0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
"
]
},
- "metadata": {
- "needs_background": "light"
- },
+ "metadata": {},
"output_type": "display_data"
}
],
@@ -1786,9 +2088,9 @@
],
"metadata": {
"kernelspec": {
- "display_name": "Python [conda env:analysis3-20.04] *",
+ "display_name": "Python [conda env:analysis3-23.04] *",
"language": "python",
- "name": "conda-env-analysis3-20.04-py"
+ "name": "conda-env-analysis3-23.04-py"
},
"language_info": {
"codemirror_mode": {
@@ -1800,7 +2102,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.7.6"
+ "version": "3.9.17"
}
},
"nbformat": 4,
From cb8c9c875ef10bce454e53523c638521076fab08 Mon Sep 17 00:00:00 2001
From: Hannah Dawson <62230733+hrsdawson@users.noreply.github.com>
Date: Mon, 4 Sep 2023 10:34:19 +1000
Subject: [PATCH 2/4] uncomment Spatial_selection.ipynb
---
test/test_notebooks.py | 2 +-
1 file changed, 1 insertion(+), 1 deletion(-)
diff --git a/test/test_notebooks.py b/test/test_notebooks.py
index 3d0badec..4a896cef 100644
--- a/test/test_notebooks.py
+++ b/test/test_notebooks.py
@@ -66,7 +66,7 @@ def test_Tutorials(notebook_filename):
("Regridding.ipynb"),
("RelativeVorticity.ipynb"),
#("SeaIceSeasonality_DFA.ipynb"), # Does not run
- # ("Spatial_selection.ipynb"), # Does not run
+ ("Spatial_selection.ipynb"),
("Surface_Water_Mass_Transformation.ipynb"),
#("TemperatureSalinityDiagrams.ipynb"), # Does not run
("TemperatureSalinityDiagrams_mom5_mom6.ipynb"),
From 56dd9ef6ff57ee4e0bca026ea09f43b234e8e5b6 Mon Sep 17 00:00:00 2001
From: Hannah Dawson <62230733+hrsdawson@users.noreply.github.com>
Date: Mon, 4 Sep 2023 14:50:53 +1000
Subject: [PATCH 3/4] update notebook pre review comments, change colormap
---
DocumentedExamples/Spatial_selection.ipynb | 204 +++++++++++++--------
1 file changed, 130 insertions(+), 74 deletions(-)
diff --git a/DocumentedExamples/Spatial_selection.ipynb b/DocumentedExamples/Spatial_selection.ipynb
index 42dc4563..9966733b 100644
--- a/DocumentedExamples/Spatial_selection.ipynb
+++ b/DocumentedExamples/Spatial_selection.ipynb
@@ -10,7 +10,7 @@
"\n",
"This means any plotting or analysis in this region needs to use 2D curvilinear latitude and longitude coordinates.\n",
"\n",
- "This notebook will cover how to use the curvilinear coordinates to select data within latitude and longitude limits, and how to plot data in the tripole region correctly. There is also a [full tutorial on plotting with projections](https://cosima-recipes.readthedocs.io/en/latest/tutorials/Making_Maps_with_Cartopy.html#gallery-tutorials-making-maps-with-cartopy-ipynb).\n",
+ "This notebook will cover how to use the curvilinear coordinates to select data within latitude and longitude limits, and how to plot data in the tripole region correctly. There is also a [full tutorial on plotting with projections](https://github.com/hrsdawson/cosima-recipes/blob/master/Tutorials/Making_Maps_with_Cartopy.ipynb).\n",
"\n",
"Below the tripole area it is sufficient to use 1D latitude and longitude coordinates, which are much more convenient to use as they can use the [`xarray`](http://xarray.pydata.org/en/stable/index.html) [`sel`](http://xarray.pydata.org/en/stable/generated/xarray.DataArray.sel.html) method with `slice` notation.\n",
"\n",
@@ -22,19 +22,14 @@
},
{
"cell_type": "code",
- "execution_count": 25,
+ "execution_count": 67,
"metadata": {},
"outputs": [],
"source": [
- "%matplotlib inline\n",
- "\n",
"import cosima_cookbook as cc\n",
"import matplotlib.pyplot as plt\n",
"import xarray as xr\n",
"import numpy as np\n",
- "import pint_xarray\n",
- "#from pint import application_registry as ureg\n",
- "#import cf_xarray.units\n",
"import cartopy.crs as ccrs"
]
},
@@ -114,7 +109,7 @@
},
{
"cell_type": "code",
- "execution_count": 12,
+ "execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
@@ -131,7 +126,7 @@
},
{
"cell_type": "code",
- "execution_count": 13,
+ "execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
@@ -147,7 +142,7 @@
},
{
"cell_type": "code",
- "execution_count": 14,
+ "execution_count": 8,
"metadata": {},
"outputs": [
{
@@ -536,7 +531,7 @@
" email: andrew.kiss@anu.edu.au\n",
" created: 2020-06-09\n",
" description: 0.1 degree ACCESS-OM2 global model configuration under in...\n",
- " notes: Source code: https://github.com/COSIMA/access-om2 License...
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
"
],
"text/plain": [
"\n",
@@ -927,7 +922,7 @@
" notes: Source code: https://github.com/COSIMA/access-om2 License..."
]
},
- "execution_count": 14,
+ "execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
@@ -936,14 +931,69 @@
"aice_m"
]
},
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Define colormap for plotting. There are two options here depending on your preference.\n",
+ "1. Option 1: Standard `ice` colormap from cmocean\n",
+ "2. Option 2: Colormap from dark blue (open ocean) to white (100% sea ice cover)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 52,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def ice_cmap(colormap):\n",
+ " from palettable.colorbrewer.sequential import Blues_9_r\n",
+ " import cmocean as cmo\n",
+ "\n",
+ " if colormap == 'Option 1':\n",
+ " cmap = cmo.cm.ice\n",
+ " cmap.set_bad('lightgrey') # set color for land\n",
+ " else:\n",
+ " cmap = Blues_9_r.mpl_colormap\n",
+ " cmap.set_bad('lightgrey') # set color for land\n",
+ "\n",
+ " return cmap"
+ ]
+ },
{
"cell_type": "code",
- "execution_count": 15,
+ "execution_count": 53,
"metadata": {},
"outputs": [
{
"data": {
- "image/png": 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cDofD4XA4HA6Hw9EHTlB3OBwOh8PhcDgcDofD4XA4HA6How/8g96AmwWlFIuLi0xMTCCEOOjNcTgcDofD4XA4HA6Hw+FwOG4qtNasr68zNzeHlM7n2y/NZpNWq3XQm1FKpVKhVqsd9GbsK05Q75PFxUVOnTp10JvhcDgcDofD4XA4HA6Hw+Fw3NTMz89z8uTJg96Mm4Jms8nZM+MsP5Ec9KaUMjMzw2OPPXZbiepOUO+TiYkJID3hJycnD3hrDgfq8S/t/BsNgCR18Mu7Plv6vs3lL2FEVPZ24xwARDq92AbC62t+8x0mWuXTPJH2GJvv1eFwOIaJQuPf9Xf9zVu47+wUc39Sj38p8q7Pdiy3171r2NvQz7rM+uRdnyVcfhbVmc9vOW+4/Kz8mm2wr+fmGq9QJFqj0EzP/kP++srSM/JrvWeNxpNZQqBCIZH5/wCbusUdsw/l8zaW7+tY/8jMA9t+xluB4ueGdH+FOiHSiqrwtty37b/7v9fa33W/59BOaSzfh0T03Z6A/o7vfjHnwU7bkObYBwh11Ncyiu3arQh1nB/r9jUi0slA+8zhcNx+KHTHvdrGEzK/Bil01/WobNqg65aIXS/nZsVug/bbvrPvJ4lW+b7zhCTRqqOtFj/+nHye26U91C9ra2ucOnUq19kc29NqtVh+IuHSZ+5mcuJwufrX1hVnvuwirVbLCeqObkzMy+TkpBPUM+K6YEOFTM/ND/Q+b1My4h4u9gWF6HpY7+99nY26RCs8sbNlORwORy/kzIWB5lf1znuHeX+8fH6w61P9y5EzF9Ll1b8cJry+tyWuD+9auLFxL5Nzl0tfU8v3pNfiCUF9416OTFbwt2h/NJbOMjrZ3axL2s99lqAOkVZEaOrrT2fmxCIA0YbAQ2QPhp0P1ulnlvn7zT6QWna0i4LNzn0zcpu0mYqfG9L91NQakPl+hd0L6raQbkSY6h7uZ7V8D5P3XMp/7xc5zG2a/CIA4YZiUqbXgWJbpf/zsvM8STuYFDGpCSHSiqZOOCJrmZjVz3KzawnAhNc53eFwOHqQXsdEx73axlzv24K7zqcP+7ks0vGeLPewE24+G4DqRDDQ+0yn+djsJcKlc1RnH+1c7tI5xifS+82g7d3bCRenPDiTE5LJCde+OAw4Qd2xY0IdDSymAyRaM6wOcPthynbQpetRhDpmVFZuu4aBYaef296XvRwTDofDsVs2l84wNnupr3m3EvISrZBisOudWV6k466HIHse+yEoXDrX5QDfDeOyRrh0LnUuzT6WTzcdBMYNPior6bV4+Tz+zCOly+p/JFLqTpcIAiRSaOYXZqkJSVByzzDbUJxmqDrBsCdjs5cYA64unsAbkgOww5U+88i+N+RDHVEVqeggZy5seV4Ocn73Q7x8nklRJdIxQNe5aI+c6AdzbkvSB6Kq9Vq4dG7Hy3U4HLun7BnPnm6eT8ruyTfT+Zpvq3VrsJ+9jLs5EB6JVgTC37Nr0lLS4O6TSwN1nN4KmHvaoEgkPqaDV7O8MJcbFAAC4aQ2x96g0F1t84PGHrlxO+HOcseO2elD0qqOGGf3w0AaOuzYhsbSWaoiaLvmhKQ6+yjx8vldr8us79E44UuC0aEs76AYpBEmkR0NPPdQ6XA4dsuGauau7LEdLsM0IhtLZ/Dx8gdMGPxBOhA+jaWzjMw+tu1D5JoOOSZ2utW912/Ty22v0KXS9aD3uPS6njXCs7bvqPAIkOmwczRNnTCaNRETto6sCIQ3dOH0VuP43AJri6cJSTo6IAY5VofZkTMovZx1m0tnGBHV0tdguKLWtcWTjIogH1Yf6oiGigiEzNt+Kvu31Xq36wSwaUfe7dCckO030zG3mV2voP0wbK5fDsftRNlIWCgffQOQWPObWI2t3turPbDzUS07o1enQHEeuwO9+3VNXUeMQhbN0r7GDfO5bE2lYrpjMDwhcw3iDs/j4pVZ7j65lBsw3HOzw3Fr41pwjn3n1In0JrObBwg5c6FDiJlfmCVAcKfX7mHeUE3Gl+/hSrzJaX/32VwjosqX7KwD+1Ax6I3dNQQcDscwMJ2gW4VAFB3h9nQbc12yxbzdXKuqIujLsZ7mju9Nx6IRxotOPIns6IQo4s88sqWoXhQfUoe0ccSpNIpEazwh8t8RsKFj5iyn1dri6Z7CuiR9oHT0ZnLuMvMLs1R77sNy53ovIX1DhUwPa+P6wJybI7OP5eLBVmI6ZOJP9j4TYSSRHee4/Tq0zz9zTEc6SUdpiKDj+JNIJmWVUEfpcvoQ0st+L2Nz6cyOHIu9rl1meq9Op+J1z16/a4M5bjVs0bhsFKydSW1nU5vXTH2o4jWzdFnbOTitRQxyrm0nzJtRNAZPyJ4iv7082xRmvzYKuUO9uP6tXKr9fiaFIkFv20nqKMe+Xp/2J2gsnc2/r4Q0Tmy4VgyHw3FYcIK640DZqVMgXj6f5XqnQsEJr1swH5c1FIp17YajOxwOx0EjkVsK5rabE/Y3b1Kh8iiVskdJs30zJxazB6X2a8MSvMqWk2iFP/vIlp0Q5sGtv3WI/P9UqDAP79Y8AuqqU0yHVBDeXDpDpBWBc12VspWoe23xJDUh8/x0e76dxMDsd/E4I3qXnr9ZPFyZUUKhUNaoC7vuQY7VYRYIPx+lke5PkbcUI53k0UhmTXKLaJaONmaPbbe5uniCUeHnLnLY+vwuOtAHpde1rqOjsHBddDhudmwntt3hq9CgjbAsrEgDicpE9E53dne8gHmf/XcRu9hwpJP2PKK9fe15ywV/gxH67fmM4G9vg+2iL16nbLd5mehuvOv2+orv3S0SyRF5c4/APijKvgMjsCek8bO9DBEOx05JtOpZd+GguF1jgt3TkONAiEm6Gim9cmHLkEgC4ef/b8UpzxW6GBaHLavL4XDcPEhEl3Cklu/pcqhCt8C0m2vPVkKXQiFnLmx7/4l0nG9rUbzei+uiWeaGbm05Xzraa3sxvTxjtl0k0/xuTytDIpmem98y3sWICXYmvIM0r57+xXRPyC1jXkZlZajbZ47vfuYrc29XZx/tcmWadlpbHJdtERmJP/PItoJQIHyqIugQ020aOsrXkTpbVcd5bdaRCvtbf75BOin6dbxv91rZ62XTGjoEOkU3h+NmRVr/oFscN3/7haAzW3w2o1fsc8I8X5p/MUk2Tee/l1GMi0mXH2eiVbou85MK/emPed3+Kf4z67fnj3Sctiuy9RTP6bLzXJb8cxxuPh8pJ6Y7HLc47krsOBDKGgVpYbbhPiSkQ4JHhrrM25mdDId0D34OhwPaztOVxVP5tPw6URC6wqVzxMvniZfPp4L7DpsrW+UlF4V0ez7793j5fEdG+37Sq8DP5tKZgQukGoG2KNTaIqJ5bULuPN/MCPy3YwTMdsepVxBsd+syH1aNmF7HfpGiYG4wQvlWBofivrHPzV6ud1uI7yVKTM/N5+KTWX/RJSVnLnS4YvN1WJ0I1xZPZp0e3ZnLRXFrP0bP2GJ7vHy+I1LAzot3OG52OsVs3eEgN/8XO3sTnc4TaWX9JPl087/53bxmYtvMuoyjvUwYL25PUSg3r5v/jWBv1mN+7PeaeYzIHuqImCTbvt7ivI077w+GsnvBVvMoFEr3vsf3e/8e1n3e4XDsDS7yxXFgdDycMNwCoo5ytsrvGzb58G7Xb+dwODJMJ6ftUi1j0BobdmRLx/Q+YxLKBEU789leD5BHjvkzj7CyeKrvjtuySJCyaebvI3Ik7VwgyV3hprDhbotUFou/mb/rqrWtoyq0YjZ6URx6f6tjssV74QmB0joXQ4vOy855+/tuE60gazclWvXM/t8JRbHbdCwNSjEvvWMdFFzrJlYm20eRjtOibluNMik5xz3RHS9lOgPCpTPpukiLmYY6Qi2doZZ1BNl5zUVX/OLCHFUhmcr2+SAjK3dCr+tk2kHQSWpK0TvKfj+sbBWh5Lg1MHFR0HnPyKNerGPACOoKhScEidalnZK22J5Y96C8Q1PTLsxtOeR7CaW2OG/mTd+Z/m9ivFKxvvuep4zIn4nzEpFtS3v7AnRpHJjKXPjFbdhp9rtjdwzamXnca5ZON3pHvHy+533EaSKOrbA7+w4Lh2179gsnqDsOjF55sQjXONgr3H51OBy3EkYwK7uybSeml72ei+lbPCz5M490NJ6m5+bzzOedUra+fEi3AHT74WovBDNbwB2GmO7ojrwZm73E1cUTTGfTG0tnd+1QLzo7B6UYs6SW7yHSMUFJB9NOju+iEG6L82WRBXZ2OjBQB4HdiZ/HvlivhzpOY3J0OxZiTTWs94u0MG+W6VydfbTrIcnUFTDn4k6z07di21iaHs5+s692ey1yOPaDsnueLWrb53M7T73bfV6Wl150uJeRO9l7RMAUr6e2MF9cfrTNpdfMH2mNzJYVQd4pAIAApVMXfnGbItLi4fZ6t8pkvxnYT4PXbug1OiDRigtxi2NScURW82O0GMHX69NtV0ze4XDcPDhB3XEgRDrpEgXi5fOpEyl3C7SH+y4lm8x6Y4f+xrtT9qoxVBwFoFCEOsqnbVfJvZ/tKjY2ehUmczgcjmGzV4X6Ip30zCYPl851CX39dgbbERawtXBvv7ZbN3q/JFr1bBiGS+fyh0YjJJS5sm83Z/ogHJ9byH8fmX2stAjmfn3X0F1odEM1GZe1oS27F7YjzxaAc/d+JjY0ls7uKIu/l1vfZC4bAiGJcmFKcF21qKuIu/2t98GwRwNA72tZmcO/n31bNsLmZuNm3nZHb4wrvXit63W8GqG9l5BuxO6iG70j0sW4yfu4PyVoPETuKO96XXevD9oCuQJaWhMhUBoCoUuPZC8X2kHqhDEpS++fiU4F+CDfX9bSsutXQmfRUnv/2uJ7+u79Oa+Kz6DFaTczHwsDXnp35z1gbfF0V7vxpD/G5tIZrqsWp04sAZ3O8+1GOe31KCiHw7F7nOrlOBAm5y6zuXSmS9CVyKw4S9qYqOsm46JyS4vphrLiM7tdlp0jmpA2rqoiyG/Qa4unez4899voKeaSGreE/brD4XDcLLQLklEqqntCEi+fz0U10xls3tuvqL5TyoSIYbGmQ45vM0/R9dcdi+PE9H45PrfAtcWT1AS7jvHZjdvdCLW7FdO3qlnQi0QrpBXroqy6CXKA88R2PCp011D6CAU6Fb2K56BE4OPlgsd2ozD2IlqnjF4O/34pxlXdDu2x2+Vz3uzY1zpPyEwYlh3XsX6F9DKXuj1/Ufg27zURMMXlyB5iejsPvVN0h0yo1+m66krQwmNdVWjqAA9NIGIi7SNRVETqQJdCUyFBCp2K60rhWZsfaYi0oCo0nkgjbIoO9mJMjNLt1+zfgVx8N7uon/NkN07ysri8YS5/r+m1zU8mdV5692LXdPNdFKmKgKMlH28rsdy0MZ1Q5+jFYayicvi2aH9w56njwBibvdTxIFFXLcZlrcPdPDL7GIsLc9zpjQK3bkO5rOd+EIHduD2KjUqFzp2WaXGU9PVw6UzaeUE7o9Sm6GbYiu0unrfqd+ZwOPaP/byORLqdV96xDYXhuUZYN5Q764bfuNwrMT3UUYeDuuO1LQTGXt+LE9b749jcFa4tnmS8x4iIQdgqj7XIXozu2GnciIlnsSOXIp0W6ttqHF1ZdExanLRdGNe0hUKtCIRMCwUWIhWKMUfDdp9vRbETouhI32mkTNdyzCiAmQsDf0/Duv669qDDzkw3eEJ2Ff5u56pLECrPJy8T0csoiuh28dBE6w7x00xLJf3u96bzpNMTbX5P3edGnQ6EJkEAghaSdVVhXdVoaR9PKBJVwxMKD0XdWnxL+ygkNdHiqFdnWrYs57qgqT1WlI8UmsBrWQJ6Fm+TF73cvq1hYq2UyZ7P3mp/H/YItA4KIvygQnhx9Hn6+bqfPw8T9ohC+/M+HI0yk81j33O3iuOriiBvLxZrc/TiMO8bh8PRxgnqjgNlQ6XFOkZlhWpJTIhavocZbzx3DAKsqUbfBeBuVuzGje18tIky54F5cDSNoDwnFPCy1yOd5A2YUMe5w8GzGk2mwWCL6cVGRHE77AfZXsKRe3hyOBy7Zb+uI9fUZk9R2Tw0NZbO9oyDMQwipJdd7/t937AeuBKtSjsRbKqzj+ZxN7bAbse+OMFs5+zku7SPAZP9TYmoXiz6WcQcr6GOukcOWsKscc3Z8Xwd81qibT+o5XvyZZllxyREWtHUCRGa61dmufvkUtd7zXlYbLfY55MRhiSCKRnk8S5mWkjCuKj0ta3DYpCOjGIkz07pcroP6Fwf1jntrg0OG1u8LT5rJKRu7Jikp0O91zINRWHYXk6ibXG+uIxOEjSRbovoCQIPI6CnNJVHU/s0dcCaqrGSjOZSLEBFJAQiJhBJKrBriUKyqapE2mNCpsvyUIyJtIByC0kLj5b2iLTHPDDjhXgIJN2dAnZcTLvwaWHf5AVZJUon5eJ52T4tuNu3nn/ra0qx4+Qwj2y248gMpjqHEcjXFk/jCZHfO7dr/23Xfoz3qei1w+EYDk5Qdxwok3OX2w962Q11VTU5IlNHunkIaFjxMNNz810PJLfKQ3x+47ZEdJMlaveUy5kL+ckbLp0jED7VbMh0lXZ2plnmyGz7ply1HqzXFk8T6jhvdNk5rolWeUyModhTf1gbQA6H4+bCiGLGGXpQ+b/H5Ni289jOojJxfauHqWLUxIYKmZ6b75hnZfEU43Lr+hYwPPdSqKO+9rMtohcdvEb4GJu91OEK3m3RzZuNnR6zXlZkbtDvVKGxjz7z/l4jJ8rEXDlzIZ+jn4eCYRW/DJfO5QJ4lBUJjbTKRs7pPIO4JroFtGuLJwnojIeISYh10tGO6Szi1849Nm2eUeHv+zFaFLd7udO3mjbU7SmI68VpNxs387bf6nSOwrXF7e54ytyxroEsIgXdXXjUFsltgbkYHdP+3azHXn9xO1OCbBGm6KiHBpGK2UpDpCWbOqCpA9bVCGtJjbqq8mQ8QaQ9Ei1zAV0KhYdmVIacqlxHothUVa7HY6wm6TPvHf46a/4IYzKkqQJWkjEmvHbh5E1VZSWJOO2vUhWaSraNkvLPbWOuewqdOdQ791sxtq24n800+z7V61zrdU0pxpHay+xggEiag+CraopHr8xywhvBE5JxWdu23dcvrlCpo18SrTuuf4eBw7Y9+4UT1B2HConk2NyVLkdO0TnX0GGXiyrS8S1bDNPcjP2ZR7oeiM1ntveX/YDctSxrvra73QjlnQJILzG9bLjmrfAg5nA49hdTM2Nk9rGOBomcuUC4dJbqAQx5HcQROjL7WC4M9uNK305Mh7TTeG3xdD7SaC/pFW8zKOm9w137TYfCoIzLKhsqZHybQuE2iVaMzD62rw/gtmOurD3SL5tZ7JzSbSE9dYGmZ4gR049Lr/QcqeuECSEssUdlhfsUo0KyoVuMiwqhjqnrhFHhsa5jric+CZKjMuKo7D08fy/Zap/1U5h0WOsvut/tWBiHYy/oHPVaLvwWR794QqK0LhXjtxNvivOZ2JZ0WnHeFONClwKk7WjPXOkATS2JtCTSHpH2M+E8ZtqrM+3VmfCaXGodQ2lTFFTSVAFKC57U46yrGoFIuBGNkSBZi2usRzXuqI5zZ2UNgPnmUca9kFGvxUZSQ6K4s7LGtFdHIZjx1hmVCRNopBBd+9MrEdl7FmbV5DFY7RoT7WvrdkWzez3/bRVjagv1Nh0Cex+F3g8CieS03zZfFM1mpvj1uopYVeRFru19t7Awm9fscDgcNze3pvrouKnYSYTL2OwlVhZP5e+TyNzVvVNsZ1mxR93ku+8HRmCqitR/VXzAGuaDle20/OSlszyn0jlcELqdIw6HwzEsbqgmMye6iztBZx6lLfrshH46XE1n4X51zJYJhQZTuHurTM5hUNcR/dx9jSu5V5a6PdTcdDLI4kO7oxSTwTqyTSFMoKNWSj8ZrFsxjLZEWbsJ0lGFdkdNsZMhjV5ReeE/40g3lEW82Jw6scTK4qmO5TV1kjtUj88tEC+fZ2T2MaazeaaB+vxc/p66jqnhpc7NfRhi38+1a6/d6MXOwrLfi/PsRda+4/YlzUTvzu3O0aojVqTLwGM5p21HunFrmmm9RHdTSNQTbVHdE4CGKM9FTwm16Ih1WdfttkGk0ygWQ0BCgkzd6kkmmMc1bsSjtJTPZpx2kB+p1JnyGyg0d1bWqKsKP/us3wbgv1z4ar6kusByMsVRb5MEyXF/jdc+5TNd+/EDjzyPOf8G+HUmUF3Z6mXiefF+bO/L9jNfZ40JT3Q/Fxq6RfLuZ8RipF3n994dKWpK0+bC+iEW1Tsc99l2bqhmXpNjDPKsdYPpAJ/1xvK/y+qWRTpxIp3DcZPgzlXHgTM9N98xdLjfxruJftlQzaGI3fYNu/j7uKztWtDZimLvth0hYGee9nJODuMh7HwQ4YlaaaaeaWz1Go5+GBs7Dofj8HOnN87iwhxzBVF9uxiEQVCoroiSMtFIIvFnBxfU1nTIETF4XY/tCkiOzV7ac6f6sbkrQ1+miXy5XbEz5fslXj6/bdxLr0Jm/swj+SiJfhmWcGsi6bqm47G8MMdUFl1kIoGKTnRT5M8wJiVV+ivOakZyBMJDIgiExENQ1xFBybnVWDrLUU9QxeuIODAdacMuAFcWiVO23w+bYL3Xor7DURTVe3W+tqNB1JZu9GI2epGymJfO91vbJtJioC0t8oKfUmia2rcKgKbTaiKmqXzAo6kD6qqa551vJDU2kirrUY1mknaMj/qt/P1VGTEmQwLRFq+fUnmCpg5yt3tTBygt+fOL93AuWO9wNH/7+U/z6ct3ozR4su1Q79WJbaZHWnfFxJjXizE5dr597lrvca0sE86LefZ21EvnuruF+JshMs5c359UdWZOLLKyeGpLowR03q/NvbNsfx72z+44eFRmSDhMHLbt2S+coO44FJgHn0EfLOTMBSa3eN8NVc/z2HfLTh96yhoKdh66+dtUOy8Od7SH55Zty24ffi5emeW4V2FUBHmhUzvXbquLoxPSHQ7HbhndpkCTzU4EqdLiicUifQcgIvXjhjVOp82lM/h4fYl+kU6o6wgPwYgIer4n0WpHjcDG0tkuYbc6+2iHiNx+eE/6csDfrmwV12KLvL3EdBtzPJlRBKUP6XtwnIc6ykdS2KLKEVnLHvgUYeYgX9ewrnyee3r3HTnx8nnqOiZAUdcJD0eTzHgbnPS8Lnef6eQZFxVuqBCpyQX4QLSFoiQruluk7JjfDhOJM8g+H0YB0q3Y6bLN+3abm+9w2JhrVKJVh4BY5l73hOgQy3cyAsoruLfT5WfrzCJdmrp9fAcicw6jQcREyLwYaTNzq3sizXm/nozTVKmo/nDjTm60RlFashZVUVoQK8nVxhixlizUppkdWWWuukqofH7k89/KPbVlxuQUANPeJjUZsRKNciU+yj805/g7f5N/Xfg8zzt9kb+9fJpARdSEIBCdIqwpTJp2XOqsI7E3xcKmEQqlU7HeuNYD4bULlNJZp8L8rfJnSePg1hRz2g2R1ali3h8RU8Vrr+uQutSLGDF9bfF0vl/KBPbq7KPbjkAsuw85HI7DiRPUHYeKnTb2l5MNRjOXku1WnxpiTIsRwMvy27diu6ItZrmmAE8/jYZhPHA9fGWOs/4oY1KyqiIC0encMg2rXr3kN0PjxuFwHH7qOsljGWCPRgGVdEwOg3j5PEcGjCzbCXZ8RrE46NriaaBdkG1s9lKXiF0m3O7ESdLPQ579YFws2Hq7MIj4WuaONgL6yuIpqn1EENnvt4uGwv50FpV9Bvv4CkQ6hL8mNE89eXnX6zMjN0xc1PjSOe6sRsTWY409UsL8HwiPGW88n8dE7NnbazqG8iLwCALh5fvTLp48DOxRiNC+Vpmi9AdJV0SMa/c5hoQ9KtcW1s3fXYUqLbyCk7ootg+KyU3HEqQrJo4km1TRiopQNLWXi+mJligkEWkB0sfC4zweTtBSPkpLNqIKjSggTHwSJUkyh/sjm3fw5OgYD/vHqXkx5yeucqV1lJqMGJUhK8koNRkBMO41qasKT7Qm+akvvJq33vsH+TY2ls6ynEwS6U3u8pp5zRn7mqboLFzolYjuZt7i9dKmzMFe9nrn8tLvuB3D0/md2tul0CRoAiSR1lSFuQYf/jZE3foc4dK5jlGF5r5RrJkzNnuJcOkcpoaQXeB+p2aHQTDtSCfcOxy7R2h9m5ZjHZC1tTWmpqZYXV1lcnLyoDfHUYJavmdgsfug6Fc4h509DBcfgsyDZSD8fPrywlw+5HpKBHhCEGnV8+HdjnxxD1UOh2OYLCcbeezLoHUjbAGqSD/u9F5ie79u0Z0WhayrVu5A3w/MfWCvHqCKUS/Dyvq+1SnGtRy0iDoottOulwjmCbmjz1XmDH9ofo6nnWpHRK0snsoEe5kff56Q+Yg7QxoNY8X5zVxgZfEUKyqmIgRHZJVAeH1tpx3XZIQQ+33Gyd3P9aOsA/Ewx64ctogax83LVpnbqsNF3i3EGgFW0Zmd3r083fFuO2YqfQZKxXQ7Kz0QOi9AapzrZr4WknVVYUWN4qGQaOq6ysXWHcyHx5AoIu3RSAIaSYVAtq9D85vTfOjF7wbSvPR1VaMmIuqqSlP7nKlcS93pImIlGeWbn/JZAH7+H17O06pLvOrc54H0mrOqQgIh+avmHQA8NbjKXZ4gyAxRtgs/1Cq/8tn7KchHSfcqENvOVTffSfos2J5e5jwvi+gpdnooNE2dUNeao9JHIghJqOLl/xuBuXjtPkjsY9FsU6RjYpJtRxGGOtqyCHy8D7U8oLsWzkGK6k5fGxyzzx77x1kmJg7HeWFYX1ecffrSbfd9Ooe645ZBzlxgzPp7Pxv9vSqc9yLRatsiqsN4oHpofo6jXtrw2VSK6yrg3OIpxmWVO7w0CsfEA4RaM1oiptvif553OOSsUYfDcXsz0yNLvV/KHszt6b2uzWX3iaJbdKtrsV0cu9c29MLuvNwrB72NKRa6VxQfyl1R0u0pdsbshzNtL9jKTbqbh3WFynPSjbA+KjVXF08QIJmem+8aUq+W70GhukZHGLekLVZMz80js+H5EtG3kCGRhFk8TJ4NbBWXs80LW36+wnlv18uxpx8m9rKe0H4ziLnFMXw64i3pdKdvdf/whABtFd7sIaa312PE81RMt2Ne7P8hjXfx0Pl7bDE9/V8QaZ9ESzyhiPBoqoBAJBwL1glVQKIlgUgY8SI8obkajnNh5TiL80fhxekI4QlvlifjCTypOFm5BsCMt8oJf5OaEMhgnc9dPsWzT8/z5md8iM2lM/k2jsw+xghpZ2ZTBTy3tsC68gl1TJA9nxmxPELlUTDFDu+yTPkycd2I4XbhUkNZEVPT4dFB3omRCunNbBkTUqZ1NVBsKkVVeowKP1tGen7288y8X3QWUG0fs14f15GqCLi6eILjcwulr99snekOhyPFOdT7xPWg3ZxsLp25KRzrZez2QWp+YZYJ4RNlToFAyHQoXdYACJB5MS9DTJLNmz6I2mKUadyWPaQ6HA7HbllONjriGGy2uh4aAa0fdnK96pXbHuqowzk1iKBeLODVT0b2YadMrDfDmR3lxJkIa1xtB/FAbYSarZxzW1FWhHZYn2dz6UxHNMTY7CUWF+YA+up8s93zW22LcbknWg80amQ3jsKtRPNBR+kcJMVc9UENJo7bm35d6sX5bdc0dBcczadbDvVW/p62iG6EcuNIl4IOd3q+vGw+k5++rqpsqipNHbCejLCajHI9HqOhKtSTAA9NQwWsRzWuhyMsrk6x8eQoIpboQCEChfQVj/7TH2Nl8RSQxt8dkVX+IUo47kXU8hoaesvr3V9ePE9NxigtOB9EBMgud3nXfkHn+er2dJO73h7t03s5Ze8t+87MdPNdbGqYloLrieYOT3YVR19cmOOakpzx0s9xWJ/jBzVRwPYu9f3AOdRvbpxD/fBxMxphHI6+GZu9xNri6Y5c9VudePk8GypkQvgEQjJCQEhMSIJCMy4qxCQ0dQI6dUkaR4iPhxSdjSEjpntConTSkXHocDgcw2LGG8+GCqttizMPs0g0bFHrooeQJWcuQCFrefBtSTsozSghV7zz9sTODx52o7wfp3NVBGyocKjrNe2E+uJpPCF2JCAYMT3SSS7SXF08QTBAXvK6ioiywoLTW8xnYl9aWjPII2C/sS5FtvteejnWoX0NOyxuRn/mkQ5R3QnpjkGwO8wM22Wo2w7ojmKm6A4hvYgnyONeOqaj86x0zxKEjTu9OG+FBA9NXaVC75gMUQginRqOwsRnLa7xRHOczahCoxUwVm3RHKuQND2IJZWRiAvf+hOsLZ5GIriSJNzlSVZVyHNPL7K8MMfDURUPzVEv5NErs5w7udS17ZtLZzjmxVxNxpiWjbTIpwAPr+d10t5ntpPd3o9GcI+06sisN69Du6Bo+5123QzrOi2y9QiF0poAzfUkjdYpiumQdpbOkXbWRjohIiboo5bIQTGIqWKrQqT7wV6OUnTsL4qSkSAHzGHbnv3i8F6dHI4hMTl3uctBcyvjzzzCNHDxyix3eTUC4RMIn9FMqIpJkEjGhYdCE+qYauFSUHQYmartdo66w+FwDBuJRIpykUot39NTSC9zSA5C2Xu2E6xGZh/LHarbCfXF12MSxmYv5e8ve6h03F7shUvMHHfKipapqxYRilEREAiPRCtG9ugh345q2QlGTDcOxzxyoM+Htpk+XOyLC3NUhKAqJKPbREeU0W+tBTMv9O84N/PZme0cwqgVI4oWr8O3S7vbsTtKa52IttCeaGUJ6Kkwa4u8ZcJxIGRb3LFc6p4ANEjaYm/Z3dt2sNt/G5d6IGKkaL+zKiLGvSZSKELl82RrjLWwxkZYQSnJSCVifLxBq+pTvz5CPD/Gs/9/P8HnXpmOiDm5eJrJuctsLp1hc+kMMycWmbG2p7F0NheYTdHLRKcjkO/yBEflBp9rTfPFqMpTK1c545V3OkC56OVZ11bboZ67yzsy7XXpPjffYoTO9rH9mkijXNDUiYmAdbW1DGWiba4tnmSqYLI4TNjtu7IC3YcVN4LQ4RgOTlB33Bb4M4/cEnmP/fLA/EkmBKlYnj0oG6HKo+38MJEvxeI/xUaLEdIjndwE9dYdDsfNzsriqTwbedBrd1mBrL3AFCPcil7r9vHyYpS3gjvduZ52jrkf71eD3Igxw6JXNv9OnUrFZZlM4DArMmoXxdsNVxdPEGlNIETPTNvtMO2lQUT1nWB37pWK7AeMnLkAWfTWdk71sqJ+xetkmUDvuH3xhAQrBsY+booFSg12xAh0dsJ5xctH4VJVvGsbER1AaUGSrX9SNliIjhJpj5qMUqe6FigkG1GVZuxTb1QRUiOEZnKkSeglNLwaakSxeqNd+StC0Vg6WzqaZ3PpDFeTFnd5tfz67c88gg+Ei6cZFxUaRDwtuMGq8mlqn4g4/axWZ2SZwF4sFmqL6TYmHqY80qVz33mkHZT2e/PipUKl8aNKc9xLupZVRsDhFdMNiVbcUE1Ws4Pnbr/WU1jvNdpgryneW52Y7nAMByeoOxyHCPMAsdMHs4fm53giGeWYp6kIkTWgOh9K0gZN5/tMQ6vsAcYWjNqOhcPdsHE4HDc3k3IEtXwPkY674l92Q5mTfaeilMoeHXeC/aA1esBDgPeK29X9NKjQaTuvDwLTWb5btso77hdT6NMuwGfEHpPta4Sxa4sndzyyY35hllMndi9omO/56uIJjvcx/zBF98MiphvkzAXU8vlthfBSN7JrUzpK6Hh2EZ337rQjUuYFMY3DupidXjaapcPdju4Q2E0kTDHupfh3UwdINNPeJpuqikKykoxSVxUSLRgPQkaCiA2vShT6rNUDNjdrTEw0mJ27QeAlHKvV+c5PfQ+XN6YZD17Da+76LP9itnw/zHojxCT4M+17arh0jrqOUei0QHM2fXlhjlDDlCy0LaxdUeyULJqremWn26TfQHv+0pidTKA38aESj5qAOU8RCNnXdXxUVva9g62sk6+IHVd0QzU7RhUsL8wxIYPc1GZHGG3nzN9LqrOPltY9cdx8JLp8pMhBcti2Z79wgrrjtmG32bv7Qe662MLtVHzt0SuzTEmPMLtZPyWoZ86A9GYZ6oiqCLZtiEQ66RLPi73rXqFB6x6Cbg3cd+k4rGzoFlOi/xoY9rUxj1couB3NPLs94mU22me3w3sD4dFYOntTi8/V2Ue73E/ugW17/JlH2Fg8xbgcftG12Ip52Y7djuLoJaYPel8xsTcmOz2iHe1gC2YSkbd5dsKE8NlcOjO04nA7dbjfSsTL54myaEB5k0QeOG5OjDHI7s5WKKTW7SxwAUrrrigTkw9eRqI7RWKM2G4VLvVEGmcyJlq08PA8xYRscj0ZpyYiPKlYlaMoLQlkwkg1SpdUERyf3OC5x64wV7vBcX+d6/E4n107xTOmH+e9z/1NgJ5tgZikY2SbP/MI1dlHmQHWFk/n17OH5uc46glqpEWWbeF8q5E9veJh8n1j7bN2J2fvZUY6FczLRhSl4nq6jNo2o/wgvU82ls52uN73m0jHXFNNNjXMxxM8PVgnEGmMjUQyn1Q6InpM3Ni1xZNMWXXcFJozB6C+2e2zm7mt6XAcRpyg7rjtsIX1fkT2Yp74flEmqn/u8ikWkimmL53LC+dMS8G6SlBAIGBcBHhC4Beck8UHZjuTUKGoblPwpTsGxj0w3SrYw2fd9+rYC3Z6bB2Ro6ypBiMiIBB+3x2jxdeLYvowMA8lgwiXvQiE17WcDRXmsTeHHed4GgzbxT49Nz+UY6i4/EGoioBw6Ryhjpmcu7yjdaYRc53tiEgnrC7M9ZVlbqNot08CIXNxpq7jbF0KSeoCHHTZkO7zlcVTQxXVb3dMBMWwTCuuLeLYCnN8VLOs9UQLEAloaV07UoE4LZ6ZFh3uB1tUl4AsKWYqM2E9IAEBR70NRmXIYnSECa/JseoGvkw4WmvQSjxG/YiKTHPXb0RjRMrnGSMLfPnMoyRa8usPv5B/aMzxs89K2xV/efE8i/ERRmWIYopEC775KZ/t2taVxVMEQtLUCfXFE8x6PmnBc9nhYO03JqudO1/4uwQvHwndOU+vM9cejWW2pyoCNpfOsKoi5ra4lu9VdF8/hDpibPYSc9nfT7Vfy0ZVPa/He4/NXeHq4gkmRdppLhFUhU9j6Syhjve1jbcXdVocDocT1B23MX0XhcoiWOwHVONK3IsGvy08hUvn8obKqgqZkpoz/iojIiDO50tv0hu6BbQjWoquyc7MwU4xvfg5zHvdA83thfu+HXvBbjtqmjrp+6HDiDl2R2gaRXB4Ryb1YiQTOU0B08OME9NT+hWy9zquYycjJzwhGRWV/DPYw9nL2FBhnqkrc/d457nuCcGUqLK5dCZfXj/H8tjsJRYX5lIHpIl50SrPPJe0hfadUhU+oY5ZWzzd5c7caaeCg/x66zroHftF27EuSbLOOFPQOI10EaiCmK7y9xaXleWAZw74RKeFSZN8pEz27KSNMKyokNDCY9prMOOvcT0ZZTY4yuPxJDeiMR4PJwFoKY/l5hRTQQMpNP/QOMH52uNMyAajMuSrxi/wPy4+jeV4mr+vP4spv8EPP/OPgTRHvbF0Nt/OkdnHmF+Y5U45QqhjIq1ykTpCIXXnPbnoVi9iHOjF6Bz7NTPNXo4dsWNj5lHZyIC83kQWLwppLRmJZERUuU6r57YBeXTKYcG0Kfu5zx6fW+gS1U2nx35g3OlG/HfcGijKCyofJIdte/YLJ6g7HPQXB2M/GPiz7YdhU5hutw8O9oNrOx+wfeOdklXuFEG+rWaA+ObSGRKtuRgHPM1XeVTLVttjF/iRlpPdbhi4B6HbG/cw7BgWuz2OjmTDZe1RO7ZIXiaYd8W77NKZvlUM1zBiX+xl2RjXr3kg2tCtfPiwP/PIoSpM6OiPsu8s0WqoDfJBjsftikeWva5QjMtqx/FaLG5u/55oDaI/Md2wriAQGkVCIERe6E5lApmHgF2cdyOzj930xYAPG/Hy+fa11+qQcW0Jx15jjjdPSJROSkV0OyvdiOXQKQIlCGoiFYFbWQ67FOBpjYdOfyfJ5otTpzpQ0zEtPCItCUTCMX8DhSAQCXcEG0ih+KOle3lyY5xaEOF7ipof8efiPJOVkKeMP8njzQmubE7xkZf+e9YWTzM5d7mjnsTjSZNV5afrnD/JcSl4QjUIENSE19GxHQgvj82CtLBnmVvdFHW1O0ZNPI75vduB3i2om2V6tMV1r9DRbq4HRty371NHtymWnWi1r1FS9jXrwUh0OdAHrcFjYsHM9ymzf3aB0pXFU0B7/0/PzXNt8WS+H3frZndiusOxNzhB3eGw6BUHY/62RZvNpTNZ77rY1cNCqCPsvHLjqOz35DQPqM2L5/FElC+nTBAtc5t5QuYPxbYw5ATV25ti7rTDMQjDOHbsZZR1dtoCt+2KhOEKONu520MdMyq2fhgchFDHhCRU8Zicu9zherbz5M30gxbVi9npjt6UOdjj5fNDfdA1GbtbMcj50XYWdsfGtecpF9MNO3F8S5G6RRM0gZWjnjsiLdEH4IH5k9x3amdFSh3DIdQRI6JdD8AeGWn/fatjnwO3y2c+DKS1F+KOaalbvVvgNcVIE912pafzaGrW9TONidGZA16n36YAKWKUNssSIGCMiCYekfYZFSF3+Wm++qgMqasqv/TU3+JppxZ58+e+nUil6wikYkS2eMnEg5w4uk5VaJYXfosP1e8muvAi/ulE+zmvvniCCZmu1DjSlabU6WyOQYXucKdLRMffHQ5zsXXEi3l/r+m2uJ5onUfuDJLlfthQKI7JcGjLS/dL28h2R1Y4dnPpTFdkWmPpLKMi2FXcjWufORx7jxPUHY4SekUE5KLN8j0kWjMid34KGTFoNw4ps40NHfLUIEJS3dJtZj8U2w/cLuLFUYY7Hhw7ZTfHji2+KBQ3VLOvnGQ5cwHJcDLNByHNEd06HqMfEq3Y0C2OzXWKgkYstz+XcacfBsz9o+iuj0kYfqnNm4PtOjmKEXLDaoyvLZ5mdAun33bnZa9j2J4+iJCezt9fbrHN5tIZ5ryAx5MWSkNNtGMHjHATakUgBFcXT3B8boEJkbC4MLdlDu9hYasRL/u9HTC82hJjs5c62s5FIV2hiHQylFGdB8Gg1/ib8TPezJjaC2ZUTILuef3JxXVhxPaUwBKM06KbgAZZEJo9UsE4RbOqfCIkYyLmVGUTgPnYI0FSVxXW1QgX42muXTrHzz+73YFqXwsWF+Y4Jke4pprcV73Cc093dkT+Y2uEE/4mE1LS1JpIw1gmghuHuYcg0t2FV7sKser2dLMvTKRWkB23xWtuuo+tHPRsuvm7Hf2l83z1rbBd53ZH3GHjhDfS4SQ37MTIMDl3meWFOaayQuSeEFkNmvJOEXvEj6v54bDZqsDyQXHYtme/cIK6w9GDoqheFNi3emjdDoVCDcFVaBphzcWTHJE1gi0Ki27XsHcNf8dWOLe6YzuGdYwUl2EePHbCTgSjQd9jnF27EdUTrXhCNTh1YqnnPMX7hT/zSO7KPywCnc3t+OC3VUdHr+nDigsKl871bJfsVEi36SWkb/d+T4g8vqBfzLFzjlRkiiy3YzvvPBWAqkKysniKCelt6648KMquKcMWs3dC2fb0en07TGHimKQr79jcGySSana8Rzo+lGaOYRY/vN2c+QdNsVPXQ6CE6IghsQuOKqwaDaRieiBkPi3PFRft5YERoTuZkHEeFwOCplZMSE1TSya9FjI7Fo57TT746HP4J+f+DiiMtCO9H4wLnxkv5uKVWWpCsK5hQoBinEBAUysiBGPCLp4q8u2r5iON29dDO2PdCOEJOq1DISSeEDRV2klpi+xGMC8rPlqk+J58esGRbtpKxQ7Zw3iWSCRSSE77Y2wuneG6am3ZTuuHmROLrC2e3rJjsT3CoFNUX1k8ddMUq3c4bhecoO5wbEGvbHXjhNxpoTvTmAiXzhHqmEB4VK189EFYXphjQgZbiunFdcPBVkx33Hy4B0LHdgyzjoS9vJHZx3a1HYNeV8uiv7YiEB523YtB86sViurso5waaCvb23qQZ+ZhcckfRvYziidePl963G11Tg7SBjDH9k4E60irXRVfM47zxYU5Ru06L0J0FCU1Ys5hFBzs0Y1y5kJXpKCZxyZePk+i1b7l3patX2WZ6PYIRzsa0L7mGcGtKgLqqkVV+FsK5sU2a6/r/37Sb8dS8VzrEnILrzthfe+x89Ntcve0SI9PW1w3US95pJRoi9IegkD4ufBsolPsZdoY0d1EnKTLyIR6oamIhEAkXE9Sg4C5d5p7hFq+hzu8UUId4QnBEVHNC6vWss7EQMRpkVRSgd2OcbHjbIrX6SCrPWE6/83n8xDYYSaeIO+8tAs127ExvVznxbx0sx3F+c05EGlFVaQRPYHwCXV0qEUpUzz1TukNxSlux74oFI8nLWrZ9zma5eG3Y3nc9cPhOMwc5muXw7HvlAnn/cy3E0yvt93wHtRl+OD8CZ7ib+1M32r97ibtuBVx+aU3B+0CVeVCtHl9O4GseN3sp8h0r/eWvb4deR2NHcSCmgiEW6ExZtfjcKSYPPO9FNZ7dWqU1VDZyfWw+J1GWcE/ex1bjc4wYvpuhe4jspoJuknuIDVrjEgLsqcuzKJ39PBjRi1C5yiHrcR0u8PG/r2xdJZVFebFnG2K56j5uyiQx6SipERmIwPaYrrZpnj5fEfb0y4YOC5rQ4lHsTsqO6dvP0LCXl7nyAbbOdv7fOh1LSt7z25Hmbg2y/BIv18JQlHs/zNRJp4UeTFOu+hmgOxyVnsIZCYmJ2hCkuy99jrbTnFPCKqZf71OTIJiQkoejkZ4+dkH8/eo5XuIdIy0OtmipXNIJKGOMREz03Pz+Ui0u/064yIgJMmP6aKYnmSZ8YHo7vw02eZlbZVEd0a/mM8Vmdx4s92F86jX8uz5ihnqZrqpH2YE5Zsh7dsTkurM7js56zrKOyoUdMXJQHrPLArrxZz17ajOPupy1G9REt0urHxYOGzbs1/cCs9wDsfQKAoxwxDOt11nwTE+SFM60nJXDXnXcHfc6rhOo8ODKRbW5Vq0nrPKvqdxWeXa4smubPH8PVY8V5k43m9H6VbLLSPO3Jv259nJyB+JyAW0RCvWdMjxuYWBl3MQFCNOnKjeiX1/3ovc++LytjoG7XNru+PUFlmLom5Z3ZfNpTOl67DziwOxu+HqZqTKGDC/MMuE8AkyocEIZSoTvVYW0/Eeh82pDmknS0xCpBUjIuhqwxlnejrvGRKt87gcE6sC6bFlf/+5CC8C7vSCXIy+oZpMyCCPYSler1J3uclMVjR0xKQsr+5jHwu2s7bsmprHauyiHW2MJ/2w3TEdlJwb9siLsrx3WRBYzXvKOiYG2cauUVTWOg+DU/9mxD6eUznbI6H9/abzpN9lKnO3RXRo10IpXbY5BISiqj1CkUBBVLcF4wjVnqZTgfuZlRv56+acsM8ntXwPMQk+Xn7dMkJo2hY5z4w3nh4fqoXJTVcmtqWwDUlJB1L+WpaxbhcmtT9LS+vMcW/icAQye5+JzEnQKCGI0GSztD9/IYu9uwNW5PFkEskNVS8VlA8rF6/Mcvcut7dXe9Zmem6ea4snQbf3o0IxvzC769gZh8MxPJyg7nCUsJ2QsttlXFObHJNjnfNnjcGriydYTgTnfG/bIWVHvRi5q7KmDsfticuE3396jaTZToiWSEYLmbxd81iRCmXTh41avqenQDmIcAmdYkwgfEZJtpj7cFEmEN/uovpOhLZh0c91rUxULLroB304MG2Vdi6sQOLhW9EBgFXEb3dMCJ/EcmcmWZFSSdsRP2hxrH5FirLh/kVRuUxkjnRMTIJE4uMR0Rkd0uGozqYH+Cih8vNsu2KeRpA1BY7NddPkl9uUxUVVAbV0tuM4Uij8mUd6rnW7DsrtctqHRdmIDPtcTOg8L41Yr1ClYnu0xeGz2+tbb/Fe9ryXDIuboe2z22001zRzfhXHrHhIqqJ7fvvvMiQeUqRO7joxZM7rwNpWOx5GAUrDP8YTTMiwK9bNNgLImQuMkd5TG0tnGZl9jJiExuIpRkQ71jPSCRs6ppUtP0Hk0TIyE8K9bLROMWqr6KxXWtPMOj3t3PR03mxaXhC6nR/f0mk8jNLpeRKIzmUHopC5rk2Hhei6J16M1/sS0/f7XtoLiWRC7t8oqGNzV7i2eJIAmXdQH5WVQxlt5nDcrgite5S/dnSwtrbG1NQUq6urTE5OHvTmOPaZ3TwEDNowNBEA6f+KBN3Rk/3A/EnGRMIJb2RHUS8Ox+1A2UOpc6sfbrb7fjZUs6/Chvb1eqs6GMOIe8nnRXWIIYOK6nbszYYKD/WDkhl+XnRcF6Mj9iv7+TBiD7HeTgjY6b4qc6f3QzEHG7oL3u4GW1RP15c+ZpiomFUV8XA0zovv3n0xzquLJ2hqRS13XYtMHG0/2vR7Ls0vzOaCUpBFI8ycWKSRCcxVW5wuuW6YESty5kIe9ZPoduG9x5Mmx70KaYyKR6gjRsTOCy4b7OtLqKObohjwIB2f/Vyr9wITyQHtY9g+DgyDRMNsR1nn8n6K6jeD2L4dW+2/7T6f/V57JEJZZn53QU2ZP7dFKJpa0dQmj13novHa4mkAqlk+uxl5YzrqPnnpLEe9kDEBUzLo2n47qiadlgniJYK2eT3JxXedRzJ4IhXNo0yQDzo6GMiXFWmRx8eYzPmE9ueKtGBU6ixzvjNj3VxP0/z39j3BPLtejtf7dnrvx4jxrnVucbwsJOv76hK/tngyjR8qZOX3c38z7ZHD2CZz+trgmH32dw/eycTE4bper68rnvPMJ26779OpcQ5HH5QVqesrW7fgALLdCFu9PxAekQaToWceUAHu8SsdQ3QdDkc3diG14rRb4aHxVmS772S8JBN4O+wigPY1d7vr904e3uyH8UGOsUQrQh0zOXeZzaUzA2dkHgaMKGxE3sPiJttvBhHSIRWyd/ptG6Fn0A77Mkf6MJmcu5yJ0G0REtrD/qdkQE1EQ1nX8bkFlhfmOpzqGzpmXPh9db5BWuwU6BDTq3ggyJ2Bo7LSKWxl14eHow2OZtUIj8gRTBZ68buPdJK7Go0gkhbl250b2a5DodA3hZhexLSpy9rF9rT9FtXlzAXs7o40ikd0Ca32iBy7CONOilTbHbLm971qr5Qtt6zd1M/79oKdrqfYKWEvZ7vl2eaL3N1e4lwvE9OB3AQlEdSEpJYV+VxXgv/+xS9jMTrCavwcPKGoyohQBdy1/iImZJNryTmmN7+S51RbjAmoCplFsyTWunTpyBuJyIuumr9tt7l5TWZu8nzvCI3SqSiOlZVuXk8QtDJntIdGinah1fay06KuHZE3ppNJyLT4qfXaTtsGa6rRM4rqIJj1xnj0yuy+R9XY15heBWJt7Jgwh8OxN9x8T20OxwFSLHw3aDZvWeE8Q7h0jkD4eWPQ9ObHJB0uJuOYcTgcW1P28GSL6mXTndB+MAxj328ngm/XkbnrmK+SB/my6TahjjoyksdmLxEvn+8oMniYMO506HRIH0bn034zaOGvRKtdNcJDHTMqKn3Nawuve10kFdK8c5OrXiTRmnNBiwfmT3Lfqe1zZLdDQUfkwqjw2NAx/Xqj5k4sAmku7oT0iLQiFAlVPEZFsKUY8dRgvMvVmm5TW3SSCKrCp0qa3RyTgIYREXS4Xwetv2C7ZE2BPxMVcZgpG0FkU7xOD2Ji2UuKnV8+6aiGo7KCT2dnSZmwDoNlrRdz1YfZNhmk3sdO6oIMg920ydoCd/q8lDBY52NxVKOZJoW0Ri2obB0KUPk5aKJOTAdfVQiqHnxVbYmktkiSxaUE1nXFRLOk7xGEmQs9QnW5ktN16zz+w7OEdPv1Ym68ROQ553lgiQaExhbT0+0xxQV15kKXbOJRI6Ymuo8Hk6Nub4vKtsPb4vpZEaI0QquMYnzNfrDV8SKRnPbH9i3PPNIq76Cwv+/tol+cmO5w7D1OOXA4dsFWAvmg2PEt5ibuCZk31M06/j6KB2oMOxyOTqT1z+DE9IOnn2taL5EO2jmkW12Li68ZkWa3xSLzon66M7cXen+udF7d5aT1Zx45lGI6bP8d2fvBUY45RnbbCVHNOuAHWS8MN95lK+o67rjOJrotAgVIjsnhHCPVjhzyVDwYFR5XF08MtJwxKfPc4VHhEwiPQHjbCnH2Zwx1TKjjXARdVSEKzROqQXX20bw9p9B5YURzPNg/kU46fi/+Heooe38xFzwV1Qf97AdBr+t0rwLT+x350g+nTixxXbXY0K1c5DLfQ5FeYrr9vZdRJu4Og54FOAtCfhlqi3/D3sbdLrcoNg+6fjvbvrgdTZ0QkUa8FDvRitsQCONaz0aoZIVAjXvbCOc14TElA6p4pIEvqcPbjkwhe1+QHWvFn37IBfms4Gjna+ZzQCA0gVDUREykJevKJ9KCSKfif6RFFh2jaerOQtRRVvw00p2djmY/zp1YvClH1RgkkhPeBBevzO75umZOLHIplnnBW5uriye4ungiLWBq0Vg6u+fb5Tg4VNYBd5h+1G3ageMc6g7HLhlWIz/ScZeobg87lDMXiJfPc1RGQM2Jfw7HAPTK5y5zgbms9f2n3309Iqp9uTB7RQWUuRyLBUZ3QyD8rs6ZostNofKc9N0nKB8uzGd1jvVujIg+rIb3VjVUiqMjDiLT/vjcAmuLp/GyPPIiVSF5NBMizp1cysUAu2bMdpg84qJolmTizvzCbC4OpfPRNUT/wfkTHJWaQEiqwsMTAh+v3fbq89qQaJVH823oFsfnFjCl500xwurso13nvMloN+tKHa7pFCPwp99j52dsi1Tp/wGpASMQHsdEZ9H7w8R2HZ4HFfGyU6ZE0BFpAeUxIb2w604Yeh1z+9HxXxSN7e3aTpyWiNwNnv69+20dVlRfolVXYdqy2CxTx8oI02UdIco654yYHqFKr3Pp/O0iyV4Wx9IlYhtnt1UkNEDm108T/WJG40SornoR9nKMU77rdW0L/2SifltELx6tHhoEeFpTEYqm9lhXlUxgT+cJ0QSZyz3/nMIU9lUEQoCO884BL/sMxsjQTydvojVKHE7jy0l/rG+n/W547unUfGHulaYTxnS8wPaOdYfDMXycoO5wHBJM/myxsZA27BSNxVNpT/9t2vvncOwGWzjvFQVTNm/xNcfeUeZCK9v3oY4pS9LcKkqg7Nq6XxQ7bRKtbpoHHrsAKaQPvqbgYi8Oq7v+oBmmoF08nsvqRRginRxYDMilRDHndU4zUQgANZEKSzsR0yHNa19bPI2J2DD/SwSnTqTLskV1SXfx0TlPkmTRBLaYPuj1wnRwKBTj9BfFA5R+N7boHi6dy4SxzutjkAuxbYHsVujI2i6a67BhRhhdXTzBpKh2FbHsN+ZlKxF6PzLVt6JYD6F4fSlSjPloZ5h3FqXsl51+ftPBbQvnxVEdRUxNEyNoB1knlSSNe/GEBJ3F+ojsepZFtEiRurHbGeS6I+LF7nixz1tb9M5F0mx7A+GRkG5TR8eNlnkkTL5Mq0CpmdxL5E/XCy3djmiRtEX2dHlZhJGGFhIPTU0kSKFRWiCFpoJCivR9UeZY97IImNTd3lkgNf187Y7esM94rsm5y7seSbhXSGTfZo9hsK4S5uMxnhrUqYnOG6w9QiHSSdfIBofDMXycoO5wHBLWFk8zKtOHMLvRaiqvjxAAcMR3p63DsRv6FcrtHM5BHwAdg9OvK6+XGG270LvqW+yjAGE/tBunW0xiuU93PgT9IDFCukJT7SGaOzH99qGjyK81uifSCVURIGcu4GWxBnbebzq/cVGS/318bmFH21HXMaPW9fmROHXy/e3l06yoEc71uHTbUTFBJlylDsqdXyvMfhiZHd55YIvkxSH8EoEvuudz7D/GLRwIr0tUH4StOv33I+rRFjttId0WZo1b2o6f6LivWb+mDlqd5WvTIUz3G7tni+n2/2Z7t/s8siMWqnP+Mve7LQCHOs6FyfSztbch0Tq/pkkETZ3gCUGk20K3iXgpjmIwmGUESKpZ1FTXSEohiUnS5Ztsfst9XuzA6DUqyIjmZh5VcKuXGbaUtRgjsFdQNPFoap+KaFETmpqQRFrTROXLmpCSyawGWEySjaDxs/VJHkvqPPXkYul+OUxsd2ya1wLhsbgwl9fl2CvuPrnE3dnvK4unul5/+MocTz25mHcwO25NlO48Pw8Dh2179gunEDgcB4x5KB2XtbTYjehsOBejXxwOx87ZSaEvd+4dLPZ3FOpoW3c67K2Lr59IF/O7EdaM4/RmizNI3aJpkdS2g9I9oPWiOvtoXpy0KKoNq9Bsr4iiXsd8UHCw7Wa9Zj0GWxzLYxCEx4ZqwuJp7vJM7EAmAGWF7trvb4s/1xZPDuxQBxgVfi4sJWhmvIRHr8xyVMJxL8rd6bZLNHfKInNXejrP7q4ZZv/v1fD/w15wdFjcDNfGIqaj17hodyKqb3VeFyPphkWxM8zu9DXrKnNTm2xs43IOtV1kM43/qAiBRKOERuavJ+l5lxfLtD9zFmtiicq9Pvew7u/F5bRHmuiOjgTbiW+uGSMyk1FEup2hStLc8LzYpxWhonU+qkTRKcQbIp10XMcVKh8xMyKqJLpJSOd3FGmFKoj1idZpoVDaGenmGtzSJo5FE+m2SN5z/4i2SOZly2whaWqfURkxKnVeYLUqJOOiHVMzLmvt/VoiOZ32al3TtmJDhYzL6r4aJCCLPcp203b33ju90VzQ3pdty1z/Rjz3hOC49FhbPN1xnEj6LwDrcDgGwwnqDscBEi6d63C+mkw/WXBu2I1ph8Oxe/rJ5TSvufNu+Oz0ehaI9EGhWMizyLC/MyMaGpEkH/pNtytbUp7VDjdnRnAR54QtZ9j7pewYkjMXutyd2wltwzwXQh0hEYQ6zop2QjFKIT1HBOsq6nivHfVixx+kcQl2JvhgFEd8pIX06BDS2xEvna70nealAzR0yNjspdLvyYkWty/+zCP5w/W1xZOMiiAXiHvFmm11Pyy+PszzuezaURTT7enGFW3OWUgFvVALWsg8BqSpsjgQrVJxXeuO8zBEITV555btsA6EJNEiNxfZ21n8fa/whETpdFQZorNTwcSWFEctpp2LOo9QSXTaoWBjrnF2p55ZpkJnYrzGzlhXRNk1TeYdGJJusb7rM2TX2/Qn3Z70Opsu20PnYrpHua00QaAs0T0hjXNRWUHSmuiMnDEue4XO99tWBMLvqz3XsU3ZM/J+0itH3zwfFAvW3iX3T14zHSomWz/RbVd6sdNmq/gfh8Oxc5yg7nAcIMbNZh5I/ZlHeHJhjju98Y75nJjucAyf7UR1d84dPiSScVkjXj5PXbVy961xctk5xts9gPdzXS0W2TSNpt00nm62jGDH8NitS10t39Mz37ssyqBs+k4wOd6RTqjrmCOy1tGBoJbvaefsA43FU9jxAr2yhE3cgZf9/uD8CY579Ix/WVk8RYRiUymuq4Bzftstm37mLFrCrMsStIxwZ1x8OxXSDddVi2bmqu/KtL9JO8scw8UcG6GOqIqgdJ7t7kN73f6PdJz/bked2AKyLaQ3O8R0QaQlkU4dyy1tRnqoLENb4WkzckXhofHQuYPdCMGVXPgzxThTUdmco8WCoojOYqk7qXmwFSZuUyIJddQhlgYiLf4b6ZiFpMGoENzhjWZFidtCeDHipVfslf3aqPBy4dy+pkVaU9dJfg1tF/dMneZF6dpcbw2pOz3NN4+0RJJmn+eYbdrCsW6L7oFQTIsQgKbWaccqndfaquiv5PqlRHFfX3O2R4EU67gM8t3vZKTDoKa2UVnhwfkTPPPUzmLMBmEmi5dZXpjriD4rixiqCn9fImkc+0OC2HaEyX5z2LZnv3CCusNxwKzpkGNiDEgftotiusPh2DucaH5w7FTwMw82pubEduJir4ehftd7u+eC+zOPHNpiYDcjuxXV7Y4i+29DWb7wbgXemCR3V07IYFs3/vTcPNPAQ/NztJCMiYSaEHmBOtupmW5n6kid89JCeyuLpzpqJZi/p+fmubZ4kgnpMS07xfR8OZCJYcZ92el+NbUMdiPCKRSz3hgbKhWVzPfpOsocRVZVs6twoM1Biem9RrTYBXAVmgiVO9JbWufirClUGWnJpqpQ1xXW1AhNFRBpH08oRmXImAypiSgT0mM8NKMyysV1KSDSZK+TZpQLUJlLPdZJV+RMpBVpNns6yiTWyUDFhPvZrybOyuAJkdaGsN532h/L55VCMo4mJO7INy8K6Tb2a6aYshHz0YoIRWTmQeQ1tQyR1h3Xv3Rat7O8SKRlHmFiC+tpcVFrX1vLiHT7c7ed7TEIQaKzDg4JZCMPyiJebMx3MOMN7poOdUyQxXSZe8eg54kZbTjIOVYc0bFV/NKZfa53psgK5VpRSm3nvMynT8nyjj2Hw7FznKDucBwwx2TaIBtmw7nfZTnnu8PhOAjKHkoGvRYNsoydXucSrfakoeTcq7cniVYDR8PYIxrsqCFDr4f6YQyNV8v3EOk4F362Kwhc5Gmn2k64B+ZPMpfpinaWsE1EKpRFKJYX5lC0i4fazjq7MF8Rz3Ki59OEyIX0QQtMl9VMMAUbx2U1j+5TKPyZR5yofhOz1Xc3yDVbLd+THzdH5Gg6DdVZ3JKDE9Oh7fC2z0E7Mz0Vc9sZ6REij/pIEDS1nznTA1aSUVaSMdZVjVAFrCc11uIa417IkWCTmoiY8upMe3VqImJTVwhIqIgkjxEBCERCIBQ1oagJjadFPsrEzgVPNIzJtPNN6fRcT0hF1qAPcbV4PpfNv6YaPBgF1ETCmIi52+/O+7Y7N83+lFnUSj4iRuiOTj1bbIfO+BczCsi8HmTielMnmWDaRmXxMlFW9NW4/KOsowKTX69ToRzIRwc0tcwjX1pIKlrl87SX334PQCJ0exmkonogNDUhckf8plI0s9EJd0jZc1SGiQ5LUHnR0kGo65gAlXVUpfE8dmdDP+eNuY+mRbT7d6mX3W/L6iX4eDw0P9dxD9xL5k4sMr8wy5QIrI7q7pgpUy/E4XAMDyeoOxz7SLGxbh6OTSGgsoffQQoQDZr57MR0h8NxUNiN/UGuRb0cuQeRrelwDMJuc9aLeeU29vRQR3mO904FXiOmN3REhMozWnfKfaeu8MD8SWY8TYDMRSc7PxhM/nm7gJ+hKiTXFk92iFNewYFpZ8e2M6fNtN050u0M61XdpK4TTp1YwqddKNaJ6TcPg4jnavmegb/b8pFTokN8KxNzh110tIgt/nZPb8eMmGLCTZ0KsJGWtPAyR3qVuq7S0h51VWVTVXkymuCxxjGuh2PEShJrSSvxqPkxZ8evccSvM+q1CETCUX+DKa/OmAzxUCRIPBQSTUUk1EREINIioBMybou6VmxJXSumpaIqpFWYUeX569B/nEcZf9sa5aV3P5T/3Vg6W3oNbBdl1pncqjMhvO2gLoqtiVaEOiYSnZ0a7ffKjpoSgZBdnYiRVlREuzPCZLe315Qp4qI7J93+PdISRSq+26MGpGjnrCvdmblu2NQekCBJo2gSnTrkJamLvExQj3RMpJOOa/SgOeqGRGuSrJCtXcC1n5oE6ftVvk2DdrS2t6F38eG7vP0Vr0+dWGJl8ZRV8Fdgjgjbve64NXCRL4cHJ6g7HPtIMTu3Ovto9iCmet7M+834Lf7txHKHw3HYGcZ1yjwg2cVCh7LcmQsM7p3qfL/j9sOI5uHSuQ5H+m5jc7YbZm5PLyuKOUjsi1q+hzXVAEwer+b4iXJ3+iDcd+oKn758N+f8NErBPPgb8ShB01JpAUO06hCSetFdgE3S6U7feU56sT2lUGyokE+G03zj2S+0tyHbr3b7zvzurgOHk0G+l7J57e+6TIC3XzMdLv7sI2wuncliMXrfp3YSR7EVW8W7mNftc9B0cBkxvak9riVj1HWVa/E4q8koq8kI9aRCI6mwkVS4Ho5xIxyhGQWsbI6glUAlkqAS88TmOEdH6kihaSUe40GLu0bWOTvyJONek5qIqMlURE+0YDUZJUEyIZtMe5t4QjMq0vgYg6c1HiGtTHivCEG1kL/eTxRIWaa2QvHSu9MYp82lM4yIak+3tXl2S53xASNFp3dBvI0zATit9SA6RtmYop6hFTVjO9rtGJlm5k7Hit8xVGg7zo3TXCG6BDil24K8idhJEFSMmJ/Vo9jUPitqhKYO8pEFEkVNxlRQVI17XZiip5qmTgh0yEjBgR5kRUtXVUhNeDR1kueA98sRWSPUMZ4QefxPojWIhDgrJluMxzHYHaNptFCCHXPU63ix416Kndq9RPVojzvHykiyEQQGe/SDobF0FoCR2cf2c9McjluWA1Xc/u2//bc873nPY2JigjvvvJNv+qZv4qGHHuqY57u+67sQQnT8PP/5z++YJwxD3vCGN3DHHXcwNjbGq1/9aq5cudIxz40bN3jd617H1NQUU1NTvO51r2NlZWWvP6LD0YWcuZD/QGdBoEEoG3o2iDvd4XA4bnbsh6OtnEKDoFBOBHPsmursox2O9EFz04sibZmrtGP+Xo68AY/lxtLZ/D3Tc/OMiwpHZHfcwU553umLrKtUVLLFJBMboMgylYXoKaabvOFApBnKgfBSwRIvd4San2G0i0x7K9GKuk54anC9fLus9p39/Tnn+q1Lqdi+hZAWbXMeA3khzjT+Y7iiXFnUS/6aJaZvamhqyaYOWFEjrKsaa0mNdVXjejzGcjjJQnOai5tH+eLaHcyvTXNtY4yNZoXWRoXoRpXkeoXmkyNcuzLNw/N38cjycRZuTHNp5QhfuDbLF9bnuNi8g6VomvWkRpQ53pda08yHx/jHxiyf2DjP32ye5S82ns6nG+dYiI8QZQVQr6kai8kIi8kIF+Maj0QBlxLFYhKxoVtEOindB2kHQpy7pSOdWPsl/X9l8RSNpbNdgnDv5SWEOur6MctXaGISmjr9MYVHQ53mpCdZHnqoYyIUTZ1Qz37WlWJdJVknh8oLwyqdCtiQiuhGHG9qj3XlU1ceLWT+E2mZCucd33lbZDevG3HeiOmbqsKmqrKepMfBihplXde4noxyTdVQtN3p6f7ICqFq3fWM2+4Y3rngbN9Xix2q6TqTjvtlr6L05v1pXY8ki/La/j5ri++ekB2GuESXjwDZL0zx4K3c6M6p7nAMlwN1qP/5n/85r3/963ne855HHMe85S1v4WUvexkPPvggY2Nj+XyveMUreN/73pf/XalUOpbzxje+kT/8wz/kv/7X/8qxY8d405vexCtf+Uo+85nP4GXDbf7n//l/5sqVK/zJn/wJAP/yX/5LXve61/GHf/iH+/BJHY7emIaBcUEMAyeqOxyO2w2TYzwIoY66XDru6uk4LBh3a6RjFBqP3m64ni7UAcXcDd1iBBiXVeLl8/lIumGxuDAHQF0n1KzP4SFAaCoIJOUP/WVu9M7pO3ejFylG8gE0dERLa2qiP8d/majuOutuXrZypdvzdGR0F0YtmJgjj63rH4CJYdlZ0cXey2y7ce1in5CK/XXLlb6pKqyoURajIzwZT7Ce1FhqTvFEc5z1VpVW7NNKPJphQCv0UZFErAZUVyRCgRagPVInsOejfU1U0bRqilVPc/XGBH4lZmq0yYmJVU6PXk8zx4WmngQoLYi1R6IFgVA8Hk7ykJzhVO06U16DSHt4KCLts57U2EiqHAk2CUTCs2uXua+yypQ0ny0VtU08zLqOSTQczYo0BsKDrDYCkHXY9Y7ssJ3nZp8Wi6dCZ6ehETvN9SuN4WgL0KE1SiCxvhrzzdudjgkidaHrziiWmjBFXdtFY9NCsEkehaN0KrqnYnoqokfZ+5uIPC0m0j4rahSJItLpvmjqCp5WXFPjeVTMNX+NGX+Nmohpaj/7X5PIiFEUNZJciPbxOo77dQ3NK7PcfXKp574uI40hC7qy3xGmiK7O08Lt9RXPOdN5lb6moY/owLK4QnukpJ2nv98cn1vg0Suz3OWlkTr/ECV4aJ59Oh1h1lg6m12DDk70dwwHpUVXB9lBc9i2Z784UEHdiNuG973vfdx555185jOf4Wu+5mvy6dVqlZmZmdJlrK6u8qu/+qv8xm/8Bl/3dV8HwG/+5m9y6tQp/uzP/oyXv/zl/MM//AN/8id/wic+8Qm+8iu/EoBf/uVf5gUveAEPPfQQT3va0/boEzoc/TM2eykfhmXcVv3iBHSHw+EoL8LUC4VyQ14HZK+KtDp6Yx7SyR7StxqFYWen74S1xdO5KGQ76ocpAje1ZlQIZk4s8uiVWUZF6jRXaKTuLNKXr7+kwKiZXtwfw3CjG2yhJdQxdZ3kxf8GIY/9cGL6TU0/319ey6gQ8Wj+Hi+M9iguc2XxFOOymtYEQeYi36Cieq/juCimG5dwqBWbGurKp6n9tNioGmW+dZQn4wmeaE1wozXKE41xmnFAIwqIYo8w8okaPir0kHWPYFXiNWlHeGvQMhXWlS/QDUHSSjsJ9LpPS2oeH61xbXyMpelJjozUmQxCnmiMkWjJVKXJZKVJjKbqxTxzdJGXjj3E1WSMj9fPM988ykJ9GoCKTAjGE378+GcJdcy61lxJwjz2xBRAPeoJTp1IBdy1xdNp/Eqh5eAJQV21qGbuYzuix3RwFvezJ0SHqG4c/0nmKA+ya137e+mctz3dfIdtMT1CEOlUDLcLuRox3RQcbQv0ggrpcRNpSZTFu9jie5IJ7omWqGxNCYIkKzYbaY9NlRq9ajKipT1CHSDRrKv0OA5Ewnx0jOvJOEe9DSZlk0ikIn6kY+oiYUIqRkU6egiRdObDowcW09N90+746Jxuu9XLO5+L0+37a7qM7aOWymsk9N/+3EvOnVzi45fO8cIzj/LcHvMUO9McDsfOOVTPRaurqwAcPXq0Y/pHP/pR7rzzTqanp3nxi1/MT//0T3PnnXcC8JnPfIYoinjZy16Wzz83N8e9997Lxz/+cV7+8pfz13/910xNTeViOsDzn/98pqam+PjHP14qqIdhSBi2s9rW1taG+lkdjjJscefilVlO+xMdr/cqROZwOByOlH6viZFODlcjyOHogRHEjBvSuFyLDsqynN9BxNzrKmJa7t1Z8bnLpzjpexybS2MZz51cyh3rQUnubb9C+jBE9DLxxQiQURb1AnCnN4o/80juOu9XJHdi+q2Pcaeb73onIxSm51In6Y3FEwCMCh+Q9FvesB9BL9GaiPRakkaICOrKo5lFqazrGlfjSa60jvJEa4LL9aPcaI6w3qqy2aimbvSmDy2JaAlELPAV+JsCfxOESoV0IBXWNak7WoP2IQkFWoKqAEKQhIIkliyHPstqGuoe+Bo5EbEy3mR2co07axucrl2nqQMeCOd4ZnWJUdmiKmOaic+HXvzu9j5YvoeR2ceY3mo/Ld+DQhEIj0B4XTEdMQmB8NjQLWrCQ2lNpFt4QtDUCV4WFVIm7JpOCjtWx9SiKMZYJWgiTSHbvHt7jRPbdqV3FQC03pcgaGau8k1V4aquZOVDyQvBmhgXmzEZpseAGsFD4WWFU8MkoKV9lBY0dUCoAgKREGX3oFAFNFXAdRlx3F/juLdBQhofs64ULREzJiVoU0xUgybLgc/2+fL5vqPRjs8tsLZ4mqrw8+u26YSC9veRlHREl4ns28UF9nOPOQxiuuGFZ8oLoBudYTjj4R0OBxwiQV1rzQ/+4A/y1V/91dx777359G/4hm/gta99LWfOnOGxxx7jJ37iJ3jpS1/KZz7zGarVKsvLy1QqFY4cOdKxvLvuuovl5WUAlpeXcwHe5s4778znKfJv/+2/5e1vf/sQP6HDMRjmoXarG7QT0x0Oh2NwyqJeHI7DihF2qyIArYhJ8PE6RGC7AGqRfsXcCenlgt6weXD+BEc9xbG5TjdiS6fOSiNQlbGdK303GDEdysUXezt/a+1L+ScTn+Oe5fOu/eXoYCvBfCedKcfnFrh4ZZaq1CSYLPAkiyLZ+vG97Di2Y0mirJOoqTWhToXXopj+eDTFjXiMK40jXG2Msd6s0op8wnqAXguQLYnXEMgIRAIyAa+ZiukA6M7fdTt/AxmROu6TNBZGtgRe6KFlWkhUS1BVjUoEmwLkVGq4+9zaSX7nhe8FYHlhjm+e+HtOPX2J7/70d/MNf/Gv+eOv+cW+97ecuUBj6Ux+HS1DoagJLxOAs+KVWqcOa3PdzSJk7Dxwu3ho9pFzWh2xMO0MdDu6JBCd7vOubc9EdUjd50Ae52LnqJtCopH2aaqATVUl0h6R9lhNRmmqNFZHZuuryYhES0KVFVqVSVYoVmZ/x0TKJ1Q+kfYY9VpUZRoWE2pJXVUYlS0SLVlJxjjmrXPKX0UKCLUAZY5L8n0Hgofm52ghmZYJp0o/cTkRqlQYtiPAyq7tdpHpdP7uCJfdotAE7h7h2ENKO9UOmMO2PfvFoRHUf+AHfoDPf/7z/NVf/VXH9G//9m/Pf7/33nv58i//cs6cOcMf/dEf8c3f/M09l6e1RljDMkXJEM3iPDY/+qM/yg/+4A/mf6+trXHq1CCXeYdjd0zPzbO4MMcRWe14gLRv/P0MS3M4HA5Hm0jHTkzfIcMUMh394c88Qrh0pnMaXsd3YcSCxtLZXR3b15Xi2I7fvTU1ofKYBZtV5VMTSS7qFF3p6TRZ2g4ahjPdFH7sGAJv/WqEsooQPHvkMs88tbCrdTpuPfYqzifU7aztSCd4QhBmo1SKo1GK5ptU/G0X5Yx0kh/LkVZ5brcR003Ey3I0xWoyyvV4jEubR1ncmGRlc4RmvYKu+4imxItE6kbfSMVxmS1MJqRCuqatIov0R6lUVE8F9PQ9yk/Fc0jF92g8fb+qQjymkdMtTh2/zp21DU7WbvCU2hP555k5sZj//r7nteusDcK6ipiQ3bUYbGe5iScxkSzrKqEmRC6qqyzWBTpjNBTdmefFmBalU3HcFBdN8pgWkUe72PMDHctIC4h6qWtcpd8fwIRskGjJuqqxrkby3+fDYyw1J9mIqrSUhy8UzSR1nftSMRmExFoy6reoyJgg6xFpJAFSaEa8FrH2WG2NsBZVubIyzZfPzjPmh3hopoM6UihGtUegY9bUCPMxnPJX8Ug7b6RIP4OJtQnQKAFoRaLTyKN+O3VNoVc0eRHqfqLRbOwM9GFiMvg/fflunnf64lCX7XA4DheHQlB/wxvewB/8wR/wF3/xF5w8eXLLeWdnZzlz5gwPP/wwADMzM7RaLW7cuNHhUn/iiSd44QtfmM/z+OOPdy3r6tWr3HXXXaXrqVarVKtuQIzjYJk7sUhj6awTMRwOh2NI9HLxDothFnA8DMTL5/Pfy4ZjDzJM27EzEq3btVWEPb3tUI9JSiNfBsGzleQhU+thYHn26XkemD/JcalQQhDk4vnwxHQ70sV2J6YROm0x3Th3bSJrn8x4Lv7R0c2wxXRjpjntVwl1DBiBXOfCbtk5YI5xOys9na4zUV7lQm+kYV35bOqApg64Gk+ykoxyPRnjWjTBpc2jLNUn2GhWUzF9PUBEAhkJvLqgsgJ+I3WnCxPrAgit84gXnZ3D2sqr8UOs18mLlyLAr6cCu4xAS0lElcv6KPdMXeWfH/kEJ/3dXd9swqVz1LXGDtY0cVr2fjP7O8wc/UYYD7K4l2ibLGrbha7odKMXXemRkiRCkHRFwIh8vSpzpUZZUVEgdZ7jIbPvfFNVqatq9n+Fh+qzfGFlhsWVKVr1IL+H6Fb2xXia6nhIrRIxUQuRYpSpSpPxIKSlfOpxgC8Uo36AL5Ns2zUbT47y56v3cPeJqxwf2cSXCaNeSFMHJCo9NsdkyLVkhGmvmRZMBepK5EVRIR134aFY05IHWpO8arsvL0OSdmz4heizsniXslEI+2FIu9uPtp/J4XDc1ByooK615g1veAO/93u/x0c/+lHOnj277XuuXbvG/Pw8s7OzAHzZl30ZQRDwp3/6p3zbt30bAEtLS3zhC1/g537u5wB4wQtewOrqKp/61Kf4iq/4CgA++clPsrq6movuDsdhxBYyDHYj2bnTHQ6Ho39CHTGy/WwOx6EiQhEUUpRtcT0VgnbfHjgqfdYWTzM5d3nXy7J59MpsVz66zX2nrvC5y6eYkjFjEqrZZ7XFdFsI7/ezdhYMTIf/J6gO4UwiU5coCg+PANkR3+Blolkqprk2l2PvmF+Y5Q5Z405vtKNeArQLXnZkQ5ecU5FOiDJnunFOpx1FmlYW8ZIgWVcVmjrgiWSCuqpyPR7nyWicq60JFupTXG+OstGsUq9XUU0PGaVZ6V5DULsG1VWNFxoV3Si07b9TkVyjvNQ07LXaETBJJc1Q9+up2N48lrrTk1HF6KJExhCsg2xJ9I0RPnrxOfzZ6LN59I0/yLCozj7K6MJclodu4j66Her238vJCGMiApngCVAFMd3EvxhneoSgqSUVVIdD3RQITd+TCuRKZfENul0cNP2/s3BoU/usqRGux+P59Uhl36nSkkh7NFVaUBRgJRpluTlJzY+ZHGlyI5bEmxXkik9QFwgF8YimteYTTsSIO6DipcfPaqtGM0rd6UKkRWFjLdFacG19DNnwEGuCixznkneMx2fGOTtxnaOVTab8BnWvgic0iZTUdYWaSDuHJmQTgEAoakJRE2kHT1NLKiJmfmGWRLNtsdJjc1e4eGUWKQVV/L7MZ4lWyD0wqfWKZx0txDPtdhSZw2FIkIeuTZJsP8styYEK6q9//ev5v//v/5sPfvCDTExM5HnmU1NTjIyMsLGxwdve9ja+5Vu+hdnZWS5evMiP/diPcccdd/Ca17wmn/d7vud7eNOb3sSxY8c4evQob37zm7nvvvv4uq/7OgCe8Yxn8IpXvILv+77v4//8P/9PAP7lv/yXvPKVrywtSOpwHAbU8j35UO9El2eGusgXh8Ph6A+FuuUfZEyhtf10jLt70N4TWFFvkIpmRqBOC7Glbsndfu+9Msx3w/zCLBJK415snn16nj+/eA9PCzbSfOWCMx0Gb/PYEXnGoahyh68m1HGHG94u1ti5nPRnXbmRq47hc23xJEfkKCe81C+tUHl8hV142HT8qEwgR9NRlNG8J8yy1lVWCDPKHOmRFmxqn01Voa4rLMfTmTAreDKaYKk5xZPNMa41xlhrVAnDgKThI0KZCuqRIFiDsWVFZTVBZrkdWoA2dmsvFctTQT0T1gHlC1RFkFRAJBoZg/IE2k+z11UAXksSrKfCe1xLHfBJFZIaBOuCu3/533Hx+36odB82ls4SCG+ga2Bda+4QMu+sKJ77idZcz4Tu68kYp/x1mlqiNLTQVIRA0h7FkhYXbeemK53FmxSyju0oF+M+T5A0lY9CZgVF08xzpWWWg54eB02VjiioJ9V8mtKCULfd+/UkIFYeofJpKY+KFzMtE1qJx3qjRpQIZJx2ZsgW+HVBVNGoWNCKPLSGZpRKRFLqPI6rEQVoDWErIKwHaQdLU6BCiVYeC1ePECUe56cEofJp+gFKS0ZlyKhsMeE1qImIFTVKogXHvE1qIqIm0niZBMG0bPCHG0/n+5/2kb6+Q09ASJJ2OBdc6HYn7FZO9d1i7ktlorpE8slLZ/nKM+225+bSGcZmLw19OxwOx8FwoIL6f/pP/wmA+++/v2P6+973Pr7ru74Lz/N44IEH+L/+r/+LlZUVZmdneclLXsIHPvABJibag7R+4Rd+Ad/3+bZv+zYajQZf+7Vfy6/92q/hee1GyPvf/37+1b/6V7zsZS8D4NWvfjX/8T/+x73/kA7HDllTDapLZzuGcBcLqTgcDodjew6iCOle5er2Is4KJSZa7WvjLn2YdOwV8fL5LO6lLchEOsn/jkmG1qkRFIbOD4NEt4vQbceL777A/MIsIUmX4zDUERLRl7uwWGDOuH2LgnwgZCqkaUVkRb94VjyNmVYRguPeJv/j4tN46d0Ptde1z+e54+bkgfmT1FXAM4IkHwFydfEEidbUhIecuUC4dK47rsLqCJIIZDZ6IyIiMPEuOuk4d5taEWkIBHmGtxHTl5NJrsXjrCajrKsa16IJ1qIaN1qjLNUnuLE5SrMZkNQDqHt4zdSVXlmD6gpMXG5RWQkRsWo70mW2zVqjpUxjXwAVeGhfIGJNPB4U8tI9VJCK714oGH0CPvXrP8iLXvPzBGsxfj3i///XP9G1H1/yP95EMw7465f9bEe82iD395XFU6zrmCm59fWurjXPPLVIvHyeL7LBcjLCMdlkQkIr++hGTG/HtHQ6z22MgA5p/EsLj6byWdc1rsXj1POioT5SqLyAaKiCvICoQlJP0t9j7RGptqgOEGtJrLw0pkUqWsqjEQXcaIy0hfDsEdJ8H34dvKakeVywqccQQTb6QWikp5C+QkpNHHmotQoiEohEIBLwQkjqHmhIkgpPiAk2wwonplY5M3YdD0XkeamDHkFdJNREGoOyHE9xd/AkNZEQCE1TSwKR8JTK4/zGw8/ndU/9xLbf5akTSzx8ZY5RT0F2bW/Xv+3ugDXn17BqcJT9bjCdWs8IEj556Sz3VtrzOFHd4bh1EFpvE/7lANKipFNTU6yurjI5OXnQm+O4Dbh4ZZZZb6QjNxScK93hcDh2yoZKhxoPO9LCxn7IlzMX8r/3UnSz1zlsh/pWGeoH4Yi/HTAirVq+h0jHKNoZ6pGO81xlg3FYekIcuof0i1dmtx26b7O4MEdVSKZkLRPRU+dfUycckaOl7ymKGYlVmM78HmeDke32k8lPV+gsV9qIl+W0tOZSPMG9lTrH5q7knVjmu3LCumM7jJPadsoqNHUdMS4qHdPKRoyYYzomyYsTF123S0mDVeUjhaYmFEqnxUeXkwkuto7zZDxBPalwIx5lqTFFPQ640RhlrV4jbATotQAZSryGINiAyhqMLSWMLjbx56+i19bTFQU+wre6bz0vFdc9mcbA1KoQJ+hagK4GoDWqFtCarhAe8WmNp5EjfkNTXUsQkcZvJFSW16ifP8qf/2G5G/1Zf/hWXnb6Ib7/2F8w69V6OtPL7r2bS2eItKKuE8aFn3eemWnrCqrCROOkWd+BUIyJhKaWjApFTQjWdVpQs/19pZ0Wxqhviop6aFrWNaepfZqqXQTWxO00tY/Kol1Cle5TO9JlLa7RSCo0MzG9vV7BSlgjTHx8oVAIGq2AequC1tDYrKZZ6aFENiRI0FIjo3QZ/obA30wjeZIKJKOp0K580L5GS0juiNJ+gqaHDCWotFPEawj8ZjqaACAe16ijESMTTabHGpyeWGGmtsq4FzLuN5mQTQKREIgk7VDQPtNenbuDq0zIVl5k9Woyjodizl/jvlNXSo8Bm/mFWY7KSn5tN51LxWfl4n1iN8/SW7nSi+e2uX8dm7vCplVg/LDdqw8Cp68NjtlnH37gNGMTh0sP2lxXfO19l2+77/NQFCV1OBydrC2e5qQ/VrgpO1e6w+Fw7IZxmT75XV08wfG5hT0RwWwRfVAxfdDtMYKezV6I24lWe17M1dFGoVBWR0avKJZ0qLvMixUqLQiXzhEI/0DF3cWFOVo79Os0taYq4IZqpHEspO7xY3Ksa147zqVMWDRZ0oa0yGDSFfFiC+km3iXKcpCNuz7RqUv9lL/OI1GN37vwIr5xrM6KEjyTve0wc9w6jMw+xq9ceBH/dOJyfu2WCMZFpZDt387z7iyUWS6m53npOqGuJS08lBJEIiFB8kDzJE/GE6zGI1xtTXCjNcri5iQr9RGi2CNq+Oi1AK8pkS1BsA6161BdVYwutajMX0dfvUa8sdkZrZGZfoQUCM8DIRG1aiq0RzGMjiCaESKM0SMVmser3PnDjzEZNHjR1MM82DjBzz/7AwDc89vv4MK3pq70u9/787z24/9f/vsL/1PXPvz8q34q/92+Z5bdD808hqoI8FFp3nnWEQnkdRNmPZ8NHRNqmJYaSDsv15VgQioSnTrXA9KMdBPpkq9Lp9E8UkDLEr6b2mclGWFd1VhXI2yqKjfiMVbjEULlE0hFlBXybCQVosxpbhznUmhiLdmIKmxGFbQWbLYqrK+PkDR8aGafW6WFY0UCsiWoNtNIHZlGv6MCiMZEJqyn7nQ/TIvLei1IImhNpNdAEQpkBGqtQjyWiugySn+EAhGDjNuRPUILwqpHq+rTqnlcD9OKNUcqm4Q6IPJ8ajJiVIYEIiFUAVf1BGMyZExcQwqNpxU1EdHUQV9iuiHRuqPIK+yvAa1Y88BGIqmJ7s7lvahX4nA49h8nqDschxDjXinmpjtnusPhcOyeY3KMzaUzjIjqTVskSi3fU+rA2ou7RDFT2sa504eL/b0WO9KNO90IQYnWeZZ6qNPvflwefM73TsV0SGMqvGyo/KgIkAgmrcJuvUR0OwZHdThHO92Ckk4RLdSqo5ggiPwcMmJ6ZLlNJRCIhDPBk/xl4wRSKD798Av5zqd+fMef2XH78OD8Cf7ZRAUyd6tfKDZsjtF21n87yqIoENpieqST9H8U66pCS3tEeCRK8lA4y/V4nLqqcL01xnx9mpXmCNfWx4hbHqrlwYafxrs0UzF95EnN2GLMyPwq4uoN1PoGutXqyqk2f+sEtNLIwAel0EmCiGOoNyBsQbVCcnyCxjGP33nhe0v3zQtOX8x/v/j9b+aTl87y8JU5nnpysef+VCgwHdd93v3SKJ3Uld7UaQebRDAq0oLEEljTFaZo0cyuFaNGr8bEuaTiOUIQZcK5Eddl3rkhiYCVTEBfVyOsJ7V8hEBdVYiVR0MFhC2fZhLQUh4t5RErSazSAqBCaLQWRMpjI6yglCSKPVpNH7UZ4K15eKEAlQrcQqUCuYgz8Vun07J0GPxG+r+M2vPrLK1GZAK5ed2L0ul6FZTpbdTZMhOwmwayBdUnPUKqrACBVMRKplE1ug5AqHwiz2Pca6b7UXtci8c5Kjc45jVAKBItuRr37249dWKJB+ZPct73slFHoiPapezYGMbzdJlL3RbVi+2maemzvDDHzInF0tcdDsfNiRPUHY5DRrh0rqsQFzgx3eFwOMro9cC0HSOimrrJrSG4w8J2qUN/znN7/kGwRZa9Erf3olilo5xIx3hC4s88QlTIVN7QLQBCbUS3lGbmxFbWMuJ9zmhdXJjLC/J5IhU55hdmAVhemMtd4cfnFrZczqjwGBEB40J2xbMAmXCYCRnZ73UdMymq2Xw6j3JJt0V0xLq0iwZqIq1paY0njGTZeZy3RfaUphYoDTWRcNpfZVI2c3fqHz76LCZlGmuwEE/zqnOfT9fjYpEcpLndgZCcySJS7Dx0KBfXTLST6TQz4l2k2w5rSN25qzrKj9emDngimeBS6w6eaE2ykVRZj2psxFWuNsZYrY8QRj6tzQA2fGSUxrt4zTQnffRxxeQjG8jl66gbK6hWhE6SbjG9iE6FdFoReAnEcRr9ApAkCKVZO9f7XvLrX/GrHX9/5ZnHePjK3Jar7HVebXU/NR0REkHNyp63Y59OeC0idH5NrSBo6bYb3UOjaIvpQVa4U6LzuJcVNcJKMkqkfa4l42wkNZoqYC0ZIUx8GipgM66wEVXZiCq0Ep8oSbcnjD3ixMtj6j2ZZbMrkRaLDX1oeMi6JFgXuQvd5KML63BSXlqAVIs081xmQrjXMkVlBaqSvsdrpSK6SECo7HUpoAXa/upE+38t0mX6jXRdXtOj2Rrh8UgyMdUgUh4KgUJQkQF1VSHSHoFIkEJxPRnjajLBmGxRy+JggL5z1NvfR/v4LJrSip3Tw3CvJ1qRkK7HE+n9KF12uVM9EGmh7bXF005Md+yasjoNB81h2579wgnqDschYW3xNFXhdwnpDofD4Shnq6JQ5e7tzmkmH/za4kmOzfU/vHjQ7Rt2h6gR6SRt0XGvi4OuLJ5iem5+D9fggHZGsp/9br5fk6UOZnh76qSuZw/xmxrukj7+zCMkS+dyQXm/qApJqBVzJzrdpF7hAevq4gmgt7DuZYaCopge6SR34QK5CzQkyeMyzLxGQAfacTjobfeJpN0pYbY7KXmLeZCtiZg1lQr5d3rr2WuSE/4KD86f4LgHAanr9fiWa3bcyjw4f4KjUhMImTvSzXleJqyZvH9IR1FILfCEyDuPJIIIRaBTgS4kyTt7QLCiRvnM5lmebI2zGVdYa9XYjCpstipsNKu0woCk5cGm14542YDKKowtK8YubSKXrqViejPcXkg3ZM8vOo4Q2kOboqqehxwfI5qoIFuD7but3OlbYXdg5xFsqFxoHSVgVYUd7zEFRmtCEiCo64QEQZCNTIHO3HRDgsCzri2pmF7lWjLO1Xiyo7DojXiU9TjNPN+Iq7QSj5VwhLVGjUQJ4thDSE0SS5LIQ6ssAshTaCXSv7VIv7u6pLImkK22W1wkbTFdizQL3ZCL5XH7b+UBnk5d6SIVz2Wsc2e7Fmnmupbk4jmQC+paCISZLsBToJpQuyoIkyobUiOExhcKiWbUb6E8kYnpmpqMiPBZjI5w3Fsn8NJOyTUZsp6M9P19jwqV1xHp+G72cbS3LaJvJZjbrw1aY8ThcBw+nKDucBwCVhZPdQzTLjYAnDvd4XA4uulVFKrfa6ZEUhXBngjeHX8PWey2hxpHOulZlG1YeEIyQtC5Dbmo7xgmkU4YmX0sz0IPdZR/xyYKIhXXdF4YL9SCFjLPY7UFuf2irEPKiNKKVNg2SMo7seLl84wUzkfTkRDphJAky1VvR2KMCr8jK93EXtikAnt73UZ0Mdtkb6eJfWk72e3Po0Gk4lmCYE1VqesKgUiItEekU7E0EOn2XEvS/z+y8Ux+SNyc0VKOwZhfmCVA5LEOD1+Z46TnZ65VmbftzTFb11GHSzp9TeVu6Zrw0mNdp51HpjMtzf9PCISgqRWRljR1WtDxs/UzfHHjOCutGhutKvVWQCvyUyE9y9uWLYlspkK6X4fadc3YcszIF6+hr14j2az350q30Qqd5YBrFefv9aamYHwMfyPirr+VvPDb/j0f/29v2u2u7ouOOibL95Bk90yJ4Iis8cU4ZFqmnW4BacdFgGRdxzR1KqZ7IhXbQy2oivTvRKfFSyMg0WnxUoAWHovxNAvREZZa06zFNULlsx7X2Iiq3AhH2Aiz0TRaUG9UaG1W0IlAJAISo1SDbMk8vkX7IBXIUOC10ngV2UpFcRm1P69Q6XsRkFRJs9JFJqa3wAt1mq+eXTJNTLzOMtW9lkbGGhF3utzzQqVSWGJ6tqHQFttFuj16TRCsC9b9KhueuZYKpipNRv2ARlJBCsWk30SK1O2/rmtUVEKiTXHRzuLbW3H3ySXCpXOEOsYXbGtOG4bZobgO83eiVX6vLm+fivw+5Ymulx0Ox02GE9QdjgPm6uIJjsh2L7xE5o2VXmKRw+FwOFI6HdqDXzMlkkC0C5UeBMYp368o3i5mJ/M4gL0gtgpjNnTEwadz39qk+ekCtXwPnpBEOmZk9jFGgM2lMx1DyVdVkmbTCmghaWqfz10+xbNPzzM2e4nNPYgyGpS5E4tcXTxBonUuMELbpb5ZiKUx7nqDIi3A2NRJh9PdOM6BVHiyMmsjK+4F2uK5cZ8rAEtgN4KGop39bhciNdnpNoHQREoyJls0k4CVZBRP2A7VmIAkb8t9w+TnuaFa9O+3dNysnDqxRGPpLJtLZ5BIpqWJBJEEmXDezj5X+ciJsgKZ7Q6eNNapqTUVIYi0IkJn2f6aphZEWrKcTPJwOMMXN4/z6OrRNGc78okiL3WkNzxEKJGRyPLSobIG1VXN2FJE7eIN9JPX0Y3G4GK6oeQ9utFAtFJruhZQuxbx9V/1Tv70Yz/O13vfzp8mHxh8PdtgRv3aBZrlzAXipTMdEVAemmtK4qGZkCofUdK08k3SQqQyixUh15Aj0lEBSgua2mdN1VhRo1yNJ1kIj3CleYS1qMZKWGO1OUKiBFHsEcdemone8GHTRyQCmeWYC5VmoftZBI8p/mkc4jJKhfG8IGhL5zEv6Ez09kQuqisvFc9l5kwXyojuOs1B1+myhWrnotuv53npSmeOd4H2RL49Hd+zAITIxHmNtwqtJyX10QoNX+F7Kh9ZpEzuvND5tPnWMY7VNlFIKiLhtU/9zEDfeUNHXSO97dFOdttwr56vi4Wxt1tPcJtGZDh2T6Jl3vl0WCgb0Xc74AR1h2MfsPNz1xZPEwgvLzx6RI503eztG7BzpzscDkd/KFTH/90Fo1Tp9VYiqRaKw+0GO0PduIvDpXNUZx8lXj6fb5c/88jA2enGGQ7pw1t19tGhbXcZZltHRND1msuFHi72serPPNLRSPfxSHSEzAQ1EzuSZGKa0oIVPcLiwhyjwiM4JPFxZZ1UZlq8fL6jfbSyeIpJy2CQOv0kkORCuRTdAkQ+zN+I6z00CltUN4VIvawIaXt6KqCbB0OlTYa1zl9bVz6BUATAMW+TmoiYj4/RVAETXoOW9vBQJEjGZEhNR1xNPO5cPs+GCl100i2MqYOUXjnbB2J6/raLiBoSrVM3sW5n++cCu5Xp3cw6gZpa58frpvbwtCbSkmtqlOVomhvxGJc2jnDjxhgq9FPnswbRlMhQ4DfSiBB/E0auaUYfjwg2YvxLT6DX1lGN5s7F9F4ICRt1vI1RRustxMo6enWdVxz5XoTn8fXytfyp+u/DWx8wOXeZtcXT3FBNZqzpY7OXOmuaLJ4k0opVBVeTgJpICER6jo+JmCi7tkRGdc6+uoT0upuQiukL8RGuxpPUVYV/3Jzlb584yWazQhT6adFXDYQesiERCXhNwUizHasi47bgbYqByihzk8dtUVvEIBOdC+ZGxIa2Q1z5Ohe+RSame6FGxiBjnV8fcxe6EdeNkJ6J66jsd6WzOBmNSBRIgfJlKqyL9jLa37dABQLlCyYuS+JRn1BWkUKTKEmkPEaDVlp4NRMEV6P0uj8X3MATConiLy+eZ9prUkHxtFPbR/+sqJhZr7udYsfjFduIB4HpzIH03vXA/EnuOzX8yEGHw7E/OEHd4dgl/YohJtZlXNYACHWUu1WcC93hcDh2Tq9raNn0XsWpqmJvmkRpbms6xNd2fENarPGIrHVlRm+/vPQzbOjWnrrG7W1y9T32FrV8D4lWBD2OQxPj4iEIIS+GZxeBqomIhaTCjBdyVFT2fJt3S7FDqRjVAunx7iEItSIQgrJs2p3mxfc6oiPdfj3JhucnmRu1iV3E0LgsFROyQaQ9VpNRprw6ntDUREhTBWxSJfAUF6IGZ/1KZwyF45aloSM2lWLUS89pO+ffYB/xEWnBUQX5UWY6fxTpOS9Fu36A0oK6Dmhpj5VkFIXgRjTKRlhFxR600nx0oQT+hsCvg9cAP4TKmmZsuUV1YQ3WN9Ebm+gwHL6YDqhWCxH6iCeuw/gYJIo/ufErPOsHfwERw+bJoa6Oa4sn+dtwgmMePCOodo2Esc+7Y3NXmF+YZVTCZgIL8STHvE3WVY3Aq+NpTVN7BEKlHW2mw83UWEByNZlkMTrC32+cYKkxyfzaNCtPTCA2PEQsqG6ITEQHv5l2ZgQNjTQXGg2qIhBJKnqLRCMTjQwVMtLIKGkXd6Udu6KFQPsiyznPpvmpkK1l6kw3BtY0OqbtZhcqFdc7xXKdCfoqm54J6olCxApihWy20L4EKVM3euClOepaI6IEEUaQZCvxPeKjY8Qjo6wT0IwFzZEK4bhPq+aRaEkzDmhEAZ5UPNkc5UT1Bs+uXaYmI2oypql9PBHlo6+2wsS+bBebuleGtaI7ved8eR2Q9N4yLfc/os3hcAwPJ6g7HBb2g13xQWdQF2GRpk4Yp11cKxBbuyFNT7pzqDscDkc5w7xGBsLPHbLDELpMZquPRyB8Ih3nD1wRCQrFhAyyfFyFP7u92ztePk+i2zEYe1FItQyz3Xaj0eWnD5f8Id8a3WCIl88TaZW7VtOf1JUeiCw2Qmg8UtGnqQVNnTB2EB9kQBQKtXyeumoxKvzS6KYETdBVbC4TJYQuLE+Xzle+7k5RPRAQKXLxysgcdueF0gIpUldwC4+6qrCp086L4/4akfZZSUZpojjmbxCIhKYOiHRIhGRVhdzpBYQ6chEwtyBpVFOa0T09N8/nLt7DUdnMqka2j0cvG2kCbcdqqI3QR5aL3hbfII0aMu70pk5jnpo6SKNGkjGuxhOsRKPEiYRNL81JDwXBOlTWUzHdizTVVcXYpQ3kEyvoeh1aEbrVQkXx0MV0ALQi2dhANBrIRhMxOcHXvPrf8fk/+CEAvuTf/MKWb3/Kf/0Z/IdHuONzCdoTXLtXoiVceMv/Vjr/sbkr3H1lDqXh8SRiWvpdorrNqRNpUchT2d9/+tgzGJMhTe0TaUkty/Juai91WWfu9E1V4Woywac2n8LHr55ltVFjY7PGyGdGObKZitkyAr+Z7nO/nuBvRKlYnWhks4WIEnTgpQK1UogwhpVVtBkpoDR4ElGpIKoVqFbA99P5vUzUrviomo/2JEnNR1UkaI2/mY3WMbp9JrQLBbKl8FoKlMlMTxBRgmxE0IogjtN1K5W6z5VChy1Uq5V2vCiN8NLnWOF5iMAHLxPXPS/dNt/HjxOOfzoi2JikecwnrvnEY1Wuj2qSEYWYitCRBE9zTU/w3uU7eMrsVc6OX+dVRz/LmAwZ8yL+vjXHs/s41EzsC5aoXtZOLEYF9ppv2BTvTxJBTUg+fukcLzzTOdrQFYJ3bIVCHLpW+FbFeG9lnKDuuK3ZSiTfqYBuHoaNIGOG59/hjbbnKRmPXHYTd6K6w+FwbM1OR/h0uImEySMf/rXWZGFD78ZmqOO+nOaJTsXTSCuuK8WxIW5nERNNA53u9N12Ljt64wnZGUdgYQtrUeEwkkLj6VRMlyLNBQ73QhjbQ0Zl21HfHpZvFzLtdqcrax7PKiS6FUaQtJchMcJ66gAu0io6HLWghUdT+bS0R6R9NlWVmmixrkay5UquxeOMybSU6qaqkggJhHhis6N2juPW4YZqECCZnpvnVy68iClvAmjm4nla/FKS6HbsQzH3X5Fm0UZa5CK6/VqUxTy1tEdTp4/ykfZQWrIRV2m2AkScRrt4IQSbUFnVeC1NUNeMLDeQ19bQ9Tq60YQk2Tsx3UInCboVIZRiZH6Dl7z8XXzkQ/+Gv3/X/8Zz3vALjC8k/NXvvrnrfV/8//wYX/Kjv0BrUjJxqcVDP/Ej265rXaX7pYWinihqIqa2MMfVxNvW6byiRvGEItI6L4xpOtIqpHFbCMVyMsVnNs/yl48/hcdvTKCvjDK6IBh7XOM3FFpAsJFQfbyO3GzC+gY6K/aais6pAI3W6Ch1dqskKR8lUK+3fxcyFbE9DzE2ghgdxatWQEq8ioeuZPKOAjyB9iVato8ioTUiVogoaYv4jSaEIboVtUV0870phW5F6NiqfgroWGX/RxBam+d5aQfASA0hJSLwqa0kJBUPlEB7ICOBqnvEdYkO0mKrMoZ4RHMpOEqUePy35Ct46tgT/JPJzzLtbW77nQM8niSc9CWBFVFnP0MXO2t3+nxd+sxe0n40IxQhHWUme9yn7vabXdMSNGuLp/Ni4w6H43DiBHXHbU2ZE6yf99iUvd+eR85cQNIWJyIdE2QurL7W58R0h8PhKHWu9qI45He71xKt8hzbBuHQnL1y5gLR0rm2UypzLqbFJduuqO1GLEGWN42mriNWVcJTTy4NaSt7bHvJvSdcOpcXeVOF+BrHztlqdFwRL8tOV4XIFxNJUBMqL1Q7zBEXe4U/80hXFFIZpiipcep7QqC0zjOojbBu8qft37dyqadu//byTQHSYqSOvb/N6ACF5HoyToKkqQISIViMplFaIoUiEAnTXp0pr45CsK5r1JMKUqwxKiL3EHYL0tSKqvD43S9+KS8ceYKjUhN1RU7orvdAu0ChucO1kF3CalN7bOqASPsdkUOR9ngyGmetVUUlAtkSafHRMIsaCTWV1YTa43Xkk6uw2Uhd0K0WWu2fq1CFTVhZRQY+Va15+Zf9JDrwmJgd5S9/783c/4p3MfLodf74wrvy93zp63+BkVAz9UiDP/uLt/S1ngfCkxz31whIqOsqEsWkbFIT0bbvNfNIVH5dlUKjtGCNCk3lMx8f478//uVcXpvm2hOTTDxQYfqLCV4joba0gVjbhEYTnTm9VRiiGo3OFYnu77cvtELHKhOym3D9Riqyy8wd7vuIIEid7X7qHEeI9Eep9EdKSBJ0vUG8WR9qZ4pOkrQQbRTjeR4cnUS2FEFDovzUNZ9U0+OycqPtolcVQAla12s84SccG6lzLRrjH1szfPv5T/e17gmZ1iuA3u3AXs/VvaJh7NfsdmjZcsrap2YbAnwQsKGaHfFmEkFVCD59+W6ed/pi+33Z+X1t8eS+jUZ0OByD49pyjtse20ne77y9pqnle0rdZcVCW67gqMPhcAyGuV72K6pDd6alebDpNT0QHjdUyNUrs9w9JMFaofEgjwFoT09diQrN9Fz5UHSbSCfZj+LcHovpNva+9oR5kHTsBVsVeTUFNJs6wehfxo1uMGJ6Op+mpWMmb4Ivy595hMbS2Y6OpbI8Wg+BLYfJfN7BBMF+nOzpfJ129VYm1CgtaOqATV0hQbKepLVxFIIJ2WRd1agnVSa8JomW1FWVmohQSBIUdRXQ1BEjPUYjOG4OLl6ZZUxKxkWFkdnH+NzlU8z5ksm5yxy/eJ6jUuejnswIikirjmO4pTWedZh5mWMZyN3Q5jhsaj8/9po6deAmWmaRQj6NJJ2mYolMRFqMsgFeKy1m6TcSZL0FzTCN7Yjitpi+jyNa/l/2/jxckuyu74Q/55yIyOUutXdX3eqq7ipVd0uNhFCDDAgwi5EF2MBrxgzGfngBm8E2tl8sm8GLbA+DHzyGF1vGHjMGe3hezNgMgwcGg5GFsEAWFgiB0Iak3qu7um7d7trulpmxnfN7/zgRkZF5l7pVdW/V7arz6ac680ZGREZExvo93/P9SZ7jLl9Fp5kXfLsdZq8N+ONf/A/5zd/++3zto9/P1z76/dgjs5RzCd1jMb/97//mTX3HYnGQgetUsVgWoxzX1CwAXzg17qcvnCQVw5OnvRN4zfUwyjGjc7qqxODPswMihi5hqTzAR9bP8MLyYZavzqDWIi8OLxfEr67Dy5ewo9QL39tt393c5uIQ68Vs8nzzcSrR3Y8ue98joSyw11cwvS7mQBeTGTriKHOFTZSv8aq9kO5imh4VOtXkeURuDa9mczwVn9jxdw4EjjB5/biZnt6b3VtacY37vDbG3UpNmXa9nkI2/kZno5LFiwssnFxsTeN7tASnemCa9rVhv7DfludOEQT1QKBis4eaduGoWix3uA0PvdNifC2qjy6dQaOY1XtZNi4QCATuL25GVG9TO5bq6BQ/L9U8fGkUR6rC0bu3rBtvMGsxHXx3/+XFU6RiOd56kKrJLp0lk7LJ2f2F9cf5nl1dwo20r2n1tqkLpzpc4yjeKp4kcHPcaF+Ojj8L1T7iixT67HTbclX7YoUei3D2oUssXlwgk4LOa+B32uw4qanFSINqHOe1Sx2oGqbq+YzjYYzaOE/vbB+PC+Nc+onlqYo/1t31/XLUUTSGXLy4HquSWFkcio4qyFWEQXgouUZfZ42f8ZqdZU6P0AqWXY+P5wlvTgZ7GtsU2DvKpXMc1jEdFVFiGV06Q19bji0s8tGXTtPVmm7VQFTv2wWOVIREKTR+X0yAWCmKeh8WoUDIRJGKaRpxAIYuYdV1m1ihrsopJPINOC7hej5DZiO6/ZzhgQSUz1CPRkKyZonWcu+arp3ptqoScIfjoWoHs0vHOSG620G/EvE189/pI1GiCFMUDBdO3rSYDvB3nvhV/tR/+yuUThNpR6Itkbac7C7zXb/3Hfz5Y/+VuKrQ+Xy+wFU7y5PVtEOXcMSsjXsCKVhzCa/aOS6X8zyXPsDvXn6YleU+iCK5pplZsphBgVpd97Et5Y2d8HecSnS/o19ZFpQXFolLixkewfZjXKRxscIlmnxOU/YU1ilc7Au22q4mj7u81D/IbCdnNe/y/vOP81WPPHXD73v0oUWWF08xqzsUYiey1HdKUW2kthvdidBRsX+P4MQSq43GuK3uTZv54MiqCMBpDIqO0ly4eIIY1Zw/alYXT1e9G1UQ1wOBfUQQ1AOBbZiObgHYyWW5LrLVqTLc2hfX2q1YDw8u9UAgELh5thPVt3qAqguAbsxiHovrt+I82o7Jc75UAr5MfO+alHSVZnnxFBrFK67ksNZk4jig4ybewiF8z+O/savLt/kyT16bOid8sazNenIFUX132M6dDhArTYFj6BygGtckePG37VS3Uk+jGnFgvyd2T0fhGaVxO1B/Nsuk3Sz+xc9zc9G+Fuyt+MaKettOu62KVlFCoxxOFImyzGgvDGrlKCSiGxXEqsQoIaHAVtEdFl3NV/N7g7N81SO/srONE9h3FGJ98UNg5sSLlEvnePShRT7y0iMs2xleFy+jiZviowWOgXNNZn9XmWrfLSlaeeqW9vHr0NXwOis9USW2ihuKlc9RX7Z9Xs3nSK0fJzIOPZ9TRBHxaoyLFLp0qLz07vc4grJE1Xndd4u2i7gVh6ITX3hT5mfQpfDkX3w3H/2JzQuQbsfTV44RR5ZeXGC0I9YWJ4ovOvg8S+UBjpk1ZnTO2eQyx9wq733hCX5j7Qk+f2ZYNaZpVqXDUBKu2jnWbJcV2+f86AiXV2dxqUGPDJ3rPitdZ4Uvxim+YOdd3bb7CXHYV15FLa8QdTuobhe6HeyxeUya4GLF6GhEMauQpIooWjWkeUw/KXAoPp2e5Kt2+HUXrPAGXT97awwbi4/C5hEv0z2j6usnyjW1cOrhGrVpbnr73nT6O4Yu33D/WVM3Gs9V55X67/q+0c/PvwbHeiCwfwiCeiCwB1yxQx4ws5t+1lExmRSNcHOnK4wHAoHAa50bOXqnH4ragnn7tT3cIU33WoALF09w6uTtR6to1ITjqS6k6AMgFBpFt3ooS8VilGLBxBTi6Cg9EWdxoTQcu+0lujF1pnz7erRZzvX4oTFwO9xITIfxb+Hd6X6fiCsna02ivDB82XV4BJhXHUosQyn4ry88wTvOfHovFn/X2Drzduwib95LLUBK5dqvj5NxZMbG+W8cPnb1jynEFyetneyGcQ52IRor7SJ3jq4usOKz1bu68AUi0X565V3spspZd0rTNTmf2wtiyGuV7NLZDdeQ6PizDC49zLwqcFpxQJumAafAF7g0yu9bqQjgz/VptU8ORTcNOIXUMTEyMWwgid+H0BRiWLF9colwohnZhNW8w8qoy2DQRa52iEe+0KNyYAalF9SdF3tJEp+pvUmxybtJXayTOEKtDZl5qqT/oWu846f/nHe2OyE6eYL3vPTPtp3P63/hBynyhCK2ZHmEdRpnFa8kczx9/RhH+wPOzF7lTxz6OK+Lr3IkyniuOMjpzlUMjgKDq45pg2NOj0hdTEcXJLqkPt3Eq7rKqbfj7ZskE+77QNUrYThsiqsqY9BXZ+nOziCH5tDlHGsPxYjyxXSjIYyud1mPLN2oYOh23tP7Tade5pMXHuJho0H5oqD18zaM7w8tjliNpTC7idli/JmA8leJ+lpcYnEixMrsyKmeSZ3NX9fjmPwu02rArcX0rRhKyfyWnwbuB+zUvch+4Gbj9+4VgqAeCOwC0znsW0k94/y0uImOGV06Q6eVzRYIBAKBrbnZqJe2u6f9frPP6/n7nMzbW85y6dzYxVQJ9jUFjhjdPFDV77Xy4w2lJEY34n49zZOnL97eQt0CbYGzFn7r+LPAnaOOCWo70R3end4mFdUUNuuceJ4OcO3iCRai1Tu2rLfKVgXkLNs7PeuYlza1E3inD3i1S70W0afrNFq84GlF4xg/yHqn+sbl9uPVkTx1bJKfaVeV/NHuaMM0gdcGdY8d8OJ6zcyJF+HCAodNRiHjfaouOmrFC+oOKADnhEGVhb7mulXjTInB92YARyrRRE56KgmDKpO/EMPQJVwrZ7iaz7CedRgMO7jLHeJVjXKgC3zRRwUSVRnaUeT3zCqvXay947EvG2gf+9b6WJo088uX56A05oFjvOfiv9jR7NK1DqSGMnYgoFKDEhjGwjBxLPf7XJmfIVaOt8y+yJFond8bnOFwNOByOU9fZ3R1wbweEVdC6iPJZVKJuZgdotspyKRL2RfKnkIXDtLM55fvh+25zxFr/e8LKKOJ5nskaxEuUWgLUkK0HJHOx4w6CYXcuHB7mzedepmriw+BaLSSJvplOu5vItYFmfh7mnEjrm0ay/x4N162VTeqjHTjHor1+aGZ/zYi+vR96nQcTCAQuHsEQT0Q2EVqYd1e3LyASlsw12jKpXMTRbgCN2arbLpAIHBvczMC7vSD0+Q8NnbzdbTjIfw5ub9FPMROseKIlaEQ23JGyTiOYurhKUZX8TCbR1hcs3JH3Okwzkuv1yNi0kXt64psdKwH9oZatKsLFtaxJG1i5Qscrrl4w/SnTl7i2kun+NCLZ3nbw89v+Hy/0C741u5l4mMzNp+mnak+4RregZA+fUYxVQ69k40Fv5yoRkS3qEYsX7YzFGLo64y02vbNq8QcNMPG5dpVObGyxKpsIgEDr23a4vrg0sPkaBJxDJFGFjcochGGollzCXM6R1d1D4x4UV3jSJT17mgxVeHRyBfURJr9zYqiEEMhBoPjSjHHlXyWYRmTFjHl9S7xwLumRYHtwOiIQnSf7vUOvZci9CCF0qKKApXE3lE9GN5Vp7rSalw0U2lfMLW1PCrSoBRf+t/9KL/1f3/fjWc4NJiBRpfGC+oW0OAMoDUuirj+Spf/ePEgv9J9I73ZjJlOzkyS82B/nQPxiI4u6ZkcrYS+zjkcrQNwMT1IaTXRsuHAc4oDz+VE14ewPkTKEnHONxAEUX1bXJZClmKsxczP0O0YXJJgE4VoiAaKdC1hNS75veWH+eSFhzhfHObrz35iR/O/Yh1HDXS2kbsme+ONexK263TcqFHWxz9t3hgM3pnuC5HaZl5NnY/W/d52jnS7iRkkEAjsD4KgHgjsAd3WhXUrEchfYOPg8tsh222nEJUTCAQ2Y/oBpHYeTZ8vGueRCBb/gHXoNouTTmdC12L6jR6M2rE0bSf7c+VhHr+tJbox5dK5Tc+lddzLTqJJAruPzxMfx5z4KJHJfcigGAo8eXrzKJEcQ1eVvPszf5x3vuHX9nqRb5m65sB0Y9iE8NASOabF9Gmmc9M3E0fq/HT/PT7epS5IqJU0ERx++bw7PVaWgeswdD6GI3UxhRgsGif19Jpl+szplK4u6Cqhqwq6qmQkll6oP3DPsLx4imXno30eP7XILz//uZyOrnPYlBQCqWgK0XRV6RtqZBzp0m6osZUjXePoqrKKC/LjpUIVJaQbUX1kYy6nsyynPdau9b2InONF5GrZbAfyOYWNI1QxQ+9CiTLjfVoBWilfqPQuRsDUYjrGC+tKK1xRgjj/WZYz+9nrfPG3/hN++2e3L1Rqhpp44AtdAt71LL7BTEShvWmZaMXAiiG9ljDsOq7OFlyf7xEZR6wdvTinHxUc7Q54WR8icxFX0hmGKz3mLypmLpXEq5kv9lqW1TbMg5h+E4i16NUBcSemFynKTgwoxIBKNVmacGl9nvcPXs+T3fM7nu/jpxZ56sICxhT0Wg2YdeRqu9G2Lhha0y543WbaKX6jyNZ27nr7WmRFNvRc3Ippg0UgAOBaDfv7hf22PHeKIKgHAnvAsQXfLX906cyGrPT6gh2c6TujLhKz00KB08J7ENoDgdc+O214nM5On5yHUMhkV932w9J4+Lh78NXFhziy8DKjS2eaaaPKwV5iWXEFCycXN/2+2mnrH758lmf7uajOhG4KlSITD1f1Q1uBY81Zvu7Mp3a0DdrUQvi6yzi4cGFH444k27SgtkY3sWZBBLyzrLiUGN041MGL6nWWeh15km7TLf6tp8/zwfPneLJ3np979q18y7mP3IlFvykKKZuYJJg8Rtu5s5sVIt2Mie711fFdb8P2maIW030We/XdMs6uruMGjHIs2z5GOYauw6CV63vNzlC4CIeicIZMYno6B+CwWWdOj+iqAqMcb4gNHRWH4+geQqP44OhhvnHGXw9+f3iGC/ERHkkuc0QPqtoH1V7XxAopVl2Xoo6MEIixJMrig4X8+HnlWB+4Dsu2z9AlDG3Cuu1wLZ/hetbj6tqMn4UGlL/cNAi4CFQMxZwhme+h0wJtXSP8KqV8Ic04RorijgvrdQFPFfl7dpUk4BymUx1jIrjhEM4POfjqVb7mTe9Cla7JZnrPU/94Yn7RUIHzznRRULWTe5xvj1SZqmOxKXsKRCGZZvVqx0fkzJUkszmduOSiOUBiLN24YOn6PL3nEuZednSu5ZjVFFlbx66uBSH9FpA8R1bX0U7oZLMoN8vgeMLIKMxQY2cMwzzm/7rw+biHNF92E/N+/NQin75wkgVT0COeyEwvKke6YeO943TsS4HDMG64nY5/KYTmeJ1mLMCP51lfm7bKU29TSK0btHu5q12r8xMIBG6PoDQFAntI78QLdE48T3T8WaLjz7LqfGbmdqLPdtyvbnYzcRMx/q89bC+YdiwEAjfD9P6z1fvA7XGz59P2g5KbErH9MEeJxYqjr2IuL57E4SoX7Phc01ExR3TX53ROkV06u6ERUFeCaJ2pbip3UjsGxo83/rzG3ILpY3TpDJkUWHE31VV4Wkyv41/G22xyewfX+t5T56X6B/DJ3HSNL0ZaILz59PaNJgXGO6T1/ilCCD6TfyQ+T3czx17B1sXimnlUx3I93rQzfTPqI7Q+vuzUceJdwREWRS6Gy3aeoetUxcAUQ5cQK0shEZmLWbcdVsoei9kBLmezHI3XOGCGHInWOaiHVaSH0DvxQhDT7xGWF0+xuniaXxw8xNPpCb7z/J/ku3/v25k1KTM6o5CIZddj2fVZcx3Wql4NQ5dw1c2w7Pos2xmW7Yzv6SBjJ23dG6LAUEjUTHe9nGG17DGyCetlh9W0Sz6IEad8u60GMXjhvnXYiIZ8VpEe61Ac7EFUFQCNDEQRRAYVRag49lEw5s4af8TVee7iFe+qOClVoVKVJKhOBylL1KvXkE6M9BLs4Rke/8F3T8zrqb//Tp8fL6DENzAo61+1BZ2DKv3nov04OvfO9mhdI7HwwIMrHJwZ0Y0Lsjzi+lqfpeV58utdkmWIUkd0dYgsXcZeux7E9FtErEUy7/JXqwN0ZknWHcqCLhVSKkqribXlpewwP/7UV97U/J84dZELVliVjELK5h5mLI77vwtxpFUsS92Y276u1Nehza5FW93TT4+r8YXmxxGDY2z1He8bPcCiHZsunin6HJ8ybnhB/qY2QyAQ2COCQz0QuIPUDsHriyc5pHo7mqbdjex+cVvXrvSadp5vm50MG9843dy2u9XpAoFpgnh+e2y1/drniPp97faeLkRa0+7G2x7uEJxMitprkhIrzcA5ClXQUdpL7SLEShNX3fT7Kmbp4sLEA8+qZMySoFGUlQuq/QDVjn7ZzJkUN+d8vy5dpXnm5QUefWhzN/yGbbb0WOOoL7HEyvDRl05vGQfS7k013SOozhj1y+0aAT06/mzjag/sHeXSuXHUC178beeJJ0q10l+354gesux69FW2F4t6S9Riuo9bKid6auiqZ4cTf5wU4jaIEFsJ5+1tBkwc3813M+kMrKM1wEfkDF0CQFcVXHV9Vm2Xg2bImut5pzqONdtj6BIKZ4iVbSI5Xte/zJxOORKtN67jgRi+IBmFnh73ELHyAtk3zlzgV5XlTOcyR6J1Bq6DFYUVBQqO6AEwbrQxCHmVg25UTiERA9chUZZC/L50UA8pMCzbWnTvs152WS56rBVdVosOrw5mWV3pIYVGWZ893bjTq0NDInCV0O5iRdmPiIaGQ6M+Zm3knd5FCUaDsT4ORimwrnGO3xHEeTt55TpXcQS9rhf7AUapL/jZ7UCvi+tGlHMJ2YGI2ZfhzX/93eTz8JkffGez3rUDXQlgfZHWprFBgYv9eACqVNiu4I7mHD6yzhsOvwLAtazPtchy8dIhGEXMnDcceqYguZ6iVtf9NgqZ6beFqwqU6shgRiXRIMKkxjd8FJqyNKRlzKO9V1ixO3t+bvOmUy8D8NGXTvNw5Digu4yLkJpGMG+y06sCoplYiurakYuQKKGjdFMDRzPuBaXVxvvO+u8Sy+9lHf4wO8n3PP4bAPzQH/5J/vT8R4mV8HOrb+HvPPGrAHxztcyfvPAQbzr1cuPIryMAa27FaBG4d3DoqkrH/mEnEUb3IkFQDwTuAscWLnJ58SRH9MyG/LXpLvb3mqBbu9AizETXOxhnzXVOPN+cnOoHz5rt8tKnRfD231uJctPjjpfF7mosjz7+NKNLZ0IhsvuAneT932vH9V5xIzF9u6Kjm3/WPi+M8ytrUa1oPRAPRejjSJQX8zKpp6N5+AIv1HWVmeh+236oqsX7iWFTy2bFB97WYn09XlqJ4laEGcWOi0pedQP6KmoeDh2Oc9vc8dVieiHjLtA1RulGPA/77d1hOrcVxi51DRTIlkU727z59AV++fnP3XFRtzuBPv40M/iCjvWxMn39bY6dVoRLUR9DMhntUjN95pguAqyrcTYrAgw+6iUXw4zOWHVd1lwPo4Sh67Bmu2QubsTRuFLtYm25nvfpmZy+yTgWrTKjs6aArBXNNVcwv7B5w1bgtcfMiReb938W+JlnvqiK9/GFR41ydFWBruKZcmdIqv0lUbbq4WDQytFVDieaVBJSgUSV6ObaZBjaDuu2Q+EM17IeK2mPYZrgSo1yCqwX70VVES9V9IsuWy5t8YKyixWuY9BFgjiHyjUq05V9uzriROAO54GLk3G+e5J4MT2JEaNg1gupEmkk0th+TNmr4phywSYKk8Kbvu/d5AfA2KpNoSpKqus4a8EXKI3wF7vKpe46gjtYcObkZWbjnFI0Z/tXOJwM+Fhxkqhboi526F6t5qMU9HswGKK0Qu5g28M9hzjcaATWoufnMP2YeCTowp9jRRSjIuJ8epQfefPP3/LXPHn6JT554SEcI/oqohDnheoqnm8gzkeptXr25c01R5E5QLuJIqT19acW52s0ipdsyg8v/XEe67/C9z/xHr68tSzv+pxfad7/nU2WtW4EqDmy8DIff+kUDxrL0MmGHlWBQODuEAT1QOAucWzhIoNLD08Iy/eDk3XmxIuMLp2ZcEDWrsfONtO10cefJrt0tin6t5WD/2ZiYTIpSMXSVzGFWPo62VXxyC09FsT0QBAkd8Bm58GdxLps3eXWVfPYXHFsO2LHD0ZecFsTiJHGBeyqf4XUeZpe5AMvzF24eIK+MhhUI05n2EYoL2TSuVS/b8+zwDWfFUht1iMX4WyU3jA388LFE8Qohnj1IBZNrPSWTl639FgjphdimV94acJ5bsUREaJd7hZDl0/8bVDE+H20W/2mqagd9174+rOf4Cee+nL+4uMf2PDZ+154A28/85nbXuabpVw6x4or6Fci+jiv1v9nK/+9RqFVddzIpGhexyk1x3LrM3/sTwvnk9m1/hishykMwozOmoKRXZVXQqe/jneq2ByDY811veBZekf7sWSdU/E1ElVWy+