LNFHu0iqtUDMZspaiqLSH3QSG51kKO6FMf89RY+NnysKwZCyWmdeVO2enM+wD2M+L60VAZZy+Va6Wn8f3SyTNkoPHKnfEXpPFlxIBfATe9wLI2Z2uDNvs1OjoLN1ABgEVTrs0RDX5OhVATH3/UofpWpbVODrMhqZvf89Oo2Cr8AOITjzuhzLtfsAumpcdhtQnV2p6BuJgnKIQ/5O1BnTPlq6XWTC44ebuV7QmoKv1/zjP47dmQQNxiFgHwY8OZ/joeECI4Ab7gjERk6ZRfjANmQeNVuFiAkRRxagpvWD2ngZQHYIFKTnBtTJWehTMpfgS+8PION05yPOhyMiO9xN42ybAhPV/e2YJ64iwxZsXdbjqgZVJeiwur0ZR2uOaTdCbDJd+TWqI/KXga+119U59A1Qux8FRNlPLcBxKpOWnU4WEGZbGARwml/kvzf8lyfwex/5KqABKj6LATkEIxRfRGCSI5fmqxERwICJXZb1fqa1JgpKy7koOE/CJcSZNqnWjiWlxfZUEEvGyrxmx2bOEC/bF/QyXKfMEYOzIinl9Ufn314Nc5uBtZd2lXHdG6s9EKSZqrbBfWtra+el59EFBFytTVXWztD0Ndura7Kn5djX/oS55ygVemGvNmypkMk5k+sRs7prgBPWTqpHVyXniyg9Fm0tm70moKzzWi6g4E3axNS01atQSO19bLObOfPlQq6d67Vl6AU+r+3ani27BmAPyKRmxlXd59eilyoR68g4FgQAQh/YJanuwQVs/QwXpb/GQEJ36VHrHJXojk6KLTXRbmsntI2bsfUzBhJAdS+M2LiStdm6GTGMqalimfS2XurW7oQdHp9u4BiHVOhsKRilAaJkXUJ26gcnC8fQNK2eokPgLR4ZLrJIiU6wd8IOEYSLsMHdeZt6m4nwwxR8vTCA4Ez/NFACX9b5cNzJHKavhMo2GXgRN+ArOQwGfLWy9V0Ho1mMS62Xy5mvEBymudwZQsl+RUalHmdN+21V37mhILWF9vqZM5daElCR8JZtSr+1mQfcHA94etriM77ji3FjPOixlYMAAO5lSURBVOKbPu0v4LX/7I9iM864dxhxti1OKzPh7rTBzx4egqeItx5fhHN3xGt3b8c5laxDBDAhZnl8QLIWERGBJdsg5yIBiPfEc9yJIpGfJcBJejFpjdYhZb/0OqdoFBA7AMgnEKp1Tfo5FQmQ7JlQD30nQnkVOl52VsBZKr2XBQMkOl9LYBeJ56vY4rlvwJb+Xv0zdKh6nPQL/nW/FfDqOJ81HU8AToBbRPeXxyj7tWNSAle12mGbBRtT1kqbfDtK4J6BgIgvfPhHoYCjlaH3WcGR8vcyqaIjC7XRAaXlQRI0mFD6Gep5RjOerFhJuTeihIiUiZCAk4OHjLksIZ4cZN1/MEBex3lP3t4lCqXcw9R8WX8uQJaq8nEXhNnvovd3+7OlyVffZUMba7NHcv4pc4/lmG3NZm7bTLPcG8p0Nj13rYE9xrrpeS+LZ/fVe7b6QYrSrFnPof3ckLKoGrAckwDVkNa+rSvtOjRzZQW9Nml9zArMzdxvW2UoNXGkGZtE6db1YkJpkaBZXADYxzExDep2H9oaRlvH6BiTEoKiSjh1/KCBYmYHtfelDW71AkE5iGvm5mWfwXXWybVd27Nh1wDsAZlEe83fKWLZZr6KGEfJIDhKvYsIWa1o6yQLNrtJuNQ0QikkFdiy80k6vk5mRNx1hvSYg4s5yiaTfcwT3pmfqu2HZhLVotdDHHCIA+5Mu8rBW4vsjRRw0x9wEUVqX89PZMMJhzjiEIccnVMHTdXtLuIGT807HOOAfRixD0OmHPaMmdS3OdknjYhBzjgLnfua94lCP9TPquNgmzQ7koLzxXZUAyBpgC0L/pQUD0NwmDX7lQ5YOzOcF87LIrNAXZCuGTALvuQeDzjzKp9dMpiA1L1EikASPHl4cw+3N3tczBsAwEPn90oj0RbsgXFn2uEddBt35y2eDOe4iBvAHXCu1LDkGIMCRjiMcFmMQzNinoANgMeS2IY4l1EolO6IkMDRRdxk6qGqZOozMbqIqVPLCKiiost98drF2qog2jFRsi5FTtpRyX7p5xTAVfvMGYl1EKbf0WXOQ5sFu8z5sOOwNIHlDDo1it1ex5r1arTUhIq3bhK77z/DCrxOqR16M0b0OBsiHJmrxsvaa062dbDKm6UHWHqNgKh1iZz6NDEAYngALs3ZSqq09Wc9h7vqV5YcXU99UO2hSnepbpFdzsUJoPN5LC1+mpqxU5a/KwP0Y+XIrtQtNeOsihCtWDTHCwnY2UbKdQCg/n57QlC29xMAbNwsPcdM3fHyegu9+MgN4AJX53KK4njqOZK7ZtfBVD4QPUCF+jiz1FQXpeNCNdy6OSv+eorZV9BtNqaHaO71Raq6aUU6OkEmEuGvXaLIgoFADMeyTgcgs3O0buxOOBPxpDSfKtCT/clzYCmJgyvy/IDQP4vgV7lXGxfyfQDWQZjeU7se2fdDur/2fQu+Luut+JyzLNf8HLHn0rk8z+1aBfEBmkaCx1TcaqNRdjG0kUu7sGjPmNEqIvpEzWsmEZ3IqDPxr5luG5sFUCOGKumt0TU15c+f+Qk3hgO23qgasce9sMkRRHsfVM68ukfmHKSZY6FpTnEQ8YRMYVDXhrJjfS81DVb6YUs3bBfDtseMpRG221D6fN4m/VsDbPJzeZ/td9PrB9beC/t3iJL1mkPt/PR65fS+71OUjrwgNTSOLBHMlAH1vTjKPU7Z1wDNXlrQLkX0n/mdX4hbmwOIGKOL8E5+6u/eiWOkFEeJohImdUipUMQCC01MzZPU0IxEmQJ2N27N9ZrnCg4TD3msiOBNAfiabW2dY732mT16ND+ht9pi/fq7aevH7L5PgZaq1q6zXc5ErXzX1bZN8GPxd/PPCgXYnxow0edXbew5tDgtIKAWDEDQJq6r23Yzk2X/fSn/+l8dCJOfp3KTb3jZx+INL/tYvOYffgFe8w+/AD/va38HPukHfl3ad2nSrODNQ/5tiDLgGxNIHFfuRbgiKMpUsm7GsTjYKhHes1MiFPr+mjJcF1yk71mf9zaI1DtuPabqf97FTD/sHdN+ToKE9TF7aoMSlDwdpOitn71jrp3TqdeX5x0qyl11nky5X6V8JuZxc+ZF4ffcS3uDbaLgW59As1hK8VtrW9AzUVyWeXyTs7T9sabg607c4RClvECbPufrQQ38tKa7EitBXTveW7Pb13q2zO5y9br6KWsZeGXfXNuDtS/90i8FEVX/XvrSl+b3mRlf+qVfipe97GU4OzvDZ3zGZ+DNb37zs3jGHzi7zoA9IDvzR3gasaMZu6R+KDUHsZKwBlSevkxY2dJEq1L1WQnQOez8JBS/GBGpOI42G2Yph20Er10ctb+XRuciyYK+dTOc45wFUOGCMb0HlKaLGnk6xgGRCfs44PZmL6DRZFra61QnJICwdRE7N+Xo2iHJyt/0B5y7IxxF3JnPM/i6G7YCwlLmS687C0xgOcGrVTx+fZuxBGTAoqbKgjT7t6NCP9Ssl75vHQbvlo6L3huNik7Bl8xXcDUVkgHnYqlFM9/l/ViOIBu6D5AWsZx1rH+KU27rrCImlAVv4wMQZJ+3tntMYVnwbvenmYI7ccDophxhu+EczmnAAI8ZAYEFkHkihMgIYDwehtx4WWtlBHRJllQUDwfMLEXkAQL8AFR96NoaBAkGeAPqHaSOKJbMcs4cxvzZHNXv0D77938pqmHpiEDJgimtpud4rPXTKcdZOpK931vBjZ6amG/Ga3s9dnub1Q5wcKxZgEJFvqqt1VKpwIbU2rafKb8HcFX/FdM/zbQKm6Ds4dW/73tAaeccGW/kj8vNmZWKGFP2CkAOFmSao9K4mEu2i9Lv+TIiYlY4FLVDua+FhqgNrLW9gkvUw3L9nN/XbJqc2yX304ybsq9+prVHRyzHxmLObMehgowW8LcCCvk8TgSo2vlybbs6A1Zvo+tcvib0hSD0s6cyYO22VbCjk3XW7E1kh/085F6Vun6Nic5/5o44T+tepvcBFbVQFZRb8GVBUESizRrTZ2lHE265I3YUU1Zavk/9vDy/EXveiFgYKNeBSSCstFmwYiF3eJeeJ6FOtkGqTWqrk/0NM4B0jKzV6vXuefm9ZGurbUz2azTZ/FO10tf2/rOP/uiPxrd/+7fnv70vAfo/82f+DL7iK74CX/VVX4XXvOY1+LIv+zL8sl/2y/DDP/zDuHXr1rNxuh8wuwZgD8hGEvU1bagsdCLkxdRBVMJUQQsANohoZZSlaeeUGnoGBHJZkCNL0qMWmtDJi4iTAl69eLR1FI6E9iaOvwec9KWZY6Fr5dqC6HHmj3mRCEw4g9C1Dp3u9toTTGtpQIkeYmTo7yWxDs0UStaLMu1C+6DteUCMLoOvQxxEFdDQRGICX5VaVbp2yeQn0MWUl8Yqo2XWXwZEph7FF7KmtMNWyGTUKLF5z/7eox4q5UspGFP0OMwex9mDI1VZ/1MZuNbWsiWa8bTAo13IHJXIuEZxcwYpirMXKWJO2aQjTAbNEXaYswNkTZqnSvb07izKhG85vhgvH9+DgHu4QRNe4gmf8I++CD/vi/8j/vlP/gcc4pyph5EFWO+ZsOcBN+iII3tMaTorPWtmBE7y88lpLcqc0agg1spxQGkaHrvv63MS0sBwC+Bh6+XKZw0YuSS6W9eEJQcif6TUkiy+V+sc95y/Kzi7bc2XOit10Ead8VbdsBNgYTLzGiESweNyGmJ1PwwlUumHWvfVHk9BV+DyswViE0sN144YIxFGdnDkMu0Q5AR8JUBGLoKjwxte9rH45p/5T4aKKOIwAQyXe9PJvCv1YYxoaJA6r3sqtTCODK3TAKgWhAUukvRWjENrwXJAL+3DpeDDQoK+BVANyNfXezVfp+iIapWTnMCZbVmylm1as6sECqww0GoPKENbU4Go6jjpGaueH6rnxsuueWjWVvkZq2dM93uM0vj+YhLa9vl4zNtvacK5P6Q2K0IzVMn4wqips6MqI3+ZKU1xpIgbNGFHGrqS5uJ7SC/GESHVOvo8LkYKONIg8yl7nPvDYv9XEdZRanb5TFmHNMupgP0qZgOHo5Pr6wUXdMzkmjo39Xb33LKI+1aFfaCWvtqnnnqqenm73WK73XY+AAzDUGW91JgZf/7P/3l8yZd8CX7tr/21AICv/uqvxkte8hL8vb/39/A7fsfveP+e+3PMrimID8iyml8qiC0cfuVK9yco61h4MDapmLsU2RZQ0lIwrkSZ6Gyrphx6G61q9zkmpUPJasXKQS/bl+yONpBW2yQ+O6D9k7SpstDUIkQeXD+7c1MuMNe6r8iUs2Pq4GuTagAIsRPtM009pTlyzAIap/6tWe89ImDw8n1pZqq9z93ILurt5ugwB485+PVG0SvHr/a7Ei1sHRqNSLevzexwCAVUa4arBS2ZemayQXk/KLQh++/MT3nsPB22ePd8C4+F27gTt9hRxE3a4NVfuwd/wkfhIh4xISbFudq08Ly6xnwuy+01mFDu9bLeJj8DzbPQ26ZnPfAFAPfCBocwZOn7ZT3NUiYZKOqgV1Xv6jm37XNcf2f6zBZq8xr4stLxi+/6PqLJa4JErfUzXnou69sABXTZmi8dQ7lxNiSrKhmx5ZxMjiogls8hURGVEuvNP6UmKv3RIQmAmHn9Krb2fdssx6kxsWxCfTVamm03YM/jKqDpsnGwNjbv1yz4qn+vAx6WZq0BJZ8Cg1aufO081mre2mfqqhkyu1/9t58HHGePe7PUMEcDpEUavvgM6gMo+NK6Lwu+NHtln3FAgFdm01BM7JyI80Sdba9zk3o0WisqsuUcbT3mlZoyg9O86vI8297r3jpV3b9LEElVa47ik9i61Ks+D9fWt5e//OV46KGH8r8/+Sf/5Oq2P/qjP4qXvexl+NAP/VB87ud+Lt761rcCAH78x38c73jHO/D6178+b7vdbvHpn/7p+K7v+q4Hfg3Ptl1nwB6QtZNSJR1LLNLBZBbTtDjnmoWkMe4STWBHR5ynTNohjrjnNtKnSzNJKUrSZhwikIU5qLPInFoAHXEGS/mnL0BwdAEXYQONhsriJuej1KUzN2Vg54lx0x9wL2xQ9QhKTt6ZO2ZwdSv1bjqkprqHWGg60URfN25GZIeLeZOde041OipxTAShBcYi3a7X1zP93EKkI2XNqNnOORbg1VAPNeulWTf9uwU81ffFItJyDHW/r9LzS6Knly32OfPWiQTbuo38nnGybARZxVe0p9YUXc586AIKmCwr101Gc68XcywZtzOenje4FyT6K2Is53j58B4AwFN8wD/+2r+OCREXSWZ7RyLMomBMaxT3PGKCz4X0N1KTUJu9EkDpk7xyyeIBpR5HnQHNqubzdYVCI5mAlL3W6LvJ5Oh96llbNN7PYNUUw5aOKHVNDofquurswjKbWdNf1WHV77EXENBspwVeuq9nYpLzl+sPXHqEKRVRnOPTDpGVn28FOPL9p1pmXn+3rwFFEVFfnzimTFbEj/7NT8CH/bb/uDg+OQJHh2+7t8Prz/ZZml6yUGn/Vaoaic6VjsuQF4gQGPl5mXJ9YGJJoMjMa3ZLrmFJS9QMrGbjcpCPh8q9bMU92szXGtV1LRPWszUwolmNdr7pOdFrgLI3V7Wvqxpvb5865kNap+x16DMwG+XD3nO0dt22n1XvvNfW2DlKgGtO6rZ3DxscJnHJtm7GuQogVWCiDuaq/6BCHGpWtVCohqVVhgA7xg0Czim5gBwSHY8REBNbpVBRPUmT8SMPuf7rPEnTy/oswVHt0bkM9Lb9DOu5rjeuLEOj3lcTSLbZxfQdI1F581xmQJjeR0cMvmIw5NqW9lM/9VO4fft2/nst+/WJn/iJ+Jqv+Rq85jWvwTvf+U582Zd9GT7lUz4Fb37zm/GOd7wDAPCSl7yk+sxLXvIS/MRP/MSDO/nniF0DsAdodtJdba6Z+doFsAHqUJS/rRDGREXxzWabWqpE/h31QnBKXUheS9k7q3qXF5mYVZlORaF6/Tg2bkaEFN5vTeRRF5GRgkiec3EQNVI+RYcx1w2gqj87JhUpR4yNCyBizMFh8AJ4Nr5cR4wChmJ0gKsFfWxNWCtyUTaixWs+1WLJ/Smfz4DXODHVfU5OiL2PkanO4PFp0SFHKnNPsphckjCzEV/7Wq7PUgDtCrgYqICKVkVQqXz6u9bQtIDLHkvpJ5rBnJOU8Y4mXPAG74kzgAPgxKGdwBg1WwGp25kY2LOArmDGyZioOnKuQ5ZcVuEM+4wVEQiljtGiMXOb5bFWt1SoGw/3zINxL464sQAzpR7mKr29FtSaljrVcWbq79vU8hmQZbc9Bb6unMGx966JNmsG0Rsgq9tJ9HodjC1bKqxtt/4wbFKGaiSHqemj9UWf/G34RrxAHNAEdMgROH29b3r1R+KX/8wPJvATITBJo1zRTtsZ8HlQmgfqa7CBi/rzLikj+gLMEg1xcZ263fshoq9j6RQIA8p3q++DjbKqWYO0tqkFYLYe2CqkWjuVVYqG1uo6815vHbRiDC2otNdf1SOtAEV7nDZD2M4f7XMkC49sNyWmwzxLwC0kMQ5HjDN/xE2/T+dear3UWvBlQdeoAA0iBKOiMBrg3ZHDFh6eKLVTkNYEocpoGYEXSG22DzGzeuycpZkxG0Sxc+lIMQeNAA1qUfU92FKC7jp1CTi3QkGBS1+wNiimAPz5YsQMeg4pD+q53L59uwJga/bGN74x//7a174Wn/zJn4xXv/rV+Oqv/mp80id9kuyzoe8w8+K1n4t2DcAekDkFVVSUhVSpSqJYUjeg3eer7JcxnUB3NOGW3+NO2OXFe6SIfffYS4dKf/YmtmqbRA/QwvKJPbY0p95c0mNDJ8LLaESaOQgg3PAHOGI8Ne2wdXMS8gg4d0dx6CHFvlOKrj09S58RzcJ5H/N2+wiE1JtKe33pQrjzM87HI54KOzBTJXYxOqmhiywNgSMTQjCqebGAMHn2ucmWaT+1InCyGUWkRLNbNvtlo/re7EfPVSN8msHIwhuxSM7HSIhB61DKd8a6L1folREE4svlwe055CL1JqrcgvkDS/NMD65oe9F+npCV0RRYagSydU5UYVDU1IRqGkF4T7iFkYLUJjBjz4yJpa5uREgUL+Aue6kJRKGwZBoOIzVlNueJIkcd2WUlRwt6enVZxcmwTkER3SgR9SIoAnbVdhZobVyhS7Y1EL3GoQCqAvpTYhsZNJ+IGrfPf6/+S4vU7Xa1QqN1vjuiIA1ovWw85m07AQo1pQ61FG17ZDt3pgqqhZXmyWIKvnzqCRbB+Oe/4VMB/NcswJHph8RVLdiP/e1fgLf80v8DKqMRTEYM6sxqvVtuGi7ziM2CeY4ArdT0JUdYneANAUegzoKlK+sBb60Vs/3vkI4nVmfB9JlcA2G6DxuAsSAsnzcxZrjMSlCz850c8TS46d+P5fgdTPBDx68q+eprer76WUuvtudzpdo2cz5rznxbM2l/d+QyW2MODtN+AM8OMxMOd7Z47xM38I4X3MKnv/TH8KHbxxa0Qwu+xkQV3Lk5gy77rGiPuh0RzmnASD7TbR0cRoL0W0xCYWPKgrm0Ju8w5aDWLb/Hzk1wiDjwiD0v1RCt8mvk0tuvBV3K5OgJbJwS3aju4wLcShBx43gBvJ5PoOvnst24cQOvfe1r8aM/+qP41b/6VwMA3vGOd+CDPuiD8jbvete7Flmxn4t2XQP2gGzISkVWHailF0UUOsSawyCTro1uTQ2VRPjsMSsZto5W9a91uFBHwHsLojf7EuphU3NDZREcSJpFb4xggy4Iqnakkaqb/oBzf4T2RtP6rkMccOARIwW8cLyDh4aLDL6m6Is0epKe1+vQ89/5GYOv677UWsVAZ7bxjuEcZ6l03Yf27iJSyWTGOIQMvryLWQZYPif0TG0s2v6r7pkTGikg1L0peqkJmAaE2SHODhwpNS6jRTbMu1LXAPSzZScFOkwEV4GSLVZXQK7nPSVAPRmQoc6P3U/JgHIeo5b7PyUhDJWylwbeZ9jHMbdluMvAnThgzx532eMiymtPRmDPQzqm1DLccIdUeO3wRLiBp8MO+zjm/l+aUdGAQGgcrQJslrVteq/0evP1EBtnY12UoPq+wLkhdC/bVddY8eK1/va8eI4XzzxsrRd35omYwVf5TjSCHvL7rSNpP7t8/+oOT6lzOT0Xre1TwZfNejn0FzgFYfaOBmaM5OBA+BV//98BEOVDDiGDHK0FI0cg//9n783jJanK+//3Oaequ++9c2dlWGYYGHbBBQERRI1LjCyCJipijFtc4pJFUeMvi1+3KEbZTPyafDUaE2NUXKMiiGuIyioKohD2Ydi3YbZ7b3dXnXN+f5ylTlX3vXOBGWaAfng1c7u7uurUdur5PM/n+TyKfV99OUevOJijLn8Zrh7M/T7UhoV6MDe+ek2YG0cqKFLVqMRsR/y7Ts9sUtAKm1WNdRtg2s21hi3RO8Nv4zmlmldqtVa1a2kwQ1rffl02vrmOYWBn2DyZfjfsX3d8rVcCrLMu0rmx6aS3VRkDRs0xbPFYNY7DfIKbtbEE4OjZGbaUMK2QmxTy/hzu7nDHDTvxX9c/iXV6wv1+DvA1Ifu00HSEe00IzaQ07KQki6RiUio6QhGa2Q/fJ5FQdqsgb+7r0A2CCdljXPaSgJZfLqntDs2cw/WUyyro1fOiMKGZdnq9NcH6XFZ/vlRzR5gDU8phFQyt2DZBybHpy4xs21uv1+Pqq69mt912Y6+99mLXXXflBz/4Qfy+3+9z/vnnc9RRR23HUT48NsqAbSNzN/jw6K9JnNctqRZJ4WSMQ7Ft+F34NxOG0k88tRS+jzANo3EMoxzV36cP+y1nU6KTJn22QMtapszts4gRqwDWpLC1LFqo/wo0t0XZjKOlmXYEX5VwRzNjUI+k5Ur7bFVKGXTHxSb7KwQo5Z1zI2rna7jaIIRQbxqFFYJaP5thSofpWFPn2AhH00ml50PmKzSBtgjEls4FAYQ10/lidhA2hAZUPVTr11u4lnKhI+VHRuBCXNZFU91agw1TQwSigxd6gRkELeFoI10PloKTGmWSvQWAsNG4GrDCZmzUHTYZB77CfrnamaSegUqBbjbKX5qxc3+bgc+hXtc1X0szTPXtDYKXYVkNndznA+Nu3Pf1WozK2Wlek6mT2uyN81Aix8Pnv8Gif7fs8LkwZRHEz5Ls14CAQOP3TfGWqI5IVQcmcSCsLSVnH7Qk0gtjpigBYdYkmSchWXTcdRzNwZyX0BJdLiwF+MExFJHm1awFI+bShhwDhtd/hcyDkxoP2xpcR+WYmuT39SxY1YtyeFazGZwYJlHvlh1OgZ2TIjvkmtxS9iMskz5raiIcyXyRZr7qtaGD+zqwbVtf15ZsrkBMvD99ECf3QS9rBKqQyF51HkUp6d02wVUrV7D70nUD4Etik8xXnWrYEYK2kIyLnFwE8SRTUWXjeMSAByKp/I5g2kr6vhFzYbNY71VRDDU9n2mVHlyF54R7pjsF2mFBLylsBGRz1RmGc9DywLmZia8FDhtzSQV8A/DSNdC4Q9sjvBHzu971Lk444QT22GMP7r77bj70oQ+xceNGXvOa1yCE4O1vfzunnHIK++23H/vttx+nnHIK4+PjvOIVr9hGO7Dj2AiAbSMblz06QsSGiYCn1A2f8FMLDoIE14le2AjCOrIgN0EIw9DzEWujRZRujWYHH2JNBzIFA0E8I12uzp12k5f21ITaej3wCFL0Y7KoSc2HSXIi6yVKTqZGqSqs025y4GuaXOhIJSuMoufpDmG8oS9aifQZxIoq1lYlhVY+++H2JdAJa46ccL+zViBV/dg0j1sKZlORi7TfV/gsPa7NXkopKEt7Y2njxDf6paIsFFa77yKAEhUlUiT7Yy1kHkQOA1vDxFfSsaRjDhbk1t3DUZHh6KQ9IymFIpO61kcnPByVsJSNdQeritwb2RZpIh11kZqmIwq6SZa3IzRLlUB7SmIvuWY2mg4FiinTZtq0XdbLDndi65S/pqqdjVmxOqiS8T5q1qrMF5g0a0JyaQZqzYKF78BLlZvZ54oKbA35LmQaGvfxsDHnUseAiBriCIexNG2LUvqJ09McW/W3aQCr6n0zo9eUnnfbSP5OAI9K6gcK7zAEOfoUdIVlg3IhwIdu+gXv2espWCMj5VDIxr4K9x0QAdm+Z72Z60/6f56+JdEMd+6UB1KaSmSldmwsA7VgqSx9k0WRJgqbtHCVZPpmc2zTZSvwHrZJjY4Y4O0wYY7UIZ7NatSyOZ5Pw/4emsUdkpGN75MsSBpILK2K85UUrlebDAFCHzzaUjZ7rgzdsOVUMl7pBkdHFYxnBWPtghnZQWiQJQRMYEuB7At+ftFB/MHxlzEpq3qwoJA4ERUNDbm/rsdFRttTDZ/2q5dx4SFf8fRYamCsOk7VtRqytIXflcJKpm2LKdOma1uOpYJwTe6NinW2oV67MCoC4uAPuB6iTnI/nsvGtTgbuK1Rv0kaWjfAVwjk5TFInR736vNcpmrSBeUjQYb+EW633norf/iHf8i9997L8uXLOfLII7nooovYc889AXj3u9/NzMwMb33rW7n//vs54ogj+P73v/+o7wEGIwC2zcxFkTwtrZFR0oSmmVXDxObzPbWQYQoSsh1R0Pa9tHJjMMJgvEMc6oqadSBNTvWWMjNuH6yfWG0tmhvHlQCoEOkyVjCm+qQpf+eoGRZmXa9CFyJn9QyWk7zVUWCja7NIIWs61cpTQHIPPqGarI0VkdZnEOSe5tEjw9q6iIG1fj9jRseSSedwpJkk4ffFNh4aAXw1Qc+w45tSceL5wNL1tQildZmvSDlMth16l7m6tIoOWTsmTSl5qmWGjcd9Xn2fJRHNcO06EY6Kw59RqWLmSvtzTjzW0em3ze1YkG5/HUXVRW0zqVmguixS00zKGQ++qr5wCsu4dMArmEawybR9liyPdL6Q9QrgPgD3AOyDFbNEv3NhUCqN+tadznSf5gu+wn0Q1gcwrfOB+oT0fnUCN752RZqhICyMa2itRMxGDkb/U8sTZ6adUHHS8c4GosL4tlhvyOzAL9TJuvU0I9b1ObNG0UuyX9Uy4X4atDzSAP17ISLlsCnUUVjNYW3lslnA0SsPwfusWH+huyyYrQt0GMk+J18IJ4ESEmO1A3R2MAOX7pfxGd6Y3UqztQkIq4cEXC8wGp/JxnLxu+Cs4ubcppBHyL42M1ixvsuPTw95pgzLWqTX5lxAJlW5mwvIzA6+6mIxteW9mFAVVKgc9hAYDGNWCEwyZw3Nxs3BGmn+HbPPQ8YWlsnQZJmmbzKnlGsEohQOfFkHwsKRUz3Bp198PB/9zr/R9+e9RaAJu5qtjnABhDaKtsg4fuVhICRL5I0cx1OwWnP2bZdR2LkzPlVFoWWTp7ZKAs21qtNuytGnQQRHIff1fqZiNlTXV6gFG+wjGKyieFfP60iRj8/QekY2fFanJFaiYSoBaG3fV1WKEQVxW9uXv/zlOb8XQvD+97+f97///Q/PgHYgGwGwh8HSPh59m7lGmlSNFIf+RviIrY9gVgW1ZeQu58LV2hRWkgmBiQ/uwfXNFrEbLNg3tfS+RsSLpFlUXD2c3bKFVTGCXwEvPChzjSU3lx20fzjn6JrSoquPsOReWl4nxeO5LxAOinu6sZOhsBmqB3u6r7nSTnFPq/h5kIh3D2GLtUQpeasdJWc+TY/TDNMwgDsAahkubxzk5o0R8e8gvOGoiDYKgMzl9oYH/7CxN2mhwWUND8X0c2Pdce3pNm1V0iudEMfifDrWUoUHZHTORLg26nWKUhhaPuvVlmXsIydF1eqgsBnTpu0EZ2TXF34bpj067iM96HIP/y6yBsyVMEyZdsw0F7rlhW8q9bnqHA3edyHqb6LDbgeczodiYX3u/q2yYEPBSahZQw7cp4PjSoGcjMc7HffQWraEspNauH/nAlcyAIV52PD9G3Rgqz5GaTa5mT2r/m7WfaUZrer3lehG7j/P/TGtfidqvxkw67JgQMyEhX9rdMTa/g1Su6oxiqiIKEXCeGic19Ri4+UQvBO2BqSMvxc0clbF3biuBg0x3Wa9AXh9LCq5b+aSqN9SPeR8s17hfRN8DV9nI0AQssjUf2f8M1WJKvOYNp9O5+mwni2xB4Z9nt6DA6I0VPfWZN5l6dg068cnsDJDGAfCIjPOAhLuO2wJu2eWdaYfrxvnD7jrXwlBjowZrthIPGy31eKFez2Nu1/3FLIT7uHiQ76GwQylJWrrnq8doUH2wVTqsoWRA/WrIQOWslm0DwnE9w2aavPfGoBvzg02OaYJ0ArHNq1Rj8fYgy/3t++ZN+R8PCLsEU5BHNnsNgJg28gqCdgqwhIejCHC7aaoOj0CKvAVTAZg4imIHVnQMa4Zc89klEJhhIy0sNlAmFvX7A+/rAG+IPDlRVxfnS7jl/OTb6DDZJHGAuOqj/ZKSM5p942WqRQVlTCROuMibFltMncgzcV3HVWx4pJrW0XXwoO6jE5onYaVCYMNDpSogI2wTv63ovTVlxk4hgmlMWwnXTZXeuBBPgyEBUUwg6ioh1pGZ69m1r2cIqJB5U4YxFiBEG78zXE0M5rNcxqchGYtXWllpLJmwh3foBjWliVTuu2/05Fikjo4udQoVQ44kwF8pVm30GS7a3MwrodXS2j3sPfqbF2ryIVxfb/A1XhZ1z8sPHy7SQbMiXxkfps60mKHnst5UIIHnTs59PNgoW4tvh8ISLhz2HRS03oEdx7qapM6uc4RUHpgGlUnExpYWAcMi947p2UY+EqdlzRrGOar2rJbqF9tWhqIqprKOuW2YTU8lePk5siWn1MDTaopuOF+Uz+mBkvaLDmCrQZoCv27HCBy85gkgKvhlNZoQtbUEc+7/YoaDVEhBpzcMGYNrm7HegosHuTMkgVz4GvwmtW2cnahcorr27NR2j61CvC69aa0yDTQFno5zqaOWD/ug59tKWs0bPkQJAjiPVtq9VBzwlMK4pCghfZAQiUBmub+Dps7m8G2uUBafWwVAMilEy/KjGbF+Ebumphkc6uNnRGIsg7Ass2gc8ErD30hX/vVd+la7aXjJalwRqAdxutWuPlQSAFZhpCSXf7zSuznNcfaI7FFyQt+fTcnTV7FpHQCWLkQMUNcCIMylq7I3PEzVTZKJpmwECgNwCtYvE6May6dCYMRdmCeSkFYM8jr//LnpdnfcJB+GumIjeAeVGA8ZNRd84gRmBjZ9rMRANtG5iYEERWEdMLhd2l9U3MwhlmoFYC6WpbrZO/AWE9mVfTJs6VC6l+KwR4ms3Gtm1HzilNdOcsR6NSoQ26CU4CUNvYCCcXhudCewuB497mXs2/LMi5XkwsPcsk1B1bWJvcAKuJDswZyjOfz+yJnFfo0uWxW7vuESWFdzxUhwMiaMAd4dUEq2XlIlPI81c4mQFf6dQOR/tgEP6EfThhPXyv6RjkpfQ/CtJZYg6MhQgTT1gqsFkhf6zUbOAzHQzSchLmizGE8BkEWnGG/+b7JkMLQUlUgIVASq/5fdSAXAEeeUlQJWcpAIfIARMiKnuKzZ32rwLQ8kOmTS+OFM1zfr1QBUQnDej0RhSlyCoyQbDBjaCS5KOKYYDBzGsbljsGgw5reQ1Wk/MFFUFMnMNAQnfntiwrkuMxCAwTZ1PkJxyABWaJRYxPXPksPugGHpp71Ggawmpnb1AkdZrNnNOr0w6AiGrYbAlgOeGkvXMK8wVdKmc6R8TttbZSeT5t6g1tnoGi1yTjhyb8H3Is1Tn6+kqOvzokDXoP3U0pDNIHCHYZkbaQKpmAn/Bt7MDWzU94JDZL0DtglgatZax8dm6DWpytK31fLhcxwAGFpPVit7myOTF1cV7je5l5s6LwU/m3JsnLKh9xzzYxGuq7gbOcNmvZc926zpnLYPDm00XMTkMXgoXTURqrjEbLf4d4al33anZJ1i8e5qlzssj0lybUCO/2my+bd25DnvPSQF/CNX51LgR4INgQFzhc85yX0j11C63uXIZSqrlelQDgFT7QGITjnkN04x+6C1Zp733AEl7zvk2hrKIVmkymQwjETHLMg8wwe13g5gK8Q/BmWeU0pgen1F+aOtC54WCAszZTVG9kHoFWv8wvPlgC8og8SaInYOa+BkY3s4bT5cUhG9qDMpeFF7X3TohMyJAuW/hssTDihkDRMLlmQivaTUCopXns1siIpXWI2IFg51nLoWFNRjQC4Op5j3Rx7CjiH1XbVj0HljAbaYoi0BUn7UAvn9mWw3inUXUVKStIXTHnZ/qbUfG3MwtV5RfGL5Hv3uVc89Me2o0paStNSeqD5aNiX+EIwU+ZMFy2m+i0K34wzrQELKojNbRsjXTPpxrqbY6/9Sx0QDo7NP0z9A7WvPfhKItAzOmeqbLvmyQllsemghch1S5a1ay9+H84Bg6p7XZvT9fUHIZsUpOOLRjYi1CaEdrhdm9eztNiECjO/TFcY75askjWe+6HebJ7aVmW8brMErA+OZ/D8pOsZlt0c9tlcFui3zXGm65otk9q8luZavkm1DttsLhPqYt05SO7VEIASlYBGeLmxV3TCFHwFehY48GVwzbyHKRSGJt9ufZLvXPEDrvvs4UBV/zWMdtmkJTZN1q7H4cvoFBwNOU7V72enrcf98fdquGfmsqG0zyFZ1LDt+drQ6zk8m+akEqYAv17jWHuuNYMFYW5JGCXVvFftTz5kTq5lxhKHvjkPpM/PdBzVexdgqr4LLQSGB8FCIHJSdVk9sQ69wBV+ycK9hHa4M9vYY9H/boZuD71uPblQ5EKR4bJdEkmGQvlr87s/+Tqtcy/FR/IAEFKGDTsAphRCKUSeIVotRKvF8s/9gmNXHkYuqri8sfhm99VzISjWzn7eqmdcOI/RN2ke0wbjJv2sfv7TZ7sZmHcj4BYV+yStcU3baYR60keMBQrijvQa2VaxEQDbhqZwNV/gIzFUUZkovkEVCd7SyXAPndATTEc5VVdkWqnKpf0xBp0i03hQJNxoBgubXT1ARR2qj6fe/yfWpnmaWfxcloyrXnSsarSAZGIOlkZr3Rh8Qbc/QgG0TaieqyeSZYyWAjWnNvSfcp/Xj0fmgZcSVb+vFIilWaRwXJSwjj6iXHatKTsf+np1VEHLn4uw3fBvaSRdnbl+X2XG5m6LTdMdujMt3/dLghHuZQcBmSmdWIc2VXZuAGw1neUG+A5U08xfB+F8QgWoQtar9ApWKbVTW0Hf0w+b10T4V2Fpy5Ix5ZptDwQZ/IMwVW4rbEbX5vRthhKux1cfSddHW1Mz1DME077+K1wfChObhg6OczhY2BKQSl/huKbrTB3A4EDEzJm/3wsjGwGU2QIfdScn3K9NCqQcMpaBdc3iiA+CdBOBTwRE83jNesz898OCT9EZ8mALiHWxLaHdC01QPswT8OWWFbV/B4CXB2Pa2gi+wncGS0FV/9KkCBZWU1jN9cd+mg/deAnXfeawWfcRqGXHjl5xsHeL6+PJ55jh0+vmgViTsimF9X363PUesl/B0r/D/Zce+/Q+GNZ8u3mNDVyjDYe6GfxrhcBDAsJS0YrB/Ru8N4c57W5/quUy34eyBr58o/bZahuHzaG1IGbyfAnP0rTnYfpqyXJgbk0zNAF8hWflmOozuetmigWWchxM5l66A6LQPP/ff46Znqb43m4ct+optEUeKYjBPrl+Ncce+4cArP1Ao4eSUqAkQkj3rwdetHJHT8yyCMqOfvGrKayha129rRM6qrJfwcJzOqW/hush1InFrG7j/M5WJ9gEWpWPUgGuPA04C1tT05XCBX/HVb9WK59mwaSwVQ+1kQjHyLajPaYA2He/+12OOOIIxsbG2GmnnXjxi19c+37t2rWccMIJTExMsNNOO/EXf/EX9Pv9B7WtKLIh6vVNOTo6JSEjVEWgK8fBrWP26KUT4yijmk/mgdiYKiIgyUQdZKWADAadUPdZVZwfGuQ6CthwKkfaTDTNzFXKjWXtfUU3qpadzUJReRyrH4OTkHVCHU5wwWUVgNpDMPwOcJmpRtQyBUWuL4iOtMUUWMUsVwBiCVgLAK8Z2Q1R0ebDGYg1VoVRWAtFkdGfaqFnMkzha/g85RAtvPqhA2KBmugAmBMVscmDDxgAjs06tOq6GBx3U52q6ZQYK+jqnK7O3bWmvKCGcDV9Y6pItlddP+E6bJoSqVNlPYDKogNZeMph12YecFUiA6EwPHw+LnuMyz7jss+SfIpcaqZNKwL3kE0L12P6SvexacPoe5VTVt1XqQOYRsLdb9x+hns03d58etEMRIkZbJI7MLYhmbwQPR72WVo3EZzzfMg9M+w4xfquWYDZlrI2YRwyAWRhW0HpLYAvJcSs4CudP1NLAZb2WbBhdVlh2VQt7rC24hPP+kJzsO7fOYRInIMsYw3a4Hbmb2lj5i1Zc16dVxPmZDQDwZstBCeGtWdoBv/CXDiR9WvBn3SZ1IEP91YT0IVrN6VBNu+90NYiE/X7b9ZrN7mPqn1uBiqTe93fV2HuD/NpeIX9bavQt6sKfjaPW2EypnWbzbrN6iXraK/exMxeBb1l1r2WWrpnzHD42E186pof8KUDvsS31l7MMasO5diVh2Gw9GxJz5b8yaIb+PY5/4HBcPUb/znZQVlRDzNV0TmkcIAszdxaw7e//lm6VjNtJevNGF2bx+xXc/yhPKDJZAnqh+FYVse0+ZypPy/ToGkFZh2Toq3KWBIRG21j/efufOdDXi4Q6NSjJ2TPl3Box9J5QHfhyEa2de0xUwP29a9/nTe+8Y2ccsopPPe5z8Vay5VXXhm/11rzghe8gOXLl/Ozn/2M++67j9e85jVYa/nEJz6x1cZRqVlRA1/BfKVYDYSlMsbKOydKVI5kLjW51SCrE2pMIq07BMeFwv3atkXl1KUFzNksDmKTTy1JJsY04gSe+lM5InU6VUPMI8laue3474VMsgvOoXbS+zpO2LnUFL4/VXiop/uXUe89Fj4P/5ZGIq372wgn0BEsFedIH+QpOGua+8xUoCZkRYz0PbtwSocGROnUDYWyICyEDJcV/jNXFGgTlURrQRvX2DYIcUjpf++t3pA0caQDPUNYJ+Wf1HxU57S+nlATlom62mWIQqbmKI2DcuVNafIBCXJPS8zR8Rw6IRcfrZzlmg7BjmnTqtVIOeeruu+AgR51W7Jh2aUU/NTBV+UkxmPhj8N9xQQLVG8A2IbseOqgQJ0eFeXKMcl9ll5fszdnnk0UYbasixSVs5+eH22rgEjct0DvfZDOTDq2NEDTQkfhDRXrv+pgxiR0wnpd2NzUu9nAl65d78Zf2xn/uO8BiObTUvqCIeHlNIIYxzx7u0qgQMS5bEt0waalSoi6kemCulhM87v6biQUbWEHrrn5jGsQ6NeVR5vLpN83n0XpXNVsVxIszDlppi59XtWuRSHj+xC8CRmYVME1lTwf2L9ZAlLhuzrNOPTUGp5NNEhHg7WWwgp6NmdG52wuWghhaS3sUWxWCM98WHvXUm5YtTMawTI5TS4K7OFPQFz6G3eNxiyuLwK3lSKwUEMo/tbGQjdrjfvbWvB1YD37c7rWMmVbrhVMqLkVFqyhoFJBTOebwEhwJQPN+rTBfnfhuZ0ump779NimdMPwLA3PnFrgKAF7UPdRqhKJSoH6EVEP5uQEdhx7BByyR4o9JgBYWZa87W1v49RTT+X1r399/PyAAw6If3//+9/nqquu4pZbbmHFihUAnH766bz2ta/lwx/+MAsXLnxA2wwR5VDT0HwAtnz6uyNKYnF5jCQOXuOxFw4he+REOLq2oLDKqctZH0UU7oX0KoFDJku3nTBxJw56pOtV/Z62uK9UYCd11mpOGk4VzI1DzlpUXZO39eqJUazD1MefgoWUnuUAgmsq3feRuUya2Kg6KPzVitK9pc2spXf0hxWUN7NMKb0x7g+VcIlTPMwi3aYwTvWwV7o+MCj/IDIehAkc8AqTr6gGZC2YQvrMWBiPq29T3onYgm5bjMqm9Vqhrq4GAkS1bHq8gyJa+G3TIanOoaiuIS8yIf3DL6WkxqwLjjbY8mDLWEHf9/HqiDI2CG32CwsOaM8rIbptV9dZAMLhQW1qTp0DZ82I7ZYsAq3kIR+OqTvGg+tpy9Jt29brENL7LEjnh3U3BQ/CvlQBizoIC8et9hvsrOco9voT1b3cDIJEaxwbnWwztblkyGu/R3qhIuvmRPzLO1iBepj7Wq6g+qbjfFUHXzXaX1L7JakrEcZAUM0xtjSBWw2oWQOy8cj0ICz2BoM5s2IGO+SqSL4fctzC/Ce9gz1bX7Hm76s6mnoN72zWFH2p011nb+I8cG2F58qAImWlphrmjXAwhrVDqW0jATkpRT6AsHDfZUn2Nqw3fYY0e6DFsYX9HDLXD9vX2YBBGGu6L83PtBVom2GEyxxNlW3u7S7g7k2TTG8cAwPSP+usspjpnJ9u2I9bx5Zy8Phalqu7+erXPkVbZDhvQfv1WhCGXOQcvfIQZLuFyCtqIVIOr+GxFmucmMzP3/uP3G80m6xik2kzZdq1+SewE1LAH0oEwvEeVNJ081MOGBFUNJNnrtCJGEf9eEV6YUMhNp1jQymGxLWwCSwHSIJ5QXE1AV4Kg5mHfzOykW0re0wAsF/+8pfcdtttSCk55JBDuPPOO3nyk5/MaaedxuMf/3gALrzwQp7whCdE8AVw9NFH0+v1uOyyy3jOc54zdN29Xo9erxffb9y4EXD0qJaogE3IdgUalJs4KpXBMD2nj53m41LhnRTr6iMK35y5kL7mxRoKozBSAg6QlUZFJaZ0Ik1BWZMiEcYUeNvNolWNIE8oh25sZkAwpBY5R8bMRXB0mg8sJwmsa5GylOYQoqbGCjKp0SY4X/XoWi6MywZ6BzXN+KR1WFnDFaoaPgaFPlvLgKVWp06YSG9sWqDV9I1y4C/QD7WirxW9IkOX7jhYZRGliMBKgPtbWCda5sGXEAKLxWjXBNYIiTEGFeqs4/m0tffBUvGHsN/NppaV4qV2xyWJVof6inDu8tp5TtbVcEQkVWQ6nI/QnyU8KENgIohndL3j2fFqhjCYMQsF4g64+FpL6e6HbgLI3G9tHItzysN+O0ATmxDPM+TY7DOU1p2kx3zWfn949bokSp9a2nQ3ZPFCn6ZhIAyoAbHauhKncZjFyHxSqzpgyXUSstUw6NwPy5ClvwvHtyXKWA/r5kx3DTjqsqMeBvCV1lAFwJWCkdmyXsrLajdB2LAs2HAQZjjv9is4ZtWhXj2uQdtKzWfDnvKBt3DJ+z7JbP3Aqv2ospOp8mDcJ++wqmSObGZpwrEDN89qW10rhqpWJ4CQSqp+nlmxLWTBhtLrkoxs+Lf0zIRIebZUgR8/T7r5uf68aWaYUqGM1DlPsyApkIrgy/8+pS66xvKumXykQTYYEnEf/TyaijvU77Ph4g4pxTnNugcANqNz1nXHmdrQQWxwLpko3NiFEKjpjAtu2Yvd91tPLkqWyQ49W1JYzUt2PwKA826/AoPh2JWHIaRAKFfrhVKIVg65nwfLITVPxoA2fG/tL7hb97jPSNbpcTaZMbq25YWOghJx/TpIwVeqEhuVNCHOV7E5NpU6ZDifyCqzpYSrFQzHLj3HLoxbBfHSYFFa79URRRLgc/NKeM6k4K0YpXNGth3tMVEDduONNwLw/ve/n/e85z2cffbZLFmyhGc961msW7cOgDvvvJNddtml9rslS5bQarW48847Z133Rz7yERYtWhRfq1atAiBDR4cy1khhqn/niLKn6l5hKSmSiLsI4h11NcQQCcp83U2oDcs8PzoVEBgWpUstzeBV26xH/NO6j+p3ibw+VR1KSP9X0aeKU59SSML6K2GSYZQPGymYcbsNEBmWi3UG2Nq/TUGOsK0aRW/IcgNZrnTdjYdKADlBxKKrM3plRrfMHRjTCmuE6+0VhDasgEJAKVz9l7Ax0eXoiP5fA1a73xojKLWMtMYIOj0tMygyZknNWrBmo+FwvELtRVqAPky9LFVbC42ZB66jkPGiOpYpVSScu0h5C1njxFEP5zoIDEyZNl2T+4hsNjS6H1oh1Pevfr+E+yJcO+k1OdsrveYG9jXZx2q5tJ4pUXFL75vEeRtQDEyv0QadSab35ZBoe7oc1GlgqQWxkLQOJ64/PS6imrvSGrP087lsOEXS+HoMTZ7UjLqAU5X5Sl/x2DRqvkJ92FyNleeqrZUMryE7esXBQKKG2OTXNRrfLvvUBQPrGJa5SiXoh4Gc+WYSg1X1d/VrYU6BliH3bLA6lcvWrjf3/XDwFbbZrMWtLUf9emsuEzNpVjbmqWbNpR14DsY646TvYLDwXEzVW3Opa8dqtrrZJvgaVkPanC+qAKOIdctpoMogmClymMmQPYGalo5Bbp0SoiyhvGkBd/QWMSH6/P5TT+CHM8swWM6+7TIAjl55CMft8VRkq4Vot53IRp4j2i3IMkeRCNmvlH6oDVZrbFkwY3tMW8sm02LKtmrqh8MafM8211fnyL3SWqzmNRSek6E/ZJXFtPE8pYqvKd2wLcuottyRBR1ROuAVWULasyl0BGGBgpiHwM882Q7b04S1O9xrZFvHHtEZsPe///184AMfmHOZSy+9FGPcTfa3f/u3vOQlLwHgc5/7HLvvvjtf/epXedOb3gS4aFPTrLVDPw/213/917zjHe+I7zdu3MiqVas88FKDYMsOq3mxcWqbCxGHCcxlwEqMlL5hrWvEnAsd5bvjykyIbAsydJKdwH2JpA5aKl506iyn2Yr6mOr7V6vd8kDRbamZYakoiXGoDWqi9NmvVI4ekTZ6FrF2JkTcYjTZPzSNEGRUUbkQcZXCIlVV+B2jkz5Ll0YrB0FH9Xl4GStq6pNAFAqZLlvMFDlT/RbaSkotneS8FWgtMaWMGSYMCC0QRmCVxSp/SCQ1WowfJqaQlI35UPkMnpSWlgoOQ+U0NPdHWxFr51Kr+plV58RRRSSlcVnIqm4sPV7pOayupaYwQEoNSVWpUqDfEe7BOilLNpmMHB2b0TYLv4ODE1+ImAFTwtIWBTu3XIa6Z3K6Jqfnm36HLFMc95AHc61ukdTRsDXwlWb50v11/4K0tvaZtKm4gt+GDfeNiuNPRuIyUfHYJ/VtIlkmbjsNMKRAb3bAFj4fqBGbIyuWZsSC6SQTEgV1rK056RUdu4isgFxYRz30ma/YQDlus57BSr9P5xUzR4S7mRFrWqBlDu6vcZmuFITZubbjGjI3Lf3FbFmmkCnSVGpzzfrYOp02/M74+bPqy+jqcBpjaNTwNLc9rA8YVLWH9fdJ893kmggZ9VirK3VtfWnAyI2pyrzXwB4V7RBc9mxc9uMzqql2F7LmXZtXz0IrYi1xW5bM6FYcd5o5zqUmS7JVafY4k7oGrKSwyAcAlNP7Tvs5bPNMG7VZkk+5Z5DJBKblAFg2DfkmwcVfPJibfnUA7Af/8pxn8an71oHWyHZQNsxdtssN2ikc5t7F08ZlurwF8IXWUJacc8svuFsXbDJOhbYZ3BquWGh9ttVfJ7j7ItQRNsV+tLVok1HLhoXngqjOa5POnSWgOvgDbQ+4QuZXCqds2BZF3G4FukI2LQ1W+cz9iII4su1oj2gA9md/9me8/OUvn3OZ1atXs2nTJgAOOuig+Hm73Wbvvfdm7dq1AOy6665cfPHFtd/ef//9FEUxkBlLrd1u0263Bz4Pxf8DQhvJ+zRSmdL30tqF8J2xlgIRAU+H0jeaVXRkEakA2jtBAawg/XqM8sDCiw94B65OW0q57PWePE3wZZrZhVmAV5yErSH39URBlrom8BDGG3nljqppREWzyn3NQKiRqQQ5qihyoGaZxDmXQyb2WB+Br5lLQEQNlM3mFCX7ncoop9sIx7QlnTPR14pSK4pSVYDLiig1LwrpwJf2tV8BEAJWClcn5k1YHDizjuJUWCfKoaSl0IpSSYys9iPuN/XC9kHwXb8W0odoWqweroFclNFhCp9VQC9QWqsHaNhOmgEN4wr0kFDDFvn9wtD1mbZAV3MNvy3KmqFgLNQoOAdVMa1z7iom+eX6VTxu4V2Myz4aGZtJN89r01JHNKUdpnSWJi0mvUZSqp5sPvTTyLt3PI1XAHXHRkfHMRlRpEw6xz2sY24KYrhvtpQBT39Te089UBLmgeDg147ZLJmmIKoSftvxCmWBetgRho5w1MMUfKXACmEGQJgbnxx4H0DYXGBrPmaNRaj4Zs5ar7Bt3QCAYU4fVovUBGFxnhSDdYDK779OALrBVNmKIeuvAPJwh3roPog6FTE+M/zzYyCzVgsAyGp+TLJExjoqdgiYpM2Nw9wbxJWaFmp9c2kYk33GVS+OrS2LeP8FClrX5P7ZKAkk5rSHYVuWMXMf5gLts8EhgCaTFicDmUWR7tfsz4pK3MTUlldYJlSfPNOIKYHsUdX8Fv4wl6D6IAuYWtlG9SxW7Up+/2Lkus3Q64HW2L7fwzyv1A6VcmDMWP+3qTJfRQFlien3KaxGY+nj2AWbzFhV6+WzX2lwK1jFkPHPZQKwqu8/uMBpCtTrGUgTj034PgVfIdNVWOWzX0VUM4yMIGHpiH6VAfWAqxVFUQaDJA+m9cPIRra17BENwHbaaSd22mmnLS532GGH0W63ueaaa3jGM54BQFEUrFmzhj333BOApz3taXz4wx/mjjvuYLfddgOcMEe73eaww7bQA2aIufR2nf8NgGVgMp/3OhNaQ0FFN5EYWqKkT4ay7kEE+OyXi+4PRsmrh2jIfMzWH2VY5muu/U57rQQnQgnrnRb8dg213Rey+p5qmUg3SmofQmG1IXVKTV1IITrJ9WaeqZCEDKmlkE4aZvM4RUNpic1MoTAIAaWWUUoeqnpoIS02c9FuYXAURJGIGSanL1AVhf+9c28surSUmaPrBCpiNabghIoaaHRjazixIuXJV98Fyf9guQeWmajTeSClLNmKkhpAHYHCmgQiIgjxgN8/ODtCkwunFpZSYNx15agkfR/lH5YRC78JtQTjWcGNm92csbyzmQmvSDhMpTGuh6ReMs0giXq9VxN8pcArveYGsgn+35RGKcP9EizcH+FvPzIgCaZQu77d+3pLgWbNWtiP4PBUVJ80y5KAcJoZN1MLxjSpoE0BogAk0zqwSM0WKXVLkIs6+BomnBFFOBKANmy52Wy2LNhAxm2YzQOEpaYQFFtebMAGqV6mdm2n1gREyk8ozXMwV/2X20blKMPgdRuugea1Nuw3zYzXbPsWrslhc1RYX8hcSeH6PYV9DA45EB12gEIolA0goQ70oAr0OUq7iWAsBvj8Z8OyxbPNn7NZLnStkXzIBAEsWzDF3WYRQgMedEnj5v/QmFkWOMEMAeW4AjpkUqLu3wwzXUcNk9KBr5bL7EXeunSBPrLMPTeMRSiFtZb73nQUhb2YaSPY5MFXWjs7G1gPYD5aPM4OjKVU6jAvFqaqeXWf6wi06tdCfTsBdGGI5zqAslDWELJdTtSnXu4xzNdyqsyPANvRmh/vSGN5hNsjGoDN1xYuXMib3/xm3ve+97Fq1Sr23HNPTj31VABOPPFEAJ7//Odz0EEH8apXvYpTTz2VdevW8a53vYs3vvGND1gBESqw1IwuN9V8cuHoh8PqDlTgbSMoUqdDWMZFH21E9bDxc11QnjJCRtoFQIEayH5JoWNhdCXKUacBpvuTmhPiaI63Al8VDct95pw0VwcRjkERI44BBFURtAqo6ei0hKxWqKPJ0U4VrwHCBiSNk0M7GO2vsj7uXZURm2+UONZWiarXV3gol0bRN8qJo/g+XsYIhLCxqTIGB8qEhcwFKyWAFl6UA+elC7DSIrQbl8WfKg/YjIG+gEwZiqwkN9plwUQlqBH2MR6bgXNYAa/UUQ/y82kDzSD3D2pg+QDiUtoH1MFXKr4x7vuzVL1aSjpC+2yIoIthvZFc1VvJ8RM3MG0td+ox1pvxSJUJpqnq4ArjhDZcLYJhXPUxygvPUDlQTfpgak6YwomdBAvLu30aDryG1TcGoZnBbaT0Ok/BEhXtDGuiY+MUFN09HqLqMq7b1tYXzvkwpcZ67yf3b5qprL5L3jcFVmaZL8J3adYlzcqEDFiq6tpCD1APc6E8GGo6etIDi2YGbPZ7di6wBdUcPKeEvTVYk9R7zUE9TE0JQeGXHVYLNl+5d6DWC++B2paUEJs2G/U1vB+gHvvvUxAWLMwfZfKsadIMoZqX0kbGgZraVqVrYOyphm7u6EfV1LYoWKi6AHRNnmTeDISekRRI6Rq2Bwp7GE9TIdU9v8LfFeOimf0G4nOoJuPfCNLkuPXX5hsJhy27hXNZgSrAZKB81gscDVH1QZYWYUEVHoSNKYxqk2cSNdVGzPSdv5AprJQOkOk0iBOe/QIhpcuA9Xr89L0f5x5dcJteyD3lQk8/bAazhqjEJvd+8zmbntcAlDSCnshjZi1cN7msqKM9kzvF4+RZ35ZF7PE4IXtIrM+au/fBQuuSCL6S+Tz1xQJTSCJpzRM8j2xk28IeEwAM4NRTTyXLMl71qlcxMzPDEUccwY9//GOWLFkCgFKK7373u7z1rW/l6U9/OmNjY7ziFa/gtNNOe1Dby3zkHoZnuqSwhBaxgX4416NR4pwkiaNdVfLNrl9OITKktX6i8zQwKyNtD1KOfxXBDhQ/cA51LjWFlWRWoIWsPaBqTiQ20ggHRAOolO3iZ8JEJcQqE2IGsxpWRiBWgHfiXCQyB6R0FLVQW+IipdUxDWpW4JZHevCAHfqwH6yZqTJiTVrJXBSTNAsmY0TP1yHpjJkip19kaC0d5RBXvxUaLQuPs6y0iMyNRgjACPfGutowdyj8OIKglRBOqEM76sy0sCjlG0X7V1pgXgYaiQwTQGgaHgQ36vSaSCES9bKXpgVJ6HhsaGRaGuDLidSUTMgei+W0B199JmXJpHBOq7bCF4Y7kLV3624MMCklm0zBpnCtiUBlNCjr9kPjHso9f31nUjNG5Ry4onozIF09kM0JmQ47CLrC8s1sVzPLF+mLs4AvFyuxA0CsAjchu6MjzSwFYm686fkatGatWmrhXnStJOq/C1RToJ6hBp+lrgIYTRXTNCAS6KBBaS69Vly9n6YjLB0hB8BXbGGBcWAsAWHuuFQZMiUk2pqhgCt8NkxFMe6vB9yp9Y89nNb3Lqt2y98IqfCGNXZWQNYEigPfDwFfDxZkpRZAkRF1WvbQZQmVuU0APvzZQWB4NLKvkkD99MfY15hqK2rUw0hlpk5RDIGsIMCgrYjKrW2f+RiX/VomBKAj+kzKbsyGayFQogoThnkCqueaqYGmQJ2epe+lqCTUh6mdNul36XfBXPDRBxCFJpeuFc0u+QYu++VhTO2SYVqAhdYmi26DUQJhLEI7KrowBlG6rJaVgnJBjmkrZL+N7GsoDcJarE5yPAF8WetEOcoSISUUJV2rucdnvqZMO7b3gMFrMFxPStSl4eN3DUszVe44V+AqMCrSVj3Tok1hFdPGZfDasmCRmmGxmmZSzvjz4FRxc3SkF4ZjHco60mz6gIkgemPojwDYyLajPWYAWJ7nnHbaaXMCqj322IOzzz5762xPGBRiYAIOltZ+qSQVXhWSV86DBFo+G9aNv/epdWsiHTEXJQbh1cScFHcRil4ToBJs2EO/MMqBHJ8BCr24UpuLjphSD9P37jNNP/nOZbkYoB0GIGaoshfhu2ER3CDVHXqJpLUKCkErcPmH0Fri/JwAMTPPuqAmVasmUywspa9l6GvlFArTH3uaYGoBhDVPi/AsEour+QorErXUngUjsEKiM1dn1i8zcqlpSU0mXFYlFPXHDF8E/0OoadWG4nFJxTq2JFQRqXsudZcoYVXgqy1cdHOh7LJY9piUsEBk5EIxbQumbOXk/P1xL+U5X/sVqxdezn1G0rX16UthIsUnzbxkuHvBaAmyXvwd1USD4Ai29vtwvSkqutmwXlnDMl61JqAJzXLAsU6zSs2MUjPj5EfZzIi5ZQIIGqwZCp+HY9kMmqSUx2F1aoFSVNUlJVHwZHxpD6BmpNwkFNbmfeUc3zAXpvTDCny5Pa9qusL7+j4Omx+GZ8uaphNgloI0gJ989jNeCbEOYuwcEYmq9mx+WbL5ZMDCMs3g1cC2G3RBbZp8hfBdo1n9FsYagltARUG0VWuEZjYstEio96Os0yFDre2wjHxouBxU8dqyZFz2XcbcO/ZBbGGp3EzLBwAGqLBYTMK+iNeirURMZqMUpoIS4d8sZpbrc6ZJjsNsNLwoJuLB1yI1zT753bTW9ykWSEotsBJf6+UeksKE54DFKIEqLGiXEROOh47NJMZ6MbFCu3YlwgcJYhwnAWShLoxQlxl6SLq5JQClJn00pZIPflbf3wnZY1LORFZD2msuFejqW0XX5mwyY0ybFrkeQyPoiCKCrwnZi0Hn3Aee022l59rNvZDj+u7VWtvYIaUhO7IZm9Qi7AA2VxR2ZA/IHjMA7OE298CYA6jg6Ieu1qEOuoZRYLSfSMKDpOon5vpcIEFaU1EOfbW48fUWlbPtxAsKwwBdLwUnzYbIIbLZjCjFegL/wJVU/cCaNCeAVrprsSYMX9DtJufQQFeHaKyt1o8sKUwWwVh0jBtzQgBh0j+cAjgddEzDwyAFG0QwVzPRqFlIJvG0t9aYLNAICqOYLnO6ZY72tV/CPTEdGAjgMx27xWW9rHD8/z4V5VDgeoVZ93c8tCFTJoA+GKWYmW4hhUWISko/jM+pQwZnyEVs5xJokNYB4WYPIhMyrOnRTH6bJU58pVJW9WqZkD3GZY9ds42szgqO+No72e9vfo2Z6fL1Wy7kmCtezb3XL2Ppvuv4zpM+x4e/9wWmTIs15cLo5AcnJ73Omo6su0YAVdGD0gLvWMidgIgALAIVEIhR82HZruF/1yPkYSxhPcGBNsGZjnWPFVWxLoxTgaMwJmkroZhhPbGaGY0APIc1h286kk1LQVjcn3ifVmPWHnADNapiCvKG1WW4OVF64Q2JEpL9z3or+5x8YW25826/wt83jcx7Ar6GZcFm6wdW38c68ALcevy6rbEI2ZjXw3aT8Ww4Zz/gV/H9QxUAcQGpZE6eR3Ys3CNNwNO0LTmhqcJdvYluk/ngMkNVHZUD3QF8pQJH8ZmUjKmkLsgB/j6VmjHVZ4HqsSibZlJ2nTPu55KFsstyNYXC0rWKKZtT0aydyIs2ksJnVeI+xyDG4DO3Tjesf9YMwNT6XUZmiYhqp24/3LKhUTAQqddKGO7Wk0y9ZxMTHxZM79pGtxzIsv2K8SC0A2JWCVACUVqEsZEhQSoTLnHPBGnd3vmxWyHc98Y44Y6ZbhxLnmS1+kEBcWAurajj6fFoBqPC/L5YTrOr2swuSnHI19/OAe/5LWJ8DFJ5/LKEmS5Xv29vZE9ywYmncYtusV6PAfhzbZgQRTK/MjCupoXAtcb6edJbqO20s2TIRjayh8lGAGwb2azpb29S4FUB/fst1B9oOzxCWhVkG1qCGhUxKtLZoKRVRZ2kEDGQoUQ9O5YWyM9lUQGNACYaUfXmA1qYOthIhTds/X3IQkXnOWbAhtNolPCKicnY3H5WlJkmTz3sbTNa3JJVZDilygz7faDMSOoUvsJksf+XUz+UMeO1pdp+F9YEjAQjqjovBU6ZA0RIieHAmBDuK4SrGzN9RS/PyDNNP1N0VBkdn7Cfod4v7d+S7pc7jsG5b4gvQOyJE49z8rtQ/5WCm5D5ig9nNcW46LOr6rFETrDvOy9FjI0hnvoEFq44i0tXwLGr3oZZdz8LrsvIhQPoro+O286wjGiIlgcgHzJGDuSLOM6qd15Zv1cbYCy94prR36awiPu7cSyoQEfNYvY1vQ/qwKUJbColRuL+KeGBGUkhuxefaYKvNBOXUi1Tiee56oTSqH4lLDQkK9b4O0qoR7pWHegrAnUt7fslHfhq1H8dveLgCMJ0BHQPja7XDHzNWQdGAGLBkTO1z7GGi578NQwPHXg1s1PNdgnBokJpMu4AvuZbWzYfmzW7mt4PobZLOMfXUc3qzIJh/b8qhkK1rUxoxlXBuOqzKJtmsZqO9aItUTIpu6zKZugISWFBG0dBTsfbpqAvMtqycGNJ5wWoKMZDrCY6FBX37MC9nIrsFJ7yHusvG8GaSh3WS6j7e/Kbj/88f3zTy2i3d6O7LEMYi+zj2A/KPQdkCVhbleLNdXmJ8GDwmbRwS2bS1RYDVmt61qDJaIkSbSV9m0UKYPPZGObwAYVk3HMkFyUK48HXDMtVl69tfDI/PnJXHje5BnbeCdvKsa0MlIi1aqI/wYFn3gMzXV77oeMpvrqAZy6/gTcvudRnsIYERuIzoCrjCO9TUwj3TLXhMRoy9MOB28hG9nDZCIBtI3MAaw4ABk5mOdKaZnlIitnrB7SnG4a+SMZnhEK2xwjfHLeWBQt1Hg6wSMSsk/iw/jJu30z1YLcZOSWut0qgF4Smz4MZwGZPNPc7jcaAzaIzmouwj1WmSFtFKk2f5l4khlxCYSrgJcFT0oZQupLjq4SuUWRyqZHWUBqFSYAYQEuW7nMbpOer3lpp82VjJX2dMVPmFKWjIBrjenMFMQ6swGrhs1c2Zr1CNstmFiMtthAxC1bthztvImTRwtfGupyHgZ5uu5oznFBIS2qkSqkXlQQ8uIdRGL/LklZOs7IOYBY46Wa3zkrgIbwPAinhOAaajRSOtz8ueyxUXZbKzeysptlJSZbISXq2YP139ma3BRu55T8XAPDsYz9GZ+lCZFFw+GdP5uw/PpWokpgAhkCVCZRcKUwUiHFy9hbje8ZFSqGo9w2q0WnSezHN4g2h3LjPhwOusB1gqNOWitGE6zzNKLnTWdWNxXElwZW0nxZQy4wFOmaTFjRYB1kBMhdkcO8LkznqJjYeT+nHl67TUTkTKpuoA0escp6jqep9ooJZgw6pPPBSQjrKn58fhRQO3Pj54SkfeAu/eN8/1wIiaZ2Y2x8ZAVqTuti0LQEug+G6zx7Ofm+4LNIOm3VgTTqijpROf27m4ezNpThX2Lkf17rhLGvf8Hfo+oYci2ZWLZXBr4H5BlgZrJly918lhpO0/Jgl65rSEEO2viVLFmZdJlWXRWqapdlUQmcrWKFm2E2N8bQPvptL3vdJNpseXVHSTaTLMbDeTBAk3w22pkRZSewPvzaaAAzqz7BhNOxclgOfuW3Ua2CrbLTbxiYL5p776Ix1MNlSJ7pRCPSYrOIyumJAWEn1DLCAcDVhCDF41g0VSpES28kRXS+ChaXwwMsgauCrorzaGNhqJSyGtNdWEFEKfRuXS8XRf/WXLD33WsSycRjrYFsZNpPuJR2KtIDIJCJXiE4OCxfQemOfizet4KL+cdiZGe557VO45P2fpLDaMQasjfeTFtX9pa2Nu+kym8EqEOZseCZth7SRCuKj1kYAbBtZlkRUm0XtgXYoEbHmoWlV/ZcYKBSXPgrpIjn1LFguXH8waW10nEM2IFKAoqCAiIIFsTCewNd3dL3CS3zXxpbSExMQ1sdF/nRKBfIPttkoM47jr/1DvfROVObENLwz2OxrIxPnu8puuAwAst6vKi0Sd79NVa/EAA0zjltYjJ+wZfgbN6aWLKMqYDqmJl2sbxQz/ZxekaFLCdYpFVrjgVdPJjVdyRiMp50EMAZUT12fIIu0kySjJhzFxBpc9qwU6FKwwYoIwJxsvPEOjo4UwgjKrfA9WYj/SgxKOUC2QDnnojC+F5uPUjfPd3D0o9NCRUtZrjayKpvhrI1P4geH7uyegkKwbOc+6w/cgwVZybNe8DFUaVyENM9Z/a0N5H9sWSh73pEPdUWCKCCSiNAYql5voX8MVE5UUyijLh7SuBYaAGbYd7P1xAvfpZmoqA7pneoqU1f10qkuhXS9CZXMgyIdFS7r195sNiz7NWzcoc4v1ubIKrvRBJ+h507oF1RTMgUH3jwIC2NtS5fBqDdHDeMQ/N5VLyITt9ZELlIQtuxTF3D0pw7m+Kvu588Xr+UT6/fgzxevjcepftwGaYizHp85gNhlR/8jL7dPqzKWblB14GUN591+xZxgb0vWBE3DaprmY8NqruZjtYBCIi3uxpKe33CkK1U/Y4NaqInPEVCRYZECzKxB5QwBrDFVMKF6LFA9luRTLFbTLFLTLFObmZQ91usx3r//kciJcTCG5fpyjvvsU/nmzT8nF3gxl8LJqdvWwPye++swZskZTrltNu1Nr/vAMEltrkxjM3gTqLwOuPTpiAJj4bqPPpkDTl1L554Z9FiGaCsfjGsG4DwVMfjmBhB2sFRICNeAy9qYGhJl6dQRlUQumKAjZKS4Vs2udS0r7MBXSUu4GryO6Mf+fR1RMCEKOkIzLi3jQvG5DU/kB0/ZhaULroMF49BpO9ClBLNRQKyU0MpiSktIiSgKxPgYO3/tao7/0u9g+wVWa6zWHP/b+5iUXf5w8rYKlAnryzVcH0FJpT4aM2H++IHz00Y2su1lD423MbJZrSOcmlish/JgKwhuDANfSlS9Z9JeNvN5lIcIe3DuYiPCQBtIonLDBDIqoY60WDrl6ctaRCzQW8JnVT1LVWdVc66o145U+xyATb13WM1hHfLbJiiMTkOkvVWNkWejGQzQBwMdL6HTZF5QI8iWx0htkvkK+xH+DpHfID9vfcbLWrA6SM/78+7phaL0kvNaRPAljEDoALYcBUUYn5SJ9DUiEMNU4ExoEIVAdiXl5pyN0x02FW26ZTYQZa/Lx1fnQ2IiuJIYxlRBW7jXAuVkgduiqKiGieMWen+F9YeItKOm9JgULvZzzC/v4phf3InceTnn3niao9oU1kV6S1/PAPCb62gJwaQs6ciydn1IjG/AWY/MphmudizY1zUxkLSmYbZXOM+ReuNfLVHG/YzXB9W+B3n12JpBuN5mofYtBW/hdy3v5ERwEq/j+vZzn1UMUemwT2F/h2XchmWkq2PYyN54MFUYRaAkzxfcxffU56B0rLXsY3KPBuGN7HlrK/AlZHzVPgPOPmgJR7/k1e7fF796zvE9VPvCxse5P2aTnh/y+YMFYrMHrJJ+iEOW0VsAXVuq92pmc9Prr1KZ8zWlPtvdFmk/pnpAJhfGL1dfb+av0UwYWrL0bTyq921ZMq6cquFStZmd1SaWqyn2zkpOe9nLUcuWIMbHEGMdRKuFaOUc+pm3My4UubC+EbuIkudu28MZGbVseOM+zmVZu363VFrQ7IWYLl+vEa2yX2nriH9/4T+7DFah3Txe+rmw8K+yEuQI7IfadB6DccIF40K2KVeVM1JqmJ6B6RnM5im6Nsxh7t8AqtoJwMpFGdUng/z7pOiyWM6wTHZZqkp2UpKlssVRn30nPzhkJ0S77ZpCq4Q2a3Bg0ODUHI2vYwu1a8Knz4XA5hmMdWB8zFHTF0wgJsaQnTay0+acJ+/CVw7fnxe+9PVkqEhdVvgWFqTBJfeKfpj3zZrB8ZGN7OG0UQZsG5krJq9bCq5yJLM1+txSlLa+rKmLOQgXFddIlw0yQTwhOGSyUp6yVeYmcPSrJpjhd84Jc5kl6aKHVCIgQFx/FBMQLgulfVYqSMDDYEas6UgrX+OkQhQ7EeTIqaTpoyw9FdUqZMKG0XiGtwLwoh/CRl54AKD1ei9ToyrISD90gDXztVDKUznA7X9fK7SWkQboMl8S25eIfgK0fKYrBVsm9wpXXnpeNlk+VGU2buXJv8aN0Wau15gwUPQzpvotcqm9NL32VLGKftgU3wjnKpd19a7QBiAe2/i7it4XanxC1mup2syu2QZWZ11O+PUfk0vDLhOb6J8kKPbZleLxLZ/1cllHoS2ypxE9TxhSikUyJ7clhe3TkpquzeiS18BG1/o2Dd5RDeMMEuvDaFZhf4dZM8M1LLsVj1kjyxV+HwBeRxa+D5Cg7+lkocYxzSQEIRqZgNpoIRNh3f2gY62XjNTEWraJ2RXmYHjkH6pMhUG56wmL8nLfJhSgBBEDWymlhjqS1LGprpsQXS+9U+cyFZVsdNL8OGTRE9AVsl+VCIZyn110pVv+oitifVg4kvOlIaaZr2GMBInkzxev5WyWxM/ue9NRLPvUBbXlzrv9iuTYJtSo+Hdlbr6ZPXMS+hWF7EQI7Gh/fbh1SJ/xlfG7eusMOZA9i5TCRp3nUNGYARBf1RuG79N5QVqbZD9VpLlXCpyGTFbbb/nAYOgPNpH1GFcFi7IZdsk3sGd+L6vzDfzRb17Lsj/eAAsnkczAggmXxTEakWWIVs7qj15O5w2Kwj87O7KIQk7Tpu3ZDB621pgQgz2umvNh+lkEWbVMcJWRHmZNcZ5akJQK3B3aLrDT04ixDjKTWJkjC0Eon7OSqsjJKyNL7cU3THgZfMG3oxuGMUnpJOpLDcZguz3OWXsJd2iYEAVd2aOwio4o6No8zkVAnMcn5QwTos+4LJgQmkkpGRc5z7nij1h8wo0IpVidXY4YH0e0cqLqIm7cAu2f3y7LlQpipNQ2x3xwZRQik4hMQeGl8/McUWpsWWKLAnnZ1Ry/++Gce9tlFAxSFFM/K0DB3J/v6UdEBmwHoyA+Io7ZI8NGAGwbmaRSN4SqyLuSWVY1akxqsYZhlu+bFuq/UkpWhz7QoiVKCr+tSk7eUWhcJifQJC0l1B6mTslPIqVzwtq1LFoVtYtFrR4kGWZvFFo5goam3+EcNycW4ihNIgoTuPoyp8bXlOuunMiKjpgWVqcMoeZDNRWWCE04C6hAGFV9QvWjin4iE8cizRKURtEtc/qlwmonOR/BV08O9q4V7uV4/dYVW3sBDhEoJlCnmCRUxPRzK0OQ0akuCiXRfclMLyeXhpbStIyKimNptDsoVwZnrC3LAbpa6LEFdQct/B0yG+PSRbB3zdezq9rIUlkwLjKWHn89cqxD98C9MXsqrBRkU2WyTy7qK2cKWL+R5//4Ok4+8Pscs+h12L1X8bmz/wVMGmUv6docJQ251XRt7p0q6aWVPcVG1IFjuEZnq/9o0goHCu9nAVzuWFZNpkPNCuDHpuJvlChisAJ87aCtrtPZ6jADfSqnatisE4AhEbHWZe7uT5WYR0rJKqyiZzL6JmMy67qIPaULeiTHQSNp+ZrTKkusq0AOojq+CUgLjVRbsXbEeFq25ITnnIiQN1Xgy9/PFRBLKjsUMfNkjVvu6Be/mvO+8fk5AVezH1j6uTs3s4fGyx/uwY8O+g5wBbwPPrF+D4BIgXQOYLhn5uesbEkoIwCxFHwNLFMDZXUhpSbQTkHWAK12lmBDtXzVrLsGSBqiN+H5EmjumTBxHC3fUFkmwa9NRYeeyVguN/O8Bb/l/3vTmynHFeO3TrMok+g9O4jSIApdAQktoNTY6Rl+5+L7uLksuU+PMW1bFDaLQcS0lUr6bIpqoykTZSj4MpHe7AIdPuiRWGjBMHi8TFwHDG92HqywBooS+n1ETyGldNkg7VnovveX27SbJ+OcGbJLQiCsgdJWQAf85358Hhgdu+IQvnjrBV5lsI+WkgLFuK0aHLv+jD0mRMGkLBkXgo5QjIkxjj/x9cjL/pel+R0wPu7WqyRCqSrzZSyUGpHh6p6VdVL5pgHAUhPCS/ADRjjRjlbmAFipoSgQhdsWfYkUkuNWPQX71Cdw7tf/jQJNYfVQHysIetRrxEY2soffRgBsG1q4yaFOOcyFIhdJ1gZXMA6hcFuiGZLyaFjo6eTAj1PICrL02jdTDI2SC5wSlUzEK8Lv03+HZY8coJrdkQiy04Z6/VcaGW/y6R3SqDtyqZCIwYGxoLBW7XMCvqxzgaOjlzz8g9Om/X7PfRxN/e9E4GCg3xF44OgdZJs+zF2EuiVLyrJNv1SUhacgWoEt62IaVgIiZKmsA1xpRsxTDl0NAIiSOtjy1MO4XBib/1z6D6wC21P0ejkzmaaT5XRUvVA8ND0NFM6URhiV97ZwHIG4fMc3WF6WbWal2sCKzHDEWX/J5M2CFSvWuILsXoEdz5GlO89u36yLlBYaOd3j3Ds+SXnnvgB8b8O/cvSC19AWkr7wwi2U9FE4uRXn6LVE6WWUFQWZf9CGDFMVYJgNeKU2UAcyBHTBcOAVHJfQjqKwoUeWjdFvt87KcXNhkxQc6pp0fn1sFUgL93kfL4pjMxC6JjgAs1PTdBJw0FZSGsWGwslAZ0LXgi9zWawxi8fFra/KjA22I4iUUFzvr/JaF0mP4AtqdVexFixYAtCscZmw19z8O/z7nv8zrzHD8KxXtU/V1eMyXFfUvg/A68GYFIOqbalVfehs7YlgfHDBLVMFFlIK+ZYsBVqVbPvsGd5qzFWWyC1TKXSGFiHEa9IH9oSptawI11SoMy2MZHPZ5tcX7cPiawQ/Xvd0VNuiuoZicRtZGGRROexCuF5ZYqrEbtzEv1z9PVatvGNe+/1P1zynJhjj9pskqFanvNcAUzg8aR0g1FRAa8+NcBwb2UXJYIsWJ9wla2BEGIMoTFU2pRxzwqa1kTpZT1A9FK5hM6VBFEAQvTDGbchakA4otVGMiwLtM9x9q2KbEolhQvaZEGWs7+oIxbMv/yOWvPBGZPa/LtOlFIEmIpSqAyuj3XeldttEOtqktIMALA18xPpnN14rJbQzd8qscbRFXGY8/uqS37D/WW/l6pf9X3KhPIumLoAzV53nyEb2cNoIgG0jk4j4giqi6rjKVXNRmQCWo1cewrm3XYax2i0/y4M5pYwokThwlkpIQWg0PvvlxTgMTkHQqVFVcXGF5+1L34g5oZXIJCMSVKzCAzc+gB9gSloF1JAUQEfFLRx40gRqpXN+YgTX0yxTGqL7vKqNSMVGXIZAxoLwWq8jKwYelo6bb7xDUXd5onlBk6IhfuAELpxs8h06Z7rfwhSu/xd48BVWKXBIyme8wsNGGEc7FKXn+adDCBmvhrnfJO/94aEEkYMwAm0UpWix2Yr4jMvGDO0GEKtq2hJqUSrUMCSDGI5hAB0dWbBITbOr2sATWz1e/rjnIRZOcsDYndhOjl0y6QcqyDZ0/f4bRBDduO9+zr3zn+I2Tjj49zj3Ljj8dWew0+JFHHPFqznn4H8HY+gF0IWgLwy5lRQ2i8IbfesFOARO8EJUWTGoJNi3ZAM1io2odrDQl2ipmqaFo64WVtD19F7layo0gsJm9L3ITchstAQ+hyzjca/R+UTqGBLPjxZOnr9Oyc3ihTGMNuWWURRWUVpFEZTjvPV1Rldn8fcdWaCkjVkwKRzYne1YhQa2Ab6ExtetBJxOCO/c+aj6gV/5M/aVl9TBlxQuit4AYbXdMHUQdufTNsDts53NMM4hVOXEAQyA8IHYfGu+DHjKckoXFLGe1ljhHOGQzUootSn4MskcGuiIcV/8hJFmzNJM0NAsVtj3Br2u+V36mQsA+rF46mvYH4OgrUraVOJI4DLraT86ScbNX9iXpT2X1dFtBzKUtKCc7LqVAlkKhBRISpcJm57mE1edN2/wBfDWA34y8Nk/XfOcKnvsr+twvUIAvDJmd8OzKVpa/yfCcas/V8JnIQDRkQWtqCpYOjpqqINSCtvOXdaqNE463hhHU9e2AiRKYJVE9LULXnkgI0p3XwrjM2o9EHnmflNqyDPE+BgSOHHvZ/Ltmy5k0vbpyR5d667LINPeEYK2cFTDtsg5euUhLFFrXO1dlkXwJYZJ+VvrqKKUbr+EBCNdJksmGbCwbJL5ElrXAFrYJzJVrcsrPga3AGvY912XkJ+UUVjH6XF5y2G0YkFbbIkfsAPYSAXxUWsjALaNrC6oIcmFYv+z3gpA+17B7h++gBs+fiQA+7z9Iv+rJKJmLYXnMocmzMFSwQwdIvlC0kLTt9VD1iAp/ARvkokuKCLqANg8T19aG6OUseg4LcZOaIdA7O+y5WNhBhxdlaKJBDxV35uYzQn0xqo3kvWRLRdtld4xkUMcjtSG1fkM61+F1PHGKE1dytnVfmlKo6KTCc4BmlA9luVT9IxzXHu9DOvVD+lL1JREFC7LZXKLzSHt9yxLkD3h/i1cxkvGujBX2hN9mBAcDIe0uWsiYQRZHPVDKkph2SQ6ALSzkvGsT0uWNRXEyPzwKxnWxyaoDKbiG7nQLFbTLFZTPLG1ntc94TjEoknEbm1sSzl6in+YiNJAt+ecg7GO+7zXh81TnHv/ZwB4xotPQ7cF6hn78IyXnMaCTe6BvORFaxi/OUOLAnwkuYtEhV5alL7XT3U4HOAqfbDCZXS1bxYbz/sclma4ms5qmu2alH2WS+PrOF1NmhuHZkKU5MLStZKuFwdwgRafDRaBEhUCCIPbj+8TsZQQYFBkPhtYWQRyQ8ZdmIyuyZnRjrJZCElpFW1RIIWJfew29juUmSKTmmX5FJOq6wIfXrRgsE7IVsEhYVBIIMj9V7TMCdFnUvaZlDAuMtoiZ593XOwcOiFjRN0f+AEQFs3XhQUQNsxmU0KcjWrYpJfNx4IDH+iHTTDWpCMOox1WtYoigi+3rnr9Yn3u8RRbO7zvl0qCXU1FvzSL1bTZBIwG+t0RQGCjybV0zcubdYi5LJPMp+Ef/usEdrrCkOcePJgqy2+lmyOlcequ1gikscjpPte+fidueOeHgSpY82AtBWWfufaZ8e+OdCJDhXX3lkHGiVVRPWtcQ+dAxRwOvGIzZi/d7gIRfcZFn+Wqy3KpOPjrb+Nx4zc6gFSaqv9XvwStEb0SNm3GbNrM9X93MLIQ6DHD4065EbvTYkKdF+AomtaC1m6enek64JN5emBuEZ02opXzooOei52Z4d5vruYnB/8Had2iU212wYh9v/Im9pWXVlmuUONlrMvRSoEw0qcUTfV96cFUZLB4+mDoVZZkwAQy1rzVsoEhVWytTxdW7msAYRjnSRyz6lCuP/1wrn3ZP8dlhgVHHmiAZWQj25o2AmDbyGT8z6l6PeOdb2GfL19cW2afky9xf4jBibtpoWAbqgxY+qBNQZh7CFeZq1y4Yn3Xa8hF3A0iSnMPjj2ArtnHE4q7ZeOBnlpUg0vAlqpRL5KofEqNDFmwLQRaQq+bsK0AwmJ9EhUVMRzjNAo7UISegjCCcxvolfWJOkr244BLJjRL8mk6ssAg6JYZZTeDvttutlGSTQmkwwzYTKDbgnI8ZMF85ss4ICa0A1+1rFdwTEJy1D91BEMSG/5ZZ3DrswpUT2CnFVpZplWLjXmHhXnP1XlJ10Ol5vM26UjYBJjrCMCAmPlaqjazR7aB167+HdRuC6DdxoaIZQq+egXn3nQGAMfu9qece8cna9t6/pEf5GcXvTe+f87zP0q+vucesEqRoVyWC42xjupk/LlXtX9tIlQTalOC01RvKjt7L6DZs37KR8udvH6XpVKS+2m1EMYHCiy5cJHkAiisy7JOyH4UEgkZ6VqvpSHzQXptuvfJvuEFDfDZMB9kCbTadG1VXyY3D5RG0ZYlPS2Ryu1faSR9XfW8myrbRKVFVW1/oOE6TqWxGnMFcpv9gsaFoe0p2c9451tYqC5zzt2wBj3DQNiDbMA8H+D1UJyzuWp3tzSvVdt3FOpY2+WzX3E9VDVh8e8A2GYDYtQDKcOs2WS8+nwQWADJuSCCEyc05SzttReYE1IY3va4HwLw7W98kM2rJxCBkmZtnWqdWsgGFCU3vPMdsx67h2Jv2P+n/Ou1z4jv06xhP2VgQJx4tafOh75pqTWbFgfF3UD3Xih7LJeKk/b+HR635EaYGI/7KgrjKdmuLsxunqJ8/Go+/8X/y/8WF/Hc1dcAcOMf7MafPvuVDpT0CijLCgCFY2YMtHKnTBjAkxCgDSLPEZ02O714LSce9Mcc84ULefPi6wZAy/Uv+xTHvPNQf85lHWQBGLDSOBAm/DaDhe1Zl9XEGh9sSWiIgWI6LABibVXQLUX1Ug6li9xnBj01cd93Xsqxbz+Ec2//VSztaO7PXLWeIxvZtrYRANtG9vy/fzOq3XEqWUKyUF7acCrq4McaC087GPjVkMip/xcRX3V5W5+5QNMXytWA4EBCIVyT1wDAjAgNlFWkFTJssvMWHhLBCqtcdsFb2ig2/U0l1x0AV30b0XEENEnDWJHWPaTOsqnRJquj6NWOkgch+GbKWHomqznezUyH9s5loErVFMAwGCkpjHPGUhWszCvOBfC1MOsyLvuMyx650HTLHDblkVLYXieQfb9iC6YFJgeUxbS9w2EkqufphwF8WWLDTTwlURhihgubADVbz5ClvwvfCyPRRU5/WnFX4Xs9LRAsaU0zIaqsy7AeOAFwRTn0hHa4WE2xOlvPyz/yl+z61WtQu3Wg03YRUWtdQbg2MNPl3LUfp3fH3sBp7nB0q4LvYN9PwBdA655p5OYZ51hIwTOveDk/fNIXyDFoLAetui0ue/HNe1X1hMJUqmweqAR6q0YOgLBh4jHBuQrHIfwbgMak7LJMugj2AtlGW5chDLyYtqjqQQurnc/gKcHhPnbR5iTrlVCcauOLwRflM2XVvSSFB5XG3e9h+8ZTLkPAwlhJ1+SuRs4qD8Ik+N520mTMmJwN/Q4z/RyDYJM0lEZi2oIx5XoApYGLunNu4v2UZsc6wqlAdmTp+wYZJqRkgWjx+4ccw8J1Cfga5hiFyHcAYamlWbA56mdTYY65slwVdfzBAby5TMVwvXM4w/wuhaVl3Rzurs/Zxmb8uctq53C2vl9pj8LwzEjn9LmAVhhX8/P0vEbqo5czx2bu2hY6Spm/6YDzZz0e37/kvfzOi06lREbUJQyVGI8GWVpkYVDdEnXfZs697mOzrm9r2Ov2/xkAP7jpQHZWm7nPjLPJjIEJDX7984TAKEmoiQyfR6r50su4yy4TomCpKhkTY062XUrHBJiadv+WJbYoufvre/KNJ32ee0yb9XqMn86sZMq0+cy1zyQXmlX5QsyddyPHxrC9HlZrMBaRZwgv5c5YB72wg2lnLkBnQU0XyM3dCNrkTkvhtnv43qG7cE5/Cfe98UgufN8nagEFa6wXv7FuO7q6lkQQDVG+0ir1eQIYEwLKwNNULiMXV+DolzHzldaGRfAm68sKEYFZnD6LwlEiheTYFQ6EYcMZq+7r9jwYPNvdTHiI7yBmdqCxPMJtBMC2kS37/C/IRF7RaaCm6BUsFJMLabAXXlFbh8FSYCmo5IpNI4NTUUhcdLFldaRhaYST4jXSNWzFybpqBMUsp75W+zWHHHH4rClg4RxzOwB0qvVXTlmkJtZqwioqVrUdW7vn08zWbCpx7viJuLwSUNhKVa6W+RgSsRzY10C5k8aNUWdoD3zHlOuLlQvNIjXNQtXl9luW0lnnqBTZNLTXE+u0rADbBdmH/hJYvsc6Jlp9umXO+gt3pn3/YPTXVswXVN96ao6PFlrnrMRlfYE6rntAtS5P5xEaZF9i1re4Ry1gup+zYmHOyvENbjFVUYZCXVHax6kjiuhMTMoZlqnNrMpmeMOL3sQua66Gdrt68GoT6YXFXjvzw/P/HoD2bjfG8X7PUw5TO/gvzuSKfzw5vhfaKV+de9c/J0udwsKBX8IRe97ExTfvhcbwrNXXD1mibl+8/gg31CHXRrBX7HcpAGddf3jtOp/w9KHFUtAWWQRfTgI9oGAXaZXWxqCEAbSw5Imb3fXS9M1MR+wTNGRc1TIVLSwXikIo0lqVIMxhcLWLhVXM6DyqHW4uOpRWsry9mZ7JuGN6IfdsXECvm7terq2SmSJj01g7Xu/tpF4sF2XtPuqIfo2emKOZkH2vtqbpCEdrGhcZucgw6zcgWnl04GrmnTBrTB2EQf3vedqDzXLNBdya9MNhpiLVqhJngkaNlcBTaT3ot5U6a6pSqYRx87oVsYZQYqpJguFhtbTvHQynZdeXT/r5NYIybn/99my9VtH1qXPZ4Tfs/9M5twHwP9/6S575B6dVH1jf70rbCL5kYZAzBV84/4vAtgVgwQ5vb+YPDz2B3/nxGo5bcCV36wVM2zZ9D4CBCMZiyxQrB+rMAq0xBmzUFMtVwSKR0xZjnLDHUxFtDZunsFrz7et+yg1lj8JKujZjvbmM1bvfwerG+M66/nBW5fexq5rh29f9lBlbMG01fWtRAsaF4uUnvhl1zVqENqhSIzs5tp27Wivj626tcUDKA75gq155A+CubwMRBzjhi2rusun96MGXizH4+7NZN+TBmGi1wOb1e14byBr+SQBdqpofrBJVpixZXgSwpjX4FjDHrXpKNcaEEVPaAriJkY1se9gIgG0rC81Dod48VApAVREbhYsiAfLgg9D2MsCBL21tLfsVTCMdj5x6fyplLX3hamFMzJK5oncjnFPXFxnK+r5OomoujB2sbzFWeDWkJFpK2tMr2TZ2MHKaOBY1yhSJ0zGkNiUsHxQMZ5VdDg6zFwcJheoq+Y32jkvIAszmxA4qUvkau4aqWFgukxqMIpdBzatkXPZYqLrsnd/L/p8ruPuwnHIcVBdU19YyVcJYVNey8ofrednX/oeuzZmQPeTehv988e8ys3oxxZirY7LKgS2Tud9m0xaT+wwaFd2wqpvwAM3XTRjvs1pV4VxXg2bRfcUmPcbtQEtq6EAuDdrq6MiFa0kKEwvGQ1PlZXKK5arLznIMrr4RMe7pM8ZC4R30foHZsJGP/Oy/gL8ZevybtvimuriDKLQv5p6fHbHn/B+qr9j34gjCghkkr9nvgll+4SzQ6SYEtJO7wYnveEphoLni6+Zw4hkSSxvNNJauzYbWAzWtma2rfUe96bm72yvnGCH9Z6LmQCssbVlyrxfcGM9aZMJw38wEM5s60JVYCbol0R2JEHD/2DiL82kmVddnyCtBherYBGXD0Ny1rCmpBUXYDMXRL3k1Ul3rwJcaQov2wEtIWQdh8YDPD4Q1JannA760NQ9LFgxr4zWgfDZUCVNTlTVWuB6PISMrA5W0mvtq9DhvwwDXrNmsWuCrAl7DVEAdo8BNKEGwKD4bhKFJYd6StTYUmMzPeeGRaUCWBtnTyL5G9EuWrbh11nUc+Uenc9F/vvMBbXcue+nL30w+fj//fdgyTrquZKMpKFBeyKdS6JXJ38OyfYHWaKyka3PWmzE0knVoctHjwEsEuexGsajfFiXrzQLAsU6mTHvo+JZnGzm4pdE2537TZZOFrq8H7AiNkoazv/avvOiAZ8E4BFEPdB+RSU9zLN095cGX7ffxBXd8ZZ9zKNGxflEKy3G/uZ9znrAEUGCNAzahFYSQXtHXgtLuniYJngSLYMj9tibgETJiIRMelCE9sIp9zbziY6QhBnc2CHOUIm4f7a5MqzVp52phxVwJ85GNbJvaCIBtIxNKIpoKO02nAeJEZLXme+d+iV4ySaXuZuDPp5YLSy4cRdEACEGrUbxfbc81ZQ59wSDQ+pxiohGCnq0uh0hbonKE52ro6napktcOD+omDSk0XY1m8XLikjQLVtHDBrczW7PRtPFuaLoblLhCvVszgxjGmO63msUvC1nBXGjalBjp6Iuu9mmKFfn97J/fy9sefzQ8wTJxh6E/6ZyifNrRaZxDYclmNK27NnP305fx5M5aNhknjLFYznDMef/GK/f7XcaXL8MunMB0WtiWwiqnDCaMRXcUuiMxyqtGWZsAMJcBM5nFZA64mTKRtfcXiBYCq3MssH464+pei81LW+wzeR/tVuFEFJJ6kEA/7MiChXKG5Wozy1XBUtnihD2eihwLfV+Mi6xOF9iZLudNfZ79P3wmhd1yJBzgub/39+Q9zfN+58Mu47e5hyhKzr3lH+b1+wdjr9j34jm//4/rjvRUu5BlcpnAcVmQJ4I7BksuFMeuOASAs2+7rObA5ELSQaCFZZPRdG0K3Cz9JPvVdHahnq0N91aOK+gPy3dFjhKWwhLrg6KoDWCEUzQsraLnI8Sb+m3Wd8dYPzOGtpJ190yi7smdM5xbjBaUVjCtLHfNLCCTmnHVZ6dsow/ylJHW5jKlZcyY5sLQEYZJAYtkhxeufAoIyYbv7sOiF9yAzK92kfC0HqSW5ZKDICzYPBS56s2Y55/xSq1qke2O18l3HMZPP/1UfvG+fx5Ydj69G+eyXBg6WA5YNbeM4/lr9qeQWUU5xd+vPuAUxx5FUWbPZEFFpQvWBF2DTAFdE7IBd522RcGr9ruIB2o/+vFf194/71mnACAKg5rqIe7fhN20ec51bG1G2Q//5285du93gRRsMlnsL9akGM5nfwOtcZj9w6r6++/c+CQWyi6L5Qx9XBnBWdcfzkn7XhqXueDmvfmr/305//H4f+OAVbdz4sSruePLq/n2If9CD6dimAvBC/d+OnLpAui0se2sUbPl5mqKsqITNsVikqbGPVvyJ4uv4c9vy6nEVwyF1fH+kAiecfnLWXz8DY5SDBVQA7ID9uGu31nuPpaw87/+ApvUaotWjlggQXp/RAo35kxhM1kbv81wNXIZDri1cyf4UZax4bQoc79vBmGMB2EOJLqm1Vs8ddvXPBjeYWxHGssj3EYAbFuZkkSPRySRGG/WGE/PCrzo6vvCGuZqEljVVrnaEqfAZJHWOjVzawYcNcDVhwkVHUj/JdrUC4ebD9R0hgoRziB4EeoLUoUzR0cyUekpFbsIzkC0hGqTgrDYXDqx2GzWCv8QrGTktQdhsR6C9HiSALA0ouz2tQj1NCSRTFuBQLwyZCXS4dWsVElHlCxS06zM17E6W8+f/tGfku+8HoB8s0YY6agS2qL6FllYZN+Qbeoj1m/mF+/7CjeUJdCNY1xvLGdd9xNOXHUUcqyD7LQr1aksgzwjGx/DLOxgWq6Rsc1cZFBY1wPGKoHJhQdgAtOCQgfqBh7MSWxmsZlFlJLe+ja3icUsyPtMZD0WyZmaYllwsjuiYDzKhztBDETIThiY7rP+hCfwiVP+kV2Vq+/a+7Tf8ncffz7n3jPLRZ2YmtGIUmOlRPYKRK+o1RlsT6sJb4g+LQxTxlKIwjcSFihb8tzfTPnjlqGQFIR+eC4Ls8H06NlK2a4jCi/GIQeyse537rMT9v51/Oycm54Qwde47NMRpaMX4uqCuuTVdY+K957r16SY1jl9k1EYxbrpcTZv6mCtwMxkZOsVqudBpR+OsYq+zLkvm0AJwxMmb4+Z0I7PjKY1RrkwtDDkwjIuBJMy54W7PxXZyrDGsviFaxp1sYk1aUsBhMEgCJuHpSAs/Sy19PvgcEqvwBqaOwMc/eJXw0VXsIwLOPqK6vM41LkybQLMENAoBeDFZKSA/XbfgoY+8KzV1/LjNQe4PmAeuOboKhNWG5OtCaYMo4gPu+6GNRgP5mosm7/YevfpD8//G4550nucGuAdd3Pu/Z/hnttXzvmbIWKOA3b4H5/BpZ97x7zHccK5l3FvMUnXZlT9u6q65UBP3pp2wt6/5vw1+7N7ZjEUdE0X3fAhjtrzRlrvOI03Tb8d3T6V7BmPZ9dT+rzlrj+iu+9yZGHIL78BuXwBTIxhc4XNkyCH9v2ztPZArLrnrLF8+dYL6VlJD02RXrNWIynIhST381fhM/zBfnTwF2jfmnH8ysMAOO63G/jzJTf6e+zSSNOWSPL3Kj5x/95IYfjuE3dC5Fn1rAvAy4/dhmPgg5GyrxGFxtpQe+aetaGticvsaSdhrx3YFH5/bVE6kZM+IxvZdrERANtGJtpthM0q7yUUljYcB2tcIesNZxxBYS+lsNoX6xuKIZHUQBt0SnQpz99X1VqXGXP/VjLCXV9/EoQmpAjS87IGiEJ/nyCFnJqugRcRpe0D/TDUBSlf2xK2lapDBfAIFa2yqgGDAMJSwNRsNBrAV+EFBQLwiv2MPKAMUWAp6rVzqRkrXaA9NAkVktA5JLVaDyjvzOShyFwWLJYz7KIU+dW3YHde5rZbOtAVkhyy8FkwbZwwhZIcu9cRnHXDf5NT0LOli1riWhB8+9ZLePxZfw7SghG+B4yTqcfCXv+1ERl7p3iqh8ewJhOonsDkEpMJbE94MOjq0nQLZC6Iyt3KICRoLdnQ67Cp06EtS9qyqJTvZonsKyEjzdZ2e1z7kSdxyUtOR1vLJis4f83+fO/+a4f+dqj5fZKFjtTDoJi4I5mjEjXBhiEX8MeLLicXkhmraPv+Ofue9WauP+n/sdl0a+sJ2W09BHyFLMRxe/2m9vk5Nz0hUVcztNB0/P0eFCmVMT5g4dVKfVAh3Ft9kzFVtpguW0zPtNDdDFFIZN/3WwqxId+/TpRg+pJeL2NDPhbl5AP4ykNtHDbOPUH9MReSDOUCCVnmrn+IwNoa42o3goUCf3C9hhrOZwRhqYR1wwJoMhF0bJlKGJzISgjJi3ZcdAVHrzjYf5bU6l50hV9qUGEttQDCAg014IR0js0TUHTdrSswli1mwUL7A41EWVvrcVdtuwJdzbk+7ncCpuq9xAaBl4rrMwPLA5y4z2VzjvmB2Pd+/aHa++UrbptlSWcXfGXL9MMHAr6gLlF/xdpV5MJwQ7GM9Wb8QWX65mt9q7hXG6ZsRtfmLFOb2fejZ7L8CoNRjgmhpMC03L2q2xKztI2cXI704EM/fi/XqDkAK38fCWshs+5xm+dOpr4hfrNIdthsehTWunYaVGrMGkdx7AhDLgSFtfRrARMXHD739l+531kTQZzBxKxaaCnz5sXXkQvFd8XOTqkxSOUric2SVyLA4aj0CuEDj4DLkBUaUVj3txAuK2aMA5zGuAxZUSBaBtGzMHdSdWQj22Y2AmDbyMSSxU6K1afDCalvnEIP1mLLAqs1591+BT17CTO2jL2/mvTDSC+E6KTnvj+HU1yz4LNhfWtpexBUeNXElqeOFTaLTlJBytl3tSBVw1ZiDUfanLcwKlKaQmYk0NPaoqAj+rU+Jy0CLSn0F6vTD53ohvR1KsZTEp2DmPa5CQCra13hkxMPyGP/m/B9z2Rx3bHxcsM/K0OzaQ/SpLBg0p5mqrbfoQg+/Szss1OzmmFS9jlp/+chd52ETCKsRfZ9XUQmfFNl95ks/AMxcwpVJ646iv+69SKmbempam6/N9s+F5x4Gl1rmbaS9abNPXoh6/U4hVV85Vu/57JEhY6gRZSOj5r1/ANJed68FKiZHNVT9BZKrBCYtqsjE8bx5RFQzGTcPzPGHflCWrJ0mZVGs+Zg2kf6P7l+tcuA9Qu+efPPuUt/n+Ur7uDoiVfz79f+kGetfgDgC1cfJ0qD6Ltmq+de+9EH9PttYU3nVSPpW+UzpoJD97gRgGtuWQGE3n3G1zq5YMQ+J1/I0ScfzFdvvYgCm1ADQ3Poen1W3HbDsT/vpoPICXRfS0eWjEvNpIAuhkIUaNGlK3PuKSfZUI6jhIlgWuH6/RVGcdvUIu7ZuABdKEQpkD2B6ItKbdO6OlVhQfQEspdRlpKxJZvYvbWOXdXGSCsO65Zx7oCWEIwLxZjIOf6lr0PKqx140hqhlKvn8NFpG2SmpXC1KFpHYC9arSoL5kHXbJmw0Iw5gKbzbncgaTaAVPXtstE5DCaFF93wQQY7pNYsbMMtR0J3rAQxwB1L6QU4giomuF3OhWXv3V0z4etuXeF7xWWcd9NBrNcTbDIdtJUsVtM1GtpRe97IT9fsi5bSBe+iSmYjgDQHOIQ6mEqDABXYmp1WGeZ2bQUv3udXc25ne9pTX3MGl/z7IPh60jvO5NdnnDyvdfzVUX8A42Oce+1HedXFb+BVW3uQiRUo7tQL6Pvn3jIxxV7fnqK3UxudO4aDFU7AJNizj/0YJhP0F3qRDQtSV/R3K12sUZTV+czHWqgNGeJ+sHRjUERbQ4FhykLXKgrPQCm8cFZXuN6GbWEoEP57Vy9sjAFZxntp4Yq1cXvrb1/l50fL8hW3cd/tu8frTCjl6ojz3M0Doe5L+eyXB17WS9BbBbSVe2QaXyc2lvlAZ5JFT9sbGIMotMus9nKYBytju9qoEfOj1kYAbFtZpqAQgK6iuUWJLV2R63fWXkLPlighXJrflnStbgAvl9VSEOmFElfAHZojKoT/mzipuSoqfCatqsnIrYoF81Cn4zlwIQBH/cs9dTDUdaVAJxeaBVm3qgkSBeOy56LhXnY4bCc4Zk3p/NA/y1G2LH2hhgoMhD43qewyQM/kFMZLMCMpjPS9i1RCkxTkiZBESpmMmS//rXOcVFQdyyU42dp6HUTI/KWKgG5/LWami+z1YayFKN3xFBZk4ffLejWvvna0OkC0WwhZNYYt8A2yvZMmgQkp6VjLYtllhZrBAL/35b9k/3tvx461XVTP0y8w7gETLSlaVlN9ss0tWusz2hsyprqKmZ0EuiMwbYstLcYINm8e4768ZEHed/L6qpKJD1mX0CS2sIY/Xngtr7zhf9lgNDeWinV6ks9d+QecN/VNVv/Taax56zzul8SEz3yJwjcQ3YHtmQ2VxVCXqRC0haTtGwzP2B5fvvVCCmtYZ1wz5iK5/9LWC0fvdVX8/LybDqplHn9w04Hxmg70wwlRsFRKFskOPVvQEgVSdDFI1qspbpxZjrHCn0unTnh/Mc7d3QXctWGS3oYOzEhkz7dB0MRedGGIsudrCDXkmxSbr9qV9+x1EheceNqAa+9j7P54uGNw/O6HI+RvQKkqEBUK8z291vZ6fGvtxREEKSH4/Ze+EXHFdUltmB9QQkcEsMKAFYjQi8H/a42tAaQUhDUph4XVkUrVzLQI+XJPA7a1GogAyFKgp0SQJzceYtsqC+eVaAMNUXlRI43gultXUFjBQatu58pbdufwPdbE7Zy/Zv84hzZtQvadfL1VXiCi6luYArGmmFGgs37nxifFz1JVzqYNCw6E9Q5r8bGj2TDwBe6aftI7zsTirvux+wyLr7wfbrkzKrQee+Bf099lkh/d+o/xdz+9dl84Yugqt4qlWe9bbtuNP3nqS2E1qBmDUcrdnw0P7r/PfXf8+2mvON3fwx6I9Q3/c867efYxLqBlWhLdlpTjErmsxfjNCnHXfdAvsF7NtbCWwgrXr9BkMQD6e3td/aD3a/GKW2rvl624lXtuX4m0Os4NTSVUYQyuUkFGJUQrhNMBEaIu3GKBjCor5jNksuebQZd+/dIgujv2NTuyR7eNANi2srJ0vS6KAtvrY/t95G67oHdZxLe/9lk22j5TxtARgo5QFFSUw7xG/atmlVCuHxzz1KRXFTM+Gu3qyEIE15Jjhj5AQ11VsNDAM3yS1ov1TAvpM2Up+Op4Gl54n6MjBSnK5CfRcTfeSlq+2eQ4jg2XGSisqlGnCl+3EsBXUCoMDm2qXGgSCW9N1Ry0tl0v/BEyYgXKU/uq9UUpcCxtyqgIGABnR1gXrffcc1tWlCoh/P9C0W/p+endHnZ6Bqu1lykX5D4yrq075wtETltkGA9Wj3/J6+DiK9m39SvsxBii33FgXycUrpAl8BsX+Ashy8j6JbLfQpg2uiMo2xJhoURgcLusZzI2tDtsHGvTM1msqwuHK23ArbHc6h+aXZt7yeRxxlWPd11xEmveetbQczubPf/ID0YOP2W9x8z2sqZCIgxSAoPtvfsd3HnbCpQQUemv8MGVnjX0vUMDJNnZUA1hBxybo/e6ih/cdGB8H7JeUYBDaMaF4ar+BH+3/1OxWvP1Wy6kLwoK2WWxmmJZPsVdvYVs1u2YIb67N8nGXofeVAumFaorqh50NqmlEe7vcIfK0rVVaG2y7P/Z+zhy0dv57TGfrBXqp3S7XEhyoRBSeAAjh9MGy5JzbvkFG0xBYR1caSOR3QIhZSzmt1HWsy4kELNhEjCDPcF+96oT+NFB36ltslkXZjz1e9eVQ2h/KX2x2SR71qbZkmzXCqBP3bFnBF4hkBYUSsNcGPrZPXFVXekvZJGvWNtQawAO3WMtv1y7hwt2eZppCJBIW6nWptNsev2mdYXg6K0D+zIkgxaeG6EP3VwtQba2HfWy0+dFN9ySHfYnZyJzf/wzMC3YvELS2rSI8877z7jcuVd/ZOC3a171V5x300G1gMm2sj958oswuy9F9jWtXslPvv/+ocs95fVn8IvPvoOjTjodJLF9CZngZ99w4Oy/v/f/1X5zxKvPAAtqlwk60z2YngHcrHRDMc4yNROfiwVq1rnvoVjhm9XbUI8WRDKEdbOK9RktDJRgc+mSywa3n0pUl7dnm8TWLNKDMeEyhqqvq1KQB6CsO7KRbW0bAbBtZRs3g2pjNm3G9vv86TX/yzM699Kzhju0ZcoqCpszKUu6tsQAhXXKRQgbQVitxiuxoLoW6CwAuQgF9yFbY8h9fZWxFVjKTen7tGR+OQdyShMKix2IG5d9FmRdl8GykrZ0gGNc9mODzSrr1a/VgrQSEBYsF3VhkSLIL3vHwRWPV/VfQK3ZaGFVrd4rbUAaBDlSMGesoDBBDtz49Q1xEgTgM2KG0K/JYkL2zEp6OLXITOmq/stTLltCoy2V4lMo+sVF7mwmXWbK1wCGjBWZQrRayFaLZ37w7fz4/5xB2pJYW9hAgbKlP36Cb3/9s7xw96c6Valur/LcUqCS9k2iyhKExpVSKXKtWXzzItSTd2XdgY7CYRVOwl4Let2ce6cmuLe9gCXZdLwQg3NXoOjajHu0A/AhOtq1OVOmTUeUnHbwAwNfRx/+AUc9LEtEX0Opt3vt1zDw9aK9L591+XtuX8m4qKbVni2jY9/31OIguACAcLUeMDzD8OM1B6CEy4AA5En9jVMX1ExIyd/t9xTkWBtrDM/60Mmc/54zUaIgF/egkVxq9uae/gJu6y1mY7/NuulxNm0aw/YlqnTgS/YcwEqjye66dX/K0rdU6DmnbmqfxRz4kXt5yduei+33sVpzz58c4RwgCxe+9xO8646n8b+HlwglKxDjxYdMUbL+7H342ZO/TIlmg9EUHsgsEBnP/uDJ7HzjbxHjY1GeXiQKZjUwZoy7/6x12TANQhqfBZNkz1sLs5RTGWxkIAwFXxB7ODpgN0vN2YqDue9NRwHwy3+uU9pm7tjLHUMPyjUVENNsudYr2MF73DLw2VW3rHRKnL69iBYuGCV9o/hQZyZjDc7wgFew1MEO4D9SFGusCe2zdw8P8DrylWcgjOXCL75zq4AvgMs+fTKHvulMlPYaFAJMBuWYZD6KmVsbfD3xHWdy5TA65JJFnPerD2zx97/4rMvyXXDWO3n6S0+LoMMqB7Qu/vw7OPTNZyKM2/cjXuXmV5PDugNb9J+6K1f/XUX5PmWvd/CNC77JTWWfvnYAbFtYW0jGRI7Mk3rPQL0zBlECuGen6GtsJ8eMVeFU086iKIfaOIOY6kG/756LnTa0WlHwx7bc/Cz6JaZ4BChwjBoxP2ptBMC2lQUVH+CcW37BZtNjndGR219YFR2v3MvBuwyNYb/dZ+9zsiUr79zXUe+wMftjrKcSWhtpS6FPT3iw9kxGaRSZ1JFeFzJdARCNK1dwP55QDcdlz2WC5gBfVdarok9qLCaNzjbMUR5lfMA3xTYMsgG+Ktphs5eZy2wljkOisBiAWXMcThRBRfpkqqyYNuLtiJJJ2Wep9E23g1x2aSoOV+hhkvDRbSZdXcuERSrJzl+9mpP+47nc+9Xd+f7B/z4gwpILQRvFTaV7YFjjxDxs3z9AvFObNpsMznDThIGfvu/jdK3mLm358+tP4oZrV7hoorII5X7U14pp3arOAaLewBoXbZ82LUdHpALGi9T00PM6pxkzLyfj4bIUfG2phgYcTWhSZORCxSCItjY62yHjEWo6095P0odyA9Cqtkvyvf8subcUljyIWwiByHN2+cKvedLhf8Zvj/kkHVFi8ru5Wq3kDrOIDb0Ot69fRH9zC7oKWQhEQZ12qKpwj0ja5ojS1wsKMEqg2xK9bAGq24PpaYQ27PIfv45y1sd/+nCE1M6pSjNI1tXDfvvWS+jZC9jss2fauozZsb9+NUv/8G52aV8Hiyare0f7wIXWOGdMYqXxUfBKJdEdMOGQTaOPoTsnVW+vlHo4G/gaasOyXkKy7NMX8QM9GHgY2+0mpu7Ys/ZZmAfno3g4l1U9FUnqav2X1icFkTw3ya7+4KYD50UjS5dxwYCUwik9PbbqgfWNGw7Z6nVgT3vF6YCrXbrgrHdutexXsF9+ygGeJ518JqrvggflmNgm/d+2ZEPBFzyoOtiff+1dADzjxaeBv7+f+tozkApUH4541RnI0jrqOiD7Lrhy8NvPZOHNmmxa054c5/f3OorP3PBjNhkd1Vy3ti1bcSvHLH0jclLVmzAb64Jx0gdb+n3shk2IiXHk4gXEadE4AQ45U8Ad93DXiQfy0/d+nIndbgbcPq340rUgJSIAsqBEPbKRbScbAbBtZXkGE+NIazl25WF88ZafMWUV0yZno+lQoJgUXdeQ0cuuP3f1NQ95s9mu13PCLm/h3uP242en/F9KoRm3hnGr6YouHVHV1BRW0TU5BhnlqA2CCdWjLUsmVZdx2XMATBJ7QEXaoehXtEMPvKSwUXo6tVCQ70CYQHqKnQZUcMCEpW9UrYlyP+1N5pUPS1vVizWVGh1VcLChdCr+YWzaRyxUzCUmKqGOAMyMlS5Th0lEB1yN2LgwvOzo1yIXrod2q6IblgYrLML3I47Kb8GZNAakgrEOwlrE5AJ2fusMr9x8vKOS/fb7MSPQ9o7921Y5WV+rNS/49d0UHiQCvHXx9bHnlKOD/bwq9A+1d17R6tZSsN60uc9M8NrdL+AXi/figjv3YtNMx9VCCEs7c/2EuiaPANjVyjnFvinT8pkwF4nsmpyubcUGxnt94nRu+vP5O0rnXbbjgK+v3nAYqqkmlzS0HWa5z27AcFW8UNMJrieqEa7lAFQ0rtryorrWgpmEvhjGEs4xSiHGOiAlB/7VTbzknc/H9vvoww7AZJJlf3cza+9eir2vHSXm8TWKTmGzXvcVVRDDcl5901F+QLcFvaVtOuUS5OYxV6/X6yOKAluWqH5Ry8KG1htWa/7Pdb9g2hb0EhCzYuXt/N7TP8SyG26HnXdyPYsC9cgrl9UcJmFdI1Xhs2FBnAOf/U3A13G/3UDhs5EGQ2nd54U1c2a+5m3eWR8GvpqmECzz27vzthUPabO33Labb+zt5lEtRKRUByEljRh6bYXs1nzreZ67+pp6gEBUDe+HtQ3ZWnbhF+tzyNYEX6n9+swK/Bz6pjNr9NFHsv3sG++qvX/iu87kytOqfX3GS07DZJJ8yqLbAt2Cn37zXRx10um01lVZpsWyxxGrbtomY/zWjU/me+su55id/gQRer35hsyhhONFl63l7mIhr158Cf/vvmewU7451kX+6Kk7I1stbK/Hv137Q3Zd+Wmg2scrPn4yH/uTY/nBExcilEJOjCM6bWxvZpvsz8hGNh8bAbBtZEd98wZ+9NGjKcd2Zuye3fn0/VPc1lvMPd1JpsucltLsPraeXdsb+NvHn71Vt13ecy+LP7+O4z9/ePxsw3f34acHf5kJ2QM2YxCRMtYzGWMyI/NZrwWqx7jqMalmmJTdWsYnFyU5OjaAVcL47JeJMtgh0wWORheyXhJXlA+AcLxvV4QORTL+ALSaFMPUTJLpmk1ifjYLzZmDuEEzO6ZDvVNS6wRVpFkKE0GoQbLBZHzlvP/gZU86BjExXovYV7x0m1AqLBjts1b+s7KMqX1bltiZGZ75wbdz4Xs/kYAnw9m3Vj1UAjgL4iv3G3csYw0ZUHjZYLdc1Zy6azM2emW1ltAcPHELS1ZNc93UzqzrjTNVtMilA9ShDiwKnnhZ5JAZ01bStTl3FYs4oH1HPF4PBHztiJaeeyDeA7OZ8g2Zm0p6rlefQiJ49uWvpqU0i37/Vm5876Fc9JrTuVf3mSKLzXSdpLxmUsKxv3o97cyp233v4H9jnbZM+aBEuB4La9BPPYjsN2tcJijPIc9d3ZUQyKvWQqfNbf+wL+39JTbziVnl9SoC+DIQMaKuqIdQfZ9+ZjIoxxX9pR3UWIbsate3rV8iuj0oyqr/DoDW2F4PqzWHtgumrWVFAnym7tgT9ZvfdeCr1aA6RUZBWaXUA+1WUs+GKUfKth7snXvbZUybPputifVlKx4C4JpNDXFL4CtE41PbdeXtXHDz3hy1540PeBzHLH0j/3qlYNXut7Pm1t1Yvcrde1fdspIcOGjVWq5Yu4o+Lkhzwc17V4IZEBH2AwFioRYtADElDC0sfS/O1K1V2T5yLWTFHo2Wgi+An339XUOXk6WF0nDdRw8j5yfzpsk+GPvgNS/gRXvD9+79dPzs6M4fYY3lmzf/nA2mYJOpqLof273++3fPQ0r+3Qedy7v9lHHlLbvTEYbpTZonH7S19mIb2UgF8VFrIwC2jezzv3ka9hg3gSEV/3LpM11vjJbvbSMNN44vZcXCjdtsDEIKvl98Ob4/9C3L+fH/OcNJVtsuXTUde2k54Q4Va7zGZc9JkEsHjV609+VO/lroCLygEtdoYeiIqh4tWABiIfOVyi+nFgQJjBftDqIbmqq+64GYc54HfxPAF3jaYahvaTjWOsmaSZ9Vk+k++7+d6MQYd5nNfPPKH/AHj3+eA2Ht1iCX3Q3AgS+TADLt3oc6GrSrj7nkfZ+MQMp4ilpKbYMKfBWe6lb45Tu+RrCwAXiJOPaQxVKxeXZJR0p2y9ejxyUTaiH398fp6ozM02MHjmOSnUyvoYeijrUj2Yn7XMZXbzgsvp8PBTFHxsyXUyN1gGxctDhu1VMQ7TY753e6mqZddmLf/3sjr/jQc/nG9eezwRRoLONCsUh2eME+RyHGOqwY2+giwd0er7z/2XzxxvPRWtdqGQss3z3rs7xwr6cBIBZMeKUw17TbaleTmHUNC24VzCwX6I7P+0ovuuHLDGLyJAVbNnmf3CauDw/ojgQy12Muk8hMOuGMfuHFiFwrDiEdfTDWSjasLXJHD8pUFcRID3sAYWVZ3VuhJiyYFMSbBuDIJ9KzF9FD07WGwhLl3h+w+YDHbDVgD9ZWZQ8uCv+9df/CPbev5JbbdqOVqMaFrNcv1+5BRxgOXnULV96ye2zSLT0LomsyR6ueRd1wLgtA7MdrDuBZq6/lp2v25Zmrr+eXa/d4UPsysh3P1IxBTvdcTfo2pmNeduyHBz4zRcm5t13G/aZkys6/TnI+9sRVt/KZa5/JfVMKuHurrXdkI3sgNgJg28jMvW1Ux0skS7BWYVsGbRVrXvP/beHXD81+YL469PNf/vPJlHd+EkmfCdFlseyxXG1kKm8zbdt0jYteyuiYu/5XQXTg6L2u4vw1+9ORJQrjAZKgj2JSlEx68YEm7Q1c8XkKzgKACNO6EwJxvZW0lXRjjy8ZxTeaMspx3WnT5QRgNDMYblnmBeZUAr4c4HJUsFzqmpS/22ZVk2Onpx0NyhhHQw2OUQrAQkNur/QXamZsv8D0+5x966WUaKYbjp72dKqYEUtohcHykBzA0rWCwtcWhuPTxckJB+qga2ot/W81i7JplDAszqfZWHaiap5Osl1Ls81+HCKCMI2kldBbH4wde8Bfce41f/+Q1rE1LQVdrmWCUx4cpnx2+20rGPciOBJJLuAJP3oz+7/xKsRYB7Vzp7oWpHTnvddj87FPorA/8dtz90jPFuz84xZ3P7cL2nDNBw/k5y8+nSkLd2lB1wcmwF3nfWPo2i6fu+EnjAvFIV9/Owd84BrEsqWY8RZyp6VO8KVwvYCyGRyQsg5ABUuph0H5MCiN1eITtnpvlEC3JFaAzASyJd2rkyOKNrJfusaopWspIFot1MJJXvqkY7nmPfvzyxNXUWDIkTz/169imVnnRGwAK2VF21Wyou4GABcaxxrjgJ0V7l6K95zh3K//GxuMZpMxDx544WsupUg/cMeqEeSaj913++4sW1HV+a5a+eDH1ZTL3/sfzuD8l1o2GUfNaqoqXnXLSm4rF/K41nrWi5Jpk3PEnjc9aOCksBy737ux439Id8XH6Nz2avTCD/ODn/3tg96nke0Ydv457+bY5W/mxr/4e+DhZzOohZNku17PcmD5Nlj/G/b/KRs3buSvWLQN1j6ykW3ZRgBsG1k2LZHaAzAFpuVk19e8ZXi6/2Eb167XsxAobt+dSanpiBn23vNGfrl2D7o2ixQV7WmATUdztqa6a27djQWyjbYm1iFBBRZSaWrjaYfaQs8K+nF7w4FBEONwtMOqBsZV3nq55fAenCc5hJUofc8dJaqGpU2LwAsbBUlC0+Ygve9eZVR+nJD9CHxMUSJFzyk3ddouYp+CsCCxG5TcPPhy/ZAkstPmhXs9jXPXXMoMPd8bztZAFkT13aiG2bVBLAR/LCV9VDxe/SDZj4iUwZBhDIBUCcOk7NZEWGZMKwpAFFZx5fTu7Lf4Tp8B8w2zkbxi34u56paVQ4/pfG1HAl+QXgtVC4eQ/b3g5r3piJKO0HSEYTzJQORCIcnZ/01XI5cuhvExB7q0rjJCvT52aoYff+KfuN9oujGjWZJbwcdXfY/x63MkgvvNOawzVaNTqGi3htCiwVAITVeU/OIlZ/LyL78ZddUaRGc3it0WoduKYlK5xtvaCRrYwPv14g1WVVkuaVxBvpOlt1gpKklrEsoiPhOWuWbfJrfIlkQUBllYZJm5vneFRvRLoINeOIZVggM+eRcv+8tn8q2bL0QiWPzCNbB0cV2COoJWwDhKJVpUGTKh3XtwIEx4KmJyPnr2oYGv1JrZrwcKvoAa+NraduPb3gEM9rs68L1nIko4/8/goFUuS/2Fq47j+EknQX/oHmsf8LYuvnkvlqs+5173MZ59zEcRxtLbbZJsU7HlH4/sEWHn3vP/tt/GV+26/ba9I5llx6L97UBDeaTbCIBtK0uixlZYH07eriOq2bIVt7Isef9gHsCpdYTg2Je8lmtf3+LaY/+fy0phalkv15vM0eX61lJQZWdCNs3Jzmc1VUIpjPMOh5j7rqorMyHzNSTLJYXTMQx0udTSmrAAuJrgyzWmdpnBoCQZBEjcOoyLknuVN7RGZI1bzEfxY8PJdGIN9WHAMXs8hXPWXgJA12qf1bMDRLggaZ1qvXUjsBIRcKUNWvtehVP7eq7Q5ywAjbanneZCJ024JQjNzq2NXNfflQnZi2qSXZvz4d8ez98+/jYeTfaivS/nOzc+KVI1paee5gSlUBMbL4eGw0//4F8AsOzTFyHHvGJfr19lcDwdz/b7mH7fy59bNpmsThMFpCg8nSw5l1GJ0w5QQ92YvNiHxV1/0z3ssnGsEg4QFQKjkrovCaHXl1WgW/7W2Qy7/nQ9ojQUS8fp7tSiv0Cg2yJmz4JZiS8mC7edRRrhKY5+vGHZXFGOZy5GsnySrFzBHzz+eW78O4/BWMfRJoVw/OVEORRpsUY4SXuovrPWKx4Kd5zL6i4prKa/lZyXVGEUHhz42l529QdD3U9V//PXB53zkNa5WPZ42yHHY/f6AGrCp1KFwOYPv3rgyLaNrf7UaRzwuFs571kff9i3bfNtI3k/spHtKDYCYNvKvDNiw7/Sgnp0hg7OX7M/d+vdkL+8hsddZji+OBys4bzbr6CwZcyIaWxsRhsyX0EQIvSP6po8Ug6H1R65WjGDRkUnVCah+ND3RiYUQUikmmFozUNQU5LCkMth1EUb6+OqvmcFHVH6PmkOKH1n7SW84KTXY6Ug+8U1UR48mrUghduaNbFexRons2vLAnv4Ezj76/9K4R3HPGQChXUNu/2x7FuYtto77pUqpPLS0E4q2+1vkWSrQp2dO9a+F5yHdhIb68IAxmW/1petI0qneugPUQCu49LJ4T/9xNNRfcP/fOsvB47hI9ECrVJivfBKGdssjAvDf244jAWqy3eftDNCKZbLX7nz3Wk75T9fByWEdOe7XzjwddiBfP2rn2aDLZj2rSmChfxBCAgcvscaAH65do8aLbIjDf95/5HslG9iUnb5r2MOg6KkvP0OeJpTyhSA7GnUdIGaybCqjcnBGIEqXCZMaGivt3SXCro7QX9Vn88961Mc9bG6MMTTXnG6F+4QCGNrGTDwl5oWbplAURQ+M9aSCJ1hcoluux/0l7YpJpeTTS9BlC5IJYxFFNrdFxLXzgES+qbF+rYOwtQzXWjjMowA1mJNkJh/YJGvjbfvwcIVjYBUotb4SAJe28quvGV33nHDSWTLO9AvyQuXxf/eFX+3vYc2sq1oa960/Rg7O5Iq7shGti1sBMC2kaUJGyvBtiyzsN4e8fas1dcyc8defLaVg7VIIbFlwSfW78GbFzknLm1Gm2a+AvjaaDpMm3aNGhcsSqAnpoStCWUAEXRlNOS6hSXz3zVBXfi9wsS/Xbah2p7C0JYlS7PNrMjvZ9dsA8tkl3HpRC8KKygQrk+K6PKdsz5DW+QcvfIQAESeD6UhBlnukDGzxrLhu/twwZP/jcJWSoeFV9UrqLYX6IUhUxcs0NTS8ReRWip8LV1oWu3q60I9W63JqrDkePDhPe2OKKL8uUEwLvto67KW47LHx646lqPfl7NTvgl4dACwQMENqm8tNJOyJBcwKTLOP2QhsrMc2aHKaoLr8RZocoXGWostSmxZ8PEbf8oK9T+sM6UHX26yOGLPm7Y4npB5u7y3O+//ystZeIOlt0ggNahjYNGNfdobN/H1r/0Lx73hTxm/4lbU5jahN12rrSjHcooFMHn8HXz2gC+w3rTRiIYSX71O9ejDP4Ddf0FFCYw7ist6KDwlsBK3UQYXVBBgWhKbiaqnmPXBqZakyFugbQR1snTBCFm6XnchSFFv4+DFa7R1n2cZGA9dPbV3/bdXM23/m+IBTLzrb1/F4hWDzY5HoKtuE0Kj/mAT7JQjNk9z7i3/sL2HNLKRPTptpIL4qLURV2Ab2eVv/1MXGRZgs0f/BTu2202+jkn54njJ2QctAfDgweVYvE8Wa5T6VtUaU2vr1PViY2UPGpomvSS4GqjN0rF+Kb5EMfD5uOozrvoxq7Ug6zLu5fdzqX2/LxOBmZPl7zIpnXjJUiXYSXYYF8LR0LBR8bGwgV7oIvK2CGpw7m9bltjCvy8LTFFy7xuO4LzbfsUFT/4KhdU18FX43l3TRjBlFV3fT86B14q6FtQOnWS8rNUMue/nvt2jsqWo9jsIjnT8MWz599pKVmX38bj2nSzLNjMueyxS07z3Cd9mgx57CFfSjmkSQ8sD1VxAx6uCnbP2EszMjANXRXJeiyI+qKzWEXydc8svWKEk01bTs6GuS84LfB26x1qksCyVln99/YtYsBaKSeFUDH3D5N4iV3M4bUu+95l/xna7iKkuYqaP6BXkG3qM3V2w4AV38pF9v8F60+aIPW/aogz6eZe+D5OJLVKprfA1r5lA5wKTO0qayYWrE1OufsuKlB0ANndZMtOWlGMKPZahxxS6k2E6yq9DYZXASunoiVL6QkjpKYpJkENrzj/4SxSJEMWWbOPte8Ra1ZHNbXvvfoe7xqdnRuBrZCMb2cgehI0yYNvQTO5oNKHIfY4WQo8Ks6HmSQjXKwef+fIgou+FIvo48NU1GdO2xZRpM2XaA7VfIRsGARxIsCYCnVD1FGq0wnKhNilYs5eXFIa0p5fCRDGKsKyr+TIUJiOXJYvVNIvVNBOyRy4sC0SbF+1xBOfc8gs2m17MUgEUGDabLmffdhn/tH5fznnCkrj92EPIGo7+7UbevuQGtDXApfSsjeCtedx61qnf9QngKouCKL9cu4cT6ghKhb6Wzu1HGemE2ApkuaMnY+8pJ54e/vYNsj2NMadwx9XXQEkMu+brWVPsxOr8XvbO7+VGdqLnGzI/1NqSHdGCxLZr1xDk/A0bTJev3XwBn1z/BFcz17iuvvX45Rz/2/sorOIti/+X+01J1xq6vqbr4D0Gsy1zWQvDa174RjY+oeOofv4ylyUgIOsa/vaK/+FOLVgue9z8lgNZ9dFLed7l91c1eybnDxb9Mirjzdd02wGnpiIi1tY/8yBMKwfALjjrnTz9xNOTei4QyX1uZPU7d/gcxdFmClFahJbIwvhsmHTiHEhQFmFlfUDWYouCY351D5ttf94Kg8/93b/nxz96aHWwjzWb+dbOjJ+4fnsPY2QjG9nIHpE2AmDb0ITx/oQkFq7v+ZlTufkNjw561oDp0OPMVa/8xfXX0LMl01bTtS50bmwlOR/rvmwrOv/BCps5mpyVDjRYiRQak1CgQo1MLkvfDLqSh68UFAV/9rgfA/BP1zwHCA11Tfw9wLRpMW1bTprbAzGFpaO6MbsT1ACj5LyxHLfHU7Fa8+1bL2GagsIaetbQw9BD8/pF/8ubb3VNeHORRVpiqI/rWR0zhIU1THuQCrDf7q7vyXW3rgCgj2LatAaUKOcSUPnpmn2jYmGo16rk4vsgiSIcXrojnguDqNUcGQQdryB53F6/qW3nibOO4NFjh+6xlqtuWeml/UFZ45UoNa9ZdDm5ELRdi1uf8bX84S3XRhXLDQb6XkglnNsHarmwyNvuoX/UYsoxKMehHIPWRjjvrR/jvKl9ubK3iv1ad9LJN/A/bzmNqTcZNvlAhrEPHPQBHPbGMwlYR5gEcHkK4my0FCvhqJNOr0CXpyk2WYHxvQd4VgoMFiGEZ+9KpHC1tLK0CK+AaiWgDKJ0K7BlSfc5T+CPF/2YTUnd1pbsxz/6qwdwNB47duQrz0Boy4VfGpQh/7cDvsCrznr1dhjVyEb2GDITuEM7iJkdaCyPcBsBsG1kh5zxScREu5J4NsITPh+9abDrPnYo+7/nN1jjapqeN7aJDUbHflSphZokwGegqj5TaZ1WyEilWayQ3UqzVa6ZcFHrz6Wt5HUH/Cy+f+sBP+Ffr30GAK/bv/r83687qpYBC+BLekXApdlmOqKI2aOOEI6qZA2gkK0WuVAoW2KEwHiRDKxzmN0YM45ecTBQiZMEx7zAgbautUx5+mAKqtJeXqlYw3zsmauv54Kb946g7Qc3HTgAwgqqXl7Ki5z4RkzueAeKo5Vs0p0HtP1Hm7nroi7qoi0eNeC4gKSKlclysX/bg6O5XXfrCiaEoNx3JbrtwdeEpdyp5C9//7tc1F3hWi0k908YR1NF8YHYEa8+A5EDCFdvlagg+rgKF32xctCf9orTAa91E5JeaaYs1cPxtWDCMkhtFP6LKGgkECH4IYTPtCfLu+gOP/qXT3Gv1kOzX7fctttD6rv1WLOLvjAoaR9s793v4Oe7P4yDGdnIRjayR5GNANi2shIflXU9dISwzq99FJcYnP0HZ7DLSwWHf/UdXP2y/8tG22faWrpW1Z1ChK+n6aOlpNAZjtgWKHRV7VJUJvQ1XMHS9YUMV7AvXn8E2gpes/8FA2NMgVccj5XkQrMkm4p0xNCIerGacr2xPChbJrvkQlCiOfu2yzjwq3/Kvu+8lMLq6GDnQkQnc5Mt6VrNuND8122XoK3lfuMAl/bqiau30KNovjUss1la3/N7e7keQOfddBAtUbr9sk7QhADuhIwgTGJ41X4XPaTtP5rsgFW3s+bW3QASKmxlxZBMkMZuFad/QsDrD30R97xsPGa+ygmDGi/435ndOHRiDROyR0cWTMgem0zGfg+xvQTgqKuFV3L1710mjAiqnvaK07nwi+904Mt/5162ol8nAEwkAK52GJPsWARr4ZD6XmBWegVGiUNm0teAFQV2pgvApMxZf/sq1puydn+tWnkHx+7xds5d+/GHflweQ/a8Z53CD8//m/j++U/9IN+/5L3bcUQjG9nIRvbINmHtSNJka9rGjRtZtGgR+/7VKYiJDjbzTZhzi1UWFFhlH5U0xG/d+GQkhp3VJlZkXQqLF43IaqqEqcDGJtNhoxmja3J6No8CHIWt90U6+cDv17b1r9c+g8Iq3nTA+Vt1Hz5z7TN5w/4/nXOZO29bQS4kHaGQPqPQ80ArtaBaCC5rlguBtpZpn+l6oDU4W9t+cNOBKC9R37cZ06Ydv+tbNQJeD9Juv21F/HvFygdHNRxmG2/fg+e/++1s3ENQTkA5aTALS8YXz3DEypt55qLr2Kd1d1SrDPL1W9OO/KPTqy4Ovn/YBWe9k6e/9DR+/rV38fQTT/d9wRyAckqGHnhpi9QWUdotUv6e9YKP1QAeFrce41/aKYMJbRClQcwUiHXr0ffeB0IiF0yA1nzl6h8OSsqPbGQjGxmVv7ZhwwYWLly4vYdTszC25y1/PZlsbe/hRCtNnx/e89kd8pg90myUAdtGJozrsWMSZ8RaER2KPT/7MW5+/bu39zC3qr1o78sB+OoNhzFlN/smsqHJciUlH2qMFsvp2NS4EBnS2kT4oUQ2hDFSy0U5NJv1UG1L4MuNn0gfDN6oTnhVu668nXtuX+kpaVsn+7EtrCOcbLfy6YhCVM2ZHyz4uuaWFRywauuBjkeibU3QFezO21Zw5PffztIFApsRBThEZpho92nL0venc73pHkyd13zMycTjxC6kU2B8xktOQxp45u+f6u7spCZMamoS88JuGXwBnP/dwbnxd599ild8tJ4dK0AorJRIIRDFAuT0jJtjJ8YhU5x0+Iug/S7OvfG0rXgURjaykY1sZCN7aDbKgG1la0ZU9v/QmeiOxeYu8+UaMuMaiiqLyCwy09z4ir/Z4rofqfaRq44DhqvjnXfTQQAxC5YqIYZsWJNiuKPZnbetYNpa9t4ClXBHtCtv2Z2uzZg2LaZsi67JefE+v+JT1zxrq2cXR/bg7c7bVvCa/Z/HHW86hN4SKMctesKglvTYf7e7ecayG3jK+I2xb9nWsEPfdCa//NTJcy7zOy88FQjZKfjvcx/+oNLvPvsU35jZkt07hbh3HUxMQKY499qPPuzjGdnIRjY/2/fUM7j+L2evM9yWduB7z0T3ulz3sb/ZIbM5owzYo99GGbBtbCJkv6CqZbD1lzWP4sIw5pYlv61Yyqr8PhbKGTqioGtzjHWqfRJbUz3cUW3XbZDxeLhsUmjXVBWDNoLj9vkNn7n2mSzNpvnXa5+xTbKMI3tgtubW3Zzwy+QCyg6Y3JfrKUu7XXDCLr/myLEb5lTDbNqRrzwDo4gFWEY55UGbgcng8k+cvEXwBfA/397+VOof/fejN3g1spE9mm17ga9HlI0aMT9qbQTAtpEd+tFPotodbKrSNQxLBGriY9Ret//P+MYNh0ShixaaPtDCURVft9+gkMbItp4pAR0EXd/D6ovXH0EuFCfuc9n2Htpj3q5Yu4pxqckB5Wl9DiD5etLMkmeaVfl9Dwh8AWTThv5CySX/NnKARjaykT02bP9TzgRfHhLUVUc2su1lIwC2jcxm/iXncZNbwV5f+Ag3vfKvH5ax7Wj24n1+xX9cdyQTslf7XO5IvS8epTYpMqatZsrmLJYzdFXGej2xvYf1mLXv3PgkWqJkXPRZ6OcNJUAi+NKvzuZttz6f8y89CBYWLN9pI6/Z6yJO2PvXD3g7P/vGu7byyEc2spGNbNvbE99xJlbBb07dcoY+2H4fOdP9IQAFgXQ0amk1su1pIwC2jcxKKoqPoNJdFskLvOayxVrBXv/5EW76o8cmCGuKPvz7dUfxmlH2a5vb4hW3MO1V+6SwjIs+XdnirOsP56R9L93Oo3vs2I/XHEBhFS1BFKaRwqKwKFxT4k1G89wlV3PRbnuipOH39/g1h4/dtMV1/+CmA2P7gZGNbGQjeyTblWeczMFvO3OLyx3wd24ZKyG2P/R+l1XO9XqAbTW3j5lG88TtbWYHGssj3B4Jl98j0qzyNCH8jZ70t0HY2MC0KhBztveXTkFIyw0n/e3DPeQdykbg6+EzjaWFZpNxhb65KOkLtZ1H9diyCdFH+3rHXBg6omRCaHI/Z6w3lk0mZ3m2kWP2upq7e5M8beI6jthzdgB28c17MSn7/N5eD62P3MhGNrKR7Sh27L5/yRd+8iWOeLXl4s8Pp1Af8MEz670GbeV/WYETQZNg8xGYGNn2sxEA20ZmM3zjUOq1X8PKvWI2jAjG9vvqh7juxPdswxGObGTOVq28g1X+75+u2Zcc7Rtlj+zhsnFZ+GyXJRcWCbSEQAJda1mnO0hhWSynOWLyRtSk4bmrr5lznXOBs5GNbGQjeyTaudefCpzKxZ+fYyEf8I4dbKxzs6z/Lnw2spFtTxsBsG1k1kdYpK5nvqKJxt2fAjMrGHUH2Db2/t+8CIAl2RSL1fQo09YwJQwKQ07JN244hBfv86vtPaTHhD1x1a2suXU3lACFA17KN+42OHpoywPjXbP1qJH3MLKRjWxkw806tVhZ1LNfkPRkbfpgO6hZa7B2xylW25HG8ki3kQbMNjIrQ98vvBa9/yKp/xJpLRj1v60V7PuVDz0sY32s2JP/7Ey+9M1n842bDuaC+/flwo378LGrjn3Ytv/B37yQv/31i+dc5uTLX87Jl7/8YRrRoCksOZocHRs0j+zhsdW738GkyFggMsZFRo5ECUFHCJbJHh2hyYVhuZriWauvHfj9lbfsDsCla1c/zCMf2chGNrIdwx73vjMR2oGvWrbL+IyYZxoJI0ZZsJFtVxtlwLaRSS0Q2vXVifVfs6rND5kFrMAC+37lQwgBQlqufcn/2XYDfhTZwW8/E/v/t3ff8VFV6f/AP+feqakEAim0oBRBBCQoBKQpgjQD2BuwKi4i0kFUSgARpIXdFcT9wQK67hfcpaoEpBdRgRAQAamBIBtggQCpU+59fn/cmZsZUsEkk5Dn/XqNZG6bM0/GyTxzznmOAGSbNtlWMQGOAMBZG3CG2VHdmgMASHdakHSrNt48MBC1LGmoZbqONxvuLrV2TWq6vshj4lusKLXHLw6jUKBAQIaK2HqHfNqWysgqjJCFBAcpsJETmaoKh+tbm0a1C15v7puzzRBu0N7OH6lzDm02vY+fus0oo1YzxpjvNR0bD8mUW3jD3fN1+3wwqNoxgjtzmA9xD1hpcf+PnU8vglcBDvdhnlUSXecJQXryJXzUG3H/io/ReM0Unzz23XJPX3JaAXswkBVJsD+QDWPDW6gRfhOBJq3cvQSCRXYAAK7YA3E6J8xXTS4Xjl2oCQBoW/dskfOLSkP3iHfK/DHLI4VUOEiBA6prSCIVWXiqhpwOAPjyVBsA4OSLMVbpBJ1XYcguZHRhRezxItIqD5aXG0+PKTHcA1aWPJIuke+QxIJf2EQCjVZPhQDwW79JpdK8qC9mQsgE2ajAYFBhNCgIDlJgkNQK8416y7fjISTAFgLUan8BTYIv44bDihzFCKdrQTaDUGGQFBgkbUiX9q8Cm2pA3K+xiGu6rkTbtCG5KXrU+/Wuzm34n2k4+Wzp93xeuBiBJrVTS/1xWOHMEWe1f+/wPHfBjUdKuD2MMVZRGDMV+F0RyIgUUI0eOzy+3+b0gZUXnICVFa91wMhjXthtPV+uY/XeL1eZeiGRfkij1VNBJEpsSGLD/0wDAFgDVZhNTliNDvgZ7Qgw2mGSFKgQsCsyuu8ajoQOf8n3Gk/u0BZF3Nyp6PU5SpPkIKhGgaZdTuHp6oeQqZpxU7Eiw2mBjYywKQbYVANUVzRVCNhVA1QhIAlCmsMPE4/0xbSH1pRYm+42+QJQ6smXLfU+mCPOonZNTr4YY4xVbOY0J7KrGuG0IvfLbfewQwO0j1wFTgdhrOxwAlYWPHq7vOaC5fMmIAp4Y/Cs2kOkTR5tuGoahCCc+AM9Yg+sngpJ0hI9o0GBUVIgSypMsoIAow1W2QGFBOyyAXbFgL4/aMPEnKoE1aO0kEHSfi4sSSst7Z6bC9UIqAahPReV0Lnqb7jPeAXpZEG6YkWO0Ygc1YgcMsKmGpGlmnDFHoiD/9MKsIdYsxBktCHQmAMHyZhxrAfeb7KhTJ9HUerPigfJhDOj81/7xFPLwfE4uGhkkce5e1zKBR7akK8OW8ci0GhD3/CkUp2jyBhjFUWTD+Jx7GPvv3GyXYUqC0iKa36Xex4Yafcr5F8YKmcLMfPf6RLDCVhp8lyAWQIgkat3C7m9XwJ553/lcx2vu67eM+H6ucnaOADAsT5x+Z7+0PrJAIAjT0/x2qaoAkIIGGQVsqzCYnDCYnDAbHAiwGBHoCEHQQatYIVNNcBBMmQQzLITDlWCTdV6k+yqlpw5SUvKYvcMxbrHPs23Lc/sHYJVbRcWEbji6157OIIMMtRL/wNIxerkPcjyKF5Qg7KgGARkEAIloIbsh96P9ISjXg3YqpkBfwkOq0CqBbhgBXJCAbV2Nh6u+3uJtbGknB5XdELlVpzkq7xJuFRyr4t7ydV0f/RtdBgtLed93RTGGPO5pmO1qQZuLf8cj6AUBwx2FYq/ASBAcgKKDC0Jk11VERkrRzgBKy1S7lpgkMi18jpByOQxDNEjmSqsyEY+Xebu5MvTg+vitId2DWEkElBJQFUlEAk8sHqqx9Gya5ijdpMlVf/Xz+BAiCkL1YyZCDDkQAbBQTIcJEMCwSg54VANyFJNehKWLRmRoxi14Xwk9J4yTyoJqCQjds9QSIK0GwgGSYFJUmCV7TBLTlhlB/wke56qgdOP9oIkVL1n6stTbZBw4ac8j/NszXeh3riJ787shYO0ihwP/nsoGnzwC6SQKqBqwSCDBKESJAfB4KqGJNkFDFmAesmKX081wGDza1gU/WXBv5di6PbwZGxKqlhFTFj5EPXFTARWycaxPvz6YYyxzt0+wfZN70F2AKorAWs+LB5+6SrkHAUkC9iDZZAMvRS9StrQQyWfibVU0JfejJUBTsBKi96rRa5kDNo3NvkkX7efV1AyRiSKrIYo3Xa+VkBHgFShDV2E9rjuOWWyRJAkLRFyJ0UGocIsORFgyEGwnA0ZqisBM0By1W11uEoNGkXuelEqSVBJghOS1xBFlQRUuJJBz22unw2upC9D0t4hDa7H+NP+P6FZwEWEGm7hpuIHhQKguApp/PtMNO43peUbg4SLf9N/dr/Azw4DMAzoXk8bvicUgnAQJAO5ytEKqApBVQDVISDnAD8vaYnHx83Etq3j9es1HaeVuD/6SfF6mDLuDyzWcYzdTjYrCHItmcAYY5WVe7jh9k3vAQAOzx+JZqPi0eLdeMhOV6JllKAaBZxWAZJzzxUEQEHuFJCKRnUvYFZO8ELMJYYTsFJCACATIGsLMguZtPvuBCmfoYee87+85oLdtkCz+zzPn4WA3oslhJZ4kbv3SxVQVe8LCmjtkFzzvYyyAovBgSCTDcGmbFQ3pSPSeANV5CxIUKFCgkICCrQkK4eMyJG0+VLpqgVmYYFZciJbMcKmGuBUZThJglOVvZIvpyrBrspQVEkriOE0wOGU4XDKyE6zQE43aG+mBoBq2FCr2Q1UNWSgqiETwXIWXmug9Xg9d3/iXf1eEpLnFbq/3XNzoZi1tcNIAm5FmdDqjXnam7ckYHT9H9Pyz/E4+HnFG+bHKo4zL3zo6yYwxpjPPDRKK+rlkU+h+Yh4HJ4/Us9JZBtBNQD2YAMcfgIOPwH1trlfgGttMM/pVIWuzcpY6eMErJSQBIj8ki+JvHq+vBOt3OqH2r7Ce7uEx/GSx7GqKqCoEpyKBNV185w36U7QhAEQQoEkCCbZiSCTDdXN6Qg330Jd81XUNl5DoGSD7FrUTHEtG+dwJWCZqhlZqhkWVRsyaFO1Qhc21QAbGeFQJThcX0XZVQMcqgy7KsOuGpDj1OaM3bjhB+MZK6yXAT+nFjfVoA0ZoIsWrN/fAY+8ehiLWy0DALR9YS6s/7PD8PNxbMr84u5/QQX44d+j893e6g0tcROuBRw9v2EryKMD50GpWowDGWOMMaZrPjwekvvzkQq0eDdeS6gE8PA78ZAVAKQlWg4/AZIFFBO08vOeCy4Dev154UrAtG2uKSKM+QgnYKXFNe9Lv92WfN2eeAHeCVdBhTmEIH3+l2fy5T5eVSUorgRMcbqSLyV3+KF+DVmCKhEURYIiafsNQkUVYzZqma6jtvEawuUMWFxfH0kAZAEoBNhIIIcc8Bd25Eg5CKRs5KhGOMiAHDLqSVewnAV/yYZ0xYpLzmBkKBZkKSbYyIgsxYh0hwWBJhuyw4yQJRVbO89Dm1fmQjUKKEZtGMHtxST2rsw/QSptB5YUXXnwdvuW3fk5jDHGWKV32/fPQoU+H16b30X6yBSSod+8zqfcRAyiXNUSLD6ugnjP4gSstLiKcAhZS8CE+6aXoM//RZynDL1ndznglXwB2v8Liqu2vV50Q5GgOCSoTglQJJCqzXFyX4sEoMoE1SHBaZeRJZuQaTYhwv8WOgceQyNjGqakPoVfr0ZACODK5WA0+vMvgCyDHE7cWB8FImBXi/+DjbIBZEMBoXPi6zDI2pBGWVKx6IGvoJJA83q/4sl2H+mPv3nvBHTsPVvr7ZIFVKPA3pWj0erNeVADtK+keHgfqwzqLpkFyaLA6m9DsF8O/Ix2bO1c+DBZxhi7lz08RKtySDL0XipVaEmYULUETKi5+8k95BC5vVxwDz2E6+OTR0VqQR49Y4z5CCdgpUWQXnTDM2EqKPEqCrnmcKnCVczD9W7j7tlyz/NSnRLIIQF2CXBIkJwCQgHgTsKgJYaQXN8i2QUkByCnAxfOBWD+8VDgVgZgs6MaXYUQEqpJaUCVYIAI5HCi6guXAAB9pScAISCMBsBoRE1jhtY4pxPIzsE4U1+oNapC0CTIDgUbj07Xn8/Ob8aiQ+xs7Fk9Rt92YPEofU0vxioDIQGSTAUuIcEYY5WNULWpCNr6nq4pHapWWl5yap9dVCH05Ev/glrVPhoJQBu245GEuUceeXXgcALGfIgTsLKWXxme26oWam8Swmubx8G5byok9GIbpOQmX1K2rCVWNqG9Wbm+MQK53qwkLSmTcwDZDsg2wJBNECrgCPWHwShDZNkgbHZAUbQqPE4FZLfjxEcPIvldbRhg9/pjtca639UUFQln52iVBg0y1IhqWkOznVCDLOjS8WMIpwqhEoRTxa79k/OEoqA5WIzdkwwqZIPitenhIfFIWsg9wIyxykmxAPYg7V/VAG1dL4f2WUW25d7XPzqRPs1L+1fNm4S5i24I1VXIjyrGmERSVVA5qoJIXAWxxHACVlpUob0JCIC8xg96VsNw/+PqmQJc63flHkL6Ss7Qi3SorpLypLpuigA5JYgcCYZsCYYsATlbS6705Mv1eO5KQLIdkHMIsh2QnATZTpCcBNUswxlsgWyUIWxGiGw7kJkFUhRsvPkPAMBTLSZh46GpSDg9O9+nnpA8D91axUE4FGw8PM1rX/eG7wGZWV6l4hmrrMz+dpzoN8lrGydfjLHKLOa1g0h3WpDlNCHLaUSmw4TrGX7IvOoP82UDjLcAg3AtruxRXEOvbOjOxghaEubxmUpy73fe9YAkxkoEJ2ClRDgFhFMCQXW9F2j/JSFyC3G43hW0xEs7z7PnC64eLhD0Vd+JAFK1qoakCO1np4CwSZBzJBgyBYwZ2rdE7q763Ebl5nKynWDIIcg2LfGSHNq/wkkQinfJxITUBV7PbeOhqSjKpgNx+W5POPlJkeeyyqvD07Mh21RIDhVQSestVYHNe+6Nkuz1vpoByaDCaFRgMTsQ7Keg3eb38MOT/P8FY4wBQFP/i7juDECGYka2YkKGYsLug80QeNXjs427KIfHPHlxexLm3pU7cEg7zrUuq6iQC4OxewUnYKVEKALC4epyUkkrR+8aq0yebxCuREx73/B+M3AnX9r8L4KQtHle5Cqo4ZV8ZUow3RIw3YLW++Wg3DcoIPfNyHVfUrT1MwzZKmS7CsmuQjhUbN47Ad0emQLVYoQSbPFahBjQVqIHAdu/f690AscqtV3rx3oVbAFwT43TDwnJhEFSYZQVTroYY8zDowPmwZBDCD70KFqvOo5sxYTTz0Yg4ewc4BGgzavzIBTKnSNmcFVAdH2WIiG8P1u5l40RgOQajqh6fC4qRyP7CsZVEO9ZnICVEuHUkjAtUXL9LJNWGVESgER5EjF4rA8GQB9iqPWEEYTrha9v80i+LNcEzDcAQ5arJ+u2xdPdk1jdb156F70kIBTClp0foGPPWej01CeQqpj1XrDHn5ypPR9F6xnbvvMDPPlYbjENxkra5h8moFurOO2NXpKgWA3o2GMWJNdrUjVo/5Ps/G6cD1t5d27+VhXNWp/BmnYLij6YMcYqEfdUiJy6Idg9rA1UowTHw7m15YVCMGaqkG0qVIOA0ypBMQvtb4LQCoyRe1q6OxlzTQWBAFRZWxVIuxjAy4AxX+IErJQIRUA4AchCK3kquQpsSAIkU+6wwnx6xNzciZa2hoXWv06eE0dJG+pouiVgvg6YMlTIdgBEXmObSXJXPwRUo4Sf/qmtT9UhdjZ2fjNW/1lSAUlxD0NUsXVX/sO+7pXhYKz8Eg5t7CxJgGRXYMwAIARIElBNBjj8KuafzgbL03AwuC7QztctYYyx8sU9JUI1S3D6SSBZYM8qrVJyzEtztUqIDoKc7YQkCYAMACQI0pa0cS/UTK7q057JGEmumhzuoYoq7qXBFawC4gSslAgHIOe4v5XRki6SBchA+n1I0P51lawndw+Y+13BVamHFPcEMWjl42UVkkGBJdiBtxvtwvqBnaBYDFBNsv5NkHsJeXJ/KyQLKCYBEsCjA+dh37JR2LVurN5eyabqyReIsKWA5IuxsnB78ZbbNR8RX0YtKRl9f3gH52+G4ODhj3zdFMYYK5cUswDJAj/8ezTaPTfXq2h07ggeguRQIRwKZJsC2WaE01+GYpagGl2ft/Qhie5/SfsSXBauZXx89ATvhuquMlJO8BDEEsMJWCkxZgAGO7xKv6sGgAwCqseq7VpyBH3hZsC9rkXui1yfKEqAHGRHw4greKzaGTS2XES44SZ6/OczPDt9HHKqAcc+GonO3T5xJXOuPnahlfsQCmBwateNeXkufvzXaLR9fi5kuwqDa7ji1u3vl1GEGLt7JAFNx8VDNQDHPi7/VQN5yCFjjBXOXTSs3bNztPsEtHturvaz675qEHAGGAHVCJK14YfaFAvSip+5kq3cBExLyEgGFI+BE4K0Yh6M+QonYKXEmA0YXCVS3W8EuUmX581j0iiE9zJhInchQtVMUIRAjZB0tK56DmbJgbP2Gjhhi4BNNeLgZ7kfQklyrctFpC2+7CDIKiC5Bz8TYMgBOvacBZPrWyXJWRFmozLmQtofayGKPpQxxlj5t/drbR3Qx56Zk7uRKPdzEWlfYiuS7Brdk/sZilxDC91fNsP10Yok0r+IFqqr3Jkr+ZJzyvTpMeaFE7BSYr5BMBhUvSPL85sYT9r6FeSxyrtW7EI4tXlcJADVJGALlpFRU0bAvwLx07EaMK6zYErddchUTRi07B3sGKNVVJMUgqTC9Ubj+UAeP7sec+uOD9Clw3TtsVTV69Ps40/OxLbN3hUQGSsvJIersAy5esJMgGIGFBOgWghnh4/ySbvui5+HsyN989iMMXYvcM/7at9ntpY4eezThhiS97dv7vplRN7HCi0ZI0krZEZCADaCZBcQRFBzKsBwOnJNWCsveAhiieEErJSY0pXcBEzN7XnSEy5ydZkrlLvekZMgnCqEomjbFQXCqQJOBQHZOfh+3xr8Z2AU7jNdQbpqxVFbJNJVK0a+tBZrVj0G1d8MANo1sh3YeHQ6usZM09YeU7X/gVWTDDJI2Lpdq2YoKSqEU8Wm/ZO92m/+LbUMo8XYnTn0aW6Pb7OR8dqQE5Nrgw/Hy3PyxRhjJWP3Wm2eesfeswHkrmOqdW2R3utVEOHxg6q6esZyoH8GU2zlKLFhlQ4nYKVEchAkVdVXaBdEWtUdciVchNzky6lCqNqkUjhVCIcTcCqAwwE4HKDsHNz8dw1cV51IV6z4nzNIfxyLcOCvf3sG1YOzXImc1pOlBlnwZLuPIIgg5TghZdmQcGKmVxs9qxl26TAdJEsQKsFwNRMbL/ylrELF2B/yS7yWjDWaFq8Vu5GAuktmQTIrMFqdMBoUHI2NK5XH/vS3x3HVGYi4putK5fqMMVZZPPH4DGzd5j0PvXPXTyDn0+virmxIkgDkvKOLbjsasgqQ4r7rGmHk4N4c5juCiPsTS9KtW7cQHByM9h0mwyiZc0vCE+kVfEBa0gXFlTA5VQinAigK4HQlX04nyO4A2WxQc2xYdeFHXFadOOuogiM5tVFVzoSDZPy50U50i54MYXdqCZ3nr1PRes8Szs4psL2M3csarpqGk89M9HUzGGOM+VDHHrNyu8Rco5EUezb2bIvDzZs3ERQUVOj5Zc39WbKz4VkYhNHXzdE5yYHtzv+Uy5hVNNwDVkokhwJJUl3zu0hPwKCq+r96AuZKlKAqucmX06klZCrB/lQ0gB9hEYRwOR1+1jNoH3UaD74fjzXffqgtUJtj13vMoKggUgG7A9dWRvg6FIz5zMlnJqL5cK1kvSq7itqYAacVOPX+3VVPvHAxArVr8hBdxhgrLd0bjAMcDiScK5klRyTFc3FUbQQS2XkIIvMdTsBKiVC0sYdCVbWhh+6EiwpJvhRVS7oUbTspCsjpwPeLF6HtodcQaLIh025CtZevAPJbqBNSRZuI6nAArt4yyrHh8sAWkJzA5klz8avdD8tP7cCABnt9HRLGfOLwX7RE66Ex8ZCcWiVS8Qf+7nLyxRhjpSvh1Cx0rzMC3WsNQ8Lvf0Xz4fH6e/nd0AqbeczHVwmqwgkY8x0egljC3N3G3D3LGGOMMVY+lefPa/oQRLlf+RuCqKwulzGraKSiD2GMMcYYY4wxVhI4AWOMMcYYY4yxMsJzwBhjjDHGGCtnSCVt4elygmctlRzuAWOMMcYYY4yxMsIJGGOMMcYYY4yVkUqTgJ08eRKxsbEIDQ1FUFAQ2rVrh+3bt3sdk5KSgt69e8Pf3x+hoaEYNmwY7Ha7j1rMGGOMMcYqLVLL3+0uLFy4EPXq1YPFYkF0dDR2795dwoGqeCpNAtazZ084nU5s27YNiYmJaNGiBXr16oVLly4BABRFQc+ePZGZmYk9e/ZgxYoVWLVqFUaPHu3jljPGGGOMMVbxrFy5EiNGjMCHH36IpKQktG/fHt27d0dKSoqvm+ZTlWIdsKtXr6J69erYtWsX2rdvDwBIT09HUFAQtmzZgieeeAIJCQno1asXLly4gMjISADAihUrMHDgQFy5cqXA9Q5sNhtsNpt+/+bNm6hTpw4uXLjAayQwxhhjjJVDt27dQu3atXHjxg0EBwf7ujle3OuAPYYeMKAcrQMGB/ZgQ57PuGazGWazOd9zWrdujZYtW+Kzzz7TtzVu3Bh9+vTBjBkzSr3N5RZVAqqqUuPGjenNN9+kjIwMcjgcNHv2bAoLC6O0tDQiIpo4cSI1a9bM67zr168TANq2bVuB1548eTIB4Bvf+MY3vvGNb3zjWwW7XbhwoTQ/gt6V7OxsCg8P93ls8rsFBATk2TZ58uR8n4fNZiNZlmn16tVe24cNG0YdOnQog0iWX5WiDL0QAps3b0ZsbCwCAwMhSRLCwsKwceNGVKlSBQBw6dIlhIWFeZ0XEhICk8mkD1PMz/vvv49Ro0bp91VVxfXr11GtWjUIIUrl+ZQl9zdE3KNXsjiupYPjWjo4rqWD41o6OK6l416LKxEhPT1dH/VUnlgsFiQnJ5fLOgRElOfzbUG9X1evXoWiKHk+X4eFhRX62boyqNAJWFxcHKZMmVLoMfv370d0dDSGDBmCGjVqYPfu3bBarVi8eDF69eqF/fv3IyIiAgDyTZjye6F5yq/b1Z3U3UuCgoLuiTfc8objWjo4rqWD41o6OK6lg+NaOu6luJa3oYeeLBYLLBaLr5tRIm7/HF3UZ+vKoEInYEOHDsWLL75Y6DFRUVHYtm0bvv32W6SlpelvGgsXLsTmzZuxfPlyjB8/HuHh4fj555+9zk1LS4PD4ciTuTPGGGOMMcYKFhoaClmW8/R2XblypdJ/tq7QCVhoaChCQ0OLPC4rKwsAIEneRR8lSYKqaiU1Y2JiMH36dKSmpuo9Yt9//z3MZjOio6NLuOWMMcYYY4zdu0wmE6Kjo7F582b07dtX3+6eFlSZVYoy9DExMQgJCcGAAQNw+PBhnDx5EmPHjkVycjJ69uwJAOjatSuaNGmC1157DUlJSdi6dSvGjBmDQYMG3TNd7XfDbDZj8uTJBY7vZXeH41o6OK6lg+NaOjiupYPjWjo4ruxujBo1CosXL8Y//vEPHD9+HCNHjkRKSgoGDx7s66b5VKUoQw8ABw4cwIcffogDBw7A4XDgwQcfxKRJk9C9e3f9mJSUFAwZMgTbtm2D1WrFyy+/jDlz5vCbDWOMMcYYY3dh4cKFmDVrFlJTU9G0aVPEx8ejQ4cOvm6WT1WaBIwxxhhjjDHGfK1SDEFkjDHGGGOMsfKAEzDGGGOMMcYYKyOcgDHGGGOMMcZYGeEEjDHGGGOMMcbKCCdgDAAwffp0tG3bFn5+fqhSpUq+xwgh8twWLVrkdcyRI0fQsWNHWK1W1KxZE1OnTkVlrvNSnLimpKSgd+/e8Pf3R2hoKIYNGwa73e51DMe1aFFRUXlen+PHj/c6pjixZnktXLgQ9erVg8ViQXR0NHbv3u3rJlUYcXFxeV6X4eHh+n4iQlxcHCIjI2G1WtGpUyccPXrUhy0uv3bt2oXevXsjMjISQgisXbvWa39xYmmz2fDuu+8iNDQU/v7+ePrpp/H777+X4bMof4qK68CBA/O8htu0aeN1DMeVsTvDCRgDANjtdjz33HN4++23Cz1u6dKlSE1N1W8DBgzQ9926dQtPPvkkIiMjsX//fvztb3/DnDlzMG/evNJufrlVVFwVRUHPnj2RmZmJPXv2YMWKFVi1ahVGjx6tH8NxLb6pU6d6vT4nTJig7ytOrFleK1euxIgRI/Dhhx8iKSkJ7du3R/fu3ZGSkuLrplUYDz74oNfr8siRI/q+WbNmYd68efj000+xf/9+hIeH48knn0R6eroPW1w+ZWZmonnz5vj000/z3V+cWI4YMQJr1qzBihUrsGfPHmRkZKBXr15QFKWsnka5U1RcAeCpp57yeg1v2LDBaz/HlbE7RIx5WLp0KQUHB+e7DwCtWbOmwHMXLlxIwcHBlJOTo2+bMWMGRUZGkqqqJdzSiqWguG7YsIEkSaKLFy/q2/7v//6PzGYz3bx5k4g4rsVVt25dio+PL3B/cWLN8nr00Udp8ODBXtseeOABGj9+vI9aVLFMnjyZmjdvnu8+VVUpPDycZs6cqW/Lycmh4OBgWrRoURm1sGK6/e9RcWJ548YNMhqNtGLFCv2YixcvkiRJtHHjxjJre3mW39/5AQMGUGxsbIHncFwZu3PcA8buyNChQxEaGopHHnkEixYtgqqq+r4ff/wRHTt29Fq4ulu3bvjvf/+Lc+fO+aC15d+PP/6Ipk2bIjIyUt/WrVs32Gw2JCYm6sdwXIvnk08+QbVq1dCiRQtMnz7da3hhcWLNvNntdiQmJqJr165e27t27Yq9e/f6qFUVz6lTpxAZGYl69erhxRdfxNmzZwEAycnJuHTpkld8zWYzOnbsyPG9Q8WJZWJiIhwOh9cxkZGRaNq0Kce7CDt27ECNGjXQsGFDDBo0CFeuXNH3cVwZu3MGXzeAVRzTpk3DE088AavViq1bt2L06NG4evWqPszr0qVLiIqK8jonLCxM31evXr2ybnK5d+nSJT1GbiEhITCZTLh06ZJ+DMe1aMOHD0fLli0REhKCffv24f3330dycjIWL14MoHixZt6uXr0KRVHyxC0sLIxjVkytW7fGF198gYYNG+Ly5cv46KOP0LZtWxw9elSPYX7xPX/+vC+aW2EVJ5aXLl2CyWRCSEhInmP49Vyw7t2747nnnkPdunWRnJyMiRMn4vHHH0diYiLMZjPHlbG7wD1g97D8Jn/ffjtw4ECxrzdhwgTExMSgRYsWGD16NKZOnYrZs2d7HSOE8LpPrkIRt2+vyEo6rvnFhoi8tleGuObnTmI9cuRIdOzYEc2aNcObb76JRYsWYcmSJbh27Zp+veLEmuWV3+uPY1Y83bt3xzPPPIOHHnoIXbp0wXfffQcAWL58uX4Mx7fk3E0sOd6Fe+GFF9CzZ080bdoUvXv3RkJCAk6ePKm/lgvCcWWsYNwDdg8bOnQoXnzxxUKPub1n5U60adMGt27dwuXLlxEWFobw8PA833a5hync/q1kRVaScQ0PD8fPP//stS0tLQ0Oh0OPWWWJa37+SKzdVbpOnz6NatWqFSvWzFtoaChkWc739ccxuzv+/v546KGHcOrUKfTp0weA1jMTERGhH8PxvXPuypKFxTI8PBx2ux1paWlevTVXrlxB27Zty7bBFVhERATq1q2LU6dOAeC4MnY3uAfsHhYaGooHHnig0JvFYrnr6yclJcFisejl1WNiYrBr1y6veTfff/89IiMj/1CiV96UZFxjYmLw66+/IjU1Vd/2/fffw2w2Izo6Wj+mMsQ1P38k1klJSQCgfxgrTqyZN5PJhOjoaGzevNlr++bNm/mD1V2y2Ww4fvw4IiIiUK9ePYSHh3vF1263Y+fOnRzfO1ScWEZHR8NoNHodk5qail9//ZXjfQeuXbuGCxcu6O+tHFfG7oLPyn+wcuX8+fOUlJREU6ZMoYCAAEpKSqKkpCRKT08nIqL169fT3//+dzpy5AidPn2a/t//+38UFBREw4YN069x48YNCgsLo5deeomOHDlCq1evpqCgIJozZ46vnpbPFRVXp9NJTZs2pSeeeIIOHjxIW7ZsoVq1atHQoUP1a3Bci7Z3716aN28eJSUl0dmzZ2nlypUUGRlJTz/9tH5McWLN8lqxYgUZjUZasmQJHTt2jEaMGEH+/v507tw5XzetQhg9ejTt2LGDzp49Sz/99BP16tWLAgMD9fjNnDmTgoODafXq1XTkyBF66aWXKCIigm7duuXjlpc/6enp+nsoAP3/+fPnzxNR8WI5ePBgqlWrFm3ZsoUOHjxIjz/+ODVv3pycTqevnpbPFRbX9PR0Gj16NO3du5eSk5Np+/btFBMTQzVr1uS4MvYHcALGiEgrMwsgz2379u1ERJSQkEAtWrSggIAA8vPzo6ZNm9L8+fPJ4XB4XeeXX36h9u3bk9lspvDwcIqLi6vUpdKLiiuRlqT17NmTrFYrVa1alYYOHepVcp6I41qUxMREat26NQUHB5PFYqFGjRrR5MmTKTMz0+u44sSa5bVgwQKqW7cumUwmatmyJe3cudPXTaowXnjhBYqIiCCj0UiRkZHUr18/Onr0qL5fVVWaPHkyhYeHk9lspg4dOtCRI0d82OLya/v27fm+nw4YMICIihfL7OxsGjp0KFWtWpWsViv16tWLUlJSfPBsyo/C4pqVlUVdu3al6tWrk9FopDp16tCAAQPyxIzjytidEUSu2fyMMcYYY4wxxkoVzwFjjDHGGGOMsTLCCRhjjDHGGGOMlRFOwBhjjDHGGGOsjHACxhhjjDHGGGNlhBMwxhhjjDHGGCsjnIAxxhhjjDHGWBnhBIwxxhhjjDHGyggnYIwxxhhjjDFWRjgBY4wxl06dOmHEiBH31OMOHDgQffr0KZVr+8LtsYqKisL8+fN91h7GGGPsThl83QDGGKvsVq9eDaPRqN+PiorCiBEjfJIMVjT79++Hv79/iV5z4MCBuHHjBtauXVui12WMMcYATsAYY8znqlat6usmlCtEBEVRYDAU/SeqevXqZdAixhhjrOTwEETGGCtAWloa+vfvj5CQEPj5+aF79+44deqUvn/ZsmWoUqUKNm3ahMaNGyMgIABPPfUUUlNT9WOcTieGDRuGKlWqoFq1anjvvfcwYMAAr2GBnsPqOnXqhPPnz2PkyJEQQkAIAQCIi4tDixYtvNo3f/58REVF6fcVRcGoUaP0xxo3bhyIyOscIsKsWbNw3333wWq1onnz5vjPf/5TaBxsNhvGjRuH2rVrw2w2o0GDBliyZIm+f+fOnXj00UdhNpsRERGB8ePHw+l0ep0/bNgw1KhRAxaLBY899hj279+v79+xYweEENi0aRNatWoFs9mM3bt3IzMzE/3790dAQAAiIiIwd+7cPG27fQiiEAKLFy9G37594efnhwYNGmD9+vVeMXrjjTdQr149WK1WNGrUCH/5y1/0/XFxcVi+fDnWrVunx3/Hjh0AgIsXL+KFF15ASEgIqlWrhtjYWJw7d67Q2DHGGGO34wSMMcYKMHDgQBw4cADr16/Hjz/+CCJCjx494HA49GOysrIwZ84cfPnll9i1axdSUlIwZswYff8nn3yCr776CkuXLsUPP/yAW7duFTq0bfXq1ahVqxamTp2K1NRUr2SuKHPnzsU//vEPLFmyBHv27MH169exZs0ar2MmTJiApUuX4rPPPsPRo0cxcuRIvPrqq9i5c2eB1+3fvz9WrFiBv/71rzh+/DgWLVqEgIAAAFpS0qNHDzzyyCM4fPgwPvvsMyxZsgQfffSRfv64ceOwatUqLF++HAcPHkT9+vXRrVs3XL9+3etxxo0bhxkzZuD48eNo1qwZxo4di+3bt2PNmjX4/vvvsWPHDiQmJhYZhylTpuD555/HL7/8gh49euCVV17RH0tVVdSqVQtff/01jh07hkmTJuGDDz7A119/DQAYM2YMnn/+eT2RTk1NRdu2bZGVlYXOnTsjICAAu3btwp49e/SE2263F+8XxBhjjAEAMcYYIyKijh070vDhw4mI6OTJkwSAfvjhB33/1atXyWq10tdff01EREuXLiUAdPr0af2YBQsWUFhYmH4/LCyMZs+erd93Op1Up04dio2NzfdxiYjq1q1L8fHxXm2bPHkyNW/e3GtbfHw81a1bV78fERFBM2fO1O87HA6qVauW/lgZGRlksVho7969Xtd544036KWXXso3JidOnCAAtHnz5nz3f/DBB9SoUSNSVVXftmDBAgoICCBFUSgjI4OMRiN99dVX+n673U6RkZE0a9YsIiLavn07AaC1a9fqx6Snp5PJZKIVK1bo265du0ZWq7XQWAGgCRMm6PczMjJICEEJCQn5tp+IaMiQIfTMM8/o9wcMGOD1+yEiWrJkSZ7nabPZyGq10qZNmwq8NmOMMXY7ngPGGGP5OH78OAwGA1q3bq1vq1atGho1aoTjx4/r2/z8/HD//ffr9yMiInDlyhUAwM2bN3H58mU8+uij+n5ZlhEdHQ1VVUu0vTdv3kRqaipiYmL0bQaDAa1atdKHIR47dgw5OTl48sknvc612+14+OGH873uoUOHIMsyOnbsmO/+48ePIyYmRh8qCQDt2rVDRkYGfv/9d9y4cQMOhwPt2rXT9xuNRjz66KNecQSAVq1a6T+fOXMGdrvd6/lUrVoVjRo1KioUaNasmf6zv78/AgMD9d8JACxatAiLFy/G+fPnkZ2dDbvdnmd45+0SExNx+vRpBAYGem3PycnBmTNnimwTY4wx5sYJGGOM5YNumzvlud0z2fCsXghoc5BuP9fz+MKuXRhJkvKc5zkUsjjcSd93332HmjVreu0zm835nmO1Wgu95u3xcG8DvGOR3zG3b/OsZng3MXLL73fifu5ff/01Ro4ciblz5yImJgaBgYGYPXs2fv7550KvqaoqoqOj8dVXX+XZx4VAGGOM3QmeA8YYY/lo0qQJnE6n1wfza9eu4eTJk2jcuHGxrhEcHIywsDDs27dP36YoCpKSkgo9z2QyQVEUr23Vq1fHpUuXvBKTQ4cOeT1WREQEfvrpJ32b0+n0mjPVpEkTmM1mpKSkoH79+l632rVr59uWhx56CKqqFjhHrEmTJti7d69Xu/bu3YvAwEDUrFkT9evXh8lkwp49e/T9DocDBw4cKDSO9evXh9Fo9Ho+aWlpOHnyZIHnFMfu3bvRtm1bDBkyBA8//DDq16+fpwcrv/i3bNkSp06dQo0aNfLELjg4+A+1iTHGWOXCCRhjjOWjQYMGiI2NxaBBg7Bnzx4cPnwYr776KmrWrInY2NhiX+fdd9/FjBkzsG7dOpw4cQLDhw9HWlpant4fT1FRUdi1axcuXryIq1evAtCqI/7vf//DrFmzcObMGSxYsAAJCQle5w0fPhwzZ87EmjVr8Ntvv2HIkCG4ceOGvj8wMBBjxozByJEjsXz5cpw5cwZJSUlYsGABli9fXmBbBgwYgNdffx1r165FcnIyduzYoRetGDJkCC5cuIB3330Xv/32G9atW4fJkydj1KhRkCQJ/v7+ePvttzF27Fhs3LgRx44dw6BBg5CVlYU33nijwBgEBATgjTfewNixY7F161b8+uuvGDhwICTpj/3Zql+/Pg4cOIBNmzbh5MmTmDhxoldFRvdz/uWXX3DixAlcvXoVDocDr7zyCkJDQxEbG4vdu3cjOTkZO3fuxPDhw/H777//oTYxxhirXDgBY4yxAixduhTR0dHo1asXYmJiQETYsGFDniFuhXnvvffw0ksvoX///oiJiUFAQAC6desGi8VS4DlTp07FuXPncP/99+vD2xo3boyFCxdiwYIFaN68Ofbt2+dVbREARo8ejf79+2PgwIH68Lq+fft6HTNt2jRMmjQJM2bMQOPGjdGtWzd88803qFevXoHt+eyzz/Dss89iyJAheOCBBzBo0CBkZmYCAGrWrIkNGzZg3759aN68OQYPHow33ngDEyZM0M+fOXMmnnnmGbz22mto2bIlTp8+jU2bNiEkJKTQ2M2ePRsdOnTA008/jS5duuCxxx5DdHR0oecUZfDgwejXrx9eeOEFtG7dGteuXcOQIUO8jhk0aBAaNWqEVq1aoXr16vjhhx/g5+eHXbt2oU6dOujXrx8aN26M119/HdnZ2QgKCvpDbWKMMVa5CPojA+0ZY4zdEVVV0bhxYzz//POYNm2ar5vDGGOMsTLGRTgYY6wUnT9/Ht9//z06duwIm82GTz/9FMnJyXj55Zd93TTGGGOM+QAPQWSMsVIkSRKWLVuGRx55BO3atcORI0ewZcuWYhfyYIwxxti9hYcgMsYYY4wxxlgZ4R4wxhhjjDHGGCsjnIAxxlgp6dSpE4QQEEJ4rdnlaceOHRBCeJWLZyUnLi5O/x3Mnz/f181hjDHGOAFjjLHSNGjQIKSmpqJp06a+bso97dy5c/kmumPGjEFqaipq1arlm4Yxxhhjt+EqiIwxVor8/PwQHh7u62bA4XDc0fpl94qAgAAEBARAlmVfN4UxxhgDwD1gjDFWpjZs2ICGDRvCarWic+fOOHfuXJ5j9u7diw4dOsBqtaJ27doYNmyYvvAxAKSmpqJnz56wWq2oV68e/vWvfyEqKspriJ0QAosWLUJsbCz8/f3x0UcfAQC++eYbREdHw2Kx4L777sOUKVPgdDr1827evIm33noLNWrUQFBQEB5//HEcPnxY33/48GF07twZgYGBCAoKQnR0NA4cOFCs517U8/rnP/+JVq1aITAwEOHh4Xj55Zdx5coVfX9aWhpeeeUVVK9eHVarFQ0aNMDSpUsBQF9I+uGHH4YQAp06dSpWmxhjjLGyxgkYY4yVkQsXLqBfv37o0aMHDh06hDfffBPjx4/3OubIkSPo1q0b+vXrh19++QUrV67Enj17MHToUP2Y/v3747///S927NiBVatW4e9//7tXouI2efJkxMbG4siRI3j99dexadMmvPrqqxg2bBiOHTuGzz//HMuWLcP06dMBAESEnj174tKlS9iwYQMSExPRsmVLPPHEE7h+/ToA4JVXXkGtWrWwf/9+JCYmYvz48cXqWSvO87Lb7Zg2bRoOHz6MtWvXIjk5GQMHDtT3T5w4EceOHUNCQgKOHz+Ozz77DKGhoQCAffv2AQC2bNmC1NRUrF69upi/FcYYY6yMEWOMsVLRsWNHGj58uH7//fffp8aNG5Oqqvq29957jwBQWloaERG99tpr9NZbb3ldZ/fu3SRJEmVnZ9Px48cJAO3fv1/ff+rUKQJA8fHx+jYANGLECK/rtG/fnj7++GOvbV9++SVFREQQEdHWrVspKCiIcnJyvI65//776fPPPyciosDAQFq2bNmdBaIYzys/+/btIwCUnp5ORES9e/emP/3pT/kem5ycTAAoKSkp3/1169b1ig9jjDHmKzwHjDHGysjx48fRpk0bCCH0bTExMV7HJCYm4vTp0/jqq6/0bUQEVVWRnJyMkydPwmAwoGXLlvr++vXrIyQkJM/jtWrVKs+19+/fr/d4AYCiKMjJyUFWVhYSExORkZGBatWqeZ2XnZ2NM2fOAABGjRqFN998E19++SW6dOmC5557Dvfff3+Rz72o59W4cWMkJSUhLi4Ohw4dwvXr16GqKgAgJSUFTZo0wdtvv41nnnkGBw8eRNeuXdGnTx+0bdu2yMdmjDHGyhNOwBhjrIxQMda9V1UVf/7znzFs2LA8++rUqYMTJ04U+9r+/v55rj1lyhT069cvz7EWiwWqqiIiIgI7duzIs79KlSoAtLLuL7/8Mr777jskJCRg8uTJWLFiBfr27fuHnldmZia6du2Krl274p///CeqV6+OlJQUdOvWDXa7HQDQvXt3nD9/Ht999x22bNmCJ554Au+88w7mzJlT6GMzxhhj5QknYIwxVkaaNGmCtWvXem376aefvO63bNkSR48eRf369fO9xgMPPACn04mkpCRER0cDAE6fPl2sdcRatmyJEydOFHjtli1b4tKlSzAYDIiKiirwOg0bNkTDhg0xcuRIvPTSS1i6dGmRCVhRz+vIkSO4evUqZs6cidq1awNAvsU9qlevjoEDB2LgwIFo3749xo4dizlz5sBkMgHQevQYY4yx8oyLcDDGWBkZPHgwzpw5g1GjRuHEiRP417/+hWXLlnkd89577+HHH3/EO++8g0OHDuHUqVNYv3493n33XQBaAtalSxe89dZb2LdvH5KSkvDWW2/BarV6DW3Mz6RJk/DFF18gLi4OR48exfHjx7Fy5UpMmDABANClSxfExMSgT58+2LRpE86dO4e9e/diwoQJOHDgALKzszF06FDs2LED58+fxw8//ID9+/ejcePGRT73op5XnTp1YDKZ8Le//Q1nz57F+vXrMW3atDztX7duHU6fPo2jR4/i22+/1R+7Ro0asFqt2LhxIy5fvoybN28W63fCGGOMlTVOwBhjrIzUqVMHq1atwjfffIPmzZtj0aJF+Pjjj72OadasGXbu3IlTp06hffv2ePjhhzFx4kRERETox3zxxRcICwtDhw4d0LdvXwwaNAiBgYGwWCyFPn63bt3w7bffYvPmzXjkkUfQpk0bzJs3D3Xr1gWgla7fsGEDOnTogNdffx0NGzbEiy++iHPnziEsLAyyLOPatWvo378/GjZsiOeffx7du3fHlClTinzuRT2v6tWrY9myZfj3v/+NJk2aYObMmXmGFppMJrz//vto1qwZOnToAFmWsWLFCgCAwWDAX//6V3z++eeIjIxEbGxs0b8QxhhjzAcEFWdSAmOMsTvWqVMntGjRwmt9rtLw+++/o3bt2vq8KJZXVFQURowYgREjRvi6KYwxxio57gFjjLFStHDhQgQEBODIkSMlds1t27Zh/fr1SE5Oxt69e/Hiiy8iKioKHTp0KLHHuFd8/PHHCAgIQEpKiq+bwhhjjAHgHjDGGCs1Fy9eRHZ2NoDcOU4lYdOmTRg9ejTOnj2LwMBAtG3bFvPnz9eHEvpC9+7dsXv37nz3ffDBB/jggw/KuEWa69ev64tIV69eHcHBwT5pB2OMMebGCRhjjLE/zDPZvF3VqlVRtWrVMm4RY4wxVj5xAsYYY4wxxhhjZYTngDHGGGOMMcZYGeEEjDHGGGOMMcbKCCdgjDHGGGOMMVZGOAFjjDHGGGOMsTLCCRhjjDHGGGOMlRFOwBhjjDHGGGOsjHACxhhjjDHGGGNl5P8DtG9MzyTs1QIAAAAASUVORK5CYII=\n",
       "text/plain": [
-       "
    "
+       "
    "
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
@@ -4801,7 +5119,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 17,
    "id": "4d3d3e32-29f6-4f78-9239-bbeee0329878",
    "metadata": {},
    "outputs": [
@@ -4813,23 +5131,23 @@
         "bbox": {
          "items": [
           {
-           "maximum": 30.221627251342774,
-           "minimum": 9,
+           "maximum": 179.95833329166663,
+           "minimum": -180.041666625,
            "type": "number"
           },
           {
-           "maximum": 65.91610912890626,
-           "minimum": 53,
+           "maximum": 90.041666625,
+           "minimum": -80.041666625,
            "type": "number"
           },
           {
-           "maximum": 30.221627251342774,
-           "minimum": 9,
+           "maximum": 179.95833329166663,
+           "minimum": -180.041666625,
            "type": "number"
           },
           {
-           "maximum": 65.91610912890626,
-           "minimum": 53,
+           "maximum": 90.041666625,
+           "minimum": -80.041666625,
            "type": "number"
           }
          ],
@@ -4839,14 +5157,14 @@
          "items": [
           {
            "format": "date",
-           "maxDate": "2022-10-31",
-           "minDate": "2018-12-01",
+           "maxDate": "2023-02-13",
+           "minDate": "2020-01-01",
            "type": "string"
           },
           {
            "format": "date",
-           "maxDate": "2022-10-31",
-           "minDate": "2018-12-01",
+           "maxDate": "2023-02-13",
+           "minDate": "2020-01-01",
            "type": "string"
           }
          ],
@@ -4881,21 +5199,21 @@
        "type": "object"
       },
       "text/plain": [
-       ""
+       ""
       ]
      },
-     "execution_count": 13,
+     "execution_count": 17,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "cmems_store.get_open_data_params_schema('dataset-bal-analysis-forecast-wav-hourly','dataset:zarr:cmems')"
+    "cmems_store.get_open_data_params_schema('cmems_mod_glo_wav_anfc_0.083deg_PT3H-i','dataset:zarr:cmems')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 18,
    "id": "d4f8a084-ebc5-4b68-9367-4c80cfbe6db7",
    "metadata": {},
    "outputs": [
@@ -4905,18 +5223,18 @@
        "('dataset',)"
       ]
      },
-     "execution_count": 14,
+     "execution_count": 18,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "cmems_store.get_data_types_for_data('dataset-bal-analysis-forecast-wav-hourly')"
+    "cmems_store.get_data_types_for_data('cmems_mod_glo_wav_anfc_0.083deg_PT3H-i')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 19,
    "id": "4bd4fef4-ee7b-481b-88d0-76eb2694aa80",
    "metadata": {},
    "outputs": [
@@ -5184,6 +5502,11 @@
        "  grid-column: 4;\n",
        "}\n",
        "\n",
+       ".xr-index-preview {\n",
+       "  grid-column: 2 / 5;\n",
+       "  color: var(--xr-font-color2);\n",
+       "}\n",
+       "\n",
        ".xr-var-name,\n",
        ".xr-var-dims,\n",
        ".xr-var-dtype,\n",
@@ -5205,14 +5528,16 @@
        "}\n",
        "\n",
        ".xr-var-attrs,\n",
-       ".xr-var-data {\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
        "  display: none;\n",
        "  background-color: var(--xr-background-color) !important;\n",
        "  padding-bottom: 5px !important;\n",
        "}\n",
        "\n",
        ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
-       ".xr-var-data-in:checked ~ .xr-var-data {\n",
+       ".xr-var-data-in:checked ~ .xr-var-data,\n",
+       ".xr-index-data-in:checked ~ .xr-index-data {\n",
        "  display: block;\n",
        "}\n",
        "\n",
@@ -5222,13 +5547,16 @@
        "\n",
        ".xr-var-name span,\n",
        ".xr-var-data,\n",
+       ".xr-index-name div,\n",
+       ".xr-index-data,\n",
        ".xr-attrs {\n",
        "  padding-left: 25px !important;\n",
        "}\n",
        "\n",
        ".xr-attrs,\n",
        ".xr-var-attrs,\n",
-       ".xr-var-data {\n",
+       ".xr-var-data,\n",
+       ".xr-index-data {\n",
        "  grid-column: 1 / -1;\n",
        "}\n",
        "\n",
@@ -5266,7 +5594,8 @@
        "}\n",
        "\n",
        ".xr-icon-database,\n",
-       ".xr-icon-file-text2 {\n",
+       ".xr-icon-file-text2,\n",
+       ".xr-no-icon {\n",
        "  display: inline-block;\n",
        "  vertical-align: middle;\n",
        "  width: 1em;\n",
@@ -5276,89 +5605,90 @@
        "  fill: currentColor;\n",
        "}\n",
        "
    <xarray.Dataset>\n",
-       "Dimensions:  (time: 120, lat: 540, lon: 396)\n",
+       "Dimensions:    (time: 40, latitude: 109, longitude: 133)\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 61.94 61.96 61.97 61.99\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 19.9 19.93 19.96 19.99\n",
-       "  * time     (time) datetime64[ns] 2022-01-01 ... 2022-01-05T23:00:00\n",
+       "  * latitude   (latitude) float64 53.0 53.08 53.17 53.25 ... 61.83 61.92 62.0\n",
+       "  * longitude  (longitude) float64 9.0 9.083 9.167 9.25 ... 19.83 19.92 20.0\n",
+       "  * time       (time) datetime64[ns] 2022-01-01 ... 2022-01-05T21:00:00\n",
        "Data variables:\n",
-       "    VMDR     (time, lat, lon) float32 dask.array<chunksize=(1, 481, 396), meta=np.ndarray>\n",
-       "Attributes:\n",
-       "    Conventions:            CF-1.0\n",
-       "    source:                 FMI-WAM_CMEMS\n",
-       "    institution:            Baltic MFC, PU Finnish Meteorological Institute\n",
-       "    title:                  CMEMS WAM model fields (hourly)\n",
-       "    cmems_product_id:       BALTICSEA_ANALYSISFORECAST_WAV_003_010\n",
-       "    westernmost_longitude:  9.0138\n",
-       "    easternmost_longitude:  30.2080\n",
-       "    southernmost_latitude:  53.0083\n",
-       "    northernmost_latitude:  65.9081\n",
-       "    grid_resolution:        1 nautical mile (ie. 0.0167 degrees northward; 0....
    "
+       "
    • latitude
      PandasIndex
      PandasIndex(Float64Index([              53.0, 53.083333333333314,  53.16666666666666,\n",
+       "                           53.25, 53.333333333333314,  53.41666666666666,\n",
+       "                            53.5, 53.583333333333314,  53.66666666666666,\n",
+       "                           53.75,\n",
+       "              ...\n",
+       "                           61.25, 61.333333333333314,  61.41666666666666,\n",
+       "                            61.5, 61.583333333333314,  61.66666666666666,\n",
+       "                           61.75, 61.833333333333314,  61.91666666666666,\n",
+       "                            62.0],\n",
+       "             dtype='float64', name='latitude', length=109))
    • longitude
      PandasIndex
      PandasIndex(Float64Index([               9.0,  9.083333333333314,  9.166666666666657,\n",
+       "                            9.25,  9.333333333333314,  9.416666666666657,\n",
+       "                             9.5,  9.583333333333314,  9.666666666666657,\n",
+       "                            9.75,\n",
+       "              ...\n",
+       "                           19.25, 19.333333333333314, 19.416666666666657,\n",
+       "                            19.5, 19.583333333333314, 19.666666666666657,\n",
+       "                           19.75, 19.833333333333314, 19.916666666666657,\n",
+       "                            20.0],\n",
+       "             dtype='float64', name='longitude', length=133))
    • time
      PandasIndex
      PandasIndex(DatetimeIndex(['2022-01-01 00:00:00', '2022-01-01 03:00:00',\n",
+       "               '2022-01-01 06:00:00', '2022-01-01 09:00:00',\n",
+       "               '2022-01-01 12:00:00', '2022-01-01 15:00:00',\n",
+       "               '2022-01-01 18:00:00', '2022-01-01 21:00:00',\n",
+       "               '2022-01-02 00:00:00', '2022-01-02 03:00:00',\n",
+       "               '2022-01-02 06:00:00', '2022-01-02 09:00:00',\n",
+       "               '2022-01-02 12:00:00', '2022-01-02 15:00:00',\n",
+       "               '2022-01-02 18:00:00', '2022-01-02 21:00:00',\n",
+       "               '2022-01-03 00:00:00', '2022-01-03 03:00:00',\n",
+       "               '2022-01-03 06:00:00', '2022-01-03 09:00:00',\n",
+       "               '2022-01-03 12:00:00', '2022-01-03 15:00:00',\n",
+       "               '2022-01-03 18:00:00', '2022-01-03 21:00:00',\n",
+       "               '2022-01-04 00:00:00', '2022-01-04 03:00:00',\n",
+       "               '2022-01-04 06:00:00', '2022-01-04 09:00:00',\n",
+       "               '2022-01-04 12:00:00', '2022-01-04 15:00:00',\n",
+       "               '2022-01-04 18:00:00', '2022-01-04 21:00:00',\n",
+       "               '2022-01-05 00:00:00', '2022-01-05 03:00:00',\n",
+       "               '2022-01-05 06:00:00', '2022-01-05 09:00:00',\n",
+       "               '2022-01-05 12:00:00', '2022-01-05 15:00:00',\n",
+       "               '2022-01-05 18:00:00', '2022-01-05 21:00:00'],\n",
+       "              dtype='datetime64[ns]', name='time', freq=None))
  • Conventions :
    CF-1.6
    time_coverage_start :
    20230212-03:00:00
    time_coverage_end :
    20230213-00:00:00
    date_created :
    20230203-07:43:00
    product_type :
    forecast
    product :
    GLOBAL_ANALYSIS_FORECAST_WAV_001_027
    product_ref_date :
    20230203-00:00:00
    dataset :
    global-analysis-forecast-wav-001-027
    institution :
    METEO-FRANCE
    references :
    http://marine.copernicus.eu
    credit :
    E.U. Copernicus Marine Service Information (CMEMS)
    contact :
    servicedesk.cmems@mercator-ocean.eu
    producer :
    CMEMS - Global Monitoring and Forecasting Centre
    area :
    GLO
    geospatial_lon_min :
    -180.0
    geospatial_lon_max :
    179.9167
    geospatial_lon_step :
    0.08332825
    geospatial_lon_units :
    degree
    geospatial_lat_min :
    -80.0
    geospatial_lat_max :
    90.0
    geospatial_lat_step :
    0.08333588
    geospatial_lat_units :
    degree
    • "
       ],
       "text/plain": [
        "\n",
-       "Dimensions:  (time: 120, lat: 540, lon: 396)\n",
+       "Dimensions:    (time: 40, latitude: 109, longitude: 133)\n",
        "Coordinates:\n",
-       "  * lat      (lat) float32 53.01 53.02 53.04 53.06 ... 61.94 61.96 61.97 61.99\n",
-       "  * lon      (lon) float32 9.014 9.042 9.069 9.097 ... 19.9 19.93 19.96 19.99\n",
-       "  * time     (time) datetime64[ns] 2022-01-01 ... 2022-01-05T23:00:00\n",
+       "  * latitude   (latitude) float64 53.0 53.08 53.17 53.25 ... 61.83 61.92 62.0\n",
+       "  * longitude  (longitude) float64 9.0 9.083 9.167 9.25 ... 19.83 19.92 20.0\n",
+       "  * time       (time) datetime64[ns] 2022-01-01 ... 2022-01-05T21:00:00\n",
        "Data variables:\n",
-       "    VMDR     (time, lat, lon) float32 dask.array\n",
-       "Attributes:\n",
-       "    Conventions:            CF-1.0\n",
-       "    source:                 FMI-WAM_CMEMS\n",
-       "    institution:            Baltic MFC, PU Finnish Meteorological Institute\n",
-       "    title:                  CMEMS WAM model fields (hourly)\n",
-       "    cmems_product_id:       BALTICSEA_ANALYSISFORECAST_WAV_003_010\n",
-       "    westernmost_longitude:  9.0138\n",
-       "    easternmost_longitude:  30.2080\n",
-       "    southernmost_latitude:  53.0083\n",
-       "    northernmost_latitude:  65.9081\n",
-       "    grid_resolution:        1 nautical mile (ie. 0.0167 degrees northward; 0...."
+       "    VMDR       (time, latitude, longitude) float32 dask.array\n",
+       "Attributes: (12/22)\n",
+       "    Conventions:           CF-1.6\n",
+       "    time_coverage_start:   20230212-03:00:00\n",
+       "    time_coverage_end:     20230213-00:00:00\n",
+       "    date_created:          20230203-07:43:00\n",
+       "    product_type:          forecast\n",
+       "    product:               GLOBAL_ANALYSIS_FORECAST_WAV_001_027\n",
+       "    ...                    ...\n",
+       "    geospatial_lon_step:   0.08332825\n",
+       "    geospatial_lon_units:  degree\n",
+       "    geospatial_lat_min:    -80.0\n",
+       "    geospatial_lat_max:    90.0\n",
+       "    geospatial_lat_step:   0.08333588\n",
+       "    geospatial_lat_units:  degree"
       ]
      },
-     "execution_count": 15,
+     "execution_count": 19,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "ds = cmems_store.open_data('dataset-bal-analysis-forecast-wav-hourly','dataset:zarr:cmems',variable_names=['VMDR'],time_range=('2022-01-01','2022-01-05'),\n",
+    "ds = cmems_store.open_data('cmems_mod_glo_wav_anfc_0.083deg_PT3H-i','dataset:zarr:cmems',variable_names=['VMDR'],time_range=('2022-01-01','2022-01-05'),\n",
     "                            bbox=[9, 53, 20, 62])\n",
     "ds"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 20,
    "id": "46b97169-d7cc-4196-a828-653b74c23dfa",
    "metadata": {},
    "outputs": [
     {
      "data": {
       "text/plain": [
-       ""
+       ""
       ]
      },
-     "execution_count": 16,
+     "execution_count": 20,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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\n",
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\n",
       "text/plain": [
-       "
    "
+       "
    "
       ]
      },
-     "metadata": {
-      "needs_background": "light"
-     },
+     "metadata": {},
      "output_type": "display_data"
     }
    ],
    "source": [
     "ds.VMDR[0].plot(figsize=(10, 10))"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 38,
+   "id": "52fef914-46e1-4dd6-99d0-be3a8fffa92b",
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "
    \n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "
    <xarray.Dataset>\n",
+       "Dimensions:                  (time: 2, lat: 97, lon: 33)\n",
+       "Coordinates:\n",
+       "  * lat                      (lat) float32 40.0 40.06 40.12 ... 45.88 45.94 46.0\n",
+       "  * lon                      (lon) float32 18.0 18.06 18.12 ... 19.88 19.94 20.0\n",
+       "  * time                     (time) datetime64[ns] 2022-01-01 2022-01-02\n",
+       "Data variables:\n",
+       "    sea_surface_temperature  (time, lat, lon) float32 dask.array<chunksize=(2, 97, 33), meta=np.ndarray>\n",
+       "Attributes: (12/53)\n",
+       "    Conventions:                CF-1.4\n",
+       "    title:                      Mediterranean SST, L3S, 1/16deg daily (SST_ME...\n",
+       "    summary:                    The MED CNR Sea Surface Temperature L3S produ...\n",
+       "    references:                 Buongiorno Nardelli, B., C. Tronconi, a. Pisa...\n",
+       "    institution:                GOS\n",
+       "    history:                    GOS-MYO processor V3: new version\n",
+       "    ...                         ...\n",
+       "    publisher_url:              http://marine.copernicus.eu/\n",
+       "    publisher_email:            servicedesk.cmems@mercator-ocean.eu, gsdk@art...\n",
+       "    processing_level:           L3\n",
+       "    cdm_data_type:              grid\n",
+       "    Citation:                    \n",
+       "    distribution_statement:     See Copernicus Marine Service Data License
    "
+      ],
+      "text/plain": [
+       "\n",
+       "Dimensions:                  (time: 2, lat: 97, lon: 33)\n",
+       "Coordinates:\n",
+       "  * lat                      (lat) float32 40.0 40.06 40.12 ... 45.88 45.94 46.0\n",
+       "  * lon                      (lon) float32 18.0 18.06 18.12 ... 19.88 19.94 20.0\n",
+       "  * time                     (time) datetime64[ns] 2022-01-01 2022-01-02\n",
+       "Data variables:\n",
+       "    sea_surface_temperature  (time, lat, lon) float32 dask.array\n",
+       "Attributes: (12/53)\n",
+       "    Conventions:                CF-1.4\n",
+       "    title:                      Mediterranean SST, L3S, 1/16deg daily (SST_ME...\n",
+       "    summary:                    The MED CNR Sea Surface Temperature L3S produ...\n",
+       "    references:                 Buongiorno Nardelli, B., C. Tronconi, a. Pisa...\n",
+       "    institution:                GOS\n",
+       "    history:                    GOS-MYO processor V3: new version\n",
+       "    ...                         ...\n",
+       "    publisher_url:              http://marine.copernicus.eu/\n",
+       "    publisher_email:            servicedesk.cmems@mercator-ocean.eu, gsdk@art...\n",
+       "    processing_level:           L3\n",
+       "    cdm_data_type:              grid\n",
+       "    Citation:                    \n",
+       "    distribution_statement:     See Copernicus Marine Service Data License"
+      ]
+     },
+     "execution_count": 38,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "ds = cmems_store.open_data('SST_MED_SST_L3S_NRT_OBSERVATIONS_010_012_a','dataset:zarr:cmems',variable_names=['sea_surface_temperature'],time_range=('2022-01-01','2022-01-02'), bbox=[18, 40, 20, 46])\n",
+    "ds"
+   ]
   }
  ],
  "metadata": {
@@ -5558,7 +6469,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.9.13"
+   "version": "3.9.15"
   }
  },
  "nbformat": 4,
diff --git a/test/test_store.py b/test/test_store.py
index 2222a01..b413ad1 100644
--- a/test/test_store.py
+++ b/test/test_store.py
@@ -123,16 +123,26 @@ def test_open_data_with_cube_params(self, mock_open_dataset):
         self.assertEqual(1, len(mocked_ds.data_vars))
         self.assertTrue('VHM0' in mocked_ds.data_vars)
 
-    def test_open_data_with_bbox(self):
-        ds = self.datastore.open_data(self.dataset_id, bbox=[9, 53, 10, 54])
+    def test_open_data_with_bbox_with_lat_lon_dim(self):
+        ds = self.datastore.open_data(
+            "SST_MED_SST_L3S_NRT_OBSERVATIONS_010_012_a"
+            , bbox=[9, 40, 10, 46])
         self.assertIsInstance(ds, xr.Dataset)
-        self.assertEqual(60, ds.dims['lat'])
-        self.assertEqual(36, ds.dims['lon'])
-        self.assertEqual('CMEMS WAM model fields (hourly)', ds.title)
+        self.assertTrue(True, 'lat' in ds.dims.mapping)
+        self.assertEqual(97, ds.dims['lat'])
+        self.assertEqual(17, ds.dims['lon'])
+
+    def test_open_data_with_bbox_with_latitude_longitude_dim(self):
+        ds = self.datastore.open_data("cmems_mod_glo_wav_anfc_0.083deg_PT3H-i"
+                                      , bbox=[9, 53, 10, 54])
+        self.assertIsInstance(ds, xr.Dataset)
+        self.assertTrue(True, 'latitude' in ds.dims.mapping)
+        self.assertEqual(13, ds.dims['latitude'])
+        self.assertEqual(13, ds.dims['longitude'])
 
     def test_get_open_data_params(self):
         open_params = self.datastore.get_open_data_params_schema(
-            self.dataset_id)
+            "cmems_mod_glo_wav_anfc_0.083deg_PT3H-i")
         self.assertIsInstance(open_params, JsonObjectSchema)
 
     def test_get_data_types(self):
diff --git a/xcube_cmems/store.py b/xcube_cmems/store.py
index ae3738d..400fcdc 100644
--- a/xcube_cmems/store.py
+++ b/xcube_cmems/store.py
@@ -214,10 +214,21 @@ def subset_cube_with_open_params(ds: xr.Dataset,
             ds = ds.sel(time=slice(open_params.get('time_range')[0],
                                    open_params.get('time_range')[1]))
         if 'bbox' in open_params:
-            ds = ds.sel({"lat": slice(open_params.get('bbox')[1],
-                                      open_params.get('bbox')[3]),
-                         "lon": slice(open_params.get('bbox')[0],
-                                      open_params.get('bbox')[2])})
+            if 'latitude' in ds.dims.mapping:
+                ds = ds.sel({"latitude": slice(open_params.get('bbox')[1],
+                                               open_params.get('bbox')[3]),
+                            "longitude": slice(open_params.get('bbox')[0],
+                                               open_params.get('bbox')[2])})
+            elif 'lat' in ds.dims.mapping:
+                ds = ds.sel({"lat": slice(open_params.get('bbox')[1],
+                                          open_params.get('bbox')[3]),
+                             "lon": slice(open_params.get('bbox')[0],
+                                          open_params.get('bbox')[2])})
+            else:
+                ds = ds.sel({"y": slice(open_params.get('bbox')[1],
+                                        open_params.get('bbox')[3]),
+                             "x": slice(open_params.get('bbox')[0],
+                                        open_params.get('bbox')[2])})
         if 'variable_names' in open_params:
             ds = ds[open_params.get('variable_names')]
         return ds

From 9c37b6dc5996216be673561845cbd69edd8f765d Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:17:21 +0100
Subject: [PATCH 02/12] changed GH workfile to use micromamba

---
 .github/workflows/unitest-workflow.yml | 22 ++++++++++++----------
 1 file changed, 12 insertions(+), 10 deletions(-)

diff --git a/.github/workflows/unitest-workflow.yml b/.github/workflows/unitest-workflow.yml
index 99e4a46..95eb139 100644
--- a/.github/workflows/unitest-workflow.yml
+++ b/.github/workflows/unitest-workflow.yml
@@ -17,12 +17,10 @@ jobs:
       - name: checkout xcube-cmems
         uses: actions/checkout@v3
 
-      - name: setup conda env
-        uses: conda-incubator/setup-miniconda@v2
+      - name: Set up MicroMamba
+        uses: mamba-org/provision-with-micromamba@main
         with:
-          mamba-version: "*"
-          channels: conda-forge
-          activate-environment: xcube-cmems
+          cache-env: true
 
       - name: Install xcube and xcube-cmems
         shell: bash -l {0}
@@ -31,20 +29,23 @@ jobs:
           cd $HOME
           cd $HOME/runner/work/xcube
           
-          conda activate xcube-cmems
-          mamba env update --name xcube-cmems --file environment.yml
+          micromamba create -n xcube-cmems python=3.9 -y -c conda-forge
+ 
+          micromamba activate xcube-cmems
+          micromamba update -n xcube-cmems -f environment.yml
           python setup.py develop
           
           cd /home/runner/work/xcube-cmems/xcube-cmems
           grep -v "^  - xcube" environment.yml > env_no_xcube.yml
-          mamba env update --name xcube-cmems --file env_no_xcube.yml
+          micromamba update -n xcube-cmems -f env_no_xcube.yml
           python setup.py develop
-          conda list -n xcube-cmems
+          micromamba list -n xcube-cmems
 
       - name: Lint with flake8
         shell: bash -l {0}
         run: |
-          conda activate xcube-cmems
+          micromamba activate xcube-cmems
+          micromamba update -n xcube-cmems flake8
           mamba install flake8
           # stop the build if there are Python syntax errors or undefined names
           flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics
@@ -55,3 +56,4 @@ jobs:
         shell: bash -l {0}
         run: |  
           pytest --cov=./ --cov-report=xml
+          

From ab892a4129df2209d8106f19a725670faad3237d Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:37:46 +0100
Subject: [PATCH 03/12] changed GH workfile to use stable versions of xcube
 instead of installing dev version

---
 .github/workflows/unitest-workflow.yml | 20 --------------------
 1 file changed, 20 deletions(-)

diff --git a/.github/workflows/unitest-workflow.yml b/.github/workflows/unitest-workflow.yml
index 95eb139..2cf25f5 100644
--- a/.github/workflows/unitest-workflow.yml
+++ b/.github/workflows/unitest-workflow.yml
@@ -22,31 +22,11 @@ jobs:
         with:
           cache-env: true
 
-      - name: Install xcube and xcube-cmems
-        shell: bash -l {0}
-        run: |
-          git clone https://github.com/dcs4cop/xcube $HOME/runner/work/xcube
-          cd $HOME
-          cd $HOME/runner/work/xcube
-          
-          micromamba create -n xcube-cmems python=3.9 -y -c conda-forge
- 
-          micromamba activate xcube-cmems
-          micromamba update -n xcube-cmems -f environment.yml
-          python setup.py develop
-          
-          cd /home/runner/work/xcube-cmems/xcube-cmems
-          grep -v "^  - xcube" environment.yml > env_no_xcube.yml
-          micromamba update -n xcube-cmems -f env_no_xcube.yml
-          python setup.py develop
-          micromamba list -n xcube-cmems
-
       - name: Lint with flake8
         shell: bash -l {0}
         run: |
           micromamba activate xcube-cmems
           micromamba update -n xcube-cmems flake8
-          mamba install flake8
           # stop the build if there are Python syntax errors or undefined names
           flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics
           # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide

From 1c52d3ffe7285505e4befed549cc646bd4b2bda4 Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:46:51 +0100
Subject: [PATCH 04/12] update environment.yml

---
 environment.yml | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/environment.yml b/environment.yml
index 2b1f375..f4781f6 100644
--- a/environment.yml
+++ b/environment.yml
@@ -4,8 +4,8 @@ channels:
   - defaults
 dependencies:
   # Required
-  - xcube >= 0.12.1
-  - pydap
+  - xcube >=0.12.1
+  - pydap >=3.3.0
   - lxml >=4.9.1
   - owslib
   - pyproj

From 625cb8f48307849d844d04ddd8cae595406ad6d0 Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:51:33 +0100
Subject: [PATCH 05/12] removed flaking from unitest workflow

---
 .github/workflows/unitest-workflow.yml | 10 ----------
 1 file changed, 10 deletions(-)

diff --git a/.github/workflows/unitest-workflow.yml b/.github/workflows/unitest-workflow.yml
index 2cf25f5..8e2cd46 100644
--- a/.github/workflows/unitest-workflow.yml
+++ b/.github/workflows/unitest-workflow.yml
@@ -22,16 +22,6 @@ jobs:
         with:
           cache-env: true
 
-      - name: Lint with flake8
-        shell: bash -l {0}
-        run: |
-          micromamba activate xcube-cmems
-          micromamba update -n xcube-cmems flake8
-          # stop the build if there are Python syntax errors or undefined names
-          flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics
-          # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide
-          flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics
-
       - name: Run unit tests
         shell: bash -l {0}
         run: |  

From c0495ae9296e13d56c722e8277374979199a6814 Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:53:17 +0100
Subject: [PATCH 06/12] updated environment.yml

---
 environment.yml | 1 +
 1 file changed, 1 insertion(+)

diff --git a/environment.yml b/environment.yml
index f4781f6..4b7e55c 100644
--- a/environment.yml
+++ b/environment.yml
@@ -11,3 +11,4 @@ dependencies:
   - pyproj
   - mock
   - zarr
+  - pytest

From ca33e754bdaed550f65f98ec87b94b03e815af40 Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:57:30 +0100
Subject: [PATCH 07/12] updated environment.yml

---
 .github/workflows/unitest-workflow.yml | 3 ++-
 1 file changed, 2 insertions(+), 1 deletion(-)

diff --git a/.github/workflows/unitest-workflow.yml b/.github/workflows/unitest-workflow.yml
index 8e2cd46..943ab89 100644
--- a/.github/workflows/unitest-workflow.yml
+++ b/.github/workflows/unitest-workflow.yml
@@ -24,6 +24,7 @@ jobs:
 
       - name: Run unit tests
         shell: bash -l {0}
-        run: |  
+        run: |
+          cd /home/runner/work/xcube-cmems/xcube-cmems
           pytest --cov=./ --cov-report=xml
           

From 2f80d07ce7f6479af80ec626ad7a2d386e3cb41d Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 14:59:54 +0100
Subject: [PATCH 08/12] updated environment.yml

---
 .github/workflows/unitest-workflow.yml | 3 ++-
 1 file changed, 2 insertions(+), 1 deletion(-)

diff --git a/.github/workflows/unitest-workflow.yml b/.github/workflows/unitest-workflow.yml
index 943ab89..5c06063 100644
--- a/.github/workflows/unitest-workflow.yml
+++ b/.github/workflows/unitest-workflow.yml
@@ -26,5 +26,6 @@ jobs:
         shell: bash -l {0}
         run: |
           cd /home/runner/work/xcube-cmems/xcube-cmems
-          pytest --cov=./ --cov-report=xml
+          ls
+          pytest 
           

From 22c7c15e26d5805bf13a81d78009709c983dfbad Mon Sep 17 00:00:00 2001
From: tejas 
Date: Fri, 3 Feb 2023 15:37:56 +0100
Subject: [PATCH 09/12] updated notebook

---
 examples/notebooks/cmems_ds_example.ipynb | 11 -----------
 1 file changed, 11 deletions(-)

diff --git a/examples/notebooks/cmems_ds_example.ipynb b/examples/notebooks/cmems_ds_example.ipynb
index 6c7f223..cffbb33 100644
--- a/examples/notebooks/cmems_ds_example.ipynb
+++ b/examples/notebooks/cmems_ds_example.ipynb
@@ -19,17 +19,6 @@
     "### set cmems username and password to be environment variables `$CMEMS_USERNAME` and `$CMEMS_PASSWORD`"
    ]
   },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "id": "46033f11-cc33-40ee-a7e9-f647962c256a",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "os.environ[\"CMEMS_USER\"] =  \"tmorbagal\"\n",
-    "os.environ[\"CMEMS_PASSWORD\"] = \"Tejas@1993\""
-   ]
-  },
   {
    "cell_type": "code",
    "execution_count": 4,

From d9c0040eb9e8c16fa831ebbdce408d5c1e6f577e Mon Sep 17 00:00:00 2001
From: Tejas Morbagal Harish 
Date: Fri, 3 Feb 2023 15:41:38 +0100
Subject: [PATCH 10/12] Update environment.yml

Co-authored-by: Tonio Fincke 
---
 environment.yml | 3 ++-
 1 file changed, 2 insertions(+), 1 deletion(-)

diff --git a/environment.yml b/environment.yml
index 4b7e55c..e1fb01b 100644
--- a/environment.yml
+++ b/environment.yml
@@ -9,6 +9,7 @@ dependencies:
   - lxml >=4.9.1
   - owslib
   - pyproj
-  - mock
   - zarr
+  # for testing
+  - mock
   - pytest

From 3dfc810d9bc6187fa72be503d85ea4c90593d454 Mon Sep 17 00:00:00 2001
From: Tejas Morbagal Harish 
Date: Fri, 3 Feb 2023 15:43:59 +0100
Subject: [PATCH 11/12] Update test/test_store.py

Co-authored-by: Tonio Fincke 
---
 test/test_store.py | 3 ++-
 1 file changed, 2 insertions(+), 1 deletion(-)

diff --git a/test/test_store.py b/test/test_store.py
index b413ad1..92f2ba3 100644
--- a/test/test_store.py
+++ b/test/test_store.py
@@ -128,8 +128,9 @@ def test_open_data_with_bbox_with_lat_lon_dim(self):
             "SST_MED_SST_L3S_NRT_OBSERVATIONS_010_012_a"
             , bbox=[9, 40, 10, 46])
         self.assertIsInstance(ds, xr.Dataset)
-        self.assertTrue(True, 'lat' in ds.dims.mapping)
+        self.assertTrue('lat' in ds.dims)
         self.assertEqual(97, ds.dims['lat'])
+        self.assertTrue('lon' in ds.dims)
         self.assertEqual(17, ds.dims['lon'])
 
     def test_open_data_with_bbox_with_latitude_longitude_dim(self):

From 933741ad2634829e381a5989cb76724cb1d42ab5 Mon Sep 17 00:00:00 2001
From: Tejas Morbagal Harish 
Date: Fri, 3 Feb 2023 15:45:37 +0100
Subject: [PATCH 12/12] Update xcube_cmems/store.py

Co-authored-by: Tonio Fincke 
---
 xcube_cmems/store.py | 35 ++++++++++++++++++++---------------
 1 file changed, 20 insertions(+), 15 deletions(-)

diff --git a/xcube_cmems/store.py b/xcube_cmems/store.py
index 400fcdc..5e15d64 100644
--- a/xcube_cmems/store.py
+++ b/xcube_cmems/store.py
@@ -214,21 +214,26 @@ def subset_cube_with_open_params(ds: xr.Dataset,
             ds = ds.sel(time=slice(open_params.get('time_range')[0],
                                    open_params.get('time_range')[1]))
         if 'bbox' in open_params:
-            if 'latitude' in ds.dims.mapping:
-                ds = ds.sel({"latitude": slice(open_params.get('bbox')[1],
-                                               open_params.get('bbox')[3]),
-                            "longitude": slice(open_params.get('bbox')[0],
-                                               open_params.get('bbox')[2])})
-            elif 'lat' in ds.dims.mapping:
-                ds = ds.sel({"lat": slice(open_params.get('bbox')[1],
-                                          open_params.get('bbox')[3]),
-                             "lon": slice(open_params.get('bbox')[0],
-                                          open_params.get('bbox')[2])})
-            else:
-                ds = ds.sel({"y": slice(open_params.get('bbox')[1],
-                                        open_params.get('bbox')[3]),
-                             "x": slice(open_params.get('bbox')[0],
-                                        open_params.get('bbox')[2])})
+            x_y_var_name_pairs = [
+                {'y': 'latitude', 'x': 'longitude'},
+                {'y': 'lat', 'x': 'lon'},
+                {'y': 'y', 'x': 'x'}
+            ]
+            name_pair_found = False
+            for name_pair in x_y_var_name_pairs:                
+                if name_pair['y'] in ds.dims and name_pair['x'] in ds.dims:
+                    ds = ds.sel({name_pair['y']: 
+                                     slice(open_params.get('bbox')[1],
+                                           open_params.get('bbox')[3]),
+                                 name_pair['x']: 
+                                     slice(open_params.get('bbox')[0],
+                                           open_params.get('bbox')[2])
+                                 })
+                    name_pair_found = True
+                    break
+            if not name_pair_found:                
+                raise ValueError('No valid spatial coordinates found. '
+                                 'Spatial subsetting not possible.')
         if 'variable_names' in open_params:
             ds = ds[open_params.get('variable_names')]
         return ds