3Qys9vRodaBPcyDk0qMUf0gFXXJZWYGZU3mfxdXVa5/BF5lc0fKwsCqSQYHEfMGuD/jlXJsp3hSjnHYnaAtbLL4mCetIxZTxPyLEZygyoVqvS54S6uxGMFqjp9iMYLy2X1mUB6NCGJNbp0mFGJSkpU6VBp4S3tZYnudaEscXm+cWX3AnFIXqDiGMqyahVQoGIkUbhOTDkX4yKFSzQ2URR9Rdn32zca+QaDeNXPTlVieh33Urv3XeIbHkwKtgvl8Yw3nbnIO479IQ8nVxi6Di/mR+nrjDnTYTDfYWllHmshWXN0Lg/Rg8w75re4twjcJEr7BhSjUaUjGjpMWu3bWnBO35aYXlML1T/19JfyVf3nmNOGQkrWnPMN1OKgcqEPnMMo/D2VUwwkBpfTmfJbxcr4+h8tl/r/tf4A3/bo7/BvNqYC3jI3inULBAJ3niCoBwJ3kdrZcnXxIWZVsiEr/F4jk4Ie44KstdC1nVCjjz894VKvx+2ceJ7lxVPM6p3K8NvTUx06yovzsTJ7uv0LKTc0BgTuDW7UKBZ+85tnMzF9K/d5e9tul2nZdvs2LvVWJEudS40IXaWIlSYT17hc47rbfitCxiLElaDnEGI0BY6iyr1ufw/QONJhY0Eq79JtR9D47r1ptTyri6cBNjhdly4uMKci0qqbcl65po7qGIdsKsbXxVMB+jqZyH/3YubW+3TYl/eeer+JlYGqF5dRgLRd1jcn6DyTHucnnvpyrpRzfHr9BN9w5GN8y7mP0FV3J1tdo1k4ucjy4ilivJDhe220Yp0a4XsqyoVJ8Xzaye+QVjFX1RzDtjkeJ4uRagWmdiRW+elGOe80Fx/T0VVFI4a66hhYN10W04PeaawLLJpcIjRCrCwJFqMch3Svdb4K3Gu0j6G6ZoFWQlE1zFhRjZheYJq+qfVnsXakkqBx5GIYuA4rtk/qYq7nM1xJ+xTOsDrqUhQRNjeowovpqj4NVA51bb24rmqntoL24ZHPKWwSYXKIhoZoGKELhxFBjTRKaYhjn47i5M4VKRWHVG5l1e/516JAlR2UFdA+tkaMoEvQVqFKr8c6AzgwhRfMdasBgeqU4hI/DgqKA1Cc9GL64/OvcjgacFAP/e/W8T0GBi7n1XgeER8JoyyoUeEjaEYpbjC8s9E49yhKK1SSIEahnGAKIR6Czqpzs3b81NNfyp9/7Ld25fvq+Xzg/GNoHB9NH+Gb5z5dFRn18WJGwbIzJDgGEpO6iERbMrH0lY+KqXs+dVTUXJ/+7erpTRutA4Hdwtdy2V93EVsZl+519tevEAjcpxxZeJnOiedZdxlWfH54XTjlXnGtr7uU3okXcEuPNa6zuljrjahdXNNuroMLF8ik2LVttBMx7lZwU/+BF7Gs3Du/b+D+6GGy12y2DaeLe8K4cOdm02923mxnpreFubaQ7dgoqs9o3Txc2db0rjXf+gayW7nAY3QjCtbzqd2zMBbhC2nPZ3I92jel9fcZVCPu18WxVhdPk106S3bpLINLD9NVhlQssdJ0lGZOGz6WHW/iaeZUxKcvnGzm3XaiP1sWRMefnahZ4YuxhlvFO81ED4FWA1BTRBPlG3zwPRc0G+PRtuNH3/xzdHVBrCwzJuf/ufIWABbLQ/z8c5+/K+twM+jjT1MunePgwgXmdY9uJVRsRV2ctf03TBYm3ax4nIZG/Khfa2d67U534uNeLKoROv20QlflzOiMri6af7HyQnlf5xyMh3R0iRXtc9XFYJRvRo2V4+FobCIIPT5emyxdXOC7fu87+Nbf+W4+eP4c3/mR72w++76PfwsAcypFK2FOpXRVgatE9LYAUkfBwLhRppAIVxW8LaoGm0IMqUS8ks2T2oi09D0kSqsphjFSTl4HldT/84KyaC8gu8iLzTYG26mywzXkc5r0kGb4QMT6Qx0GC12KIzM+T71dpDS+Cx68KBoXKAUQQWUFZi0lXs7oXMuJ1yzxuqOz6ohGgsnw/0aQrArJqhAPhGgkxEMhHgkuguwwDE8K2fGCZMb/RrMmZegSll0fh8JUx38qMetlghNFPFDMLKao5VXc0quUl6/cuYaGexyps/Nzi15P6VzO/G+4osiWOwxHHX5+afevT1/+yNN82SPP8r2v/3U6StOpfnkfCeMd7Y+fWuStp8/z8fQ0r9pZPpI9wCvWsuxKHxsjlo/lwis25ceuPx7E9EDgPiI41AOBfURHRRtyxWumHZhtV+F1N2Jedbacdj/Q18lNPfBPs1XX6JkTL1IunWMkGT21O271mt1yE9cZ7rXTtsQ28S/B4Xn/sVnW//26H+ykEWLaoX6joje1uNbOVW6L5w4ha5VwLCZc4t7JapooDTeRu2xawma9VBpfmG4z5/uGQqQtEb3Ovm6iJ8Q7j7dyrVOPX22PAv/AVxfWSsW2XPTj4qzHoxUycfSVocDRV47Liyc5tnCxKUBqxTWRBFYcurq2ZFJse14NkRV7R3bpbON+66ioKW5bnykcvsfCZdfhmM5u6rf4S7//bfyrz/8QP/bZr2YmyriczQJeOOpy91zq4Pep6NJZUiz6Bm6n9nHYPtY2Y7Oc9WksCosix3jXf5VpbVEUGKxoH+nhYixe+MwkJq+c7DUOhRVNrCwxvlDpVdujqwZ0VREevl7DHD+5yJ8tHueHX/xavuPD38kXVBEM3/bh7+KLD77KnBk1AnlXlxicz0inruHhs/kdCo1Ud4djkT2VGF3td+BdiE401/M+V9M+61mCUuCs9peOynkNVAp69Vqj6sz08blDxIvsReTHNzlQ4qNTugpdxsTXZrxDvSxReY4Ud/i8oDSIINaidLXkkfNCv3Moa3HaoEtHNARdakxeC+/eUa9zQTlBCbhIYTsaMQrRCjEQDRQ6iymGhk+tPMQzB47xumNX+OLDL3Cu+wpr1kf2ZC7mxcFh8ss9Dr0C0eU13MrqnYvBuV8Q5yN0sgwlCYYRyXqXZMWQrUeUXcultfk9XYRrznFMj3sw9ZVidOkMvRMvAPBXX//+Ztz3vfAGuqogiYd8Mj/IO858GoDv39MlDAQC+41wTxcI7ANqN9pmjsuaacGtnbt+bOEiy4unJrrp7zc25JvvohATHX924mR2O8I9bL792qJnXVj1ZgX8+veJuX8y8wObsx+P0bvBVgWDt8pM30xM3+o4qguMtosR2pbQPH71opyPa6kLPFaxEC23X9F6D4q45TqvxXKLNIUTiyoCxk8rG5alLqqYT4l89dqYqeuBrQpP2lame4EjE5/RnopQoJipvl8rRSqOU1FVfKvuHVO5+0eXzvgZV9upry3ZpbPNNtVoInavMHNg5xRiWZecGD1xX2Cq37SOLFm0Pd72sI8/uxn+1ef/DD/0h3+SjjYcioac5wjgs5xTiXn3Z/4473zDr22Ybje720/TvifonHie6xcXQE06ygvcBlG8Pn5187dqtk99XMLGIqX1PMc9T+pjVeNENVnpdTRH6uIqAkZTiKEQQy4RmYubgpEAsXZY0fR1hlGOAlMJqsJRHU8UsQy8NvmqR56iq87ya0fexKv5HABPzr/EQTPEimZVugwk4bhZ9Q0vVYOMYVxI0FZ7bqJKUvHZ+xrHiu0DVFExXmC/UswyLGPW0g5ZHjeNn7QaZJs/obapNxEvooBoHPXtqEzf1eldjBec62gU21Fkx2dJYoMaFaiBQpUlWgQpyj13ZIsTVC2uOuedy9ovA3HsHfO5RRW+kTGKDWgvwKtyfKSLUc1wl0TkBxOyQ4ZoBOqyb1Qo+6ALTVko8thROo1DcbmcY912eWF0lFdGc3z2pePMPWM4+vEBDIZIHlzpu47SPjpnfQAMUErT78SMjsxjRooSGKYJ3/sH38qPveVn92QRHn1okauLPvS8voesxfRp6nojP/Cpb+QH3vhLe7I8gcBWOF+d5W4vxgQ3MjzdqwRBPRDYJ9woq3a76cDHn7S5vHiSI3pmV5bttUadu76bzt/2fCLMTccgbLYcQVS9t9hKHN5svMD21MdXW1jfKjfdjzd2pdfUgnlbNAMvotXD6ulqUS5viW+14N3+2lrci1XbjSqk4ugqL34W4khbAnrSmr+VSed5263umBTc2+5bWuMZNZ52WBU+LQRS0ay5hEcfHj/8HalefdHHtFoHVxXdqsTHyqF+Jur7olpNI4Gjc+J5AnePuIrfGUlBrDRp63goBN72sP99pq//O+GAGVbZzl5V+/nnPp+ucqRuBq02P49dKg7e/ErcImsCc/jicONjQk3UHmjTzlLfWJNgI+MeIuPcdB/1oluip2rc5k3utfhHJz/MNP+M8oVHEYdRDtM0xHnhvauKpn5M4LXP2Sjlj8w8x/vt5wDQ1xkHzYAYW4nnDoNUcULVPlPtSwBxq5eUrvbzri4YOsua7YLx4xgcsyZjJe9SWoNzvkCjtQacQjk11tSriBfwuengxXRVOdnF+Fcl1WWtHi7ewQ6gnZ9HMWNQZZdYKVSWe7d6kjTxK3dCVKfKJVfV8S7WoayDooAoQmUGlPLL5ieqVr6OqzFeVFcKpTUS+fdRKiircCUUc1DOOdx8SW82Y6G/SuEM59OjPLt2jD+8cAK3nDD3vOHQMyXR85dwy6sh5mUvqArSNi0/xqAHmY/yqQR1gNWyyy889xaOmTW+pKt9T7otRO+b5eriQ42QPqxy0m9EENMDgfubIKgHAvuAptBm9Xd26eyO4lscbtMcTrf0GP19HP8Cfhn3Mi7Ai+rnKKoibiV21yJh9nO0TuDuMi2W76RI6f3MxqzznW2PerppIb2dlb5Vj59abKsfmtrfmKi6aKEXv4tKcdD4nOVY1c51abLVwbvbNaqJXKkxyn+fZVz8cHJZVFNQUlfjTFSWay1zvTyucsIb5UXVWPn5LNlZzkarm65zdPxZjgCDSw+zhp24PhRSKy9ug+C31+fpwEbKpXPoah+Lqt8jrgSjoVP0tWwQjG+W959/nCd7BW97+Hn+l09/HV1T8KG1R3n35/2fAPzEU1++6XSpi3nXJ76JH/rcX7it798Jc8qL6jM44qo2wU5oRy/VArw/nls1CzY5Juu4Fyde9KxjOXKJGheYd4Spllu9bmCzjVDaNzl9PY6C0AgOzZOdNXonXr7dzRLYJxw/ucixlx7h6w/8AQBnk1fpqoJUYp+drksfH1RloGsEoxyJss153zaNNQajBIMjVpZCDK8UB4grVfyVzBfELEovqEtpsLlBXFWItDaqq1beOJWYXieZKfxFJgJrxtMo53VonftBOgcXKwqjcFGMRIrOMEdFrT5TcgcKlNYOdcbZ2rhqmDGQF961rrRvEQO/7qpypRe+oKrSyo/f9b0AREPZUeTzVezNjOBiAeO/4w9eOcmnowe5ujyLutSl94oiHkCyJkQD75h3Wbq3634fI2XhXeriG5mi6ytEoyMkq5AOfab5Z68/yFcd7DCjM/7TMMLR5xun5nMz9y6ri6ebGMAYDUqzYh2xEjpKGsf6kYVw/g4EAhsJqlAgsA/Jqnz07ZysW4np4MVku3iagnJfi797JdbUkS8a3WQBd44/34rWuTWHcCHlrgrzgXuftmu9fn8/Z6bfiM2c6TDpTm+L8HUuciGucaRPi42bZpGLaxzhdXY5jN3rft7gWk7YjpKW4K0aF1W9NEOxE8VF63kWrWG1AFeL6I2oUn0et5an7aCt52sYF2OshxUCa86f5x956NKGdW0zc+JFVi4uNH87hKEUHNDdap6TRUiDmH7nseLIqobgOh9fo8mkJBVDv/Hp3ToGadztTjQneyvYVu7ym7obHe+/8NxbMOo0I9e97e/fKU5gAHSpagMo1cQntaNexj1ApGl82NAzRfljtl0IuC5I2o7h8K503fztx60b7HSVl17FeMhkjEctgHqh1DuTjaob7u7PrtD3Kh84/xhdpThu1nnTf/yf+LHP9WK5Q3PQpKQSVf/iRkw3VWa672nkiIGCqBHRjRJiVZLKDKmLGZKwbru+l4TTRMZSiqEo1GTrrALRAqLGerqSjVnq0ApSp8lXrzukaHzBUlBoKzijUM6Q9BPUWlzPphG69wzx/U2aIpW6WsDSIarKUK9y1aUW0JVqCezOD3PVa6+LEiEaWWxHMzqiyA+CSwQ0qFIhqWHkugxLhVmPSJYV/Usws1QSjRydS2uo9dS73Y3xom9gb6jv/8QhoxQloAvAKnTsyMqIz44WmJnJOGiGgG8kfiRaZdnFPHn6JWBnz5iri6e9kUBoRPVCHB0l1fXBNbVqli4ucPzk4l6tdSBwU1hRE/dt+4H9tjx3iv2rtAUC9zHzCy+RXTrbiMHT7ESQm1/wNxRXFx/ikO7v+jLeiOnCi5tRSMleSNPT26e+oWo3QLilxyjk5hocYhU1+eeBwE6Z2Benawncx8L6Vu78my1CCmM3uq6c4vU0dY5yI7ZXYlzRCNqqEa+nI1f8/FqZ5mosYntBpC6AJhPjjNejeq0jVOpplRfxNsMp7zhvL+OS7VBU7teuKomVI5UIU2eiiyGVmAvFEcqlc1s2tNYsnFxkcOlhCrEYpZhVSRP1kklJXyVYcZTYcLa7C5RYMixDEfri38+rDgcXLnDt5ROAb0Q5e4PGk+141c7xM898EQfNkELO8Kb+BT45HOew12L7+88/zlJ5EIBn01McMCMOmBE/8umv5fufeM+tr+QO+A9rr+ftM58FxlFLhcjEGbN+X4vlbbZz8dupjwYSY/CFeet4DjfVw6V2rNf4oqUWVxWNNMoR6xKDMGvSJvIllYRczL7vNRi4OR6N1xkILLuEH37T/83F4hCv7yxhRbFsx41OibLEqmx6MBjlM/brArcAB/WQVGIcijgqGboOz4+O4USRuYiXBwdJywjntHeou6nrR32harnURYGqRPYmab0+TKRKe1Fj3d0ZcD3v4HYxmEwRDwTRCpcYdLfjL166hDtQjFOcNEJ63YkKpQGLkkpYB79MVaQLVAK7Mc1nKo6hKFBZgRlFqLmIzrKgS0XZU9iun0a5qgZVCdEA4oEwc6mk9+IKamUNWV3DppkXeYOYfueII8zI+oada4Zizv9OH10+xdF4nSO983RVgUWx5iIMwvmXT9BViljpJvYOxgK7W3qM9SoCL1YGh6PAUYhgq/BVU92npSIYZYnRGKW4vHiyqW0yv/ASg0sP01HxDe+7AoHAvUu4uwsE9imdE8+zeHGBQ7qDRnHVpdiqyN0B3aGzwwzvuovahYsneED37qhj/UZiYayiDQJQ+4Znw/x24Jb03eVvvG308afpwG271gOBwM0zmX++UVhvx7a0BfKboV3A0Avrnlx8UU8YZ6E3BUpl0hVuqozZOp85aXWnb+c4bybeNVnntQiofGRL7Yh1ooinsqrr2BeDECtIRbFYHuRyOUcuESfj63RVXn2nbkT15/IHOWLWb+qhrsCH5a5IyqyKiJWh0xS7FoZScn9W4bi7WPENPxoYSolRakOW/VYNMjvlm1/3+/zS85+HUY6OLrhWzhKpjSLR7w3P8mC84otsmow3917kl64/uWcF4Wp+7LNfzan4OrHyx8G4wWwSx2Q9g8nPWsdnqzdJfay2o158XQGDRVX9iDS6ioXx49QF330shz+WAdHVMe2Ljmrl6OuMRJVY8XEfBldFxNzf8V73GgsnF3nvC0/wSLTMfHSNI3qAwdFVBV1VNrUJoIp4qYT0zfLUE+WF9tR1SCUmVpZHe69yPj3Ci4PDjMoYrQRVNdIoJYgGJXV++lhErwuRNrnpuop1qZamFtZpH+51HAxVlroCbX30i0SC6xik30FFBoajOyMoi0Pc+IhXWjXOZT/c+mEWqB3j1blAiSDOeSe5E5RzKPFRbp1IoVyMtoZ43RdjBdBWvFNfIB4KunB0Xxmgrl5HhiNcmo2jSAJ3jrwgGpbEw5h4RVEA68MOpdX8pn6Mh09c5phZ80WkNcwoX379kO5SYrm8eJJ51Wl6fdfPln2dVD2/fHSRr4UzbrAtUMRNPKCAck1smK6Ow+XFU8RVDZogqAUC9y/h+A8E9jELra5lC63htxKVcuqkd7MtL55iXvd2Y/F2hfYNTs1mYnp7eFFF4kzPp/262XSbbbNpAWqngnwgENgd6qKYNW0hrMRu6urfyt1eR74U4jBKNZEw7YKjfh7e1drOWY/R3h0ullSETNT44Uq80GbxYvz0t0/HS8Tt+aqxmz0VhxNIxbBk5/m85BoLJxc5//IJjILLNmbNdRtHY1eXLBUHeCY9zqxJOZ8eZdZkOBSFM/RNzncf+gPecebTN97QLQpxlTtfcUh1iJUhk4JCxhnxxxYu3tQ8A7uDqxp/6sK4h9TY7dqt9qPHT91+t/NvPPsxfvyprwTglWKeA9GQD5x/jKt2hhmdcT4/RiFzpFW1woNmyJrrEeu9FZTKpXN809yAUycv8ekLJ3nQRBTiGIrdcGXWzeu4MGO7h0kd7VQzUXRYFFqNe5BoJU135ViV5GKIsY2YbpSMzzsCBVVBUjd+lHKiWbF9CsnRRnBON2L7rRSODexv6uifrnIc1BmpGGZUQVzFu+QYXKvxaxwlpHzBUSWkEjGQhEIiVm2XTGIGrkMqET1TcLQzINGWXlRQdAxpGbM66pCOEu9W1/iol3YcmcaL6QoU3mXeXJ5aDnV0Nbj6TJU+AsYpKOtdXWmiUYyygs5KTGmRLNv7jQtNjrZ/22609mK6WEBpH5qmdLMiYl3rtYAyQjlBWUcyzIgvJ/R7Ma4TUc7EjagukcKkjuTaCH1lBVlZww6GQUi/i0ieo3NLPBC0Vcgwgm5JaTXXsx6/O3gdf3TusxzUPvpFK2HNRbxE5UBHsCqlqwyx0kSYDc+PY+OFj98ziP9X9UrMWzFjAFldO0cptCgiBaNLZ3atMGogsBP89Wd/6RW3W9/ntUoQ1AOB1yC3k2tbP9RdXjzJEb13/sPo+LObitO7kR99qy77nTREtAX24F4PBPaeaYd625G+WQa9lY03bNMRL36+PnO57Ur141bO1iovvf19BeNCpTmawmli5UhwFFUhucFUnnmivPAeKz217JOFFGuxP0czp0uePP2p5rM6+7y7eBIr66xVLvVP5g/yFx//wE1v0xuhKzEdYCgF3eq8rJU/R5stXL+BvcdW+0nTW6H18J+KNJFAt8t7X3iCoTtFrCx9nXMsWmPVdUklYVB2mge1Qgx9nfO65FXOF0c5FA12ZwG2IDr+LHX4zLLrcEwyDukeQzucEMc3iutqIt7JoHBqXMS3xp8P6giZyY3pY1wchUQ+t5pxLMdmNNnroiuB3mdlpxLRryJiNMLndV+6xa0R2M9Y0TxXHOF4tMpxkzGwvtdRXzmccqTiKtHckGOgqn8QV9MbnN+HxPd4cFRRMKIxCH2dc7SzzkyUMSg7LOc9jHYUTlNag9WCzQxS6MqZrprYF1EKpStNehz6Qq27S12olFb8S5WpjlTCegR0ITug0WWMGWrM6h0uyLmFkF2715X2TnbVauhrxPfa0V4WqDyH0chPkyTo2Rl0rwvM4mKNLgWcEC0P4foKMhjiRnfIjR/YGmNQhcXkjnhd01mKsAcUJhas07wwOMrR+CRv6z8D0MTjFeIbuqCutaE2iOl1TaM67gV8NJ83QWy+OJORY3W9HY0BsktnN/QmCwQC9z5BUA8E7lOOLVwku3T2jhctvdvi9E7d/W7psbu+rIHAvYgXxf2DzrRTyH8+KZhPH4e167zNOMZBGkd6XBUwrAuP1kJaV8mGI9siZOIYCCyWs7xq5xi6js8ndzFv7r7EETOquvuOxfQ6p9MhFCKk4pps68uLJxthui4qORThTade3nLb1K7w49XfZ7cc89ZZXjxFR0VN4ctMHEcWXmZ50cuYPRWHh8K7SFcZVpwlVj4rvd3I292lho6feeaLgHn6OmfoEmJdohE+MTrNQ8k1Bq5D5mKsaP7q69/fTHf+mbfxrs/5lV1Zhp2w5rpcsymzVRxNO65pM7aLh2oXIQXfYOamBPW2S33z+bvGFVa7010V31Q70cE71YeuQ6xKHk6uMKNuv5Bs4O7y4099Je+78gS/+CX/shnWVQVvP/OZ5u/FF88wcAnGjIiVNMWnwYvnRvloIa0EV0V/1U51jWC17wkVK4tRjmvlLF3tIylWyh5zcZ+Rjemaklg7VkcdsrqorvNieh370ojpus5NF29gr2t6VKq+kkpkbxcoVeASUNb/K3uK0WFD3FEkV6P9UZSzWrk6a13s9McyIcaLtU32uy5LlDFgLaYToWY6uFjz67/19/iaQ9+FGwyRsriTaxPYCmvRK0M6vYSyq8kOaLIrXYrjjrw0rBcJL46O8uUzT3FMZ2SiGEhEIZqucsxU2foOIZOSGDPRM7Euau/r52xeB2eaundj3cuvLuZulGbx4sJE7/JAIHDvEwT1QOA+ZlUyjuyRoO6WHiM6/uyW8S1bTrcLDvYbfscWETDl0jmsOBxCR8WbTRoIBG6D2m2+mZDuP9++u+Bm7vT2tE3GZTVuLabXWei6cq7GSjfu9FgZDIpCHMsu4bn8AYYuAeAL+15Yfj4/hlHOd+fHuw7rB686VuK5os+XPfJs02i3WGrOREKGxYrQV9FtFZLcDUaXzlSROF59OLhwAb14mquLDzXbI4jpd5cIn+XdZaNLziJNfNut8sHz57hmH+GwWWdGZxRiWLddVmyfji4qt7VfhnPdV5rp3n/+cdbsSX75+c/lcjnPn3/st25rObYju3SWdcmJ1Qw5musu84JHq4DwZrTjXqB2EE410E0VBbZT0xgEi6vEceedw01BSaEQmtoFsS59w0N1z+JEkUlErCxrtsucSX12NrvTEBK4e3zP47/Bl/Uf4sMv/ipf+PAL/PQzb+P1yditXS6d442J48NZQiGaWNnmd4+VI8a7Z22Vv1w33tQ9IBJl6eqCVBISlWHRzJkRqfMxYFuhdKWax9WVz7b2tSrppR7i38vYyd4+NFqZ61AJ6/U82pdrt4+iTyYy1Tf/bDNcUcL6AIxGlyXm4AFMUfI1h74LGY2CmL6PcHmOXh+gB3061yOiBxOigabII1zP9woqRDfO9I4S4qpIqUWx7IQ5BZ0qAtD3ztPNs15WFSG10i5yPfnaxqhxz0Nf42e871lxHNKdPdwagcCYuiD6fsJt84x2LxME9UDgPubYwsU9jX65WTG9kHJCzBlcepie2rubk+nl85EH++viFAjcK2yWe75d3Es76qX+u3Z8byWs1/EulrEjNVbQVwanvOAeK908EMXKVA9FhgNaM6cdTi5ysTzInE4xOJ48/RJvxTvOL5R+fItCixf46nzN49GQn37mbXz7o76h7lysvfNJ6kzsu3+jueIyuso08TPl0jmyqjpd7bYK3F1KLAZhVsVNBBH469XtiukAMzrneLTCmuvS1zmHzTorZZ9UIo5FaxjlyFxMIYZXigO874U3APB8fpxCIp7PH+B7X//rt70cW+GWHsMozZETL/NV1bBnXl5gRo1rGkxfpadrGLTx5QsniRtbLo2oaKrikShf7DfBkoupHMMlGl9Q0ke6+MKRrhZOlaZo5WVnVa56rCM+NTrF1z3xKQKvfd506mU++tJpnn/5BG/rKd67/nr+zL/4J3zDl/4ev/SJ/4Hz3/63+MWP/jm+4dBHOa1WgLrobStySMaZ/QahgKZmhi9q6l3UufP3vqnEZJWd3ImidL7YaWQskXHYyCHO95ygAIwg1Y6tXCvmpVkAhZhxidLmMKgjXyqHuy4YC/Il6FIwuaDWU2yxz3pc3Gy+uThclnqHe16gVtebnPS77rwPbMBevYZJEpJIE4282cGuJBQzvkHLiWbNdXFmRCHKn9/x+el1j6YMS0cMkfL3nZmUTURYfRGoM9NrE0Z9XfFmg2pZREgpiVF0lZlYTlN1C8ku+b6FwZwQCNwfBOUoELjP2S+F57xYNnlKijBbjB0IBF7rTBcirf/5v9ufbf+wXOAad3peFdUspM7NhG7rvFILxkapRkxvo9Gciws+r7PE6+Jl3hAbLi+eBPy58snTL7Fsu5iqcCTAjNbMaUOMcDZ+tZnXzIkXWZOx8NBRUROrcjfwQqWiwKFRHFl4mej4s74YK5pe6JWzLyjENUVz94InT79EVxccML6IW+2QNQiDSsSzKI5Ga7zzDb8GeFGvdq3XvTf2Cn386YmYm8Glh+kqoa9MU2i4ps7G9cs/Hl4Pm27EajvF68JzWvl/9bDNMEoaV7ofz8dyxMqiVRXRUX2euYhMYv/PxVwr965WTeDO8+Tpl9D4Xg5f2H+ef/J1/wdffeAPOf3QFb7tw9/FkWSdpOVOr/ep6V4KdeRLjVHjfco2Db62iheTcS8IFJF2xNoSR15UN5FFaYFIQIsX1TWIrqqPtoRyVPVZ9b6dp97ExbjxP23B5ILJhGhkoSzvnQKd4pCywGUpUhZBTN/HuGvX0YOMKBNU6RuF0jyuzt+OZTvDQPwzYyGKOka/XYDeIZRYylYTq2vVwtmMtpheUxedj5XeUIi0fo5dlTtUuDcQCNx1gkM9EAjsGzR6wjV+p/PdA4HAnWda9GoXHp0WFdtFSmuXdTvqBbxj3KKYUdBR4/zMukipwWew69as24VED+guB1pPUEfUDJcXTzaNj1/2yLN88Pw5HjBDYiX0MT5CRiuKaDgx7lHdpXfiBc6/fIKXbcYxffcaCa+7ITGaAkesDG7pMd8rqMpT75x4ntBZ+e4zFNt0NW8fG7dTjHwajaOQygHrYoxyzBrfI6OoRIm6GG5XFQyrcRfiZY6YNX7mmS/i2x79nV1bnu2YOfEiM/i4Ii22Ou5ttR71+kwWA6Y1vDEgNnEtYzeiBkx1vqgnM+IoWhJKokqs779GIY4C42NcpI558a91rroTTeH88MzO0jM5733hCd5x5tN7tYkCd5DRpTM8aMYRLG89/Qf83LNv5V8/9u/44Oh19HXuHedVtn4qUVW7Y9LVnYshURZUSawcTsZO9kRZ0P7YjFWJUWMBO9ElkY4rUd1hI38siCgK523mYhVKaa97W8bRLlYhUa2g41ukqs9U1QKtLJgMdAYmh2gI8UCIhg4zLPdX5Evg/kBpsA7ywjf0CKiOxWhH7vw5N5WYNZcwp3O6ym1oHI3Rzf2kP49v3I8NCprGVUU8df/Z7hlZz2t06QyFWDpEE6awNec4tjtrHwhsSl3PZT+xVU/Be52gVgUC9zm3EquyFznn7fltJRzcbIRMIBB4bXAjF3r7cy+eT4rpRSNEKAbChJheTzMtzrvGwz7GKD1xLqq/N54a78seeZanLixQtPrSaxQxwrGFcUGq3okXWF48RaJ8Jvbd5IDusu4y70Y/8QJu6bFGhJwNuZ/7irjK9J/uQbFbFGKwopjRGZdlrombMMrxYLTCdz32wWbcNemybPtYNK+LX+ULH36BX33hjXuyXNvRO/EC+tJZXwC41ehWMxkXtflDXdyO3qinU762ArLRReznK2isj8FQDi3+/qd2pNeZ8zWF6KpgnTTRL0FMv3eYdqQ+8tM/zJ97yylenyzR1znHzCoAQxeTi/ENMAixcuN9BjXhYq/RuKYBZ7o4ru8V4ah9r1oJSo17WCgt6MjfnSsNohzKKu86F6qipYJoadzngvKOdvDxMOKjXnQG8RB0DvFIiDKHLgWdlRBc3IE7jNIKFUdgDC4CZ0ApITL+eBrZ2F+jxBeadlSRLa17M/D3gb46wfbXVSvQ1Tcax9+DRlVvx3XJOaD8XZ5ROtTNCATuI4KgHggEdkRbRN9tMb2et8NNdPWeRh9/OojqgcBrjO3Ech/zMvl5WyibdgS5Kt6ldhelUgvePgqiEKniIaIJgY22uF6J8ZkIHUzVHVhXETCbn9viTWorPH5qkY+89Ah9lRMrjUOY28SB3lMxQ7H0VcSsvnuyenT8WTqXzjRiek2szLbn3cCdJVaqaiRydPYg9uxXX3gja26egetQSOQd1WLo6oJj0Spfd2ac9/2+F97AsvXjHovW+MKHvZj4dWc+xQfOP8aXP7J7rvmd4BCGUkz0SKmjonRVVLeNqc4BRlURAErGeesC7aqMRSWCF9C8JsqLh7XbOFGWQkUUUrvDFK76zIlqBHQnilIMP/kFP73XmyRwF3nyV/8erzs95PNnXmDJzjVucoOQiyEVH6PV1V4GL1rDjCqqArjKC+1Vdj8yjhTq6oKh8zEwNU40GiHRlo4psU5jtSKOrC90GmlsqXFK+6d88Y51KmM6ApQaKRVKCWJA5wpVejd6sgYmBW3FO9RHDlUIJrOowiJFKNgZuLOIE1QU4ea6ZAcUrudQRkjikkT7/f7VfJ5n9HE+p3ORWPkgM12J3qlYEjWOUqvvC9tGi7rYtXemb74cpro21+8BMim55oqJXisA6T4rFhkIBPaOIKgHAvcxq4un6evt81BrsXu3RfQ2tZizk28YSbanhUoDgcDe085Pbxcd3X6alvjVeh+jfORK9SBkm0JTk67Vmnb8S/39bSFuejm265FzUOeNO77AbXCy1/SVYVZ3dzW241boqLgR0wspg5i+D0nFcaAqSHqj6/PN8N4XnuBCcYSOmmXgOqzYHoU2XCtnvHinigkx/QPnH2MofYYuwYniiFmbmN8z+YN8+a4t3c7onXiBV14+0eTdtiNf2mLHZvhxpx3BHi+kCDnai5xK0K1zlN2iYcM7/X2365FNKJ2ho0sK0VzP+7zzY3+Gd3/e/3lL6xrYf7zle97NH/z4O/nOj3wnAG86qjnRXWFGZ6SSYPBRQClx09hiq2K24CNfpouU+mGT1w2N+JgX8dnqWvnM9I4p6UlO7gwJil5c4FCI4AuUOk1RGgplcMYhzse+OKXHu75T3r0uGlFgUk28rkhWvKBucvGxL4Wgc0FZQVtBFQ5KB058A/W9kqMeeG2gFeV8h/QouDmL0YKp4lmc+NoeV8o5lqIDLLsci+aIHtBVJQd0uemd2cZIwamvnIoSq98bpYjRrEjBqZOX6C+dY8WlHKiKlK67jDedenlXVz8QmMbBhp5Md5v79aoQBPVA4D5mfuElRpfO0FGaolU8rx17sJdCes1mrvOthKeZEy8Gl3og8BrhRu709nib5abXwxpHEUJRPchrvHM8nhLE6/EnRXJp5lUL4FRxLRrV1GtwOAqxTbf++lzT2cShDvDoQ4t89KXT9NXW3eBjFRGr6K6L6W308adDXvo+pV89lMe72JD93heeIJeIY9Eal8s5Mhf7jG8X+8KHyrFs+/zcs2+lqwsO63VyiblaevHdiWZOp838fuyzX42THj/y6a/l+594z64s405YuriAUWMXf41DGjc67CzH0yjftX9iGNI4zifd6bpqqHPVtF7sdHXEQFVgMtLW/8NyKBk2jvXAa5vVxdP8yvAEX/xdj/L573kXn3/M8TmzF5nRGYfNehUL5DPNjXJYVNPQYkVz1c3Q1QUzKifGNuO0hXXXEkYKDKmLKSSqYiz8eSBSlo72rtxI1ddBoWNKCmtIy5hYW2ysKa3GOv8qblxLoEgjyCKiNY0ZKZJVH+1iMohS8UVIs7aQLqhS0HmJygtkm0arQGAvUHGEOniA1Yc7ZIcdulNiIocVRWojtOowE2VczA7yajFPpCwPxqs83l3kkeh6E/3S7mk47VLXVcwajIuYQtVYW/VqqmtyxGiGYjl18hLgTWFHGOepH1y4cOc2TiAQuOuEO71A4D5mdfF0E0Gw3wqA1kLWtAiVXTq775Y1EAhs5EaO89rx0xbTHYITaRynG+fpx6sFtbZo7iNfHLYS12psS0z3jo7qAyUMq4bEWEVkUhArsyEj90Y8efolnrqwQEcJM5von/tNSA/sbwyKAkdX7V7cSyoJA9chdT5uQldFNTu6aAoeDl2HWFksmr7KWHNdhi4ZF9qU8XXXC8xqIjt8t9ms4fyo6XPFDtGVwFEgpE5IlBBz48z5uls/+PNA+wwVKx8DU+Dzqeu8a8RgKw87+DiOVGKcKHSrWGQdy+EFdk2kLT/+5P9xaysf2FcYpfi8zsscPDTggWTNZ6VHaxwzq3RVQSq+sG+MHRerRVWCuK9V0FVllZHuIyrqRhigeW9Fk0tEKnEzbR0tpGunrBJibSmcoWt8/ErkHLl2KCVNjnReRpROAxF1+kRRRMgowqwazEj5aJcCTOHF9Cj1+eq6cD5nvRLVdelQowLSDMnzO779A/cxSqM6HfJThxmcVEivREeOyFjfYOT8/r5WdhlVvTmOJevMmZFvvGKy4XW612J9n7lV3Y36XrL9qlGcL7ssTI271X1rIBC4twmqVCBwn1Iunbureb47pf1Q7XBBTA8EXiPUdRGmqeNe2g6h8TQb3en1cNdyCIF/EKofbsbxLZOvdb5y89AkglFQCE2mcqwMq260wVW0VaPeZjx+yhciHVx6GLf0WBCuA7eMriKMOiqu4oZuj4+89AixmiV1s8SqZM31ms8yF6OrzGetHA5FrEqG0sGi0UrIbJUDrQo+9OJZCok4Gh3mlfLARLbzbjN9DLmlx4iOP8uhS2cZSUGd5GyUF8o7mAnBpHapN+cURdUIVw2rBPTavdh2qye01qsWytEUmConO8ZW8TCxthTWi+1a+RiC9TJipRhv58D+YnTpzE3FXc2ceBFzYYEZlfOVs5/hsBkyoyypaJZdhwTb7DNtd/qc9qJeMnWc1JnpVvy4VA1cNYmyONGk4vsRxcrilK5eFT1dEFXjaIRcRUTaESlHaiMKa9BxgXUapYQ0j0nTmHIQY4YGXSiU+MKkuvSO9GgkmEJAqqgXJygBMyoxazlqeRVZW8elWYh7CdwxdLeDOn6Mldd1GJ60qNgRRY44snSjEt2KfemYksPJgIeSa8zplK4a5/07AJGmV2JbQK9d6tP3kWbqfrLmki1528MvbVhWozQu9OAI3CEcehfuEHeX/bY8d4qgTAUC9yHl0rk7EuVyM9TC23bLtd+WORAIbM9WonqNw90w+9iP5wWy9kNQWzQ3bIyAmB7fitBRvqsuQFcpYqXIpNy06OitiOIzJ1686WkCgTYdFWGU3rVs+7eePs97X3iicZPX0RJGOVIXM2dStHLM6IwDZsg3v+73+dUX3kjqYgze8Vc70oGmEOn/+tmv4nA82JVl3An18dg58TxcOkuBwwnVcb4x5qnupl87/pvh1fnG1KJ6RYF3CWs1dS4SQFksilgMRatRvxZPa5wo4iqWYyYKTt79Su/EC4wunbmph+AczUK07hufqHo7oYiVw1BMjWtI8HUJpvenQnyUUzvixcpYGKnjhCy6iR8yiO89ojRoL1poN46CqR3vGt9zonSaNE/IrSHLI7I0xqURKtWoomojcpU7PRP/mju0BVwlpjswmcUMcvTKABmlQUwP3FmURs/Nkj84x/C4gq7DJJZOUtCLS+Y6KbNxTj/KORwPOZKsM2tSDpghsSpJqvO2rYwUbTf6xP1jy1U+LabDZAxhIY7PFg/w+BaLfKNeUoFA4N4jCOqBwH3IfhWmawFhPwr+gUDg5qkLetai+rQ7vWazbrJWZIMwPp2zXrvTNd7lB96FXk9TO4+s1PEQlkQputoXlYqVJhXLwSCEB/YJsYpuGJd0M3zg/GOk0mfovNu1jimxonkwXqGrC+Z0yvFohYvlIb8M+OiXVOJqmSypxBOOv7/6+vfv2jLeCrqKwbBUtRVwdDBN9FONZWNPmDZWvJgOPkPdIBP51lYpEO9Gr8XONrUwWse81MLolx3YvEHup57+Uq7ZGb7vDe+95XUP7A6DSw8TYXwjzQ1wojBqLKYX1e+eYMmn4pm6qqwigXx0UF101OCqKBj/txXf66He56z4zHVf7FaRt2KWfGHSEucUHVWgtcHVcTDKUYqhFA3EpGXMIEsoCkOZG2waoUaGaKAxKZjcFyBNVoV4IJhcfG66q3p1FA4zKtHrKWp5HVlZxaUZYveuR0ogMI1OEjh0gNGxhPSIYHolSVLSi0senFnjcGfAkWRYiegjOrpgRmc+YklPudOZzEvfDrPN558uYr7x7Me2nnaLejuBQODeJQjqgUBgT6kFtc2Gw+biftuZ55Ye23IegUBgf3Mjh/rWsTDj4oIOoaiiGmAspptW1Es9j0Imc5RrMS1WGsQ1BQ1rIgxHFoKYHtg/7KaYDj6qReOIVUkqMalL6Gvvnj4cDYhVybwe0dc5f/bch6tl8MdInZ9ulKUQQ8z+EdRiNAWucaIXInSqWJd6WLshrt6qdZf8vBrmJcja5T4W1vUmUTAT369sE/mCg0JPbptr5SwfevEsb3t4Uqy9Us6xZvd/3N69Tl0rY3DpYdylM2hUI6x/+sJJUjH88MWv47HZV/iCmRd4NHbEVSHb+lqU4MiVxohrRPEao2g1zkwe0/VwVxUtbRqDq7oElnHNglqMd6IpXFtgFxBHR5eUzlQFcjVrRYdREZPnEWVucKMIPdKYkcZkeEE9hWgEUVoVIi0Fk1lU6XxuelaiBxmsriPDURDSA3cFlcRIbEgPaVzfksSWTuKd6Q9211joLjNrUgzSuNKN8r05fKOwmjgmp9ksN318PXHESje9H2NlGErB2x4O94uB/UHdALuf2G/Lc6cIgnogcB9xM+K0w92SY3x6/tPTFVLSOfH8hrltNXd9/OlNP9usYFkgENh/bCaaTzqE6iJutXN2XKC0HjdW4+lq91CsdONib8+z/tugyIDUOWa0d6O3u/r2VEyJpbO7qxsI3Ba7FfUC8KEXz5JKMlFwNKsKk3Z1QaxKuqogVpbF8iAA7z//OJa4VYzUoJUjlYR3nPn0xPx/+fnP5evPfmLXlnenrEpGX0UUMi5A3L5PaOen1136DUz0WEmUqgoWe4e6ExoR/UZoHAbnhRtl0dp/Xx2r0zOWK8Usz+UPcPn5z6OvvGvyufwBLIcxyvGuT3wTP/S5v7BbmyRwi8yceJHRpTM4hNGlM1x3GQc1QMnfWHgvXVXSVZZYSVPIVuOL2BZVHAvKNdEsUBe1rQR2oenxkGOa923hod5vake6b8RydCkwOIpqulj7Itp1gdLMRRRiyFzE9bzP5dEMq2mX9UGHMo0h05h1g0mVF9NHlTs9hWRNiNct0dCNo12GOZTW/xuNkCwHN752K62QoK0H9hql0XGEShLK+R7D40DPF/M92B1xZvYaj80scSxaQ+MoJOJItF69N/7a5bORmFGFr58xFQk2LaY/XySkEnMqWuPsQ5cA+OSFhzhlxuO+YoUj2yz2bl67A4HAa4cgqAcC9xm1wF1IuW3XtOj4s+OifDfhDr/RuDvpWruj72nlGwcXe+B+oS1M3wv7+2Qm+kbh3TB2o7cLSWnqGJeNbt7J8eru+cKsMk08jBfpow3xDYHAvYRBGkHc/13HItX3AZEX7MTwjWc/xodfPENXKZZtvxEmbOV8Hbhx09MHz5/j+eIBlu0Dd36l8AVIU7EUUjuB61z4yk2InihMOm6kgzqcw28BNRbfW47iGtc6P2glGJEmmzdTPl8+VrYp6Grd5DnZoYlViUPx6ewkH18/zb948t/x1z765/gXT/67PdgygVuhzlQHWLIRF8rDfGr0EF879wm08r0VpqNegGZfMQhJHaU05YjVSnzx0Wq4L1hKE9fiUI0LvRBDKklz3NVu9fo7XHU81/8GZYfVsstq0eXyaIa1tMMoTSizCEYGnWqikWpc6br0Ynq8LsQDRzR0xGs5Ki3RgxRGKTIaTe74FUFMD9wpajGdTkJ+ICY/LOjYksQlBzopD3ZWOWiGHItWmVE5q65LokriqidVKkkzr1QiuuIbxLbifcOHmt5ZAFcXH6IQV/US8dN9prCYe+CeOxAI7D5BUA8E7lNitfXhX4vV+vjTu+oEdzioRfpbKPi3FW0Xe7l0zg8LNz6hkeEeYDqDfLPPXkvUjXh1lvq0Y6idhd7OsaydpXX321os2yzr0iHESvtsXBVxgLHIHiuDRpNJgT7+dHCnB+5pvvDhF5oCo7VDvRYdCjEMXTJWCvHiX+685Jy6eMJFa0XxvhfewLLrk6hZYmWZ0yk/+Klv4B+88T/ekfVxS4+hjz/NJVvSUV78ziu3uV/GsQN9usfKeD0m/26fWW3lVAcvsGsFiGCVNI1vdaHWWPmik05pENM41Wu3McDL+WHWbJe+znk2fbAR0T+1fHz3NkpgxywvnuLgwoVNP6sjYD536RzHzat8YedVhhOFrjeK6XU0UJO3X+X61/uQrYqK+vfjQqS1mG5Fk0vU7DMD1yGTmFyiiekyF7Nmu6zbDoOyw1rZYVgmpDZiVMYM8oRhmvjio5mBQeTz0jOIBl5E1znEAyFZc0RDSzSymPUMfW0N0gxKi4jbVExHKVC6KuIbVPXA3qGMQSUJqtdFDsyxvhBjZws6ieVwf8jZ2Ss83LnCE52LXCiOsMwMR8wah82QNddBI9Ud87hgr64aXR2ACPVtYyqO9w/P8O2Pfgjw5weo4wR9bYN/cvULMMrxA2/8pbuwNQKBrXFVg+x+Yr8tz50iCOqBQGCCaaF7N0S7OubF1WL3Lorp02yWvw73p8Ber/NrUXgNeOrfrRbVbavYnlH6NbF/7zQTuha9p9fF4Yirom+F2IlIl8268PpihRqjNO1ScfHE8XB/3vQF7j/aorhrC4KVmBeLZaaKLHnr6fN88Pw5CokoJGoejmJlWXM95iX1gjKOOT3iz577MB9+8cwdXZ8LF08QK0iUoqjiWpLW521RHapGu2q1XSs3HcbRMDV17ItpD1c+tqNe72m08ueTmCpXXcZFX1fKHmu2y8j6mJ2v+C/fx5HeEJE+b33P32WYJ/zhN/7A7W+UwI7YSkxvEx1/Fi4uMGzV7YBx4dqtsvWnnem2GV+q2JcxGkcuMQW12zwiF8PQdUglxknlXq9c6itlj9Wyy9VslvUyIS0jchuRl4asjMiKiHwU41KDHhnMSBGNWlnpQ+isOpJVSzQsUYVD5+U44mWzgr3Nit5wkwUCu4PSKGMgiSGKcDMdhsdBJY5+N+dQd0RHl5xNXuUjo7N87+t/vZn0Bz71jXzJzPjZUuN8EekpGlEdOF/MNGL6eLpxQ+xV1+cfvukXd389A4HAPUUQ1AOB+4gbOc43E7qj48+SXTpLrKIJYWw6K26rnPW2C/ROi36b5a/fj9nr+1lsDWzPOFfcUVZPtnVkiRW3bWzTfmArMX3aqV5nm7fjWqand7imCCG0Bfhxpjr4QqP1+SqTgpkTL04c9xpNdCJkXQbuD5KqUFtzLqmEOlPlPmsc33j2Y/zcs2/1GbKxYak8QCoRhfORExbFuu2yqrscj1YAeD6/83Ev+vjTrF04yWEtVXzLZERLgWsazmBSHPHvx9EvsFEU1coXKAUfJWMrIbSO2zDKoUVIlCVlHKPj0MS6qNzrQuZiLuaHWC26/LeLZ4iM5ejMgOujHoM8waEorWaw3OORn/nHnP+2v70XmyuwCR9/6RSpRHzhwy9s+KxcOse6yxgIUO0vtRMdNmbs+4x0oWjtc+3GmPb+6arYl1R844oX06NGTM8kJpWYzMVND5LUxayWXa7nfVbzLhfXDpAXBuc0zimcU9jC4DKDGhmiVPm89NQ7003lSu9dsyTXc8ywQGUFKiuhKKAoYbrgaLWSSmnvWNfajyPO/wsEdhulUdr3glBJgup2odclPd4jfdDRmck51BtypDPgTOcyx8xgQkwHGgf5j37mHTzZO98cZ6a57o2PSwss2Q5f9sjW94EW4aseeWqXVzQQCNyLBEE9ELjPuJUYlzr3vLh0dssM9HYB01qEN2r/Sbl1o8HNFFoNBO4mVlwjMlsRLBajFFHlv97P+/FmbvN6+GQe/NZCev33hOO0IlZt8cw3NBilm14x9U1Ofdzfjw1qgfubWI0FszqPuXatpxJzTFk+cP4xHk1SLJpl22um6eiSri54MF7BiuZItO7FZIn4i49/4I6vi1t6jIN6XB8hrkTvXISuunGvEw0Uzbl04+eGTQYymZXtRXWHUXUh0giLol8VdwV41c5TOM3lbHbCgf7IT/wolAr6FtMvmDk4Cg71O0xa/V7f+wffyo+95WcnPouOP8vaxRMY/L6Vio8AMoqJorVOxvtEUR1LsXJNTvN05IuPJjJM47PVNZnEDFyHoUvIXEzqYkbWi+nLeZ/lrMv1UZ+1tR6uVIjTYBWUCpVq4pGPd2my0gvvTDe5kKw7OldzzOoIVbpKRHf+3xYopf3KBnd6YK+pXOlKK4giVL8H/R7S7zA6YpCZkgP9lIOdlKPJOgfNcNvZfd8b3suHXzwzEb1VY1o1My4Uh3hr67Oriw9N1OIYutB4FNjfWNETPRD3A/ttee4UQVAPBALAzmJYdlJQtBbWd6v46F7RLroaCOxH2hEvDseaK/hIdpSvP/uJ19S+u1X+O/haDoWUwLSbVDciuptw/I1d6XWBUT+f8cPTJTvghJlp8pYDgfuZrvLO6aEk46KkVX5zIYa+zuiqgkIMuRgKDFmVuf5Ef5E5ParEvg6FRKyKpqsKPnj+3LYOv71AH3+a40uPcd1Vooo4LN6t7h3rde8VX4uhzlJvN9gVdUY67dfJrOypQcBGUT1WZRMpUA/r6oJl2+dqPsvIxXRNMTGP83/x+5r3Z//9P6K0mrf/5jvpRwW/9KX/6y1vl8DOqZ3pR/QCSxcXeMUa3nx6HAVjBVLRxMqRiibBeUEcTXfqWmYQutpNNMRMR7/UJMpWbnfXKjoakbqYNdsjlYj1sstq2WO56LGc91jJuywPe4zShGIUw9CgCjXhRDepd6LrAnQp6BJ0IZhM0Baioa1aA6piCds0PDVCehvnxXexFtksXz2wJ7zP/Txv19/cvN6T1GJ6EntneieBQwew811sP2ZwQpHMZxzpD3iwu8qJZLkpsL0dWgkaIcbSVdafn+uejCg+MDrJt5z7yMQ0dYSgqY6P4ycXd399A4HAPUkQ1AOB+5C75dbcb+JWIeW2xVkDgbtBIeWEiFyI5Yor+GT+IP/m4pfx9WdfOz0ttstPt+JA+fgXu01X8qJxtasNRUjr+gDt6U+dvNQUJ55mv52DAoG9ZkZ5UVcjjUO9pnBRI6SDj6FIXUxHFzhRdFXOheLIhpzZD5x/jIKNDsC9YLphTB9/mgNL51hxKUb5/PRUpHEempZgWGep1w1xBT4XO1Fjp6KVsbg+fRZyeC3SiY/9sErQ4oixTeNETe3MSlTJJ6+f4FB3tEFQb/P8n/27fOvvfDc/+0U/eSubJXCbPH5qkfMvn6CvLU9dWGj+NlUyUCrjoqPtYqTgNedEvCO9fUS19wjT7I8CorFKsNV8colIJSYXw5rrsma7DF3CctFjpRLTr4/6rI46ZFmMzSLINDrT6EwRDaCzAvGaYHLvRFcOlBOUFXQuaCuoUjCZRZUOUQqMQomuMqQjcNYL7NNu3PYwERDnxfQQ+bLrbCaYv8/9/IbXe1FUV1p5Qb3b8TEv/Z4X03sx+XxEdlSY6+Yc7Qw4GI98EegdOGCHLmFGZ02vkXbjqYMNYjrAsis5ZpKqaH25q+sZCATubYKSFAjc59zPApMvlPracfoG7k3aOekOoRDbZAG/aB3XbJ+PjN7Ab1x+nP/0R//5xLTTtQxgY0NZ+xi/G/u7FUcmJR0Vbch8305IT6sCpHXUS4EQK9VkJNfDUb7MYDsKZrPtEgjcj7z59AWee+4t0FQz8eI6ldNv4DrM6RTwzvVCIhJVMmdScok2iOkAX/7I03zgvD+XDCTZ8PluUsfUjSRj5sSL1fJrusowlJKO0j4Gq+rOH09Nb5SiENcI63FzmvDjJy0B3iKNg73JWUc1OdoJFqd8DnYTn9NEfxiGLmHgOlwb9rk6mGFwfp63p+9kaXWeT37D/7xh3X72i36SR/7tP+b8/ztkqN8NHnnoEgDPvLzAUxcWOGFiMizXRGOwxEqIqx4QsZKJorVGsWlTtkFAqYlYmCb6peqiX+ejr7ke67bL5XyucaVfGc1wbb1PkUa4UiOlRmUaM9REQ4XJfD56NIDOqqALh7agSi+mKysoEXBSCewOJdUw8GK51pVorkBZHx+j9bg4qUhwpu8hbff5ZsOnP6vF9HpY+/PXrNCutHeoxxGq10PmZ3HzXcrZmLJvWF+IKA8UzHdTDicDjsZrTY8gJ1v3sli8uICmT6wcCbY5Vms+lh9mYZPpHnnoEsuLp4jVZKxgILBf8fVt9pehar8tz50iCOqBwH3M/Sym1+jjT+97l2/gtc1WLu12NrrDseIKniv6dLVggI+lp3kpP8LVfJaD8ZD/8OgvA/9803m12e643kkNha2mvxUxvi4A2pkaXi6dmxDXC7ETOekAMZprrqBAMVM931gRYjXpQtUtMd0o3dRxCAQCkzjR/l9LBC4qt6xRDisarRwHzJAZnXE+P7blvL78kaf54PlzWJmWsHcfffxpXnn5BN2LCzxg+tWyjwsaxy0BxIo0cS/15+DrLRTiWkL5OIu9Pp9oqUR1FEWVfd0Wb7TyMQK+oKsXR2sncioxOLiQHWHllTle/K7/sZnuif/nB3j8F34QW2qe/e//3sS6BTF9f3DC+EfiGM0BXVJUjSgF7d/fF62tC9bWNIKdTDbEjAuRRljROLTvBSIJmcSs2B4Xs4O8ks6zmne4Opzh2tVZJNeoUqMKhckU0dC70qNRlY+eCsmaYDLXiOi1Ix0RlFANdz43vXReIHeMRXMYx79o5T9Tvsgq1nohvSia98GdvrtMi+nbfbbd369l97oyBtXvIQdnsQf65Adi8nlDdkAzOgamX3IgSZk1PpYsVtbHarnepvNbXjxFR2mOR0OGzlQO9fHnL5Ydvu7Mp7ZcnoMLF7b8LBAIBLYiCOqBQOC+Jzr+bBDVA7tO23k+OXwsoqdiWXOWy67Dsj3AQTPibFQyqxIejy8QsYhDcDh6lTvzdpmOfNppw9pmYvyN3O9bzbtdxBh8BroVhW4K/flqaDNak4pj4aR3D/lxdVOQtc5Tr7Hi9n39hkDgTlNI5HPTN3HepRKTSkxSVSA0+IKbqYv5nsd/Y/v54jPXP3j+XJMR/baHd/f4c0uP8apdJxVNVwnX3Yh+FdVWZ6PHSjfnVbNFRnQ7RqtNPb6v1+B1xVR0I6S3t5mrikgCaOWIlSVWJRZN4WJSYi6l86hichk+/f/6AQAe+bc/zMM/9SO8+Oe//5a2RWBvePShcV7y5cWTDEXTVT47vRbmEGnixWsx3ajJQoc1k+503RSurZ3pqYu5XM6xlB3gcjrH5dEMq2mXlet9GBl0rtG5wowU8TpEQ4jXhSgVdAGmEHReiemuJZ5XkS+A/9sKlA5lLVhBOecXTrZxnNfu9Kp4aRDTd5ethPTtBPbN3OybTfuaEdZb2en0+7iZDuVMRNnTjI5o0iNQzvhRE2OJta3OtZauygFYuriwIec8VhorlhghVo6uchgUqQjPlHMM3LS1IxAIBG6fIKgHAoEAY4EvRMDcWUaSodH0TrwwMfy1+jtMu9Fty0VZC+iZOAYC12yHVDrkYuiqgiNmwLLrcWThPG7pMWKiPe1FcivzvpH7/WZpO8nbNySb+Y9qh+nEd27IVA9d0wOBNt/y23+Jtx/pNhnfMM77NsoxdAlrtseMzgCIlc+PfXEbd3p7Pl1VYJRj1XVJlOVDL57dVVFdH3+a48DKhQVi5QvHFeLGvVJQlZAyLmAcYdDKn3MNqhEELT5rvS2IFiJNtm4qsqWYDpBjcOKF0TpD3QumvoHvejHDi2uHOP+Xv4/NiLoF5XKHN//K3+fjf/If7to2Ctw+Hzx/jhmd8+Tpi1x46TQwjvup97UYR4EinihCOs7id61p3FQPByuaVdfjcjnPS9kRXsnmeHU0x4WVg6xemYWhqQqNKl9YNId4HTorQjQUdCmYwrvQdelQRSWgV0H/qhXXoqwXxZX1bnP/WrnUqzgYP66PdfE56dW/skTSDMmLEPdym0xHtGwmeO9EBN9OTL+Z+ewXlDHo+VnUoYPYI7Pkh7qkRyKGxxT5QUiPOpTzHSdKp0md70HVVTmxsvR1zkfzw3xda56DSw8TYXCUJEpVEYFwuSo6fPZurWwgsEc4UdvGH90N9tvy3CmCoB4IBAIt6iKH9yr7Zf0cjuj4s8xs8fmNCucWVdGg/VRUdqtoF9c8cHvB57I1vGpnm9gFgGtuliVr+ObX/T4Q4pg2Y+bEi1xdfAjEoZXeIKbD9kVQA4H7kdyZsYDeEgL9w5ih0IZUYuLqnNrVBbkY3vmGX9t2vh968SxvP+OF8w+/eAaHYiAJc3twDC4vnuKA9nEctSsdxg1q7aiooip2PD3ctYTPGiuAEmz1vi4+qZVMPBjaSnJ3opoCrn6eqonRAcgkZuna/Jbr8ex///f4vP/09znYHfHjT33lDXsABG6fL/gL/5Tf+9//xg3H+7JHfOPu0sUFrE/LrwrzWrqqLowNFpo4GISJfOaaWlT3Gbd+BIcidTGvFvNcyWd5af0QL18/SHalh1mtxPQcTAqqBJNDsiZEIy+k61LGOemFQxcOZX2Mi6oLiNa9M1wV9VKL6qWtMtHtpKDeCOz+VcrKlV6WXkwP7vRbZjqWZXrYjca9GV5LYjpKo3td1ANHKY7Nkh+IyQ4asnkvpmdHHMyUSGZw1u/PpRj62ovpBqGrSh6JrnN18SG6yp+P6+eaGF9To6t8w+lV179baxoIBO4T9o8SEQgEAvuAOv7ldtkPovVm7IflyqTY4Ejfiq0yv/eTkH4jNIoSX2AzFceq67Hmugxch6HrcNAMebJ7caLbeWBzjiy8DEB2adJvZJTGimuiYAKBgOdLDj/b5KPX4p7PAPfHSuEihiohUSWx8rEvw5vsGv+FD7/AB8+fI5WY4S4WKXVLj+FwXHaWBeOz2tvHeH3cA2RSVkVJ9fg6V2Wp69plrCBh7CouWiL6dGNDe5iFRhwtMBPFwHwOvV+mns43ZKRP87E/8Q/5I//57/Lby6/jw7/7F/jpP/K/38YWCtyIK1/geMv3vJvhcXjqH7zzhuOvSfX7Ky+Mx9AUpa2lZYNUES6ThUkLURSiyTGkztcmKPB1Ci6Xc3x2tMDF0QGeuvYA167MolZikhVN71Uwha8PanLBZIIuaRzotZiuc+9K12VVcLSwXjgXQYyBSKGKWjyvIl5qB7q1Uy71OlddkNqpbi1SBDF9N5guJLrbX6d2hgABAABJREFU890J+y5fXWl0t4N64CiDc4dIDxnyeYUYKGa8M71/co3SGnITc/TwGv0oZ2hjCjEkqvQ9ohD6yhETE2GaejxWHB0V+V5MOAocX/XIU3d5pQOBwL3Oa0eRCAQCgbvAjQTozZzEtQC8F27w253n3XaoX3fDRhS9F9GNyFI2MS9WhAyLFSEVxbzOmNE5S3ae15slHo0sBCH4pqhz0keXzgDgxDZu1ezS2ZCjHghU1CL5jUhdTGx2Nu5m1A7f973whluexzT6+NOw9BifzB7kWO+KF8bVuG5CXWuhfm1HPnkR3YDy515TTaMRqHKv/dl6XJxUt4pN1vUcxuK6w9XOZGhc6X5cR+EiurrgZ575Ir7t0d/Zdr1+92v+Ef/dh76H+XjEI//6/8v5/+F/3Hb8wG3Qdaw8qkmWFV/9R3+IX/+v79p29Mu222Qt22Y/q/YRJRSiiZWjqH9/oWlccaJIJWYgCamLm4K/a7bLU8MTvDw6yMurB7h21Yvp8aomWYEo9TnouvQFR3Xp3e+1oF6L6bqsctPLKsZFa4rDXWzX0L20jpQOCuvjX2xLOK+d6fW/SkyXlshevw9i+u6xEzH9ZgX39vg3Gxdzt8V13e2gDx6gfGCe4QOG0VGF7fmGpGIGmC0xWihLkEKzMuixPtthJspZtn0WouuNSz1Rdc8PAXEYpb2wLo5YGRDIQo/FwD2MazXs7xfcPlueO0UQ1AOBQGCKdq7zrVCL7O3LSltk33Qa9I7E7p2I4TeKvag/vxvC+k7E9LqHwH5w098M9fI6HGUloPu/hVmVEGvDAxPrlJOJonfiwl1Y2nuDnfZ0CATuRz784hm66jQaIUdPiMA1riqW2FUFALbKCL8RhWz+CFHPZ7fQx5/mm6r3H33pNGejkp6KcUgjpIM/z8ZojBpnXrc/q6kLmMYoUhxU2dfgkzCK1jbyruRaVDXjKA/xD7K5RGjlHyELIoY24YMrj/MTv/79/NZX/8i265WWEX1jgpi+12jBHSlIDyqe+fb4hqNftvNYUbxYHCVWFl0V6TW4Ji8/VhbbigQqJPIFRyUmc15Az1zEyCas24SXBwe5PJhldbWHu54QrRniAUTrEI9AFy0xvXCoeneVuuBoVXS0cCjncInBdiNMZvkvv/F3+Iqv+WHEKPRaWk1XC+puc2HdSSWg27GoLm6cmR7E9Ftit93ot/p9WxYxrQTnu4GKYvTBA8jhedbO9Ln+erAzFlUqzEhTzlrINMNRwsH5IUoLzmqeevUB+gsFK2WftbjLA2Ydrfzz1XQBao32cV/iMEqxsBB6fQYCgb0nCOqBQCBwB2ic7K34kkJKOieep1w614jct+Ig30xA369i9FMXFnj8lL/JzS6dbbpqgu+uGato3y37ZtvXth5KpgthOqroEWU3rMt03M1mxTcDgUBgN7AouroSuIVGDPafaS8StjLA7dTrdqQS8b4X3sDbz3xmYrhReyfYLNl5Ho/XmnNuR0WsS46pIl28mK4nIgB8AEwd3dIqJlm51pv4FxR5db7WavKc7qethHTROHyhPCfesV43QNSveXnjx6uroxm6UXmrmyKwU5wC4yASTHTjfVPjuFgeweDQCAWG1MbYqkGqjn9JJcKJF9jXbZehjVkruqQ2JrURqY0YFgnrWcLK9RnUsnekRwOIBz4rXZd1tAuYTDC5L8ZYa/XetV6J7FXuue1GSKybwqR/7Cv+Ee5A7MX0umaAdeCsbyGqI15aDvT6b6kiYWpHehDTd8a+i1KZYjMx/Uu/6Ufp3cXfVhkDxmDnelx/TNF/bJnhKMFd7lIeK9CdkqOH13n80KsALI3mGBYJi089wKuHZjjV75FKglZCVwmxMj7Oa5MaBkZp1l2+ZY2mQCAQ2E2CoB4IBAJ3kHYmuFF6gxv7Vosq7sThfjed6TWPxrPN+k/noGu1v4T07Whn99ZuyHGhPO+AbG9njeK6G3Fs4eKdX9hAIPCa4See+nL+85U38otf8i9ve16X7TyxshM5320sGivQZdJVfiOH+gfOP4YlIVYF7z//eCMwdlUJRPzy85/L15/9xG0v/zSPRNfRJGgUsYoopGzE9BovtLiJxlqj1ETsi0ERKyiqa2Iq0tRpjJWbyFPfzG+futjnY1fO5EIMDsXI+vz4xw+9yt/+xJ/mH3/uf5iY7lt/57v5xCsLiEBRzPDgzBrf8tt/iZ/74n+1G5sn0OJ1/+SfIidS5o5kKCWsXp/BpTd+7P36s5/gxz771SS6xChH6jrVb20onP+9nSiGLsFVvTlGNia1Mat5l9RGrGVdlgc98vUERoZoxZCsgRl6R3qdkY54Ud3/7XPSq6j/5rO6+Khy4BKNEkheWvZCeVVENOl2oGjtqW1X+nS8S+1Kr13qQUjfMdPFQ6dz0vcqN303+K1f+L7mfXs5v/bYX6K8erX5G+Dt5lt2fX9QMz2Y6ZEd6yCfs865I1eaa9zX/tfv5epwht/9mn+0ccK3wyM//cO88eAS18oZ0iTCtJ6TfEPqxmeHezlaMhAAJgqi7xf22/LcKYKgHggEAncYffzpLQuftoX1nQrf7fEKKTFKNwL7ZtztHPX7Dd1k925ipQkEAoEWH1k7Q6LHUSY/+Klv4B+88T/e0rwuFoc4aIbA+OHLtVzqfvjG81Jf59vOt86WHrvdfTZ5LoYCwzU7e0vLeyOeOHWR5cVTdKrG2BJfO8E3YCoizETvoTZGKe9Ib0Vx+Zx1n6VeO49jJU3RSdcyqlvR3q0sMWuu20TApM7HiBTOVPNVRNrywuAoX/n+v8lq1iXWjtVRB+sewllNMYpRxvHx505x4PcT+OI92Vz3JY/+L+/mgS9Y4q9+3R9wKT/AhdEhSme43B/y4tIRzv77fwQKnv/Wv7vlPF7N53ld91X/m4thaDu46rcuxWBFMbL+fWYjchexWnRYzbqsZwnr6z3sSoJZ15iRIh6Azqp4l3wspvsCo+Oio0Ad6T/hTFdVsH80KFHDHLl6DaxDJTH0e15Mt9V+X+ekWzsuOtp2pQcx/ZbYizz0u0V7Od9zeWNj3vvszwGtzPXbjIpRxqDiGDfTITtgiCNL1xR89+99Oz/5BT/Ne/7oj207/bPv+Nd849NfR6Qtb+v7SE7fKOrPuXUDav3M83I54JFbXtpAIBC4OYKgHggEAneB6Piz22aF30rsSy0kWHHU2u20uFCL7YGds13jRM107Mv0Z9ddxsLJkOcYCAS253rep3Sad37szzCyMQ/3bj4W5Kee/lI+PTrJE73CZzu7uBHB2zhRvnlV+Xxoh8KixzExW1AL6a41z7zKVDfKsWa7N73MO2VWdxg6L/hrNAVltSxjobx2qU8us0yMN41F0Z1yp9eZ6U4UBd6Jfs3OsmZ7jTM9c369M4kpRDMoE5xoUuuHd6OSyyuzzTW5zA1qNUKVis51xcf/+Tt3acsEfvqZt/ET33qVQgzvOPNpvuv3voOf/aKfBOAdH/jrnF24TGYjTvTX+Gsf/XMspfNoJbwynOX8y8foPZegP3+Fbzo7mZ0/dEkjnheiKcUwKBNyFzEsY1azLsvDHqNhgh1G6KEhGupGSI9SMFnlTLc0ArnJhCgTn40+lZteFyBFqvz0zKLXRzAcIdaB0RBFYzd6u+BolaG+WbxLyEq/NTbLJd/v0S+3S3t9v/bBv0x55dot7TOq04FOQn6kx+iIIk1jLg4O8PDsdX7wU9/AG3sX+KbX/cGW00fHn6X//F9mZGMGLkGbsmoMnSxMCrAqGY88dOmmlzEQCARulSCoBwKBwD3CdB451A6+dpE1z36If7nXqbexFQlieiAQ2BEPdle5ms1yJZsldxFH4sFNTf/B8+f47OgtzJsRQFNAc7orbu1Mt6ImPnOimdHZlvN/7wtPwF3sbaPRdFTUXNtipSmkrkHiXedtMd2LLhqtqnOyTIrv09hGSFUUlUO5zk8fuA4D1yGVqIn/sNU1NLMRmYsonSF3htW8wyDv8IbDr7B0bR6lBFsYpNBoBwhsUdc1cIt8+6Mfmvj733zB/695/94v/2d8xX/5Po71Biz0lvnqA3/IQT0klRijHB9feJhX3jJPKYaHO1fo65yh8xE+pRiGNmZQdihFUzrDatFhVMRcH/VI85gijbDDGDPU6JEX080ITO7z0qNMUBa0lSrOBUxeiekOVJ1/7vACuvXFQ1XpUIVFD1IYpZAX4Bwqirx4rtSkkC4yjnephgVX+u3zWnGf7xXveeV/A24tDkYlCUQRZd+QzwOiWE27XIlneKRvGLjODefx82/733jXJ74JV51vpwuSfiwXHo9Lnik6HLuppQsEXpvUDf77if22PHeKcCsXCAQCd4HRpTNNd8XdoO2ibosJEYYS64tkVtRudoew4ob0VUSsTJNFGET2jWwfobNRlGmL6UMpmd/TpQsEAvcKb5y5yG8Xr2NoEzRCJvFNTX/NzXIiWaGjC4xyTeYztJzlUjv7NhYjtWi6KueD58/xfPEAfZ3xza/7fd73whsoMMRVocY2thE5/HnvRg7320Eff5oOEC89hsORicMixNU5OlZxc33bGLelQTkMilRsy7VOVVx0/DBYiCbHi+mFRAylw+VynszFFM6L55nEVYPE+MG2FM1K1mUt71BazQeffR12FGF6JVJqxClcR0A55FS6Z9spsJHf/GM/uuVn/+K//RW+4shTHDRDDpohA9fBimbddlkvE9bKLtcy33sksxHLwx6l1RRFRDGMYT0iShXRQBENK0d6DrqgyUivC5AqJ+hCMFlVbLQW1KsYGFW68WteokY5DEeQ5UhZgq7u0UrbcqYLIj7iZVNXeiWiBzH95tlOTL/fhPb32Z/jHbPfDmU5uU+B36+m42GURsURxBH5nKY4IIhAXhhWsy6X81nOdTU/9+xb+ZZzH9n2u093rvoeQ9Xf7XP82Tjn4MJF3rYH6xwIBALbEQT1QCAQuAdoi+klPn83FdsIB0fNpChjlMYAD5hZHI7o+LPjeVVFQwNjbqZYbHtcoxRxaKAIBAI75Hse/w1++8PfRen8eeNytvM88g+cf4w/GL6Bo9EaiZqMipl2Djk0thKQjXLepa58xEUqXsw/FV/FIHzw/DlmtKOQiFwMBh8RY9ETBeJqYmU3DNtt9PGn0YBeeoxUhjikykivCpJOFSZtNzS3hXRb5aVPb58cH/WRi2EoHa6Ws6y5LpmLcfhilBqHxaCV4Jx3+ufWMMgT8iKiKA1uEKNTjWtdBtRMgQwjnv7Tf38vN1FgB3z77/4F1ssObz5wkRmdcdAM/e8qijXX5XrR53o+w5W0z2raJbcG5zRFaSgKg00jL6avV670tBLSc+9A1wWYQlBl253uBfVGTHfVe/F56RNielpAmnkBs85FB/9eKyir/boW0qdc6RMRLxDE9JvgfhPLd8p713+arz3913GXr4KOUFXvB7E+Lx1RjZCukgT6PVw3oegrXOLQrVOtE29X6W/TK6rmSjnHE52LQHUOVw6NNwP1VZC0AoHA3SGcfQKBQOA1zqSA628vrThmKwf8wYULG6ap89sLKXHIxMVAH396Z99bOQStODonnp8Yfq+xkxz1aWrRJgjqgUDgZnikf5VPrS6QW8PBeLijaT54/hyfzU5yOrnaDLPTMS9VdEntKJ8uSGrRWNHkYtDEGBwGh0a8iF4VNQUmRPWJeVQxKXcKffxpzOIpLIIWQavNHbgOqa5XVX41iliNi5ROU4hm1fks+FXbrfLSYx/zItp/D/gImSo2p2wVfVVKSNc6YBUv/LW/2cz3T/23v8JHP/MIKgnC5t3kp57+Up5LH+Dz5taxKOZ0Skf5nhWFGNZcjwvpYT69cpzlUa8R0rM8wlqNKzUuNZi1iGRZYdLajV7FvFTFR5X14rm2eMHcgSqrjPTSi+C6rOJdRMAKylpUYcdiepYhRVm5gh1Ka190tD6+axG9jn2ZcqMHV/rNE8T07XnPS/8MgK/5nHehhlW2fzoWxdXsTFMwVw7Mkj/QZ/gguJ4lMg6jhVhbOrrEKOGgvvF17l2f8yt8/KVTaOrcdEBZrrmcVBSP7s2qBgL7krrQ/H5ivy3PneL+XOtAIBC4y/ROvDDhCt8JmwndW4m8ceXWaAvd09ROPn2LmWf6+NNEx5/d8B07FeRfa+wkCmf693AIGXvv1gwEAvcO//BNv0jXeHFvZJMbjv/hF8+wJl1iZTHKEVfu9Fr8rUXv6cgXgFhPn7N8xEkTB1MVKy3ETBQh3QwvuOsNQv5e4pYeo8C1ctHH762Mi3X7InYah1DgKCpx3YqPezEIThSpRKQSMXCdRlgtJCKVuGkoMMr5IpUuwiiho8e9Aeptu77W5Ts+/0Oc/0vfN7G8v/gl/5L+kSHnv+Nv7fm2CWzO23/znfyX62+gb3IeSq4yp1O6usAoIXUx1+wsz4we5Pn1o6xlXbIyIi8isiKiyCJsZnCpIVqpxPQqKz1KIR6Kj3gpWv+qQqTKMXag27GYrqxrstJVYb0zPSshz70gaa2PcKmKjDbCeWt4e5g04wYxPbC3/Oc//CGufelDyNHDcPoE6oGjqOMPYE8/QPnAPDLTx/YT0sMRxQFBxQ6lBa0dsbHMRyNiVdLVWxffPv/yCa4uPsTg0sNoJRTVORzgJ5cf59TJSzz6UKhTFAgE7g7BoR4IBAJ3kdsV1WvZYtoVXufMbkbtTq+7w8d70FVyejnLpXONy/t+yWg3SoHAsYWLd3tRAoHAa4zcRSTG8sL64W3H++SFh3g6f4hMYjSCroQGoxxplb/edjI5UU3cix82FtucKFC+UKkVL0Ab5TaNdmk709sCei6GtcrZfSfQx5/myNJjFFKyLrl37VZRADB5nSukpKMisqpnFkCiFHnlUq9jXgaScLn0lS9qEX3ddn2DgfjGhcxGWBQXhwdJbUTpNMMiIbeGURYjVzv8wBt/adNl/syf+p/2dJsENudHP/MOfuPy46xlM7z50CJnOpdZsf0mosiKYtnNsmJ7LBc9XhnMsTbqUJYGZzXOKtwo8kVH17XPSk+9Kz1KN8lKt4K2giq9mI4ISrxDXdn6nxfTKR3KVa9FJaZnOZLl47gXa31Gta4iX2o2caIHIf3meJ/7ed6uv/luL8Zrkg//zN8A4PFf+EGe+qYf4ol3vZuyD0c+5ej1/fNFPquxXYuOHVoJSsFsnNPRJTM6o6s2F9Sff/kEh3VER0U4HAbfCBorjVGKd77h1+7YegYCgcBmBEE9EAgE7gFu5AqvRfTNcI0Xce+oGw40904kjFF6Ipd3M+YXXrpDSxMIBO4ljnXWuJzN8cra3LbjLZVzrLkeBkdcFQNtn9HrgplWdJWVPhnHUgvwFkVM5TJXdT66bJqRDuPIl2lSFzO0WzXn7g36+NNw6SwwGQUAYOp4m2o9/PVu0mlfoChEk7qIgSRcLWcZuPE6OFFNlM2g7GBRrBQ91osO60XCsEhYT/341ilGq13mXrg/Go5fK/zQH/5Jfvf6o8zGOSf6q5zqXGXZ9v3+rRyFi7FoLuUHWbcdzq8dZm3UoSiMj3cpNWQGs24wmS88Go18Vno0gigVTN4Szp3PSlelNNnpSsaZ6T4vvSWmW1u9t1AUUJT+fe02r3LQlXZMd3pr56OHrPSbZzMx/e36m0Psy03y1Df9AwA+/UPv5JGf/mHK52KygzG6cOQHgFgad7rRjn6U0zfZtnEvXTU+V0cY5nROjKKn4qZRNBC4H7FsrI1zt7lf+2OHu71AIBAIkFVixJ1AH3/6NRkLMx3nspmYHlWuyJkTLzJz4sU7slyBQODexIniwbk1vvjX/vaGz77xt/4qAC8WRzE4uroYi+Mtx7jFu9PrbG//+fghrMkC3/DdkzExG7LSN3mEWLZ9XsqP8g/e+B93vI67RefE83SVL1DnEAqpI1187EvdM8pKFfkiPjogF2HoDMuuxzU3y9VylhXbpxDDuu1yvZxhxfZxqMqdrhmUHZazHtezHlcGM+TWYIzz+dpO038q4ZP/9J13fBsENvL573kXX/rr38+VYpYHu2tE2vJgsspK2ed6OcOVco5XigO8kB3jM4MFXhod5hPXF7h4/SDpMKEcxrjVBLUao9cN0UARr0K8DtEQ4oGQDBzx0HlB3QqmEEzqMJmrCpA6dG5RhUOXzv9dtMT0svTvi3IspucFkudIWTZiOnjxfOJfHe1SjyMuiOk75H3u5xvRfPo1cHuc//a/RbImRKkjO2gYPSiofkkU+wz1g90RB+IRczrFIBSbxIQ9dWEBoIr08vv0Ud3lkL5zPaACgUDgRgSHeiAQCNwH1A7x7Zzqd5paVH8tO9Y3y6i/s97MQCBwL3MwSQGf+/y+r3h3M/xEbwWAt3bP8zujcYOoqzLP2USg8G71G3tprOgm+kUrGnf7VhjlGLgO1+ws7/qcX9nxuu02VoSOiiixDKUkRjOSglhpXzwUaf758SGrHPx55dx3aFKJWzEgmsxFWHRVmDRiWCakNuLK2gxKwaHeiCO9IZ8YLpCvxxxYv2ubINDij/3G32BhtuDUzHVKZxjYBF399ka5iTify9ksq0WXy6MZlq7NU45iyDQUuopvUZhUeSE99c50k4t3pleZ6YCPeKmz0pu8dEdz+DhBOecz1GtnupXKjV451KuIl4ns9C1oHOn+jz3Zjvcimwnn7WFBWL99/tvP+2LMb/med2N7jqRXkESWblxysJPSN4VvCFbCM/mDPDk1fV8LFtACFiGaMuNuVUMqEAgE7iRBUA8EAoH7iP0qrNfL085Xn75ZrjPYp8e7U7S/H8bZvIFAILDbrJVdIuVYLxMSbelGPmP24y+d4s2nLzAfpXz/x7+ZH3nzBX7zs1/NnEonnOe1o9qJbiJfpsV0vY1IbtHEN1jGOg4mlYQ12+N6OXNrK7tLxMpglCYmohBfeFSj0CKgLBEGi2BFGAgUon3Ui0R0VcFQfCFSJ5qsapDIXNQI6SObsFr0uJb2uLR8gNG1HjNHBxzopOTWEEUWd6XP+sMhiuBu8if+6/+Hw50hkZ7lRG+VWFmu5LM4UUTa+XoDThi5hNWiy0rR49XRDK+uzTFY7nkhvVQoq1ClQhcKk0Ky6l3puvRxLr4QaRX1UnjRXMk4H72OflHW+dYb6tiXSlCvY16K0uegF4UvQlq50yeEdfD56W2CgL4nBDF9d7n+xRkAvU5BYizH+usc66xxKBrQVT6mLN4kQ70QiJWv8lE3gk7HdQUC9yvt2jj7hf22PHeKIKgHAoHAfYwVR+fE83f9YtAuzlo71nUr+7Z+f78UNA0EAvcvP/bZr/7/s/fncXYc9b03/q6qXs42izRaRqslWZbxjjHGxmB2Yxy2hCfECVxCciHAjwTCHri+cIEQtktw+EEgkAW4bOGSSx6WsJlwAyYOjjHGuyXLkqxtRhrNerbequr5o/ucmdFmyZZmRlK9/Tqvc06f6u7q0rjP6U9/6vPFE2eByqgBE0mJKM7P0p2IlopK2B0t4u+2XI0vvCLTPHfcSmzuUi8wRTHNI3E0Yd0UtxIPZma2emIVk7pyxCKcc0V5xXaaQ2cRCp+aDDmgW2gsSghSa6iJfHxSbDe+BSCyPqlVSExx42F6rDrO9Gl3us9UXKI9VkbEEt/TVLyERhqyuNZiSPVQHnaiz3zw6c3P5MH2cpaVy7SykP4goq19RpMqrczHE4ZVlQlSI2npah7dk5TZW+9ldLyGjjxEIhGZyIXwRKBigcxAFZnpeaxLIaonuTNdpKZbfDQX0TuCOtNu9KLwLTp3qGPMdGa6LtzpxuTPxftOrEsXJ6CfcFxW+snn0g27mIjzos5VP2FZuU6/36ZPtfBFVpyLD70KeSAdYFBNsVSl6IPy0l1+usPhWCjMt4bicDgcjnmgI2AvxC+BmVEwMwvJzWozz8J6Jz99IY6fw+E4tdkTL0IKg7SCb1z1Gd5x50u5c2IVABet2c3du1bji8ezvnyAkayHlf7EIduYzj4/VNxVM3LTZwrjuSv9+MpKaSQtEzI2z+70Dp3aFdnwRgx5VABW07IWI3OnZGQFCZKm9YmKR12XD3FJtnRIW/vExiM2HmNxhdFWldHhPrwp1al7yp5mH8YKfJkvuPdDLj99Ltj0f/6cpBEgPEO5GnPJ4DkYK2llPlnnZklWRQpLzU/o9SNi4zGZlmllAQfaVUamaiRjJUgkSoOMJDLLa9oKAyIDFReZ6ZFFpnmsi0zBiwwyyR/C2FwgtyAykzvRrc0F9I6YbouYF1tEvBgD2XTxUTLdzU3vOtOdiH5S6YjpnaKkTlw/8awoT3Jh715G0yrGCsoqZYlfp0+1qMo4n0F1mN/0v7H+HgC+8dBlPKM8POsziUCiDlnH4XA45hqnBTgcDodjQSIHt8AMUX0mM13rc9qnIvbloSxmRFfp2bmWJ6zdOef9cDgcpyc33v9cprLlACQm/5n+0Uu+wfN/9sZZ7RZ5TQ6kPVRkclgHeQdj5awipTNRRyhICtNC+9G2DRAZn31pH39+0T8ftd1cE9uUilDUbUaKJbISjMEXEFnFmK7QtAGp9UisomlCII986ZERqfWYtBXaOiA2Ho0sZDwuMzZVQU56+HWBlZBmilQr2qlPnHiYyvHdkHAcO5/e/Ew+8u/XUd7lYyXoTRKhDIsWNQHYMbUYAF9ptJFoIwm8jEDlsRJTaYlIezTTgHoUUp8qY6YCZCRRkUBkhYjeEdMNyBT8JkVOOt3Co15skXFeZFRog8hmZKMbAyZ3pzNDTM9jXoplM8X0LMsd6VnWLULqioueeA4nlneE9CN97njsfPoJX+Yv7n0Bq8IJ6rpEZhX9qkW/aiGxaCvpV80jrq/IC0wbMTv2JUO7mkWOMxZ9lN9288VC689c4QR1h8PhcCxY5OAWJIfPfJ8vUR1gk19mk2+AgM27VnLumr3z0g+Hw3F6MZZVMVZSVik1lXSX1/yEd9/9W/z5Rf+MwjKeVSnJXChUwnaLah6MRhwU/yKOEOFiuyJ6pwBpR3A/UkFSjWRM13jH+d9/FEd6cqmueJh4aAMTJiNF0LQ+kNK0ggldYr/uwVhZCOnQMgGa6UzSPEtd0NY+jSxkNKqwf6KHbKRMaVLgNcCE0Jos0xqpItsSUzb0Dtbn8ahPLy757ru58wV/ziXffTcT+3oIRl6E6DFEZyUI30Am8UJNvVkCYCKTBGGG72lE8bcbZR5TlNBakmlJmiqy2IO2QjYVYUMg01w8J4/az5+L1x0xXaV5xItKTP4cG2SquxnpItW5aJ6Z2c70jqBuChHd2vx1lnVFddsR1JOkW4R0VtSL4zFzsBP9cJ85Th77kx7OKe9jMiuTGkmPjOiVUXdWUA8Rt+1cx4Quc836+2et+5Kz7+DB3SupWE1czKB6IClz9bptc34cDofDcTBOUHc4HA7HgudIxVRnutfnSlw/uDjp2X6FbHgj27MW56x2wrrD4Xj0TKQVpDB8+glf5v33vKi7fLA0yY7WQPf9ZFZmid+gR7VzIVzIblFSJQwGQXoYkV0exZXeWTdvN1tEVweJ8JpcjN6bLDq+A5xDwhXbqO5dRdMYjBVM2EI8twHGShKrMAgkltTmxUc1Al9oWiZACktmJZH2aCc+ScvHawlUG/wW6AxK2wIQEExCc41gKqzM81GfWjzpDz5OeSTjp//yDl5x66u5/TsX0FyXUdrrEa+tcfY/fhA92YfXlOhyoXS3FCLz8BoSHVp02YAAlCWKFZEEDFiTFxYFwAKZQKYSv52L6DKhG+/SFdFn/Jmr+CAxPbW5Uz0pxPQsF81FVuShGzMtpOvZ7vSukG7NdF56R0xP84gXCiHddto5Tgg3mW8cVkjvfOY4+Xzi0q/x7rt/i6ksv/klhene2FVYVJGfVS1iuQ5mW9pP5E1x0Zo93LZzHVev23rYdg6HwzHXOEHd4XA4HKcM3uDWw7rVFwJrVYn20HqGdMSG1UPz3R2Hw3EKohFkhRD+ngu/3V3e60W0dQDA+Wv2sLb5LAAqMsldftZDo4rbfZ389CNEvRRCxpE+l5hD3OrTn+UFT5smZGu8fFYfFyJLV+5B71nJft1DSaQoYWiaEI3Mnf1FrI5GEJk8L92XmpYO8IXGE7kY34hCaHoEE4LKfktn8kBpHGRqCeqG6rBEJR78/jwe8CnE83/2Roxax9RZPhe95UYQF0AI4X6PrGKR4z7+ZMDSrRYroLFKoMsKr5kXCJUZGE8Q9ytMAMY7KK4lg27tQlG8LpznUk/Hu3TE9Jl1DlUCfsvmhUczm+emxwYV6a6gboXIY15SnWejG1OI5p3Yl0IY74rpMx5FTjrpdMyLNdblpp8EjiSmO+aWfXEvbe0DMKkrLFP1WTdqj1Y4+9r193VfX752x0nro8NxqmAPmn24ELALrD9zhRPUHQ6Hw3FKcSS3+kJAIlilyuzas4I1q5yo7nA4jp9+v33IsoYO8eR0PvdKf5wJXZ0lSChhuy71DuYImZZS5GKfFBY1Q0mUWJTIHwdHw8iiXWI9xrIa7zr/e8d/cPOAErlbvySmI3JUIVrGxkcKk0e8IIitT6oVUlhi6+NJTWYkxuZu5+qQpe+hCNVMyHpCkn6fYCLFH2sBYAN3aXUsPPn3/pLhF6xgsRT0bUtIezwmzpYYH1QbvJagutfSuyMCCyaQVPbnAnpaU8jUIoxFBxIVS5IamPx+U1dQ78S4AFgxHeMidV5sVGYWBFghmKkDqNiiEotMO2I6iNSgYoOKNSLJ8jx0JXJnekdM7zjPjQWjp0V0KGJgiv9/jZkW02c4052Q7jhdefOvf5fUlvGkRgnLvrSPHhmxxh+dVTg7sv489tLhcDiOH/erz+FwOBynJAcL6/OZqQ6ghEQXF8QrVJV4aANDus0651Z3OBzHSGYUH3vClw9ZXs9Ks4T2l5x9B1968Ep8kaGEJT1CkosUBo6Qrz4z/kUKgy80Sphurq0SZkZx0um2Y7rGa8/96XEf23yxdOUezt65hi3pMgZUA19kNGeUs2uZgNR4pEbR0j7GCnxhiI03nSMvDTIWlMY03mSEiFP8JEM1A1QjgigB32PX8xbP12GeEmz64I1s+W9v5sAlktIDJYKmITzQpjSk6dlssb7C+goTKGSkEcZgvbxoqJUChMCvpyAEVoAJFCpVBA1BFopCIJ8hqhd/tnmB0bww6KxJFwJ0ILBK5J9puo50kRXtLcjEoNopsp3morkQ+fazQkgvhPFZRUdnFiWFPCfdFoJ7kZWONl0x3YnqjtOVZhbiC0MoM2LjUdclrt94Gz/dsWnWjdsztaihw+E4dXFnLYfD4XCc0nSE9flGWzPrtRKS5ao0jz1yOBynEp944DlH/Kyq4lnCw50715DaacG3I4Ifjo5IoYooFylsIRrnArrsFiEtRHXMYQuXQu4gfOU5txz3sc03y5UmMrn70UeTWkVkfEKZorCkVhFbn8R4lFXuZE+tpK19Yp37j/y6QMUWkWS5KCoEuuYTrenLi0ymGWv+5u55O8aFzvqvfAh/Eq58+V8STOSxLcGERlf8vKBnK0ZOtlBjTbzxFjJKEKkuRGubF//UBpkaRJo/qygjHI2p7I0JJw1B3VIeM5RHNeUDGeWRjNKBjNKBlNJYSjiZ4Tc0XkujIoPX1IQTmnBS47cMXpQ70WVsUEn+kLFGxno62mXGgyx3mpNl+esiGx1dvNb5w3YiXrSZjnvRphvx4sT0ucflp88do0kVT+ruLKu14SjQKZpdFIJG0bLhEbfhcDim0VYuyMfx8ulPf5r169dTKpW47LLLuPnmm4/a/itf+QqXXHIJlUqFFStW8Id/+IeMjo4+2mE8IThB3eFwOBynPPMtquuDLoRN4eaUCLbtXjEfXXI4HKcYnfiRw3/mUVPTBdt8YfLCmYX4rYTNBfOjFB2VwnZd6aHMcjGdPPIlF9EtJZF0hfbOspnudHOKXjoMrtrb7XtkfSLj5850q0itom0CWtonNYp6VmIsrXAgqrG/XUMbSZYpyiO5U5k0AyXBGLx6QmnnBMQxtNuIWpWnvfh/zu/BLlBs3aeyP78RUR2y9OwyhAciZGqwasYsCiG6IjrGIJIMmWSIQtTuCtra5C5yA0hBMJlRGokpjcSEozHBRII/lRBMJvj1FNXKUK0Mr5kSTCaE4zH+VIo/leBPJviTKX4jw29keK0M1c6F9Hy9JI96yXQunGuTz0pIEkjTaVE9TSHT2CTFFvnoncKjHRe7E9PnnzNZTM+GN85pZOLzf/ZG1lbGGPCbVGRC1Yupypgfbj8fmBbVJ3SF5AizqRwOx+nH17/+dd70pjdxww03cMcdd3D11Vdz3XXXsXPnzsO2//nPf87v//7v86pXvYp7772Xb3zjG9x22228+tWvnuOez+bU/FXscDgcDsdBeINbMUdwVZ5ojjVaxmApiTOzSIvD4Tg+JrPyET8rq5QeFfGKW/MLh/PX7KFlDnXzHZyhrrCzCosqYQ55D7nY3omPmSmmH4wvMr704JXHd2CPgo7YcqK4aft5QO7qmnlToBNpE2uPeloi0j7b64t5cHwpOyf7GW1Vaac+STPAb1iMLyBOsL5CRCly3zhMTGG1xkzVwRiqd+87oX0/XejZouh/sE3/PRMsumuSylCEsBaRakzFL1zd07njwlowdPPHhdazM8sN3UKgqp3h1RO8ZopsJ8gozR+t/KGaCaoRdx8iypCtBNnO26lWitdM8epJ3raVIuMsfyQZdJzyM7PSO670jiM9010RPX8/W0S3XTH9oPdOTHfMId7gVlKraQ+tn5P9lbyMRV4LX+Tu9D6vzSvPuYW7ozU8GA9yX7SKCVMhtR6TujInfXI4HPPPxz/+cV71qlfx6le/mvPOO4+/+qu/Ys2aNXzmM585bPtf/OIXrFu3jje+8Y2sX7+epz71qbz2ta/ll7/85Rz3fDYuQ93hcDgcpw0S2c1SN93s3/m5d9xxrS+SIe2h9UgEsc0wWPpX7pqXPjkcjoXJjfc/l6ls6RGLiMbGwxcZVS/m61sv5/qNt3WLuRnkLCH9cFNv5UHOdUOeE55/ZghERkmmudt9hpiuDnbMW47qgj9R3PCBV/ORHR8GCT+56Z2PeXu/bK/nrGCUFIW2AlUUIgXyuBfjEWmffe0aI1M1tJZkiUJIUL5GTHmUxzTlnZOQpojhA9h2BJ6HqJQhihFKge/z/W0fe8z9Pd141rM/zDJt8HaOgJIIpZDjU2Astq+K1DYXp5kuvIsQ+V+4FN33VthiWVF0tPNnXvyZCmunc8wh36ad8b64wS2EBCkQxubbV2p6PwVWynx7aZavl+ncgQ55XYKOaG5sno1eZKnbmdnp5qD/V2zuTHeu9PnhTHamz6S8YjsA7aH17NMRdau4aM3uE76fi7/zHi5YmuHLjNj4hDJjiV8H4G3n/bDb7k/v+D2e03evc6g7HMeIsQJjF5Zhq9OfqampWcvDMCQMZxtAkiTh9ttv553vnP377rnPfS633HL4WMGrrrqKG264ge9973tcd9117N+/n3/6p3/i+c9//gk8iuPHOdQdDofDcdogB7fgDW7tPndedx4zOZludsmhP3IMllB4tKw+zBoOh+NMxhcZGkEoZ2eh/3THJiCPaCnJlA3lA/x06ly+s+1i4NgiWA7nNO/QiXsJRUogNIHI8hiYg5zs3fbCUJXxYbZ0Ygl/dx9WCbx68pi39XdbrmZ/0juj2KpFW0lqPVLrFa8liVEYK8gyRRp76MhDR4osUfh1STjSzmM+jMG2I2xS9C0rBNdCrH32Mz74mPt8OnFt7ZX4UzHBzrFckG60oNGEKIY4RozXkY02tt3OP4/j/NnMcIQXCJO700WcIeIE0YwRjTai2UK02tCOividCJotaDah1YY4yYXxpIhnSZK8TXvGOlHxiFOIU0ScTK/biXbpFBxN8v5NO9LNdJzLDGd6LuabaUf6wQK7Y85wYvqhSASLpc9Sabhz5xpueXgDN+84MXEwb/jVy1nRO0ViPHpkBECPinj9uf/3kLafuPRr/Hjygjm5WetwOE4ua9asoa+vr/v40Ic+dEibAwcOoLVm+fLls5YvX76c4eHhw273qquu4itf+QrXX389QRAwODhIf38/n/zkJ0/KcRwrzqHucDgcjjOGWaL68KYTss2D89NhOkP9cMsXyZDm0FlUVzx8QvbvcDhOfXYnizFWHCIodETgCyp7qMiEpkzZUB7h/mgV3x+6gHPXDXXX0chDBPaOi10JM8u13slOlyIvUlqSKf5MMf0I5zCNoCJivrr1Cl628dYTdvwHc6BeZZW1mEBx3fq3sOUNq3noLW857u3cvGMjkVmLLzRVGecFSfG62emR8TE2v5HhSYM2+RhZLRCphFBjD4SEB0C2ClFVCAjyiBIR+FCpIGq5oJ6sWcS//uRdJ3o4TlmukS9FViqIzTuwQhQRJ7Z786Eb79IKQWtMFCOkzJ3/YZA7x4XIM+tl4SLvFPfsiNYzBHekyB3jnf0ombvRjQZpDnWMA1Bsp9OnTp57p7Ao5Ot1tm0NQsg8H73dJp/GILv9eCT3uXOnOxYKSkhaJv+OWawy0OBLw327VrEn66Vftbl87Y7j3u6H7vsNtjbOoeKlBDJjLKtRU9FRi2d/4tKvPdrDcDgcC4hdu3bR29vbfX+wO30m4qBYVGvtIcs63HfffbzxjW/kPe95D9deey1DQ0O8/e1v53Wvex1///d/f2I6/yhwgrrD4XA4zkjk4BbMCRLVj3vfSKb2rqV35eELrzgcjjOL2OQ/ydvGn7VcYfnWtscjqaHI3eF1XaaiIp61fAsaCdbkzwXmoBkyShjMUabSByKjJFJ88mKkPoefRTOXBUk3v+Q9XPemN2H7a2DtLDH9tp3rjlnkGTM19qV9s5z/EoMvNDUVoRG0TEBZpZRUijYSISwY0U0fCSYkQb1Y2RjoqSHaUS6yLurDejIXY63l4eeVTtAInPpcI18KQmLjOL89I/K/H9GNcJFdYdm2Wt31rJCFM12D7+VROocRu7vFPq3FGpML8TNRKhfAZSFea6Yz2oXoCuTC97BZlgvvUGS2mzzGpSPAd9YphHo744Lf6uK21QyR3DnRHacC3uBWBoFde1agEPTJrDt3c9DLT3q37VxHywRUZMK2ZCnXb7ztqNt8/z0v4t9HN+EJQ0mlbKyO8FBrKVf0bTusO93hcBw/Gjnrd99CoNOf3t7eWYL64ViyZAlKqUPc6Pv37z/Etd7hQx/6EE95ylN4+9vfDsDFF19MtVrl6quv5gMf+AArVqw4AUdx/DhB3eFwOBxnLI9VVD+cOz1cse2QZYcr/uQLlxXpcDjgY/dfS2zy/PTJZHZhUiksFRHz4k2/5qtbr6AiE0KRUjdllvlTGCu70SyzctQPutCSWBB5NrpBYBBoBD6WUKSUisgXX2Rdd7o+SJjv5LsbBHV9coXj61a/ETMxCWPjiP4+rnnKB3jcJ+/n9wb+g6vO2nHM29mRLKGhQ9aGY90bBUoYSjLNC5RKwajtwViBxOIrjZAWUpkHYyaS0gHw25ZkaY1wdBJb8rF9FUSqc9e1rzCBQk21WfSAE1IBnhu8LH9hDd2Us87si+Lv1JrDu1WFFKAlqEJUVwqkxKZpVzTv5pQXMSpCCmwhoAOFM73jgp++4dF1oiuVO8qVxCZp/pwV/cmYjm852CmXZfn+isx123XDH8Zx7lzoCwYX93J01qwaYsfuFaj8HhNpkc8c2Vwq8kVG3YQsVg2++OBVPBwv4T0XfnvWNt59929x1+QqErMer5j5NJGUuStbxbee+qn5OCyHw7FACYKAyy67jJtuuonf+q3f6i6/6aabePGLX3zYdVqtFp43W75WxU12a+fvt5cT1B0Oh8NxRnOinOqHE9IdDofjkXi4vaRbzGl1ZXzWZ5ev3dHNtO24BKsyJhCayPqHnULfiXY5uMBpJ0u9W3C0eM6z06fF9FKR5y6Rs4peafIqkBGSljnyFN4TgRlcjExTTLOFGZ9An7eSTz7hK8e9nUYh/Peodjf2xi/CcTr3CyQGYz0MgloQM0oVAgORQsQSlYDfNERLfEKlEO0E0Wijl/YjkwyRZKgkw4Y+ftMJ6pC7tg9daHLH+uE+m9VMArlILayavlA2tit6d7bRFdONRKCnxW47w4neoVOQNAj4/sjf8Nwr348aHodmu3Cjm+m+ZVnhqJ+Oeulkoef7BzHj/42OI/0m/XUgv6FgMyeoO04d1q0e4u5dqyl1i1VbOslfkfXRVtKyIT2yzcbSPj67+elM6gpDSR/NLGQ8GQSgpDKMFQRSE6iMr1zxt/N1SA6HYwHzlre8hVe84hU88YlP5MlPfjKf+9zn2LlzJ6973esAeNe73sWePXv4X//rfwHwwhe+kD/6oz/iM5/5TDfy5U1vehNPetKTWLly5bwdhxPUHQ6Hw3HG08lWP1Zh3WC67vRjEdIPLlLayVh3sS8Ox5nNe+95MVAjNh5KWBZ5rUPaXL1uKwD70j42hvvwhUYjqYh4Oj99ho57cF76TGZ+luen54+d6WIeFw6jMDOEFIMSuds9tZIURbMQ0hd7DX61cy1PWHtyzl8jl/WxRErU3gOY0XHC+/fyqQeexZ887ifHvI27d62mpZ/EEr/BUq+eF2AVGo0gEJrEgi80fV6bPVE/xgoqXooxAoTFKovfVHhtS9wrCeomz05vNLFJigqCvKBlrQKZRkSC2vaFNQV7LrlGvvSRGx2La7sTA9MR1mcI8IfPH1eznfBWgJG5A14eKqjr0VEAfvSL9wBw5X/5OP3/cl9RXFTP2IfORXWd92l2jIuesb9Dj+lHyVe5Rl0PgLdsCdm+/Y983I6TgnOnHzsXrdnNd7ZdzNn+KGnxPZEUcWEGgbYCjUQxHTNWUzHGCrxS/j9EPS0xlZbwpOZJfdvn50AcjtMcU8wiWUgcb3+uv/56RkdHef/738/Q0BAXXngh3/ve9zjrrLMAGBoaYufO6d+Yf/AHf0C9XudTn/oUb33rW+nv7+dZz3oWH/nIR07ocRwvZ+6vPofD4XA4DkIObplduPRI7ZAoIY/ZlR6u2DbrUV6xnfKK7U5MdzjOcN574beoenH3fY+Kjtj2hgu+m4sZwqAwBKJwWh+FjgtdCdONhuk8559Pb2smUtjpdTH4Rba6QTKhK7zynFuOWLj0RKBSm2eTBwGiFIKn+J+3PO+4tlESBl9qVgdjVERclGydcewzCsBKLJ4weMKgtQQjEJlARSDTvF3SK4nXD+TCq7XQaufPaTFLwBhUvf3YD96RU4jY3ccRolVsIYJ3BG/biWuxBptmRXHR3LH+w8YXD1n/F19+C/uvvwA5sLgrps/c58zt3aS/njvnpcj7UvTncKLtTfrrjL3qSr4/9NcneGAcx4oT04+ffVkfe7JedmWLAbpFqjuFnVVxDk2tIpRpXtBamq6wXlYp/UGbwdIUf/q4H8/noTgcjgXO61//enbs2EEcx9x+++087WlP6372hS98gX/7t3+b1f4Nb3gD9957L61Wi7179/LlL3+ZVatWzXGvZ+MEdYfD4XAsCMzwplmP+eDWh9fzzYcuJbWHxiiY4j/IhXdvcOtcd8/hcJyGfPjif8IXBm0FoUyP2O7rWy/vihlKWCS5SC5nLDtW1Mxp/cD1G2/j8rU7eMLandRN0HUaaSQTpoyxgr3ZIiLj84pzfgHAJWt3Hf/BHiNjF5JnVNdKuaAexRyvfr83q7HEq7PUm+rG2kAuBMlivFOrSK3Ck7rI/C1htcgz1AGvCSoBlVi8liWtedg1K/KimQBhAL6HDT1sJYR2xHVr33TiBuIU4Lqlrzs2d/qjoSNaP5KzvWjTFdZnOMqt1pgk4YfNfNr44UTWX/3Nm/n+zr+aXq8jnhfcZL7RXe8m8w1+lP7jrPdH2u7tn3vzET9zOBYir950M7vSASSGksiKR1602hc6F9BFxlKvns+WspJe1WZFMEm/3yaUGVUv5sbH/+N8H4rD4XCcdJyg7nA4HI4FhcEck0v8RJMNb+Ty0Oc3q0184WEwpDYjtdm0kI6cl745HI7TG08WBTOP4ji/fuNt3cz0jpjeQXXPUYeuf7j4F21lHoFymPZXnbWNBMWUCRnTFYazfnyhuX7jbVy/8bbjO7BHye8+5+c8fF2F1vo+7JJ+CALO+8QU6z7zsUdctzl0FhN71/BQsoylXp2qSGaNS1IU2lPCIoVFYlHCMpWWaKUBJsvHS6QCqyCtCoQuampaS7K0gqhVAbBhgAl9rOfljnrfx/ZUT/h4LGRMewG58mcK6x13+WFjYo6w+kEu+Jv015FBcMT2Tih3nG7ctnMd/aqJQRJZL5+dVNyQVFh8pkV1hSG1Ko8SQ+ALTa/X5tNP+PJ8H4bDcVpjunPuFtbjTOTMPGqHw+FwLDhmCtXz4VCXB30lTpqIId3GYIltije41YnpDofjpJAZdcwO89R6RNY/ZPlMcfzgLEttZfcBdAWQUjFl/6bt581qf/naHVy9bivXrr+Pl2289XgP5zHzFxd/k7TXMLneo7WhH71yMQjB6kdIEBjZu4rNqeVXSYUBr0FFxpREmjv5he2Om7ESPSODdCSqkWhFqhUYAUYg06KIpQYTCGRmkYlFWIsd6MO224gkBQnWV8hWAtaSLq+d1LFZKFy36g1cI1+KaR2a+z/vzHS2W3Pswrco6gvMENF/2P7SCemSE9/njoU41rv2rOCnOzbxnW0Xc+vD6xnekxfRG96zkl17Vsxz76bZm/XTr1qURELTBgQYSkJTElkuoheRYwpDRcb0FXU/UqtYEUywxG/M8xE4HA7H3OEEdYfD4XAsGOTgFmJ75MiDk8Hdu1bzzYcuPWT5IllhuSphMERW851tF89pvxwOx5mDJzXeQTnmh+MlZ9+BxJBaj7TrtD42960piiNrK5HFOn6xz8MJ9DM5WcVHHwnjQWuJIllUIh6skVYlN+/YePi2w5toGlMUzbNURMyAaqCL4zZWYBBdF1VsfTSSlgnwpMEgiDOVXx1l02I6AoSxyMQgihgRUwogSfMoGiFyd7qxYCzB7omTPSxzxvMueTfXyJfOegBcW/19suFTo9Dm8YirQgpuMt/gh9FX5r0vjkfPSYsgegwM65B741W0TMh+3cOYEWzbvYIUi7Z0Bfb5ZqU3wYBsMajq9MgYjUBhu+fRzk3ZTqb6Uq/Ocn+SikxY6k0dNbbM4XA4TjecoO5wOByOBcPo3tV4KG6LU27esXGWcHLzjo1kw/kjHtrA5l2P7uJj2+4VZMMbu1ntF/gVfrPaPGxbiSC1htQa1nrjjOxddUQxx+FwOB4tHaf0sYjjL9xwF/vSPiRmVpxLRySXB4WNG4qscKO6onpqPIyVlERCSaQLcqru0nNGaa62yAyixYrWcp/mcsGOdMlh2+c3ZAWplSRWAXlR1o4zP7EKjURiSKwiMj6pVUykZVqZT6IVSephM4HXlPh1gS5BWhHIFJAClRiEtsgkg8CHJMmd6YANPTD5DYrnXfzfufgtN87JOJ1oNu9ayetufwVPfPXHEcMHuq7tDtfIl+YxL8cYozLfzLwRcN2aPz1q2x+lJz/32Ynqc8NCGef7duUF825rr2co6WdbspRd6QAjuprHpCAIhHiErcwN7aH1lETGcqVZrPJIlwkTMqxraCSp9aibEpENiqgXS49s0yMjlnp1SiJllT8+34fhcJz2aCsW5ONMZOH9enY4HA7HGcsiWUEJyeWhz1NKkqeUZFf4fkpJ0vnPFx5n+5VHtY8+qQ6JdzkavpD0SJ/lShNZwxPClHhow7wWT3U4HKcXZobr71i4t7mS1CoM0zEucPjCpBI7XWS0aBsbD1/kReYmdIUXb/j1YzyCE89/Pu+DBOOCeJEgK+WPaCm8+9/+nyOuM6xr1E2JFEUgNBpBSj5OKaobixNbv3D5KzKrSLQiynyyTCG0QBiQKVgPEBD1S7KSRGQGkRnQGlEu55nb2mB9iQ19KJcgihHjdVZ9e+8cjdSJ5dw1e/nR5vMY+PUUZnLqlBHOH4lr5EuxU3Wuvex/cOXL/3K+u+M4Q6ibgPt2rermjec3MtM8igqLAXwhjlI9Y+7whaJHaEpCkVqomxL3xau4O1rNhC4zYSpsjldwR+sshrN+tBVFLQpDVcYA9Mg2X996+TwficPhcMwNTlB3OBwOx4LgeKe7SiSje1cf93784/jqU0ISCp9Q+PTJkD7hUxYhSuTFSV2musPhOBHIIuP7lefcckzttRVENphVbNPMyEfvbHPWOshu7IkuzoOpVbzk7DtOxCGcFM561sO0l0I0IIj78mWinPHkH72TWx9eP6vtfbtW8VCyjClTBkAjZrnT08Kh3jIhTRNS1yUaWYnJpExqFFPtEmkjQEQSmYBqQ3k/WAFeZFGxQRjwJtqIZgw91TzmpR0h44xoWRnrq6KTAgKfZ1z30bkcrsfMq3/5B5zzoRtZ82UP8eBOTJLMd5dOKLrRRI5M0n/PxLz2Y6G4p09XFsr43rT9PDSCUV1mTFdpa5+WDpjUlW6Eii8EkTVUhJrn3oI3uJUx4+MLiS/g6eu28KzKVq6qbGVANXnxhl/zrvO/x+bGcv519Dw2xysYyXowVtI0IS0Toq2k5GJfHA7HGYIT1B0Oh8Mx79y8YyPLVA1zjB6dTruBlbuPe1/qUU6tlQgqMiheS9pD6x9hDYfD4Th2FMdWlBTg4toexrIqBolBdl2CHWY63TsFOWcWLY2Nt+DFdIAXD96JLlmiAchqIDOw7Tw7/u9HnsaN9z+32/aW9oYi3sbrLktR3UezENIndIWWCYiNR8sEtDKfKPVpRz4kEqEFKskd6n7D5mJ6YhE6//cRmQElISvGOEkQqUYlhvq5i7CLeyFNIUnZ+9SjZ9MvNH589/n0b7FU7ngYXa/Pd3dOOKpaoX3+Ctpre+e1Hwsx4/t0YaGI6X+35Wq+N3kJP65fyM9bm5jMKt1zzlhWRWEpCYG2ljWrhgAelUnkRPOEtTtJraFP5OcuX8Bimc76fvralZ+johImswpb2oPc017NhK4QWZ8URUXEfHbz0+frEByO0x5TFFVfaI8zEe+RmzgcDofDcfLYtWcFTwxLUMS5ALOE9cPFs3TbDW9iv24wuOrYptab4U3HFfcys608KEc2FD5796xk5THu2+FwOA7HO+58KZmtEsrsmNd583k/AuAv7n0BS7w6PSqaJZgrYVDWoBFIYQrXen4O62SsR2bhi72vP/f/8vpz89dn/+XHEZnACogzj8m0zP3NFbz517/LtsYSfnt5St2U6RMttJU0bYgSeQHXxCpaJiQyPgeyHiazMqlVjCVVJpMSE40y2UiZ0gGJPwkqBZnkznShLcKSx8A0E0wlQNZNLqSHAdh8PL1Gij/WJl1UJmhWodHk7M9shxvmcQCPke9tv5A/u/v/Yf0/Vig9NES2/8B8d+mEs1CEVsfJYSH9+/5w+/n8y8gzGY0qTLZLBErTW4qo+QkrypMATJkSoyZlqczP2/0rd81nl2chEYTCozl0FhWhMMKybvXs/n3pir/jW9sez33RSvYnvTzYXs7acIyKjLmrtZYH6oO8dp7673A4HHOFE9QdDofDMS9M7V1LTZZYJsuzlhvMUUXv2KaEYloIWqZqfHXrFTw+3M35a/YcdZ9ycAvp3rWz1n8snIhpXvHQhjxCBukiZByOM4y/23I1Y+nZAKwpjR33+jdc8F0A3nnXb7OpNIwvclFeYpHC4gtNbPzife6o9mV2SjqJHnrrWwBY99mPMT5eZZswXLhkiIpMuLR/F7vTxfTICABDHvNSIiUyfjfypW5KtHRAWwccSKoMt3rYN95LMhVQGpWUDoDXtoSTFqxFpRbVzguRmkAirIU4g3YEUoC12CxDDo9hVgwgJ1sE9Qh8D6TERtF8Dtkx87d7n077/n6C0UnM7r2nTW76TGa5woXEO/dsvn/fB+e3H44TxjXypQtGVL92/X18buj1DI31kU6EUNJMVsoM9k9RUhm9lVFS8oiXXTpgcJ77ezBKCGKb4QtFRUha9vARLi/e8GtePOP9pzc/E2Mly/1J/vyqf56bzjocDsc84gR1h8PhcJx0hvesZJEsoYQktZpQ+NRkCQBfzP4qOlhMn+lW19ZwwEQskbmDpiNE/25tHKh2i4Q+lDU4Z/WhznEzvKm73xPBMlVjdO9qKsKnvGL7IZ/f+vB6pkyJyPq8cMNdh/QFcGK6w3GG8qkHnsXuZDmpUUhhqMhHn1f94Yv/iXfe9dv0eS2WenV8oQnIiPGRwqCtLNzairhwpm9uLj9RhzKnvO9Z3+TGLc8m0YoHJ5dieiUrSrnrsyQy6rpMSabUdQlVHLtGMp5VmczKTGUlHqovYe9kH83JEnI0oFQXBBMQ1C3hhCYcS5BpXoBUJBlkBpRAtOJcTM/yGxc2zSDLMFGMiOPc+28sQikolxC1Khe+40bu+eib5228joW1lTF2PgRyzwjZaZabflisQT+4bc5368T0k8NCEdJnsjSskx4oIVOBsZBYgey3LAqaVFSCj8ZYweVrd8x3Vw8hFD66+O1tsPhImkNnUV3x8FHXe/25/3cuuudwnPFYK7t1cxYKdoH1Z644M4/a4XA4HHOKIf9RLpHH5Q4/OFM9Q6MtpFaToWmZhNRmh7Qb0YcXzU+GaD1miouO4U3EQxt4cPdKbn14PdnwRi4PfZ5d1jy/EvGrnWu763TE9JPZL4fDsbD5dWMtQ1Ff930gjj3y5XB8+OJ/oqXznHBtZTfaRc2IeNFW4gtNTcVUVcINd73kMe1zPnjlObfwkrPuZF3/OEnmsbPRz/1Tg0xmZXbGixnTVbbHS5nUFfYmixhK+9kZD3AgrTGWVtkX9bJ1zzJau3oIdoVUhgReG7wYgrohHEvwRluo0QZyoomYaiKaLcToJHZiEtuOIAjygqQdYT1Jsc02JGkupgPEMVTKXPbb98zjaB0bn7j0a4QTBhufAWJ6gdV6TgVuJ6afHBaimA7wN5d9iWBpG9OjwbdUetusqU1waW0n68MRJkyFS9YunJiXg1FCooRk0sQYLNpapvaufeQVHQ6H4wzCOdQdDofDcdKZmTN+sJh8NGZmqndepwhiNKFVGCyxzcDmU1QlEoNhqUoZ3bua1BpGjGRMV7gyzLpu8BPJ2V6t+9oXHmd7Nc4+zLfr44PSYY9dIsmGNxLb9BHdPw6H4/TgDb96OZNJLwZBIDNKKndSP1ae2XMfP5i8mFXheLcwaSjz2BNjRe6MFJo+r03NixhPq7zjzpfS1gFvXfYT1q3Oi+M9uHslPpZACBbJkIZN6BUh4yaibjnsDKC55D0XfpuX3/pHRKlHO/FpBiEAvX7EWFIFKLLjLRJLaiWR9tnfrjE02YsYDajulKgI/JYlrQhKY4byvhhv/xRM1bFJmgvmhUBu0zz2wCYpUgpEqYRtt0EbhBSYJEEqCdYgFvXnhUmt5ae/fhw8aV6G6ZjY+L8/wJJvV+jd2QStEUphtX7kFU8T5iIqxInpZxZffPAqfllfj9bngzJUeiOetuYhNpQPsCHYj0Fw7fr75rubR8Qb3Np9ne5ZgY8lxXSd6h3cb1aHw3Gm4wR1h8PhcMwpj5SRfrT1tLX0CNDW0iLDLwqFdp4NhpbNqBuPCSOpipSNnk+qInbq3Em43qscVqifT7zBrbSc88fhOCP4i3tfwEQ6nZprrGR9eZSKjI95G/ftWnXYmhFLVZOhqI/HlYc4kPXgC01Vxuw3veiDznUKS5/XJpQpsfH5VuMCJu95EaNplQH/iawMxlnuTdIrIySKFEVJQI9MeHD3ynkX1d84+GM+xbO5+f5zqEvL/pFeVg2O0x+2ATAIJBZPGhppwFRUYnSihqn7lMYkfhP8hsVvGoSReG2DqkfQamPbETbLsGmGkAKE7IrMVmtsO0IIiaxVMfUGFPqzjWNEEIDvoZf0oPZNsuQ/FbxmvkbpkfHvrtK3eQo50cRojTV2vrs0p5wMMf0adf1pmUO/0FiI7vSbtp/HrfXL+OX+tZhU0ruoxUXLhri4tpul3hRKGHrFqTMTZM2qIUb2rkIikAi0tbmppciAdzgcc49GoFlYtXAWWn/mCieoOxwOh2NO8Qa3HpdL3WBomQQlBAaLEoLIGhSC2Bp8IcDmmeoGS93ky3wMJZFnrmsLS6VXXAwYZCHALwQxHXLXfijcV7LDcbrxhl+9HClyYa2sUioy4c6ptUSZR8VLyYxkUanFey789jFv89aH1zNh+hjdsRGAXhl3owMuWrObL62ZbvuJB57DSNaDFJZQ5O70/JFRkikjWQ9vO++HfOz+a1njj7LUq3NhOW83pmsEIsMXGU0TooRhVNeIbEy/bPPNhy5lVzrAnz7ux0zsXUP/yrmNL7jirO289p53gwA5HqBaguGR5exZnCJ8g00UtCUyE1gJMhGEEwIVQWnUUho3lEaTvPho5OM3UkS9jW228ggXrfNHdqgwapMEAwivOG97HtLzIMsQtSqjly9h0T2T0GpR25PfzH3c/7iRB9638LLUe3ZaRCvBHhjDxvEZIwSfFCHdOdHnjIUopgP8rPE4tjcGiFKP3v4WT1m5nef03UtVxmgkVZFwxVmH1txZyCxduacb9xKjGdOWPpnRO8/9cjgcjvnGXb07HA6HY945mlM8tbqYauojixzHDrp4r7H4QubFkwRU0fgCIivwmW7fEeVTmx1SDHW+WWj9cTgcj43X3f4K9kX9RNqjpDKkyM9FmZEEKrc0r6uOsq40elzb7biAUhSrVJ1z1xzZKf6nj/sxn938dBS2K6R3nOqhSNkQjPD1rZezxgdfaEqyiY8mRbFYNdBIUuthEBiruqL6SNbL1ng5dV3ixT//E/7HWkH/7hVMGJ8nrN35aIbrUTGxtxerLCKFcAzKowA+0SKBzKA0bpGpJe6X6BBkmj/CSUN5X4Q3UseWA2SkkVEC9QY2irFZmju1jyAuW60hzfIcdWuwxiICH1EuQ7VM39YWItWgDeWHRrnw7TdCZc6G5bgwHiDBNBpnXNTL4VioQq1jmoX6b/SrnWtpmycTSE1/pc3j+vZzRc82fKEXdMTLsdC7Mj+vf2/7hVRFwrlrXO0fh8PhcFfvDofD4VgQdET1mQVGOyK7QtCyeX6tLySmcKZra9E2F9ZbVtMjJSUhKRWxMEpAnwwIhd/dVsNE3QuDjlO+UxT0eJzzj5bO/g/e15Rp03/S9+5wOOaKpUGD8aRKZiSJVkiRx4940iCx1PyIJ9Qe5pXn3ALAO+58Kb7QSGH584v++bDbvG3nOiZMjbou5y5zkfLD7eczqOqHLXB368PrWen3dMV0AIOkImP6ZYsUxWhW4xXn/AKAn+w4l+Gsnx6Zx6ZoK5myJZQw9IgIgwQJE7pKTUWMZ1VWVSZ4yQ/eAJng9t/8K3bsXtHNYj8WhvesZHDVo4uP2fFHb2fDX30clQgWbdVUdtYRqcYGHibwsL7EKkHQ8DCeQEUG1c7w6jFy7wEAxJRFlUvYsQl0q3XMorLN0lxwF0VuulKIShmEQMYZIs5AClCScAKCZx7fjZO5YuCuOjbwzrjs9CPREdqPRbR1jvS5o/PvsRDH/LObn44vNEPpxQz4ddKq5NyejFXhOP2qRa+M5ruLJ4zfWL/wiyw7HKc7xoKxCyti5QxLi+viBHWHw+FwLBg6YrouXIEpmtRqZNeRWXyOJUTiI/AF1C342G47g6UkFKHw8IWa5X6fGa3SEdLnkposEQ9tIFyxbZaoPtdxCQ6H4+Rw9tf/gqdt2Eq/HxJpD0+aris9z/TWZEahhGUsq/HFB69ib9qPL0oAKHGoK/p72y8ktR49MqRpQiLro5EMZ330qxb7dY1vbXs8FRFzzfr7uW/XKu6OV5LY5d1tlmSKsRLIc9UHVJNfR2tJreJTDzyLyPq87bzNfOOhy3LRXcSkKBSGxHq0CNBIFAZfZPSrFiaQHEhrPPPS+3hwcin/ddtv8t/Xfpe/vesl/MXF3zym8VqiKmTDG7txYMd7Xq7sESy5JyUYjZDjTWi1EJ6H7KliSgFI8OoSMoOstwCwE5N5rEtaiN6TdUx8/KJXnjeuEVJgkxShNdZXWCkhSaC/D7Rh8f0tdg8OwG8c9y5OKle+/C/pMwYRZZyh18JHZKZwezhxfSEKu6crM8d/obnTb7jrJYymaxnwm4QyY4lXZ3GliRKGi8LdaARXnbVtvrvpcDgcjpOAsNa630/HwNTUFH19fUxOTtLb6xLDHA6H47HSEZPzYqOmiGtR3dcGQ2oNGospxPLUGlIsE0bRL3UhqEvqRhMIQUXkRZIkAr94fbCgbjB8u9lDVcas8SbZ5JcZ0k3WrDrUUWmGN53wwqUGQ8PETkB3OE5Trv+P1zGVhrRTn9QoApXhSdONffGkwRMGKQzGSgZLk9RUTEOH+NKwJhzlTx/341nb/M62i6mbMgrDhK4QWT+PaBFpV4CXGJSwtExARSYo8n0EQpNYRVXGKAxTpkwgNE8tHWBg5W4AXv+r/8KTe7aSWo+LSrtJrcxFe5uf+1IU2koMEl24opSwJFZhrKRuSmyNlvOTvZtoRAH3/eZ7j3vcZn4neINbH7H9Nx66jD/77stZ990Er56gxlvY4f15DrhSuWN8cT8IAdpAmkKmsUmCbjRPfFa4kEjfQy5dgu2vIfaPYdMMmySIUggrlrL3miXc9fGFkaP+vN4/RCxbAvUGptnCtFrz3SWH44gsNCH9ST/4b0hh6Qkjan7CQNjk7Mp+Linv5DfW38NnNz+dyPqHnMsdDkeO09eOn86Y/eG//Q5BLZjv7swiaSR8/hn/+4z793QOdYfD4XDMC3JwywwBxZJaXbw2RN3XlrTISNcWDJBaQWol2moQFmMNSoAvBJHVKCFyp/qM28WhmBbEU6v5zWqzEMqrAKxSPfxw+/kAs3Iu5eAW0qEN3SKmx8NMUWimE90b3OqiXRyO05gHx5fQG0azxPRu1IuwGCvIkATC4EnNcNRHn9+mrBJCkdIy0xdJt+1cx4iusTcdoG5yB7svNKqYraOEwRcabQVKWBSGikzwRYYid6V30FbmTnWRUhIpm9OAq4rPMqPoVy2UMLRM0M1pD4RGI0iL/HQsecQJkNjiBqYwhCJluT/FBQND3HVg5aMat3HTYp+2PJgu5d3feQ93vfD9R2x7yXffjf//vpxVBzT11QF9D2lUowlS5oVE0wwhBXJcIGpVSFJMR0R/FOfzY8IaTJrBgTFkluX7EwLTjpDaIMemWPbLBRSkHvjQaJIdGDtjCpE6Ti0WmogO8OZf/y7/8tAFQJmBniaNJKTipUgsqfEoiZRbH17Pa889tQqPOhyOUwdjZTHjcOGw0PozVzhB3eFwOBzzSmp1Nx+9YbJDxHON6BbRM8V7haVuFSUMCkvTKnpEkf1qLf1y+uvNFP+1TEJNlrqxMAe7zq8p5/nCN+/YyJNL058/mmKhsU0pr5i+mJqPaBmHwzE/LK02aKYBaqaQXtzhk9hcZC9c5aHKCPw2CksoM3ypUVg+vfmZXBTuYsL0si1ZBuRCelXGaCtJCzH78tLD3BadhbaSQMQkVhEITSA0JZF094sAH41BdF3t2kru3LkGKSy/OdCPwtAv213RP4+Vyc+XnUKlnf2mdkZ0VudYZMr68ijJYo9Lvvtuyn7GL6790DGP28DK3QwAD227GCEs/7DlqfzXTT8/bNsl1Sa7f8Nn4qEaPdsFJlTFcYpuMVFrZC5mW5uLx0piWic5y9iavKBpFOfO+KzIrY8jzPB+1OQUV778L9n/RMG2N7/l5PblKFxbejkIiX4UMTcOx8lmIQrpHb79wMX4QYaUhpGJGgC+0njS0O+3SK3iinVOTHc4HI4zASeoOxwOh2PekINbSPeuJbWGuoXIyiJqIP96UtiugC6FJTIegdCk5MKUsXkBv9RKYgyyqM+ii4iY3K2eC+Mtm1ED1EHuxIMjXZ4UGuRj/HqcNDHlx7QFh8NxqvHs//sWAqVpJEUWusxv8sni/DXzAVBWKZ7UecFQaYrCoRopDA1d4lfROoDcHY4llCmJ9RhQDa7feBv/sOWpnL9mD+cX+//ig1d11/dFhl/cZFTkArlBkFgPJQzGCkoypSI1EybI42GwlERGgqIi07yQarHtkkxpmhBdnD+VsDRNiC8ylqk6e+wiFIYeFbEkaLCs1mDHyEB3bDp1I46FF264iwl9JT8ev4D/Cjz5R+9kSbnJd67+ZHdb/3xuxh/ueAG/3r4RYUFkFsxBLmtrsBpMFCOSJHePzwVCYtvtIl99dn9MO2LRvz5E0nPO3PTlMFwjX4rwfKxO5q0PDseRWMhiOoCeCNAVBcJiY4VIBbu1RC+RXNK7e/ompsPhcDhOe5yg7nA4HI55ZdKmTBjFhC51HZCRDfDFtPjREXtaNpztugRKIs1zfWVCaiRVkVIVGiMs0gpKgm7mb2xTQuHP2v/BTvVH40ifSdvGDK7a+5i24XA4Tg3ygnRVyirlX5/5jzzum++nWo4pedPnr8xKgs4MGnKBPVQZXuFGD2XWFdo77vNcBM/PTSWR5lm9sk2vinjxhl8DHOLejoxPxYsxVnYd5J14l8QqJkweN1IiBQGR9RnOJC2bFxvVgBSWwGqMFd0+S2EJ0CDhmrPu5zvbLmZCVyiJlJYJ2WM9tBVdMb+mYlZXJ6jHJdZ98SPseOWfEa7YRnPoLH4eVWfFah2JV5zzC/q3XcyXHrySJeXLeWh0gJff+kd85Yq/RQlJTZT43eW3cqfZSG1Phr+/gU3TriO8izXYzMypxGW1xmryQqWFW35mf/ToGEtvneApN/0Z/37NR+awZ9OFNG2WPkJLh2NuWehCOsC6T38M0ZdiU4mcyKO5VFvAZJmxUsrdU6t4YtUVIHU4HCcXQ26SWEgstP7MFU5QdzgcjgXOt7Y9nk/tfCbXLr+PK8oP0bLBMQkSC4V33/1btE3Axy75+iGfbdu9gh1ZLyWRUrclmibEWEnThLOyfzt5wE0Tksh8ar/qFOCzuUsSkxfli/CIbFasB9paEJpSUaT0ZLNXp8yf99DhcMwVL7/1j9hQsQyGU2xuLOfKH74L3wtQwiIKF7qxgkDOENNFnqMuC9e4Ktr5QneLiwJ51JX1ctc6+fkuEJqlauqQfty8YyO7sgEqUmCszPdRZKxH1mdAtoiKAqYzI1t8NINeA2UMV521jW88dBn3xSsY9CbpkREVmWLs7AukWx7ewFovpVdGDGd9xbZUsW0PYyUtk4/B0kqDdJnkaf/6dvb9+0qe/YKruePAav7P6Cu5svehI8a5dHjhhrt4253X85yl97N5/9PZMbWYZ/zr2/i3Z+e1KV4KfOIXHyM8ECPGJjDNdi4Uz3ceeJHTfoiY3vlYa9TQCLt3rpv7vjkcC5BTQkz/7McQvSnWCETdw68LVAReC4SBiaVldpQWcUffOn5jvjvrcDgcjjnBCeoOh8OxwGmakHec9YN8mj7ylBDTv7PtYiLrozA8uZYSGZ9vbXs8PbLNzxqP470Xfotf7VxL01SpmzKjtsakrpBYD2MFLRMCufiUx73kokTLBPTIqCu2S2zXyZ6qCF9kVElIbTwjO1gjrUAh8IU6JOLlRGEwNEzMOaudO93hOBNYVZqgR0Vsay9hx9Riosyj5KcomZ+vrBXI4rUUFk8YPGHwpcaTmlBmqBkRMB2Hd+ecp4rzm0ZSEin9qok6yGt9846N3Bmt7TrYpciF9444r63k1/EaXnnOLXxv+4WM6Rr9qoXEUJUx56/Z093WS8++fda29+5Zya4spGkDUquoiDwiZLmnuWTtlm6b/7dxLp1TaihTQpnRFprl5TqtzGe0VcVe0OBHP74MoeFHqxbxI3EeH7rzAzz40v9+1DH+2CVf5513/TalIGXovuWoluDx/++NAGRlWD6WIu/cQhbF8y+kz+QR+pLtH+H8/y5Y3/pLtr/hrXPUKceZwk3mG93ZCAuZU0FIB1j3uf8JEsSBEC8SqDaEk6Da4LcsKrZ4bZ8DFw1w3+IVfHXrFbxs463z3W2Hw+FwnGScoO5wOBwLmE3/589598WCCVM5ROxYiPzpHb/Htf13M5L1A3TF7r3pIlLrIYWhIhPee8+LWR+uxhealglIrEdDl4iMj0HQ0CU8oVEYNBJVuC1Tq0iVhy+zbt5wJye4KmMqQucudauQQoPtiE8WCYRWF/3Kl55IYX3SRAys3H3CtudwOBY2DR0Syox9US+Jzp3fM6e8GkQ3u3ym01tiUdhcTMd0z2/ayq6oPhNfaLSVDGf99AdtAO7cuYZRU2FHMohGItGk1svjXAo68TGvPOcWAH5j/T38w5an5hFYQlISR88UX7lqLysfYQxWrtrLC/es4L5kEXvSxVRlzHnlvWwVyxlNq6yuTrKk1GJ3o4/hsyR6pASRxHqWJA4558M3suQug/zD/UeMP/nwxf/E1+/+ELY/pTQSIDT0bUsIR1qIrbvQ7fYj9HJhYiamOPdzY5y/70bu+8Cb57s7jtOAU0WgPtXwRz2sAr+eu9H9Jrk7PbYEdY3XMshM0fug4tdrV7EkaPCy+e60w+E4bdFWdONMFwoLrT9zhRPUHQ6HYwHzsnN/ScuEXcf2QuUftjwVJQznlEv8R+McJtIKe6M+RtsVVtUm6fPbVFRKKFI0EmMFd7fWdNdPjUQKS2w86mmJRhbiFaJSoLJZmelVLyaUWffREdSNFSz16lRkDIAmoSQ0aSFe+QLiIgqmZVNKQuGhZmWmP1r3usE4Md3hOEN45X++iqm0xFSyjFYa0E59jBGIIspFF+ezmfEuHRd6Z3ke6ZIL25o8GkTJfDkHCeszBfe749XcveVq+tSyPGIFQY+MUMJ0z4WQR7p0cs1nMqkrlGSKNoIddoAnnIDxWLNqiDXkIv9PmueRWsXG0j5WBz6TukJqFY00QC0xJP0e9Sgkinx0yyerGfY9SRD8+yAX/OuNZBWwHrzo+b+YFRO2/eXvYt1nP0a0zGCFpDzqUX6ojbUWodQR41UWMiaOEJu3s+Ln1TnZ36ngWHY8Nq6RL3Xu9BPM5d//b3jtpfh1UDEIC1gIGhavbQjHU1QzQUU+aa3MeKq60VoOh8PhOL1xgrrD4XDMAX942x/y+cs/f9zrRcanbkr0q9ZJ6NVj582//l3WhmNIUWIyq7C9PcD+dg+TSYnxZoV2M2C0WWVRtcXycoNAZQQyw9hcVM+sJDEercwn0YrUKLSRRJnXFdE9ZfCVzuNdlCaQFWp+QkmlVL0YhcWT08XzIuvn8ThGEomMqkipSI2PJcXQNIaqlGibi1yPNQImtRlKnPgIGYfDsbC4/Pv/jduu+yCrS+PssAM8NDaAtaKbly5E/lDSdJd1MFYUAvu06KsOatNxqEOeoS6hK8TnkV+i61Yfy2ookRdrVkVmemdGkC6y2fPH9P6+8dBlpHYZkfFJraJXRSd0fC5Zu4tLgM9ufjpjWY0e1WaFP05qPR7fv5stjeUkRrG00iAxivF2hf0PL8YKiJYbRCYQRmCl5f/c/Xj+6a4PIyZ8tr/hrTz/Z2+E0iq0kgRXTJDuXgS+h00zEBIZKEySnHKius1Sgvt3cfF33sNdL3z/Sd3XqSK0Ok5/ThUxHSD7zlJ6GxavbZGZJSsLmoOSoG7xGxrVShFxighzWSUdrrDqvIn57bTD4XA45gQnqDscDscJ5EsPXsm97dX8YmQdT1yyi4m0jLaC5WGd3/r3P2ZtZYxFfov3XvitY9rehy/+J97wq5fTCBonuefHxp/e8XtMZSXWl0cB8EXI5tZytjcGGGnWmGqUSKdCRCwRBmxgmWp7tNoB4+UKAEmmCP0MawVppsgyidGSjgndWoGQnTfFjgUIafF8jZKGaphQDlLKXkpJZfQH7aLAn6ElA5ompEe2CYSmXzXpsREDMqIOhaszo46hIjIWyRKyEMQfjbD+n7Hk6nVbH8uwOhyOU4Dbrvsgv/Xvf8z5PbCr0U+U+EhhCfwMTxmUyF3msshFV9J0I18CqfNlHYEc23WQK/JcdSUMqVVdUb3jTO8gsWgruyJ551kWBZo7BUk1Mne8C0vThNy5cw2XrN3FpK6gEXl0llVM6RI379h4ws9frz33p+zYvYK7k6VsjQfpUW3OLu1nid9gKOnDIGlkAUtKTaSwDO9dBNJitAAjEKlAjAfgWaxvedz7bsT462FJxsOveTsAG+ofxIsH6E8zqDewcQJJckKPY67QY+NUv7YRXjjfPXGcDribJieWOz79Zp72ov+J38gwvkTGAqME1T0xqpWBKc7DiSac0FT2eNxTf6SwLIfD4Xj05Ma0hWXmWmj9mSucoO5wOBwniL/bcjVbo9U0s5AV1Smm0hJt7QMwFPWRGcnu9iJqKj7qdj5633W84/zvA/DOu36bUCkms/JJ7/+x0NYBvjCMplUm0gq7m32MtqpMTZUxEwHelKKUgBVgfLCxBSExbUXdD0FaMII41FgjEKlEJAJh83Ws6rwALAgtsJ7Nl0vIPINQligMCMKMajkmUNORBlJYKjKhIUuMiyp9qlUU9MsYNSVKIsMXhmYxHVeiadsUg8UX6lEJ6iV59Bxih8Nx6nPtT99UvPL51cQaotTPxXNpEaLzoCukd2bYSGEJpMYr3OTyoKKiHbSV+Syc4nxirESLjjCef06xDX2Ei5bEKrAqF9cxREWGetP6fOnBK0ls/j2SWoVGElufyOYFo1+84dcncrhYt3qIYM/KbvSBX9zcXOJNEQjNhK4wlPZTVimtxGdqvILw8u8HMgUCZCyRicB4IGMo75q+bJHKEI5rbLUEo+OYZjGLqxizUwmrNb3fvuuk78cJrWcGbibCiePx//JuJg7UWLwqoDwiiqx0S2VfikwMwhgwYL383CQsiAwy4yJfHA6H40zACeoOh8NxAvjGQ5cxki0ns4q28TFWMpmWiXR+mp1KQhLtUQti/uLibx5xO4//l3ezquccvv+Tt3Lxor34UjES17j5Py7gxsfP0cEchg1f/SCXrtvNVLKYyajMVKtEEnmY2EONelT3CvxmXqBJphZhQQeCLBToEliZi+YYMAGAwvggdJ5JaWVHUM9fd+r6WQnWE1gBSDBKYUKLLnm0yz5RGBBWE6wVJEYxkZQpqYweP6LHi/KIBZ07Qasypl+1SK2iR0aURMaI9WjZlMUynuVUPx4uDbyT4vJ0OBwLh5qfsH1iMZP1MmGYEvgaKW0R71IUGpWmK6Z3nOqB1HjS4BUOddONcpkt+iphZsWzAMTGpyLjbmHmmWL8wW07MS9At5hzahVNE/Lr6CxSq5jMKihh8lgsLHVdpuWFJ1xMB5jYu4Y9OmCdP8qEKRPZPGYmEJqKjOlXTVb646wNRun32/yifBbjzUo+aylQmKaP0AorLcYThcAOl/7xjdzx129m1RcCSnvriNFJKJdQgY9tR2Atpt0+5TLVTavFc/3f5UfpP853VxynOE5MP3HUGyW8fQEqtqjUIoxFpqZ41ogky3O+rMX4KjeThHBWdWy+u+5wOByOOcAJ6g6Hw3ECGMl6iY1PaiSx9vJscJ0XYmunAanJhdp26h9xG+u+9GGwVUpexqJyi6YO2RTu487xlZi+dK4O5RAu+/4NnL2yxXCzh0YcUJ8q50L6uEdtSFDZbwknM/y6RsUakeSOcetJTKjQocSq3HWuYlN8JhDGIrTFilw91xWVi/ClXHw3SmB8MF7uULQqd73rUJBWBZkWmEwQW8FI4jHZKhH4GWU/Y3m1jlfWTGYVjJU0RAlfaFJ/HI1kypRzYUfEGJkX9WvbdFaB0uPhoiDmJzvO5VnrNp+YQZ9nrq29EgDTjpDlEj9sfHGee+RwzB8vvPkNHGj3EiUeJpXE+Bgj8T2dFyIVh3edA3gyP+d5M/LTZ7Y35EVJpbWz8tNT4+HLjMj6VERStBWzMtMPpiOqJ4UrPDI+gchIrEdDlzAIUuMTGZ+SzL9TJnTlBIzQofSv3MXA7hXcmyxlTNdY44+ihaRuytSzEotVg6qMGfAaXFJ5mEUrmtw1tZo9zd68/oYALUAkIneqt/PvibgfLnnTjYTLPEzYR7C4gj/eRrTi/D6sNogkwZpTb+aQ1ZprSy/HJMkJz5h2IqvDcfwoZYgHUozno4M8mlAlBqGLuhmZwYQ+Qmt0zQeRm0OGot557rnD4TidMQiMFfPdjVkYFlZ/5gonqDscDsdj4NObn0lsfOq6h4Yu0dQhifGYSkJGW1XacS6gGyuwVlAOD814vejb/4PGw70IfHrXT7C00mB5uc7lPdvpURE3PePGuT6sLk/98TtI0jI7GgNkscIkCv+AT/926N2REoxHyFaCaETQbmOjuJsniZQoJQk8DzwPvGIKbBQXlftUtx2Bj62EIAQiSsFarO9hyz4m8Ej7AtKaIisL0opAJqASgfEVxlfo0NIuB7TLmkapE5kgaAYhocooy5SBoEFqFVIYfKHxhaYkUh4X7iWyAh9NuSgwejzRLxJJTYY8IWgxsncVE8Zyzuq9J/KfYU6ZKbwIpTCthVkQ1+GYK6SwtFMfIcAvZQhpUcp0Y16UMHjKdIXyjsguZ4jtnfx0T+hZ72cK4zOjXJQwKCzqCBExpjhHzcxUBzA2X2YQaCTaSlomIDI+sfFyAd8K2iZAW3FS48Q2rB5iw0HLbtp+Htesv5933PlSntLzIItlg37ZYsBrsDoY45fheu4WKxgVVRpaYKRCBxYTCoTOi5a2ZT4Lyp9UBBOKykhIOKEp7y0jp9rIahnRaGLbEabdPmnHdzIwRQ78NfKlp1ThRofjWDmV/q6FtPijPkJb0orASolMcmFdZAIrBLIVY8tBt+ZPPHDkaC+Hw+FwnF44Qd3hcDgeJTfv2IhiFWNZlbYJaGQBbe3Tynz2N2pEiY/OctHDaImQlubWxTxevJtfP//PATjrHz6KP9qHFKCXpSyutKj5MevLB1jqTeELzTcfupSXnH3HnB/f+q98CKn6MVpgGz6lYUXpACzakhDuayLaCTSa2DjGRDFkGVbrfKo9IGRxp7qIURG+150ai9b5cikQnocIAkSjCdpgrUEolS+vK2QYoFol/GpA0h+gYoWKBbolyEqQVfILG20kGtDAWL1ClHlMlkqUvbQofmeIVO7MDGVKSWQEKqNuSqzzIpQQNGxCCUUo/GMS1c0MMSwUHpGJGc4qnHOi/zHmgIMdjI/moteJQI7TjSf94L8RpYvz84vOzwnWCqydFs6LSTZ55IuYLkpaUhlSWDyRFx3tiCwKmxcrtQIpBKHIcqfREcw9iny7nRx1060BkW/v4Ez1jkvIWEHLhKRWYayY9dz5/MbL5jZi5Jnl3Bn/qsX/TmRV94ZDyaT4nuaSmuJAUmUiKiOURXgGm0rwilgwA3JRzEVr97Jrqp+x0RrNAwE9OzxUVMb3JGpS5t8f5TJ2X4bN5m+G12PhuqWv4/sjfzPf3XA4Tiin0u+EzS95Dxtu/DhprZhJ2RJ4bYmweY0HlAArsUKgQ0ncp/DWNPnSFX83zz13OBwOx1wwr4L6hz70Ib75zW/ywAMPUC6Xueqqq/jIRz7Cueee221jreV973sfn/vc5xgfH+eKK67gr//6r7ngggu6beI45m1vextf+9rXaLfbPPvZz+bTn/40q1ev7rYZHx/njW98I9/+9rcBeNGLXsQnP/lJ+vv75+x4HQ7H6cXPmo9DW8loWqWtfSLt08oCdk7202qHZLHCapkXWYO8IOdgwsRIDYD1n/xL/LYPwpL1a/oXN6j5Ca0s4J76Sm644Lvzclxn/+MH0VM+ZD42kSzaLFh8Xxt/eAriGKIYm2XYNMPG8bSIflBere3WCi0iYLTmYIQU2CRBxPGsYnJdb4/nIUohohXiNUqoRomw7JP2hphQEi1SpG2BDiAeyIPWbSJI2orYD5mQPci6oveJW9ndXkQgMxYFLZYFdUoqIxQpEkvdQJ+0+EKS2jyEwReQFgcRisNH9egZxxzbwhn/KAqbLiSO90LXRQk4TmfaiU+zEeIFxflLFMK5tChp8Yrc9I6Y7hXZ6RUvJZAaKcx0QVJhZsW9hDI7yMGex8IobFE4VBAK0y0iaqzAFxqDmI6HKdzoM+kI7BrZdabH1u+K6ZlRxMaj14t4512/zcbSPl696eY5GE3wBrcyunc1obAsV1C3msgKouL41/ijPGPRZhLjsUMuoh37RO0AqwXSN2xasZ/B8hSfv/zzPO1f386i1S12+EuoixIqCagOK8LQw5uMEIAslzAtc9jvn4VONjrKtaWXA/n3Z+cYThUx0nF6cKYXOQ3OatAwNWq78vNsWpP4jQykIF1SJenziRZJ2ksESS+UglPzBp7D4Th1sIgFF7FiF1h/5op5FdR/+tOf8sd//MdcfvnlZFnGDTfcwHOf+1zuu+8+qtUqAB/96Ef5+Mc/zhe+8AU2bdrEBz7wAa655ho2b95MT08PAG9605v4zne+wz/+4z8yMDDAW9/6Vl7wghdw++23o4pIgZe97GXs3r2bH/zgBwC85jWv4RWveAXf+c535ufgHQ7HKc1Xt16BLxazP+lhMi3TygJamU8jCWm1Q9LIw8YKoQUYcuehBZkK+u+XXLD5RsJAIjW01hhEoMm0IjGKRCu+9dRPnbC+nv2PH8QLMtLYY6C/wW3XffCw7dZ/+UNYI6EZ4E8oenbAogcjgh2j0GphkzR3oRsz241+rIXfOu1mFP7suNmtybqO9s4yAGEsaAPGIrRGZBkqKSEyQ9YTUjIWvylpDyh0M3eqIwQ6BFNEzPRug2+88TM85aY/Q0nDgaiK6RHoQFKRMSmKCRPiiwjQKCGQhZDeEcklAl94XUf6we51VQjxdyb9XLv+vmMbjwXEo71YPtx6nWVO9HGc6jz+X96N71msEWSpQnmdmJf8YQqnOnQy0qdjXjxRFCLF4snZYq4UBl+arigOTDvQAVVEUsF0gVFt6YrpEjvLla6tRBfnJIXpOtBbJuhGv3T3g8VXCU0dALlLfY0/eoJH7uj0yRIQobFoC79or+UV5/yCu3etJrIeBCM8d+Be7imtZltjgD31PqyFlb1TXNA3DMBH77uOq5fmcTWB0mxVSxlXZdKKolcFlK3Fb8WInhpCa+wpGl3ViYCZyfGeY89kMdTx2HDf4/DAS94DwLq/+RiqIenZIfFaHn5dk/YoxjYpWqsNppIR9sf0lGLeeddv8+GL/+mk9Wl4z0oGV5260YIOh8NxujCvgnpH3O7w+c9/nmXLlnH77bfztKc9DWstf/VXf8UNN9zAS17yEgC++MUvsnz5cr761a/y2te+lsnJSf7+7/+eL33pSzznOc8B4Mtf/jJr1qzhxz/+Mddeey33338/P/jBD/jFL37BFVdcAcDf/u3f8uQnP5nNmzfPcsQ7HA7H0bh5x0bGTI2W6WF/2suBpMZYXGG0VWWiUSZpBdBSyLZEFjXRrAQs+A2B0JCVQMX5Z+1Bi/UMUll6SjE/fPpfPap+veaXr+RzT5wuHPm4992Iauf7rRQZuZ4HU7Uy60Y+wgXr9vAvT/v/d9uv+8JH8PaVWHK3pXdLA1VvQ6OFGZ/AZFlXOO+K3ccqoh+Og9ctBPYjudxtliKyFIRE+B4iDJHVCkGriuotkSwqUQb8piArC3SYC+pWgC5B0gebPnAjW/77RwC48ofv4iGWMBrUMLXcsZkGY0TWZ7FqURUaLSzYDAP4QiDtdIG7DI1Esj1LOH/NHgDaQ+vxkTyjFDGxdw39K3c9+vGZYzrTrx+r6NLZRud55vbcRbnjVGRRucVos4r0LELmYrqSRV66tPhS46ncnW4QCCuQwhJITaAyPGEIZTbLReQLjS/zoqIa2RXO/W62ukEXDvSZoroUNhfXbR5tpQrXu0HkGeoWUquIbYgv8rNUS4fd9Q15vAzFtpaFdQAaOmQ465+zMYV85o+PRAnBL9Ne9mV9AJylJDEpvWICgEldYSytsKTUZHk4RZ/Xpq5LbK4v52NP+TqfeuBZSGHpW9JmSdjkgdoyRvp7aa0IWPRAmVrVpzTUQKZpdzbV6cSxCOtOTHc4Tgw7Xvc2AC750xsp74uwUnDg4pB7P/JmAM7+2MdJPMuEV+ahxlLef8+L2N4e4POXf/5R7e9TDzyL1OZSzcZwmEFvir1ZP1O6hBJreNmJOSyHw+FwPAYWVIb65OQkAIsXLwZg+/btDA8P89znPrfbJgxDnv70p3PLLbfw2te+lttvv500TWe1WblyJRdeeCG33HIL1157Lf/xH/9BX19fV0wHuPLKK+nr6+OWW245rKAexzFxHHffT01NnfDjdTgcpxYje1eRUmMk62FrtJx9UQ8TcZm9U71MHqghJ3yUAZkIhAEZF8K5AK8NQoMwucBu/Dz723iWyuI2axePU/MPdaI9Ehv/9weQD1ZZeeXS7rLH/8mNnPWLSeSBSYiTvEio76NXLmHy3BqNZsD9E2fB0/L26z/5l/RsD1j1hfsw9TpCKWwQYJMEk2aPTTw/Fo62/U4EjNYwIyoBQBiD0oYw1fihjy576IpC+7mobnyB8UCmgBVc9NYbSWsQrV7Mgb4YzzM8XFnE0kqDFZUpVoSTbCoNcXawn6pIkcJSLQStlIwUg0LwreYaXnnOLZw/oy/lFduZ3LOSmgzpFWXioQ38S6tvXrLvHw0nwlXe2cbRXOuPdR8Ox1wyPNmLNhIhTe5OB6ScjmgRAnyVu9B9pfGkoeKleMIQyIxQdma4gF8UDpVFYVLFdK76zKiXDnnOel5wtCRTIuPTsiUqMukK63S2iQUx7UxPrUddl7rb0kiksPhozIwZQp7QhDKjIqd/784F4yZmUNWIbcoTwklWelPs2L2CQAgSa+mRgjXeJFPhfpZ49a57f1JX2BUt4p+f8tcA/MnjfsItD2/gtvYGVpQmGS73UK+WiGoe9bWKrOSzSFcptRNkkqKn6if/+2yBcabHdTgeGyfrb+dUylE/mDs/8Waet+jVIASrtnpwY768OP3SnCoRDGa858JvH/M2P/XAs/CFpiTzuJiRrIeH2ytIrWTAb+KLJexKBwDoVy3W+SPc8vAGfGFY56U0jSEQgpXOte5wnBF06vAsJBZaf+aKBSOoW2t5y1vewlOf+lQuvPBCAIaH82mdy5cvn9V2+fLlPPzww902QRCwaNGiQ9p01h8eHmbZsmWH7HPZsmXdNgfzoQ99iPe9732P7aAcDsdpw7bdKwComzL70j4m0jKR9qmnIZPjVbz9AV4z1zdMADKBcDxfV1gIpiw6AOMJhAQdFM51z5IkHlt2LWf7f3nXEff/D1ueCuRT+HfGA3z0km/wjH99G3LrKrL1baIsz/i+4vc/zoqf78UeGMVojS0EcaEUMopYPFSmf1k/0coal9/xcW77/FuwyrLqpgOYRrNwoGtsu318cS5zgTUzctkBaxHGINMMUQ6RbQ+v5aFDhfUlWVlhfAEWgimF8SGtgWwoMkKy0JCmimYcMNqusq/Sw2i1ys5wCTUVsVg16FctBr0pBmQMGEIhubq8nXff/Vv8+UX/PKt7g6v20h5aTygkSkieVT7A3225+ojZxHfvWs1Fa3afvPE6ycx0ox+vaPNIbU/VC23H6UWWKYwReL6elXUOuUPcV4W7fIaYXlEJUthZ+ehdF7o06OKCQwqbC/Eyy2NYhO46yzvr5JnnHtLmMTKLZTOfUWMVkfXpkRHQqVJBsd1pYR2Yzl23AoTEWJBMZ7krDCNZL5964Fn8yeN+cpJGcjYVoYpjVIRWcZaiiLIRGGGRCJAZvbJdRNh4RPiEMuWs8ux4mh6ZsMYfJTY+62tjbN8/AAKsl38Xt5f5BGMlZKuKbLfn5ibxPHAqC5QOx6mGnspn+MhSyLWXv48f3vY/2Pbmt/C4991IVrHc0bOK193+Cnq9iKGo74hFSm+8/7m8+bwfcdvUekKZ0e+3aOiQybRMoj0SoxiJe7jHrGRddZR1pVHWhKP0yxiFZY/uoW5i+qQ67PYdDofDcXJZMIL6n/zJn3DXXXfx85///JDPhJh9t8Nae8iygzm4zeHaH20773rXu3jLW97SfT81NcWaNWuOuk+Hw3F6Mrp3NZGVNK3PSNbDZFamrQMi7TE80YsaCagMgd8AqS1xn0DF4LUtKrEEdYOwEPUrvMjkoroWSA3lEcWdf3XDUff/xQevYneyhNsn1hJITc2POP+GG6ntWclAbJB3hPTe2+C61ptZ3Gxj6vVDclet1jCWAOOI4X2UH+6l0tvLdZv+jPPqDcxUHZulRduTNZInAGuwWV5gTmpdFDRNEEkZUQoh9pFKYEMf1fIwgSKreZQmDO0lEpXk0TuZVZhIogNFs6JIEo8o85hMSuwr97K6PE5aUihhqZqYksgoCYPBskT6vH3gdqb2rmVIZ/x7ewPXVB9ihariC9XNWS8Ln2urW/nY/dcCueP0+t57WKYqAAxIw092nMuz1m2el6E8WNR+JDHmaM7zEymmz2xzcJ+caOSYS6QyCClQ0jDz56IsCpIqaQhVRs1P6A9aKGEJCoFcCoOxspuXDrmQ3Ym4UiIvYgq5CJ4/WySFe11ojBD4VqOR3diWjtu8R0T4QqOEITI+kc1vqioMM+tC+VKzNhhlKO0nMtNtOtv0paZftXjZxltP9nB2qduMGgaJJBReMR4SbfNzrESghOD8YJwdaZUJU0EbSWx83nX+92Zt66I1u3nwoUvxhWZ5OMXla3fyK281aauGDgRWQlYLCOplRLkMaX3OjnOueDTnYYfD8ei5SX8dgOcGL0M+tJvnLXkNolxmPYAxTD51Hf92/hMInjDO+kVjXPLdd/O4gRE8qXlwfCm+0iSZwnA5X9/5LoxdzlSrRJrmwrhSplsAO/AzPGUYjSoMrpxkc7KCxarBS86+g549K1m5amj+BsLhcDjOcBaEoP6GN7yBb3/72/zsZz9j9erV3eWDg4NA7jBfsWJFd/n+/fu7rvXBwUGSJGF8fHyWS33//v1cddVV3Tb79u07ZL8jIyOHuN87hGFIGIaP/eAcDse80h5ajy8U2hq2ZMmjcgQPrNzN2O6VtHRAYj3aOiCzkkh7JE0fPxGUD1hKoxlZVWElyAy8liWoa7xWRjQQ4DcNUluykqS5UtBaadj+hrc+4v7Hshq7o0VMxiV2jSxGT/ms2G7o2doEQDUizMO786iWJDlsEbODMVMNRLONzdKF50Q/FqzBpFletLRQuoS1ECcIJRFxANU88kC1BDoQiAxUBMYDJQUyEejMYqxHqgV1LTFGkOq8MGxHBIuMz0CpRdNCCUOKRQJ9MmStp1jbswdJ+ZBCpQhYpXp406KHkMhCaK/QMgkxGo1lTzp7dtV8shDFaicQOeaTWjmm0Q4RhbAhhCVQeWFQY/Ps8oqX0utHlFXaFdKhEMcLZ7ouXOIz8YUmlPk6+fO0wN4pONpZpyTS7vJAZN3PZhYmPThn3ZcZqVZcWnmYHckSUqtQwmCs6IrpuZM+nVMxHWDNqiHioQ3IYjZP59wpxczjkSyRkhGZ0LJB4d4/vAlmjT9Oaj1SqxgsTVErx4xWy+jQyyPWAoUNFCh56n3XORyOBcmzn/Uh/N4aZnKqqM8w3v2s9s+j9P6ghN2whpFz1lNRMNTqxSgBvZJmTTB1tsUujbFGoPYHhOOCkgFsXv/H+NBeommHGgQE1YSvti7nFRv/szvz0UW8OBxnJsZKjJWP3HAOWWj9mSvmVVC31vKGN7yBf/7nf+bf/u3fWL9+/azP169fz+DgIDfddBOXXnopAEmS8NOf/pSPfCQvLnfZZZfh+z433XQTv/M7vwPA0NAQ99xzDx/96EcBePKTn8zk5CT/+Z//yZOe9CQAbr31ViYnJ7uiu8PhOLVoD+Xni/KK7Udskw1vxC+mlish2eQF7NqzgjWrhmgOnQWAtpbelTsfcX/nrN7LOcCDW65GF2JKIwkRypIuzmgv8SiPWLymRqYC40u8pkZFmrTmIbVFGGis8Bg/z/Ksq+/k7574hUfc70fvu47UBmxvLObh+1bQt0VS2Weo7WiixuowWccmSS6kH6Mw3skj7zjST1k6ETAJoA02jkEIhFKIUojMNMJWsCqf/++3LMLkhWF1nF+syFSQaYmNJLqkmEokzTBkql2ilfksKS1iU20fk7rC6mCUtd4Y/d284ZhK4a7s/J3NpCOia2to2JiW1TQtpFaQWklkA+qmPGfDBUcXqI/kBneituNMJUr8bjSKtYKSn6HktGBe8jL6gzb9fqubl25m3FjrxLsYK/Clzh+dugxWIa3Bl/kN0I6Y3ilGqm1+BgmL5QaJX4jpHfFYYmet21k/tQpjJSWZ8mC8vHuRk0fMaKS13fzNyaxyEkbu6IzuXU1NBN3ZPIdDFmfQfpkyrCWR8XnbeT88bNvL1+5gx0OX0adaEMC6vnFGR3rJqpCVBLoksZ43S7B3OByOR8t1g69H7h/hSBM6bZai6ynceR/VO4uFQiKUoqrym3srVg4SrV/M//3hnz3i/s795vtJY49krMQ3w8fzjvMfcRWHw+FwzAHzKqj/8R//MV/96lf51re+RU9PTzfPvK+vj3K5jBCCN73pTXzwgx/knHPO4ZxzzuGDH/wglUqFl73sZd22r3rVq3jrW9/KwMAAixcv5m1vexsXXXQRz3nOcwA477zzeN7znscf/dEf8dnPfhaA17zmNbzgBS84bEFSh8Mx90zsXcOI0bSMYpPvkVqNwaKx+bPNhYPBwo1hiuni8dAGfhF7PH3dFuKhDSgh8Qa3AsxwBYMuhOYlskR7aD3aWlThbJ7au/aYRHWAV2+6mSf/6J1IYWnGAdYIvElFOGHxWhlpzceva7IayMyiSwqZWowUtJYqWoNgl8XHJKYDvOP87/OaX76SnWOLCMYlfsPitw2qEUGzleeeZ2nhjjkOTheXXkdUn3E8VuR+R1EugdYIbVGpRTQMUgukFqRWYLKiUKwWGB9MKsm0T5YoWqlkRNZIjSKzkkVBi23tpawpjbExzL+rBr1JlqqIxVLiow4rDu3XLeqGwlkp0AhaxmfClJkyZV5/7v+dm3ECnnfR0aOFZrKQIwRORAFVh+NYqAQJ9XYJay2pVghhqQQpJS+l6icsKTXp9Tru9DxGRRYSSyd6pVN4tCTTbgyMRuAX+zBWkgKByGaI6aIb26I6xZjtbGHdHDwjhrz4aGpUXoBUaDSC1CpKIiOUKanpxKsYlICaiubFUTSwMp8pFg9twBdHvhRRhQCurSS1R79keenZt3PbznXcF6/kot493FlaiQl8snI+Q8mGhUPd4XAckVPxJvo16vpuBMtcke0fObaGhYgupACVGy9EGCIGFvH9LR855v1tfsl7Hk03HQ6Hw3GSmVdB/TOf+QwAz3jGM2Yt//znP88f/MEfAPCOd7yDdrvN61//esbHx7niiiv40Y9+RE9PT7f9jTfeiOd5/M7v/A7tdptnP/vZfOELX0CpacfgV77yFd74xjfy3Oc+F4AXvehFfOpTnzq5B+hwOB6Rqb1rqciAmgypFde6+jBib0f8Htm7Ch9JWRRZsELylJLBDG/qXpib4U0AjJsWfbJ02P3uMxnnrD7yVMmbtp9H3ZR4ydl38Hu/eA2DpSn2tvuZSEr0hjAVl0gzBRb6HhT0P9jKXemtDBMqVFSIKVMJyeKQ5jJFe5nAPL7O9uP4Yfz+e17EXaMXUC0lXP3C/+QTl36NF//8T0he5mHGJ44p3uW056BipV2zeKYRiUZGKcEY6IqHjCVeKFGJJAvBBAIdQVbKX4tMoCsCkwka0mKtIEp99speSl7KDn8xdwerWBI2WOI3WO5PcnlpB8tVTJ+cjglLrWbMpNStIrIeaSEIRdbjzvZZ7IoWc25lbnMv9z1tCUvu3XLEz0+5i+gZ/XXiuuNksLjSQgiYaOYzSbSReXFPoDeI6Pdb1FSML/MTUJ9s4wuNFCYX1MlF7o5o3YksybPPO9EtWbdAqZxxU04Wt40VucDeEdYD0rxwqZ3pSs+3GRmfQE4vN1ZSKRzwvtAoaYmMT0mmnBUcILI+rzznlhM/cMdIuGJbUcjZP2IbSe7m/6+bDq2xdDC9IqFftaipiOWL6uwZLaFLirQqMYFClUJkELjvTYfjIOZDSD9hN8etmdPIumMdJ6EUslJB9PZAucT+pw8SL4JoALb+2ZtPci8dDsfpTGeW4UJiofVnrpj3yJdHQgjBe9/7Xt773vcesU2pVOKTn/wkn/zkJ4/YZvHixXz5y19+NN10OBwniebQWVRk0H2vuw683D1uinOEnJGb6iO74vojsUhWuq7h6YJnhlD4rFWzhfbNu1YyrGs8fd0W3n/Pi4jNebRMwOdvfgMQsjVdykirRmok7din3QyxUz7lvYrF9zaRcQb4GF9iAomMDf5ETNYT0FqqiPsFrQui4xLT33vPi9kbLUIbwZWDO/jEpV8D4K471nNu/X4nChyOwg2EtZCmEMdIKRDaggURSIwuYoBigfEtaSXPU89KIAwIKzCJJDMBDStoqRDlacIgo+GnTAYlWjogrGVUZMKObAAYJSWiR3ikGCaMpWU8mtbvCunDWT9bo+V848FLiVs+Y+dUuOuXr+RzT/zirEP4w9v+kM9f/vkTPjR3/PWb4a/zi7jDFSQ91QT1mRzrxfRCzIl3LFz2NXqwFkpBSm85whOG1CgMgkj7hDKj5kVUZIIvNCWRooQhtapwVefnmjz/W6Kt6gruvtCzLj5mxrYoYdFWUCnipbSdLTiroriptqLrVO/kqWsr82x3GXcLlUph0FblbnWZsjoY4/qNt528gTsOWjZl3MQMqtqhn5mEvbo87dJ/BM5ds5ebt1xNahVXL3+Ir+0cwAqVz0AKFQQBIgggzU6fWVoOxwniVPodMF/9PJ79WpOft76/6xPdZZ944DnF94IT1B0Oh+N0YEEUJXU4HGcezaGzjupKg9lCeue9EgKP6Vz0fPmRp3HP/EwKiULSMgkVGXSd7ACRVfgi40sPXknLrOb+qUEyIxmLKrQSn2YrJG0EyJbCn5KEKZT3w8DdLbyxJqZWIqvkBdBKQ01M6DFxfo1okWDqvIynP/4BnrPoXuBdxzQ+r//Vf2EkWslQq4fA03z6CV/m8X9yI4M/G+XcHXvQjcYxbedMxGqdCyZEedHSKEYEAV67hKmEmIqPTA3Gk+iSRKYSHVhUIkhNXrzU+AIrJNoGaMBYSGoZrZJGKkO75jParrCpbwSNYDSr0a+a9MhoVl/qpsSErrIlGuS20bXsHu9HP1RDCvh3vZGLNkwXyf29X7yGLeNLGR0+jwv2vpfmZBkMECt2vPZtXP8fr+PWzevZ8Qd53uaGr36Qlcsm+PlzPvqYx+xUuYg+Gk4sd5xofv38Pz9k2et/9V94uLGYVuazNhxlsdcsCnwagsIlLjHE+FRkTGo9DCIvFCo0CkNkfYwV3Xz2TiHRTkFThcGX09sLitz1TmRMpw0id7B3Co4Cs/bVIbUeCtsV89d4oyd13I6HTvzL4ZzqdyQlnr7uyLNqDserN93Mt7Y9nl3JYq695F5+lF6EShTJuEdQDhCVMlJrTLt9wo7B4TjVma/fAI/mO/tIfT2ZvwGuLb38+E0s1qDrda6t/j67/vRSfudl/0afkocUqHY4HA7HqYsT1B0Ox7xQFnk8xtGKknXoCOtKiK5Aro6huJiZNX1+dnttTbdAmcEwZULGTI1JXSE2HqNRhTj1GJusoRMJkSIY9QjHwW9CULfUdsf4++pkAzWyHh8rIJiISReVGN8UklagsV7znCfcy7P67+dlG289prH5i3tfwHiSi+lJ5jHZKvH053+UFVsOYPYOY6L4kTdypjIz/sUabJohfA9hLUiRZ6tbi9AeIlCAByLPUbdSYBRgwARgPYHQApXkBUwz66EjhVaWMS2JKjEPkBcYHQhaDPj1bgZynlucklqPnfFivr/tfNoTJURb4WuB1BA8FDD19TWcfdvHyfozHv6vn2Pd//owsq5oplVELLH9KdYrhDIrOPusfaz74kcYWDbFokUct5h+OgjnR+ORLqg7DjwnvDseLZ9+wpd56S3/P6SwLPcnCYrMc1/orltcCUuPiEjsdPSgRnZz1iEvaqq6M6im89EDZmatm67I3qHzfmb2+czc9c4eI+PPEm6ksPg2z2l/MBnk6hM7LI+ZcRMT2Yi1XhWJ5KGswYRZ9qi29eINv+aLD17FpuowP5IXklVAhwJT9lG+j/A8ENK51B1nHJ3vvsPFrczH74Pj/T6e6z5et+7NmH0HHtOMUJsk9OyyvPfCb53AnjkcjjMZg8CwsCJWFlp/5gonqDscjjllpiv8SMwsSJpagxICH5m/xhCK3KPeiYjRmFkCex7tYolt1nW1p922lkmj0WTd9hMmYHOyhrGsxv60lx3NAUbrVZLYx4yEBJOSYBKqw5agYQjGE7xGgtw/gV41QOOsMjKDuE8w/lwff12DgZ5x1vWOsdhv8cSe7ccspgP8cuIsRqMKQ6N9eL5G/aqHyn27MMMj+Y96JwI8Ilbr3KkuJLIYL2FsnquuNTINEIGH0BaZKXSYy1AyE2RlQVoRYEG18hiYrAIik7nQLi06FUy1PBr1EntGFuEHGZVSgrECa6HsZ6RGMtUok7Z95ISHlwkwIDKQKYTj0Br06NssaA36nP2xj6NkgBXgTSpkLEiFjwDOv+FGWhvXgzJgYXS4D9FQRxmBY+Pgi+vTAVe01DEXXDtwD8tUHY1AFfnnKflMp078SglJZHwmdIXU5lExHWG9816KPI4KYcBKtMjLafsiI7IBCkNJprlgPhMBWLoCPdDNYPcFSJm73w2iK9jLGdEpf7flavalfdxwwXdP3iAdBytXTdc0uW/XKs5fs5dzHsP2bp7cxAsX/5rnPOFefjZyCVZ2qrxKkE5Md5zeHO67feZ34sHfj/P5G+BYv7Pno4/Zrr1HPFccS0TOwcf0zJ+8lQv7hxkIGl2B/e+2XM2rN918YjrscDgcjjnFCeoOh2POyIY3znKKH82dnmKIih+xkbHd1qkVaAy+sCgsJSEIhaSCj8GQWkPdZigETQv9MhdGO9uaMIrU+kyYMqlV7EkXcyDrYSyr8nBrMXuafewaXoyJFOGwT20fhJOW8khGedckohlDHEOWQRDQWFMhrQiMJ2itALG6yUBPk/MW7ePynu289tyfPqqxmopK6Mgja/oMHAC9Zzj/Ue9EgOPDmjzHMs1ACLAGofPSgLlrHbBghUAJEFZiJRglkBkgwHggNFgPdJg711WiyMoSlEL7lizwSMpeV+RqKIvVAtP0EbFENWW+PQtW5du1EnSQu0pLo+C1BUlfvlyYXHRX7bxQalaB0k4fFeXbiBcdf1Grw+Wmz3x9OonqcKjz7XQ7Psf88YKld1ISKf2yjS5EcgD1/7F353GSVfX9/9/n3tq6e7p7NmZlGBhZZFVERdwQYYBRFDVh+UJAk6jRJCiLEgEVFRUFZYw/omLEBUMiYlwTBEYhIKKICCKyOwOzM2vvXdu95/dHdfVU11R3V1XXcm/V6/l41GN6qqtvnXur6p5zPvW5n2N9ubLyTK7sSkau0iZXtzy/oGlh7fT84qJuQaw8Y1258uWaXFA9X+4lX1e9kGP8XCDfRib8Ppex7uyVLeQaX0k/Oh7UnxMZ1mf+fJriTkYfOvSOeh2uih22bNOMt/HhhXeqz4/r1T3P6sljF2h482JleuNyd8UkN7fWhvUovYDWU+mXyUHpG6fKVm9aG6cYc0/XJuO6OqXrfN0xfJNedcdl6oqlNDue0rZUtzLW0fseOk+HdL6gHZl9at1qAECDEFAH0BCbNy3RPCchmdI1z72CQasvq2HfV6Y4GCCruLFjgYNceek+32jYRiRZ9ZiMPBnNdow2eTH1eR1K2qhG/Fx5mdyicEaDfodG/Jh2ZLrVl+nQqBfTxuFebdg1R+mdCXVsiKhju5TY7SuxI6PYtkGZbbtkkyn56YwkyXQklD5qudLdRpkuo+Q+UnpFUp3xrH698vNVH6cbnjpe8+IHKDEvoz/7RgMbehQdsTLRCDVfq2SzmbFSMJ6MF5V8m3tnpaNyvISMZ2V8X042Is9zZTxHbjoX2LauZE2uprrvSl7C5ALhccntNJKMsh2S1+HIjrgyvpF1rfyxt67xJXfUUWREctK5//tx5QLrjuTFJCcrJfqsbL/UtUXKdBql5kqRUWnO01bWserYkZWT8ZXuiSjb4WhX1/Qlj6TJJ3ytmJk+nXbcZ9THOw+6X3/asK+6jDf2JW/+Ay8Nj/VlI35MI35cGRtRp5OSI18jflyenLGs9NzCpJ6c8QC3lAuo78k0z11Jlf+/Y3JlYTxrxh/vyVHUZHMlYMYWKvXsWFa6Hfud9iyQ2umklMovcmql+ZFBZayrKx59hz5z1A8bcvwa4ZBlm3XPc7kr4t685DF98w09ysa71NOzQF0bZ8l9bqu8nbtz/QPQgsrp64LWH860PbUs6VZO9vlUj7GeJ7enW5K0ZcNcmagvJV0p5kuu1b5LdiruZPWvR/9XTdoLoH341kxY2D4IgtaeRiGgDqAhktbKl1WuRPXeGR+uceRZX0M2rRHr7RVMj8rKNZKrfGaflSejqLHqUkZJ66rPj8uT0aZsXCM2rgEvMb4g3LAfV8rPBRFG/JiGvIRGvKh2p7u0fnC2tjw/T5HdEc1eL83a4im+K6PotiHphe2yo0l5Y3XLjWPkzJql9DEv0uCymPyoUaZbyrxoVCsPfmqvereV+odD7tGStUfpLSselSSd9Zv3ae3vD5aJxyUC6lXLlX+xUr4MprXjddWN58kZ+9JF1spkXTmZXGkEG8kF0CXJjxj5rpEXz5WFcVNSpkuK+pLxjbx4LsvcukZewspGrOQZOWnJTUluWpLNZbtLY/8aKTpsFd+VlY3m3tvxAcnJukr0+erYkpTxfbk7BiXfKtrTqdTCLkmxqo5D8USzHYPMlIJBLeTKvEhRYxVV7nzhySg2tohDxmTlyFe3MyrX5MqV+XI07MfHJx2ZohrrnjRei92TzV0Wo2yudFVBv+mOlW7xrBmv4Z77stpX1Gh8YdR8f+TIl6M9i+F1mrQy1s0tUjpWUqbbTepjf3q7rjryR3U+co1z/P5P63hJVzz6Dp36oif0s51Hy0ZcZbq61BNbqui6qPxt22dUHxkIoslKvWDmKho3dXTo8MtWy7zYV2xDTF1bpNEFrhLbpV2zF+t/jpitfz26zg0GANQNAXUAdTWweT9J0kI3FwD0rD/pgqKjNjNWK92TK6tMwTedKeVKtzjjdxn5VkrLUaZgcbaMjSgjV0k/l5k+4se1IzNLG5NzNJBJyLdGEcdX2nO1fWSWtm7rVffDcR340KjckRE5Q0lpd78UicjfsXNPLe78s8Y6ZBbM18B+MWVmGfkRKdslHbP/Bn395d+pyTHLB9Ml6dGti7X/r7fJWjvFX6As1pfNjpXN8XzJ86RsViaRkDFGjrVyhiU5jmzEkY26su7YwrVRRzJGftSRHzHKdjpK9zhyMmasvroUHTC5DPSo5GSM/GiuZnpkNBdQj4zkF0SV8t8XWUdK9HmKDWQkf6zmccLV3G1JuRu2yw6PjDXdl0nE5S2ercFlUcV2T72rpSZ67TipZgFS1MtWb5YOig6ocCWDqKyiTi6rPDpW/iVpo0pbVxmTy1TPG/bjylh3rMSLlSdHXU5KrvHlWUfeWHa5JLlmTxZ1PrDuy5FrcrXbPeXLxOTOITHXGy//krGRsW0Pj/+cq8u+J4jsGivXGdX86GBdjlWzHdO1TpszczTwsoTuzR4mP+LIycTVnZ2vSDotu6uPTHWEXqkFR6cK+k7XP4b1i/Z69vuVBNOdeEIaHdWfr86V53vxlavVsy6jeY9l5SVcZbpc9aU6pLPr0lQAQAMQUAdQN39Yv58OLPMsk7GeosaRI0cJk1WyKICcq1Nr5NpcZvqeGrRmwmPS1s0FI+QoaaNan5qrHalZ2pXq1HAmppFMTKmsq0zW1cimbs35s6PetWlFN+2WkinZZFJ2NCl5nvxMdkIbTCQqp6dbu1++j1JzcoHUbIeUWZrSAV07ZnawJtF5W480sK0u225X41+Q2LEKw64rOY6M40jWSr6f+zniyhojOZITi8i6rpyIo2x3NBcst5KTtYqMGDmZPZnnfkTykxqvz258KTZoc4+xkpuycrI2tyBq2ldiy5BsLCKnfyT3/NGI7LYd8keTsplsrlSN68qd1aXsrKgys4z+dN3k9dMJpk9UanJdeB9Bd1Tjjfs/pbUbFythiq6mMlJGuax1x1hFxxbA9pVWdOzL5KQfVcxk5crXXHdI/lgZtMRY4HzQJsb+Jpep7lkjx2g82C5pQsZ6PvNcKnjM+BfXWXk2Nl7H3ZGvmPHU7Yxq0O8YD9p3Gk9z3SHd89zBOn7/p2t8tJqv1x3RwV0v6J7eg2Q2jpWBS0QU6e2RMzIqf9SnpjpCrVRW+lR9W9j7vXpfYWci0Rl90WZiUf18y7+N///JT16ko/9ptRbcPyxr4rI9ERlOOQCqQMmX4CCgDqDm1m5crPlOdDyY7pqpT7AZ62nEZuTLKjMWSM9Vv8gFz11Zye4JqvvW5GrQSnJk5VujtNzxQEPSRrU9260nhhdr08hsjWSj2j3aqZFkTJ7nKD0QU+fzUS1aaxXflVGsPy2lM7IDg/JHR0tOqk0kKnfeHKUPWapMZ+55UnOs3H1HdML+f9E1L6n9xOSA/7haL16zTTaZymVTG4dFSWvEep6snyvZINeViURkO2IyfYPS8Kis9WVcNxdYj8dkolHJGNlEVDZiFB1x5KZz5V+ssbKOkfFt7jFOLqieeyIpkrTq2JGRHbu8wkn7cjK+5FtFtvXnsuSznvydY2nn1s99mVP4Wo8NUlK9Ef3xS5UF06cS1gy0Wmn3/cfMdBoj1xhlrNWgn6vb/acN+2rEjyphsorJk6/cQtoJk82VKXM8+Y7RgN+hXdlZmu2OaJ47JEna6c3SiB9Xrzsi3zq5zHbrSorJNSnFlM3VRleu75M0tn1nQk312FiQ3FPuS2rXpDTodSjhZJQw6fG/3T+yU31+x3iQ3Y36WjTWllbyjhc9rO8+8yr1uiPqmJVSckFM8T5HbjoqN9WtiOfJ2dUnOzJC+Re0hJl+URz0vnG6fZvp/q867HK5B+yn7DN/qXobt/d/c6/7Hv63i3T8W66V70p9L3LkxavePAAgAAioA6i5+U50/Od8ML1wIdLCsi+e9eXLlyujWSamUWU0Yj15BQnq+UXfXNncpfFmYlb6+OPkarvXo4x1tSPTrd3pLvWnE0pmoopHshr0EspsT6jjBVfd660io778uCM/6sgdTcobHikZsDauK3fRAmX320epeTFZN1c7u2PFgPaZNaRvveJbNTt2hRJdaWk0KZvJ5Gp7O0aWbJbaGVuoVJmMbF9a/patcjo6xkuvWNeRiUZztdYz2VwWuzFykp4iQ578mCPj7Xn/WccoMuqN11333dzvYv1ZRQdSUtaXjboyGU/G82RG07LbduTKubhuLpAzyRcmJhKVv2S+7v/+JZPuDsH0qRVPsAsviweq8Xw2rmWRlJYs3Tx+35HLNo7/fNu6IzTPGVbMeIqatJI2oqjjK2P31DOf7YzkvjSW1OWklBxbMNQxvhJmbCFTa5T0o4q62fEs9jxXkuyeLHXH2j1Bd2sVNZ4ychV1s4rKU8JklBkrVJMPpiecrBImq9lKKV1i0fBWsCUzR/Mjg3rl0vW6d+RApbYnFBuUsp0RuZ1xmeFY7uo0vrhGCygs99IqfVyl+zGToHpmfpd+ce8VJcdJMx07+a4UG8gqMhLRnz83eYIEACD4CKgDqKnhLcvHf54uMz0XTLfyrM0twDYmbhylrTeWjZ67L1G42OdY7fTCsi++NdrpzVLUZDXix7R+dK760gmlsxElMxENDSXkD0WV2J4LprtpK981io56im7ukz84OHkwfeECeUvnKd0bVXK2o5FFUnKRp8Pn7NKB3dtncLSm5jhWfSceqJ4fPUJ91zqxnic7MjL+fz+ZGn8fGNeVslnZdDr3cywXXHfHMs1tzFVkeOwPjZHJ+DJZX3KNZG0uIJ/x5e4alIaGpWhUiri54Ly18nfuKisb0okntONvXqbk3NK/L2dyV1zipN1QBgf1cOzydVP+/k0HPDb+8z3PHayoyWqek9KgH8l9QewO5pYLHctml6SMM6phP54LhFt3PIDuyVHSj8p1fDnKBc2jygXLE6agPJnxxwP0GntMQhktiowoaZ2x9UmcsSu+xuqpG08Jk1vQ1GnRYPKlh/187OqBmNIvcvXbXYcoOuTIyUbkpjoVTWZkMhkZz8uttQGE2Ez6+SCOEartr6sNqs8omG4crfFumfTXv/rxhytuDwAUouRLcBBQB1AzkwXT89npTmG986JJuy+rAZsaf5xrpJSfW4Q0HxzwZCYsVJov+yIrDdpobsE1a9TndSprHTnGKuM7Sqai0gsJdb1gFBnJLQRpHSMjmyvTkUyVDmwaRyYSlbo6lZob1+g+EaVm52qnx/YZ1fzEsP716P+a2UGbwp9P/4R0unTq3PfI7588exk1VHCM82VhjOflysJIuexFx5Hr+bLxiFTwPjcZL7fYaZ7r5K4w2NUnm8nKxKLj25W1e9XoL8k48l7xYj3076WzmMhKrwz10tEs+brkdz13iOY5I+NB8Kjxxvu4TiejqPHGg+eFtdGjyi0emivj4smzuUVJo2OBeNf4ythcoD5fF92xjlzjjz+XKzsWOM8v+u2NPd4qaqSojJINOh7N8FxmrjqdtJZ37tL9nZ6yHY4ynUbp3qic0S65mYwcz5c/NEQ9dbSEVujvWmEfAACtiYA6gIYrLPeSD7Ln//VllbK+PCvFTb5GrMaz1V3ZXJB9bHHS3PasHPlK+lH5MtqR6VbSi2rb8Cz1D3YouzMh41p5MSOTlSKOkWTleFZuypeiETkdHROyk2UcObGYTEdCfndCXjw/8Zayi1OanUjrO6+8sSHHK58hTdZcE1hf1ndk/ayMb2V8XyadloZcmWhBF+pb2WxW8ou+KBpN5q4uMI40RUmXYsZ1dWfme5P+vpLAeP7S73YPpuflj0M+uE6QHY30xv2fkiT9acO+mm1yXyLnA9xpOYoaX90mqYSbkWdz9dCTNiZJ6jQp+TIFddT3nE8864wH0t2x9UdixsstjGp8+TZ3pdewdTXb8RQdC+LHjJEjM16+JlpwtVireXVil3Z4OzToJ7TigBe0LrtY1nVlrCsnk1DHUELqHxxb0JWAOtpPGMcJ0119V2kff8rRV8r/4+M1aRsAoLURUAcwY32blyk6HiS3SslT59jpxSmqx5oPpud/zmeqJ4yrjPUVlaOkMhorPz1eSz1f+iWfse7ng+mySlpXSRtVxroa8ePakuzV1uFuDY3GlR2JSlaK7XbkZCQnK/lRyaYkJ2vlpMYW+zRmQrDTOEYmFpWZ3atMd1xeYizgH5WMY7W0u7+2B3EKNpUam+CjKcbeFzbr5wLsxsnVs8/X2nXdXEDd88YC8Havv63k6gITierO9H9O+vvCQHA5wjhBBtpB99hpPRe6tZL1lbSuEk5WMespqagc+eOZ6lF5uRIxY4H0mPH2LNxdIGo8ybrjV3Ht8jq1LDKohDFase9Gbd+8VIPWV8IYRY1RVI6WRVLyZPWCl9D+jdn9plkU6dfseFKKe0rNdhUZMYoNOMrO7lQkO1eOY2SHhvdeHBoIkcJAc6t/aTzVOKfSfZ9xMJ1zBoA6o+RLcBBQBzAjhcF0KVfqJWrzJV4mlnpxJwkKu8bIkSNHVpmxQIGbLw9jrHybC6Tn45RJW7DAqYzScrU126tBP6Gt6dl6fnCOtvV1K9MXl9vvyk0ZORnJTUmRpOSkrdyUVWTEU2TLLnmbtu5Vo9xEojLds+TP6VJ2VkRe1MiP5ALy8Y6Mkl79Tp8H/H9f1Is//7x+vvHLWnXY5SySFiC5YLm3Z3HYGr0uxnU1etrLtesQt6xFqgiSA+F25LKNemrDkvErsaIml6ketVllrKekXHU6GfV5CXWZ9NhjPA37MSWcrNyxvjIqjddC19jP+cfm7eMOa9i6ihpPj29Yqn1dV8Njj89YK0+eOk1uodJN2dmN2P2mmLdkozKbluhliU1aE88tgOF1+hraz2h0H1eR0S7F+7rUuW2BujYMK7JtQN7GzaxhglCqZFHSMI8pJmt7OYkHhb+vJFEBAACJgDqAGRjdcsCEYHpe4X2FddMn41mrEaXHfx6/X1aenVg7PW3N+OXskpSxjkb8mFI2qh2Zbj0/PFe7RzuUSUaktCMna+RkJSctORnlSr6kpEjSV7QvJWWyY+VU9kyYjTtWziPiysYiyn/hal0p22G1T9eoemKpyg9YGfa/6fPa7xeOZK1WvvYzcksE+xEAtQqkT5ONXoiJXm1R7gXNdsiyzZJy5V9kpdlOLhweN1aO8ZS0jrqc9HifFzW+epxSfY8/Vg7NKjoWKC/MFMr//Yhvcv/arLqcPV94u8qVffFl9dL41nrvdlONWCvJ6HW9T+uergOVGXXlxX3ZiCtjjdLdku86sqZLnTFX0VRK2a3b+FIboVRuP1f8+zCNN4oD4YX7Mtl+V73gKAAABQioA6hY4eKjk5mq1Mte91spLle+cplyURn5yi2Q5imXoe4VlHjJX+LuyWjYj2nAT2hXdpaeGlyojQO9GujvlLKOjJ8LpLsjUnREioxauWkpMuIrMuTlFpGMRnLp73n5hUhjUSkalR9zZR0pmzDKdEvewrQOmbNNL+rcXvXxm8r+/yl1PLZBdmRU5oE/iSl8wNQwqOK87HDd8ftPTPr7Sku7oDLFtdSBZjly2cbxn+9/foW6TEZz3axcefJMPkCe+71T1JVmrJnyi+uo8ZWWo8TYdrrljffHhcH0lDzts2STZtdutwJpxb5bJEmbnztY3V1J7X6hQyblyLpW2Q7JSRsZK/kxo/TsmJz9FijS2SG7bUduTYyx0l5A0OX7tWr6tzCMPYrbN1XwnD4eQCux0nj526Bo3RV4pkZRXgAVKQ6me9aO3/LKLfWSFzcRRccuN9+zjdxipBnlMupiYxl4GesoaSPa7nVpl9eppI1q0O/QptRs7Ux2ajgVk5905Qy6igw7uez0bK7ci5ORnIyVm7Eyni9rjPztO+WPjo4/r3GMTCIuE43m6qpL8iNjE+yI1NWTlCR9/IifVnX8pvL6X35YHet2y9+xU97AoKzn5SbvaD3GGQ+mT5UpFfQJbStgoo0gefXytXrJfhuUtEaOpISxShirTseq25G6zJ77orJKGF+xgq9e8/XUo8ZX1OT6zS6TW4Q097d7FgLPl1bLyNc+SzY1fF+b6fj9n86thTI7LTlWJmskI9mI5MVyNz9iZF1HirgyvT1y5/TK7eqUcd3pnwBosvxi5IWLkle6oHmQrfFvHb9Je+/bSa//jFa6ZzWjaQCANkGGOoCyDW9ZPiFwPpVyg+n5x+Snp/ka6p61Gra57DtvLKgu5cu/OPJklLRRDftxPZ+ep1EvJtf4ynqujG/kjjiKDkmR4VzddDdl5Y7VTpdn5WR8ORtfUHZkZE9D8tnpriMl4vK7E7JOLphujeQlpFmxjDrcdPkHrQIv6tmhrZl5FS+ENtlkAsFUapJaSa1T1NZk2WtktaGZDto3Vw7mD+v306CfUMJklLTRsSuz4prtjMiXoyWRoVyJGPlKWqcgoJ7715VV1OTWJYkaMx5I98bWLBn0ffU67RkgPmbOev1542L5vVk5UU/WSP66DmU7pZRv5MVc+dGEuqxVxLdSKldux0Si42ub8KU3gmSqzPKwjhGrHR/94t4rSE4AANQVAXUA0xrYvJ9cYyYE03uWrNfA5v3Us2T9+GOKlRNMd+TIHwuiO9pz6XpmrNRL1Fi5Y8+bHst896yjjHWV9KMa8eO5x1tHaS8iY6ysa2V8yYwtROqkrZyslZOxcryxn0cysqmiWrTWz9UrHzUy0ahMukOSZPxc/XRnrJS5b+tzcc+3XvEtnTLvkzIbzJ5FL8tA4C88Sr1OhRPgUhNHJoL1V+ozxGcKQfCy/dZP+5gH1++vHpPO1U0fW9x0T2B9YjBdyn1xnbS+Bn1Hhy3bUtf2B9knjviJPnFE7ueD//sqvWa/tbpr+DDFtkdya6Z0Sl7MkdSh7lRWTv+A/ORYUN0xkonm1mDhajI00VR9V7llUcKmeKyUH0cV3n9y9Oxpt1OP0jatcowBBJdvzYS1coIgaO1pFALqAKbUt3mZHO0Jprtjl4sPb1k+Hkwv5MgpayHSQimbGf/bfObc8Fgw3ZEkI6XsnhrqPU5KrvXlyGrQ79CIF9dINq501lUmGZEz7Mp4kpsZK/eSyWWoO1krJ+UrMpKVs323/PyCpAUTYet5ssmUZIycSESRWESZnohkctvaubVXz8STVRzJ8tzx4JU6peO8iifn1NsOpqkW+mrFTLIwK/wMlbrqg0kyguoV+z2nDZsWK26zyoytMeJIck1uLZKEcZWRr12+r4P23ay+zcu0z9L2KvEynaf/6mO65dlXaN9j+3TVkT/S/v/2RTlpo2yHkZdwZPxuzZLkJuJS1ssVs89kZFNpKZ2WyWblp+tz9RowmXIWG22FK+Am+9KguN8u7LOnGkc7sZis59VsrBXmYwsAqB4BdQDT8mXHg+SFWerDW5ara/Hz48H1chYrLZSvtd5h4hq1KfnyNWiz6jYRRWUVM7ngeu55c3XU0yZ3SXt0LKs96UdzbbRGyUxUfsaVmzGSlUxWuTIvyVzddDfpKzKclfF8KRqRScRlhzJ7N8z68keTkvpkembJTfqKDlulR43cnRFt7u3VW351gX72uv+v0kM5rVO6zq86040gbLBMN8Hi9QquUhnrXAmCIHNlJGPl2z3BdFdGrjGKGkfPZ6SX7LdBkjR7yYbmNjagzjrwQY1XXJ6VlecZ+fN8ZfuictOOsh09SuzoVGQkq8hgSs6uQRnfl7zcSMUxTi6ozqKlaIBy+6Pi7O1KthOGRI1KFxg3kahMZ6fs0LCk6cfbUyVGAADaGwF1AFMqNfHOl3fxrB0v+zJe8sX4cuSWVe6lUNxElbIZjfhGna5Vt+PmAvk2V/4lYfJlYXxl8tnqxpdrfGWsq5FsVCMjcWnYlZMyioxKcnLlWhxvLDN9OCtnNC3jWSmaq5U+afDa+lI2K9M/qFgiomzHLFnHlZs2GlgQ1wud3RXtXymfeOx0PbhrudKXLZB++6cZbw/BQV37cCp8vUpdKk9QHUH0zMYlShirjNWEYHrUGEXHrhtbHiHIW4nn3vkv4z8f/IOrlOybJd8xSs6OKrE7os5trmK+5FibC6iPjFD2BQ3VqMzzIIxnyul7Jwv+G9fVnZnvjW9HkrR0gRxjZJ9eV/LKkumeK7L/csn68jZt1Z3p/yxzLwCgNij5EhwE1AFUzNeeLHVHZkL9dM9aRcbOp5FFzyq79cBpt+cselr+1gPlyFHSukpZT3HjyLNWmYI6sJIka5XRnk6k00kr5UeU9l35WSMna+Rkx7abGat/7hhZ18ikPZmMJ41l2Rvj7FXyZcJ+ZrIyg0NyOjsUG0jIukayjjTiaml3fyWHbC8v/uGnlNr0evU+5Wjxti2yvT3y+vpmtE0EB4H01sNriqBKWkdReROC6YVfafvyFTcRPbdxsfbft31rppfrNWv+Ract/ZOWRPvU53UqEnmtUp1WbtLIJKVswijd7cpNxmWynTLGyMlk5Q0Nk52OuikOGFcbSC/eTrlfFAcxW70w2L9X24yjNd4tE+6KzJs3Pua3UVdOd7dMOi1/NCnreXI6Erpj6DtlPScAAATUAVQsI1/7LMnVX83XWHeNUcb6e2W0lxtUjyx6Vs7Wg/XiqNFO3xt7nlzGXacx8iWlrZUno6R1lbauPOvIlS/XWGX9PeED40lOWrlSL0lfbtrmstNTGZmhZG7C6/nTZ5ONlX5xBwYV2Z2QH3HkxY3i2109tnlxZQetwJvv/YC6/2d/Lf9jv5z1L8gfHJT17fR/iMCaqvY2wqN4MbdaBTCAejpy2UZt3rREksYD6W7BIqS5L7qNZjsM+8vx65WfH//5hqeO15ELt+p3G7plI0ZeTPLmSl7clRRTVyor17MynR1ysln5o6PNazhaVuHim5UqHo/MZHwSxKB6samO0c+3f02rDrtcfjyq7KyYYrN7dPsz1zSwdQCAVsLIGkDFHBnt3Lyv5i3ZqNlLNmhg836KyFXXkudLPt6zfskSML788TrqWzct0Xy3c/xxg2NB9aiRfEmerHxJvpU8OcrIVUa5wPqC6IBiridrcxnqbkqKJCU3na+h7isynJFJZqRM7mbTGdl0etpAtvU82ZFROUOjcrtjiow4iu9yNLArUfXxe3LLQr3osaHxYDoLmYVTcfC18F+ET6lFz3g9ESZRs+dyW0e5ci8Z+eOB9Q4T1T3PHazj93+6WU0MnX845B6te/Sv9fsFy6RtnbKuJJu7WC3b4ciPuXJiEZlIRMZ1JeOQpY6aq7bcWLl9WNjLmVXS9p8//tk6tgQA6o+SL8FBQB1AxeYt2ShJ2rBpsVwZdRpX8cVrJ318fPFapbasmLKu+qKlmzW8ZbkicuXJasQ6ihqrlC+l5ShhfPk293PGOkraqJJ+VCN+XJ6Mlnft1rqOefIUkyRFRqyiw74io54i/Wk5/SPSaFJ2dFR2NJmreep50098rS9/dFTuwKCiEVdOplPp7i6lXnC16t4P6uev/9eKj9/+C3bK3erLplIE01sAQdfWUE5AIexBB7SuuHHGFxDP1U/PlU1zZZSRr+jY77qdZLObGjqfO+oH+txR0ooXvqjIgKOO7dLYdxTyo66sMbnFSSUZx8hSSh0trN5fNtPHAgDCgoA6gKotW1p+LdZ8wL24/IuzaGKmnD9W5sWTkTf27WvSRnIF0aUJwfRhP66MdZXyo5KkJXP69fzWTlnHyPhSdDgXTHf7R6SBQdnRpGw2K5vJlhdMH2N9K394RE4sJtMVV2zIV3TI1c6RrrL3v9DWO5dp2cgTsplsVX+P5iicRFLaBUCQ5IPpeY4cZZQd+4LaU8K4khzNHetLUbm1H7hEknTYFavVsT2XpW7G1mSR7+fGFpRvQx20epC51fcPANCaCKgDaKjIomc1uuUAOTJ7ZbU7cuTLH6uTHlHGOvKsoz6/UzE/q4TJypPRsB/XoN8xnqHen+3QYDaurHXkzE/JvtAhN20V2zYiZ/M2+cMjuRIv+ZrplV6ObXPZ5HZ0VM5AQrHdMc3aFNcLO7qrOgbD+3myQ8NMvEOiVPCcQHprIksdYZWxVvGxtUx8YxRXrlRayvpatnSLBjbvJ8dIi92OZjc19BY+mFam21V6lpPLTrdWNpORnyL7H/VRy34nCP1XENoAAGFFyZfgmLz+AgDUyZBNy9feweSOxes0YrOKymrEj2nYj2vExuTLUdLGNGzH7hvLTB/x4xr0EhrMJtSX7tBgMi4v7chL5GqnO8NJ+f0D8kdGZLOZXCC9ytqm1rdSOiMNjyi6a0TxPk9+2i3771d86Trtf9Pn9Pq3XqtDPvSofLLTQ4UAevsoZxFS3g8IonlLNmrR0s3aZ8kmDdm0onKUtFaPb1iqXX5G/X5KQ5YyYzMVGc4o1pdVbNCXHMnviMosmC937pxcDXWgDlY6Z1Tc95Tqw5rdfxFMBwC0CjLUATScZ61225RK5ck9mJqjRe6ABvyEBv2OXNkXOUqOlXVxjS/POhr0Exrx4noh1aNNI716Yahbg4MdMv1RRUYk65jc4qNejYqZWl82nZZJZyRr5UeNuuYOl/Wnp7zikzpk95BsX79sMiV/dDS3yZDUWW238ibF9UHbZb+xR7mZ6hLBAQRD1OQWC89YXwnjap8lm7R242INWzd3tZeMXOMp6XvKbFqiRUs3N7vJoeVHHcU39yu2IyJZK5PxpGRKxjhyOhK5K+KylNZB85Uav+THODPpu4r/lnESAKAdkUYBoOGmyhHv87r0SHI/PZ+er0EvoY2Zudqe7Va/16ldXpdeyPSq3+vU7kyXdmc7tTPdpR3DXRoYSsgfjCra7yixS4oOeZJxZNzys8jL4hhl9pml0fmurDU67s6PTPsn5tkNyq5bL2/XbvkjI3t+UWW2fKNVkxUVNoWTw1bfV5SHgDnCZJ8lm+TKKGFcOTLq27xMUSPNc/b0M9u9qFwjuaY9L8utFSfjS30DMpu3S5u3yW7fKbtzt7y+vj1XxAF1UIv+qB5jHPpJAGgca00gb+2IDHUADTdspYP2LZ0dtyvbpX6vU8+PztPc2LB2pGdJkmJOVnEnO16fa9iLa2eqSxsHerVz9yz5fTHFd7rq2CZ1bckqvmNUSqdzl18bpybB63zN88hASvH+mHav69aWfeLT/p03MBia4PlUWjlTvRX3CTNHpjrCZPaSDXpm4xLt4+S+SO42ETlja5K4yi/sLXWOZbPPW7Kxmc0NrTW//qhOjp5duyvggDJU2scwrgEAoL7IUAfQcJMF0z/48P/ToJ9Qf7ZDGeuoL9OhDcOz9ZeBeVo3NE9bkz3ale7StlS3No30atNgr3YPdsofjCna7yqxQ+p8wVdiR1rOcErK1DhLzPqyo0k5u4Y067khzf2TpOGpv5c8OXp2SwTTpfBkqq/xbyW4iZop99L4MHw20PoK+1dHRr6s9nFzi2V2mayiRnJl5Ko9M4lqhWA6GqXaMc1Uf9OsMRJjMwBAKyFDHUDDPbVhiQ5ZtndQfU50RFtTverLdCprHfWlO7VjpEuDIwlJUjTiqTuRkm+NhpIxpZIxef0xRXflgumzNnnq2jgid/eINDIqm8nWNJhtPU/e8IhcSU46rTkRR8NLZ036+JOjZ49ntbez4prktdyutHcgk8Amao33FMJk9pINem7jYs12csP82Y5RVFntv+8W7dy8rzxZstNnYNXB/1K3fg0oVssvdesV0G7mcwNAu/Fl5AcsMSJo7WkUAuoAGi5pXT2+YakOW7Zpwv2fOOIn+sc//I2GsnGlPVe7kp0aHo0rm3blZxxlnIhGh2MyjuQlXSnjyB12FBmRYgNSYldGbv+oNDwipdJSNlv7gLb15Q2PyEmn5TqOnFTpgDoT7T0Kj0U1QYjiv6HeOQBMbf99t2jDpsXqNhFF5ajbydVVd2U0e8mGZjcvlF78ydXKJqT9ls/RqoMulYlEqZeOpmv2OKjZzw8AQLMQUAfQUK//5Yd1xJzjddbc35X8/SGdW7VpZLa2j8xS33CHkoNxadSVPCMrSVYyaaNo2khWcpNjwfQ+X5H+pDQ0IptMyiZTuYC659W+5Ir15afT0vad2uePi/f69aoVH6rt87WQwnrT5U7CyEBHWJSbSQg0wrKlW7R981J51ipqHM1eskF9m5c1u1mhdNjlq5Vc6uu5f7pE+hdp1UGXEkxHwxT3LdWOg4r/bqb9FZnpAIB2RkAdQEP51uj+LQdoOBvXbGeZXrLfxEy5D774F/rp3RfL843SqYhs1shNGzlJR8aXrJEio5I7KsmRnLQUGZHclC+TzkrZrJTJ1i+YXrgv6bTiDzy11/3Z58n+m07h5JAAOVoJQXUEyaDva66zZ7hPdnp5DvnUavWutRpZYDTvzxk9/r+XTvi99zwlc9BY9RgrTXb1X7kYxwFA4/nWyLfBKrEStPY0CgF1AA3zV/f/o9LZ2Rro79CvBl6kqHOivrHf3o/zrVH/SIe80YicUVeRgVwwPTIquamxAHrayviS8SU3aRUdysqkslLWk/U8Wd/Wv3659eUNDurUue/R7bv+Xav2eZ/8wcGWWYS03piAAUB9rdh3S7ObECoHXP9FLbpf2ndLWtEdQ5rrOLr9j1dNeMypPX/LoqQIvVp98VtqLMeXygCAdkBAHUBDfPeZV8nR0eqMpmWtUSTq6fcvlL70POZ68rKOTNqRyRjFBjQePI8OStFRKzdl5WRzN5O1ckfHgunWlzy/YUFtJxaTmd2rVftfJJtKMckG2hyBBCB8Dv3RJzWys1P7/ULq+kufzGhaGh7R4HEH7PVY//AVcv+8Vt7QUBNaCsxcPYLp9H0AgHZDQB1AQ/x5dF8tSgxoR7JTTsRXeiCmTLL0KWhj32x5aTcXTO83Wnz/iFLzYsp0OoqM5gLlbsrKSfsyni8n7csZztVMl28l6+ey0+scVB+/1NU9i6x0AABCyvltjw69Y7fsk3+Rl06P33/fD/9twuNWLb1AZlffhMcAYVIq8F24vk3hfdUsJA8AqC9rjWzASqwErT2NQkAdQEMknIzcSC7obD0jdyiingN3l3zsYfu8oAd37y8nZXI10l/oV+QFyZs3S/IluUZeR0Qm68tJezIpTyaZkfzGB7VPjp7d8OcEEFzUUAfC44STPy8n62vfB56QNzo64XfFn+NVi/5Rfl9/I5sH1NRUwfTin0v9HwAA7EFAHUBD/GLrIXrVPs9r53CX/P6YYkNG5n/nSm/e+7G3vvqrOmDd1ZIjZTslb84smT8/K7PRysSiMgvmy+mMS5Ks48hJpqVkSspkJFvnuunaMyE5tffvKPECAECdXfHoOzSQ7VDczeq+rSvkW6PD523R3U8eoufO+8j445Z/41pFBlx58zLaf9/t+r8TvzDpNo9/8zVK/Oox+amkyvk6Prt9pyQpsmSRzPCIlM1S9gWhUO/FQ/kSGQDQjgioA2iIgdGE7tn8IvW/0K34Llcd26VZWyYPRpvtcfkxKydltOuoWZr/pCtFTK5O+eatcubMlhxHJhaVjJG83GKkakCAm4wdAFMpdfk8gMq85VcXaFY0pd7oqBbFPc2LDWnIS+jYBc8p5Uc0K5LWqYf9WWfc/35lraOdyU71LuxQem5Erm+07rkFOvLi1Yokpe6NWSW2jeaubBtOSbv7Fdu+U/4k5dqKP7un9vyt1ni3SJJO6ThPpqtDlrIvCAmunAKA1uFbIz9gJVaC1p5GIaAOoCFSj8zRaFTqHJFmbbSK9/nKJiY/8a698GKt+PIX5WQl6xiZzg6pIyHt3C1/dFTeC9vkdHTIdM/KBdSzWSmTlfW8XP10AGiy6QLrBDmA0l5220f1qkW7dUjnViVMRkkbVca6yviu+rwePbZzsXb+YYGeueyiCX/32l9cqtFIVDvXzVHHC66W3NMnp39EdvtOeUPDstYvKxu92O0D3xr/edM/v0z73rlLzuCotOUF+ankDPcWqL9aJ4PQdwEA2p3T7AYAaA+RESmxTZr9jK/eZ0c169k+bT96mlOQb2SyUrzPz5VysVY2HzT3PHnDI7KDQ1IqLZvJ5h7jeXVbIJTJA4BqTBbIYME3oLRD572gE3qf0Gx3RBnrashLaHemS0Nertzb0u5+dRyxW4ddsVoHXP/F8b+776Rr9NCqz8j0ZuQmJWdkLIvcdct+7un6+seuvUgmnZWiEd0x+l2t8W9V//nHyYknKt9RIKDW+LdO+llgPAwAABnqABok0y3N/4uv3t9tlLKe1JGQs2Lq2qN2n5TUl1AkORYgd9yJwXLryx8dlfG8sbIvvqxvcxnqdQiqE/gCUK3JstVLBdUJVqBdXfCHc7UssUsfWPSktnndSiqqpI1qa6pXQ15M82IjivieOt20FvcMaO1LY+q+v0vHnfNF/eY/LxnfzrpzL5POlQ6ZtVr7f+5h+UULjs7Uz5+4esL/f/fti6VvS6v2u1DZjZtq+lxAMxX2R1xVBQDNZ62RDViJlaC1p1EIqANoCONJXZtGZXf1ycTjsvN69fRff2zCYy74w7nqiqQ0nI1ryItJ9mC5Kaljy4jkW8l1ZGIxqaBuqfU8KZ2WyWef1TE7nYA6gJkqFZCo94JxQNAd/pNP6Lqjvq8rFvZJktZmE0raqM476LclH//mez+gpx9dJim3ePnIPo5OOPnzim8d1Oi+PbrntkslSU997CKd+q/vlUmny1pEfKbBwp+v/xKfY7SEqfoqAABAQB1AAxx2xWr1bLGKvNAvL5mS47ryuideGn3RI2cr7loNZ+N6vH+hhtNxuTEvd8n2c1ukiCtvfrfckVGZ0dEJE+N83XTjGLLTAQTeVNnqU/0eaDXLv3mNXn3Ys3rHiu2KGk9rswm9evlaLZrm7/739V+WXi8d/pHVmvdEVu6oLz/uKDu7Q51Pb9eqFR+SfE/KZKV0pqy1Vfi8AQAAoFwE1AHUnXWlzheyUv9gLvidycgdnLiI17ZUt4Yycc2OjWrnSJf6tnVLrpWXkNTVIaXS8mOu3Gik9MTY+rK+U7cMdQCoNS6fRzs75Z4L9bHXPqTt2W79oW+5rjryRxVvw8lIspKxVk56rP93XdmdO+QPj+S+fC9jXFDrzyFXtSHISr3fC9+vvH8BILisNfIDVmKFki8AUCcdL0gdGwbk9Q/kAt/pjJz+IR3+kdX68+cukiQ9sXOheuJJDWVi6tvZJTPkysZ9JedZ2dndMjv7ZTK+lExNPjkmmA4gZIqz0QlioB1s3bREH13eqaSN6t0H/6qqbRzz3tXSLCky6ikymJa7aafsWBDdZrNlB9Ol2n65RTASQVbuQqN82QsAwNQIqAOom+Pu/Ih2PbBQ+z02LLNt154yLdaXolFlZuX++82nX6sXzT5Sm4d7cnd4jtykkbs7oo5tktcVU2Q4rsiOQXk7dzVnZwCgDiYLpBPMQKvq27xMI9bqdfs/W/U2VnzpOulwadZzRl7MUcSX5PtSPpieyVb0JXstP28E0xFkXBkFAEBtEFAHUBcHXb1aiZ0Ltf/dfdKT65QtyCx3Oju167hFyvTm/t/vdWpJR59eGJ2l7UOzpIyRH5Pcsaow2VlRyfQq8uymshYVA4CwmewSfAIfaDWzl2zQ7Ar/5hOPnS5J+mP/vpoVSekfT9mgp4cX6RfmKM19UnL7hmVHk/KGhiu+Wo1gOgAACAsryU6/NExDBaw5DeM0uwEAWtOiB7Ja+vMdMms3yS8q05J9yYs0uJ/RugsukSRFTVYdbka+NfI8R92LhmQdq8iQZHzJSzjKzIpIxsjt7pYTT8iJJyZ76hkjgAWgUQjAAdP7xBE/UdzJ6Eev+Td999hvaHemS88Pz1HXc47cVO6LdjsyIkkyrisnnpDb3a3I0iVyXnZ4Q9uaH0MwlkBQrXTOGL8BAIDqkKEOoOZOfuWnNGvTdnnbd8pmMxN+ZyJRRTb3adbGjvH7/vnFd+mKR9+hOfFRbdcsDW6dpeiQo85tVp0vZBUZycrJ+NKcXml4RH46LScakYlE99p+LTDBABAEBOSAPS477Lbxn7enu/X0xoWav9sqtqlfGhySzJ48IdORkHfY/lpz3xVatfQCTZWzXmmfn6+RXvz5LLyPzy7CgnJjAABUhwx1ADW1YvV1cvuG5e/cVTLYbbMZ+Rs3a+7Duyfc/5mjfqiEm839J+PI+FIkZZXYMqzY5n65faNSJiszd7Yi+8yTicdlopEJE2gAANDaVj9xska9qKLxrLIdRrJWNpPJjTmsL+t58voH5Pz+cUlSduu2mj138YKjhZm+pQLsANAOLnrk7GY3AWgbvkwgb+2IDHUANXPA//dFHXzzoNQ/ID+TnfRxfjot/enJve5/0azt2jG7U+uGYjK74upeOyzz3FjJGOVqc+WC6GZP4bAKa6UCAIDwuujQO3XFo+/QwKKEfvKVj+nY867T7McTMk+lxsu+yPry0+mS2bczDXRPtpAwALSDwy5fLTctpXtypTndUalz2yulbzW7ZQDQWATUAdTMgd8blR57RtlMtqpA9+eO+oEkacV/fVaRIcndulv+6GguAJ+XytVHBYBWweKjQGVmRZI6qHu7JGn7qqSSc2ZrofsiOY//RX4+qF6ksBxLNcHw6f6OzzFaAe9jTObY869T9/NJLTaS1xGRl3D0qx99qNnNAoCmIaAOoCYOu3y1lj3y9MTgd5n+uH6Zhm1Uz6QX6Z0H3S8/GdHC36dkh4ZLZrpbz6tFkwEAQAitiG3XYYnNkqS151wunSMdeM1qLb3ncHX+bq2yO3dO+rfVZpaX83dkraMVEFQPv8JzUbWv5alz3i3T2SH5vvy+Ac3pSMimUvJHR+VI+j/eI0BTWGtkbbBKrAStPY1C8WEANbH8B1vHS7NU4rwH3q0vbDlFD4wcqB9vO1qSFNkelZPxJM+npAsAAJjgrAMflCNfP1n70vH7nr30It3zv5fq59u/ttfjCwNKBAqB6fHlUOuo9LXMrwvh9fcru3Wbstt2yE8l5fX1yR8drXq7ANBqyFAHMGOvOveL6l2/sfzgt3HkdnVKku5ft0LZkYh+FTlQxx70nA7+76vUuXVW7nE1zkSvRe1UAADQfG9Z8agk6fon36ikjerXuw7Uhm+9SL//xsUTHlcqgE4ddGB6ZKqHU6nzWqn7Sr22ez1uirkd7w0A7Y6AOoAZm33bE/IqKPXiJOIyC+br9adfq9hRHfIX+jK+q9/9Zbms7yjuSNZ1pEjtTlEE0wEAaD3//OK7JEkfkvSa1V/QKYlzJU3d7zMeANCKOLcBrc+3RiZgJVb8gLWnUQioA6jaqXPeLX94RDabKf+PjJNbVHQ0qfiOlDq3RpRcKPkRK2d7XLEho/huKzeZlYlFJeNUVfaleCLNABMAgPA7tedvdfvAt0r+7tc/mLhAXmEGJeMAoP3UopZ4WJR7jpvqOJSbgNTqxxIAykFAHUBVVr7603IymcoXCLW+vOERrRmbDL/+9Gs1tCui1D6eokNGzlhs3rqOFI3KOEa2wqcgGx0AgNZCvw6gEpwzSpuulE9+HlX8hSRBdACYiIA6gIqdkjhXxvPkV1vjvCDj/N6ffFiHfny1lPCV6XEUGTLKdBmNLoyrMztPZseusoL2hfVQGUADABBuk/XllQR1GA8AaAfVLDwqTX0+Ld4mQXUgGKzN3YIkaO1pFKfZDQAQLqsO/LBknMoz04sUDtKe+NRFinSl1XPgbmVXjCozS+rf39Xgii6Zro6yt8fEGQCA8JtpMJ0xAYBihecFzg+lTXfu5LgBwB5kqAMo26lHfVSmf1B+KlnzbT975kf1wYf/n7REenbpPto+Mktbnp+rxI4XKfH4Jvk7dsovsfAp5V0AAGgdpfr0cgLpjAUAlKMwqB72jOuZnPeqXWOinOx2AGgHBNQBlGXVvh+Q3blbXo2C6aUGYf969H/pP589Vj2RpJ6Lz1NnNK0txy3VsuEF8g9cJOfeh8f/lgwTAABaw1R9eSUlCQC0JoK4e5vp+a+Wf8/rAjSOtUbWmmY3Y4KgtadRCKgDmNaph18hDQyWzBCvtXMOfGD855f+78fkHN2vZ/fp1oEf+K0kMtIBAGgFM+nLGQcA7aFUHe+86YK4zBkapxWy/QGgUtRQBzAt74mn5Q0NTVhMdCbKHXA98uar9PjbPqF1/3yJ3O5urfFv1Smz3lnxdgAgyDiXoZ1UWt98qoAagPppZt9UznminHPBdPvAegu1w3EE0G7IUAcwpaAMjp694kgdftlqLTz2UN31y48wAAYAIERmmpFOtimwt0oW6g2DerQzf4ymW2yTL7dnjtI8QP1R8iU4CKgDKKmWA9pyBrLTefbSiyRJp3SdH5pJAQAAqM2Ygr4fyKkmWNmsAGcl6yPU+zM+3ZdyYQkGh+FcyBcUANoBAXWgDb3ols/oL2ddUfJ39Rik5QdVMxlYhWHwCAAAANRLmIKU5ZZsCdrVJ0EOrAfpOE0nyMcRAGqBgDrQJo66eLW6tvrKJow6Z3dq1Ucv1e5XLtRvb76kIRkhlQjTYBEAZoKJJlodfTpQO62Y+VvJOaI4+F7PoC0B4drgOAK15VsjE7ASK37A2tMoLEoKtIGX//11mvtERrE+Tz1rk1q6Zofsjl3q/e8/aKV7Vl2fu1S5l6nqnzPxBtBOOOcBADC1mV7pWridSuXnLc3ur5v9/DMV9vYDQDEy1IEWdkriXJl4XPMdRyYSkT86KptKyfO8prSneCBV+H+yFgAAaD1BK+cAhF0rZqnPVCVzipmck5p57DmXAkCwkKEOtKiVzhny02l5g4Py+vuV3bVb/siIbIOD6YWX+U01AGWACAAAAGAmyplTzCTjvZlzlnoH8/miBgg+a4N5a0dkqAMtqORAz/qNb4hKl3yZDEF1AO2IbEO0ukrGAgDCr9af9Ur7yXIfX/iYStocxrrg5ba1MBOerHgAmBwBdQB1xSAMAID2xBgAaC/1/MxXuu16f1kdptIvlba1HvsWpi8fAKAcBNQB1B2ZaQAAtCb6dqC9NfIcUGkwufixUwV1q81Wb4bi/Zgso7zWC7lWc1wIpAO1lSuxYprdjAko+QIAAICGY7KJsCqVARr0QBSA2mjEZ724/EijNDoZqJx9LNWW/OML/65RWflTtZlSdgDaAQF1oE4O+I+rtc/8QSWiGW3aMVt+1tG6cy+r63MGcRJbaoAXxHYCAIDKUF8XaE+Nzkov/n+1z19pcL5ec5fJssgna18+QB2k82252f4A0KqcZjcAaFV+ylXfUIe27u6Rn3Fkvfp+3II0wJoOgywAAMJrpXPG+A0A6qVe55jpzl+VlIop9/km216p4Hr+vnw7S2WiA2hP1ppA3toRAXWgxl503XVafuM1ckZcpXcnlN7ZITsa0XPn/0tdni+sE1oGhACQE8ZzOACgPTW6z2r0QqfFweypssarea5yA/n5QHqpDP1S9wMAGouAOlAjB16zWkdevFqdm4xM0lV0wJE74MqkjZ57z4dr/nxhCKQz0AMAAABaQ7lzj1JB4GrVez5Rzpxqst/XI6guiYA5AIQAAXWgBg66erV6n5UW/W5Ei347rHl/dBQdlLrXGa274JKSf/Oy96/W6996rV7z11/QkRev1kGfWy1JOvjTq6d9vqAH0vOmG6AyUASAnLCc1wHeq0BzNWv8XM5nvzAQPFlZk0a0YyYmO75TLQpa7TYBoFI2oLd2xKKkwAy9+MrVmr3eqnt9WpGdQxpZMUeRpFX3RslN+lqx+jqtvehiSdLR/7Ra1kgLf9uvBc+slzc0LEnqntWl/jcdrmPes1paLh3z3tV66OsXTfqcQVuUZiqVrlYPAAAAYG9BD8yGeWxfXKu8nH2pZJHTMM3fAADTI6AOVOjwj6xWZpbkxyTrWM3eYjT7mVFFdg5JmaycrNWcR/tkn31eG//ppVp7US4wvtI5Q/PHtuEXbdMbHNSsW34r55gjZCM9UwbTAQAAGikfaCIYhGbiPdhckx3/Rr0uQX7tKwmsl7u9/HEN+pcoANCuCKgDFTjmPauV3U/qWWflR4yio9KsDUlFXuiXhoZlkyklBofk9w/IT6f1589fVNHgzzy7QdFDDyvrsWGfVIS57QAAtBv6bTQb78HmKzX/qPfrEpZFUGudpc77HUAp1hpZa5rdjAmC1p5GMdbadi13U5GBgQH19vaqv79fPT09zW4Omuigz62Wm5TmPuHLTfnq2Doq97mt8geH5I+Oznj7lWYhBHmwRbkXAKgc2WgIIvptNFPYE0lqKcg11MMsf1xnup+VvD4zqcsOhBnxtcrlj9mKmy6X25lodnMm8EaSWnv+Z9vu9WRRUqBCiR2SjDS4zNHQ0oiy3TFpVpdMR0JOZ6ciy5cpst++cmKxhrQnbIOu6RYqBYB2xzkSzUZfjaDh/bgHx6K2ChdSnUl2eq0C8rXaBgCgvij5AlToT1+YWN/88H9ZrdhBS+Rklsg60uhCyYtJy2+fr8hzLyi7eUvZ2662Vl4QsnYK2xC2ID8ABA11UxEkzR5jAGiuMJ4Dyu1Dax0AL+cK3eJ5U+Hf538ud5sA2owduwVJ0NrTIATUgRoYWGHlpoz8qCRj9eyHL5Y+Kq10z5JxXVnPK2s7pQZQxnV1Z+Z70/5ts4PqBNMBAGg9YQykAUCzlPOFeKkA+mSYWwFAMBFQB2bgjSs/p/SJcflxKz9hte6fL5nw+zXeLSX/rpLJqfW8wGUq1vKSRgBAaUE796O9NPuLegDN0wqf/XIyvOu1n6X67/x9xe2aqg3VXr0MAKg/aqgDM3DXmo8oMiKZOl92U+4gqpGDreLBX2HtQAAAAACNkV/3oBUC4VPJzzcqnXNMdmwaPXeZLnheyeMBAM1FhjowQ0986qJpH9Oqg6FqBrMAgPJRTgvNQHY6EGxTfT6rzWgulUFdC6Uytaf6fSXbrTTru7hPrfd5rvC1KNWuckq/lNq/cp633MdOtx3GH0DAWCNrTbNbMVHQ2iPp0UcfrfhvDjvsMEUi5YfJCagDddTKk1EGVwDQGJxv0QwE1YHwmiwQOt1neqaf+XL6q1r2adMFqSfTiHNbcbC80v3O79tUXxaUW6u9kpruANAKXvrSl8oYI2vLKyXhOI6efvpprVixouznIKAO1EktByb1zg4od9JMUAcAGo8MMQDATNQ767xZwhAIrraN5X4xUPhaTJWZX00d+aC8zgBQjQceeED77LPPtI+z1uqII46oePsE1IE6aObgrtKMMjLQACD4CKoDACpRr/F92PuiZs19avGcpbZR7naZ7wGtwdrcLUiqac9XvvIVXXvttdqyZYsOP/xwfelLX9LrXve6SR+fSqX0qU99Sv/xH/+hrVu3at9999UVV1yhv/u7vyv5+OOPP14HHnigZs+eXVZ7Xv/616ujo6OifSCgDtRQEAYqlbahnJXlAQBA+2EcAIRbLWqFBzmAXs05inMaADTXLbfcogsvvFBf+cpX9JrXvEY33HCDVq1apccff1z77bdfyb8588wz9cILL+jGG2/UgQceqG3btimbzU76HHfffXdFbbrtttsqerxEQB2omTAOzhpZ5zCMxwcAgoQFStFIhe83+nAg3Kr9HIehvwnjOapRi6KWI4zHD0C4XXfddfr7v/97vfvd75YkfelLX9Idd9yhr371q7r66qv3evztt9+ue+65R2vXrtXcuXMlSfvvv38jm1wSAXWgBuo5CKlkIFtpqZday5ckmGrxHADAzFD+BfVW2J/ThwPhVNxPVLIwJX1MfZVzrOtx7q1moVoAwWKtkbWm2c2YIN+egYGBCffH43HF4/EJ96XTaT300EP6yEc+MuH+k08+Wffff3/J7f/0pz/Vy1/+cl1zzTX67ne/q66uLr31rW/VVVddVXGZlkIbNmzQlVdeqW9+85tV/T0BdWCGgjIIaXYwfTJBOT4AAKB89N9AeyGI3hzNPNdyngdQS8uWLZvw/yuvvFKf+MQnJty3Y8cOeZ6nhQsXTrh/4cKF2rp1a8ntrl27Vvfdd58SiYR+9KMfaceOHfrHf/xH7dq1q+pguCTt2rVL3/nOdwioA80SpoVtyhkol9pu8d9N9dwMzAAACB/6b6B1tFNwnHNX+ThWAOppw4YN6unpGf9/cXZ6IWMmZtlba/e6L8/3fRljdPPNN6u3t1dSrmzMX//1X+vf/u3fJs1S/+lPfzple9euXTvl76dDQB2ogcI6ePUIsBde3l/NIqKTXd5XqjxL8bZK/S1lXACguYrPwe0UPEFt0Z8DraWd+gPOX/XTTu8jIFSsyd2CZKw9PT09EwLqpcyfP1+u6+6Vjb5t27a9stbzFi9erKVLl44H0yXp0EMPlbVWGzdu1EEHHVTy7972trfJGCNr7aTtmSyIXw6n6r8EsJd6BtPLqWNazu8LH1O44Fh+0JT/udS28n/P4BUAmq9wssv5GQDQTkFQ+jsACJ9YLKZjjjlGa9asmXD/mjVr9OpXv7rk37zmNa/R5s2bNTQ0NH7f008/LcdxtO+++076XIsXL9Z///d/y/f9krc//OEPM9oXAupADdVrYFftdguD49MF0gEA4TJZ30CQAVMp/PKF9wrQOtptTF+YDAQACI+LL75Y3/jGN/TNb35TTzzxhC666CKtX79e73vf+yRJl112mc4///zxx59zzjmaN2+e/vZv/1aPP/647r33Xn34wx/W3/3d3025KOkxxxwzZdB8uuz16VDyBaihcsqy1Hu7k5VoyStVxoWa6ADQWiYr54X2Rp8OtJZ2P78XBtU5v9VOu7+vgCCzNncLkkrbc9ZZZ2nnzp361Kc+pS1btuiII47QbbfdpuXLl0uStmzZovXr148/ftasWVqzZo0uuOACvfzlL9e8efN05pln6tOf/vSUz/PhD39Yw8PDk/7+wAMP1N13311Z4wsYO5NwfBsZGBhQb2+v+vv7p60JBEjNnbRONwgqDqrXq60MbgGg+ZgYI48+GWgdnNv3xjlu5nhfoRGIr1Uuf8yWf+NjcjoTzW7OBP5IUs+/+6q2ez3JUAfqpNHB5EqfrxFtY1ALAEAw0CcD9dGMBBKCnqWVShiq1xXE5baj0c8NAGgMAupAiyiukT7ZQJsBHQC0l6n6BLQ++n2gvpoZqMXkio9Vva/Oneq1aUZQvxq8v4AQsGO3IAlaeyS94x3v0Le//e2yM+bPPfdcrV69WgsWLCj7OViUFKgjBiUAgCAI+iQetceio0Dr4TNdG2v8W8dvtdoeACA4fvKTn2j79u0aGBiY9tbf36+f/exnGhoaqug5yFAH6qxZGQmVLj4KAAAAILgI3AZPJa8JVxADQGNYa3XwwQfX9TkIqAMAALQ5ysK0FoIzQOvhHF0fzaiBH9Q2AAg+a42sNc1uxgRBa48k3X333RX/zdKlSyt6PAF1oE00e5AGAGiuyYLm+f6hsJ9gYh1e9PdA6+GcXF9BD2hX0rZqsuB5fwFoNccff3zdn4OAOtDCmj0wBAAES6mgeqlAQv7/TLIBAO2g2nIsjbjCa6ovwyf7fTnbAABUj4A6UGdBCGoHIesCABAMlHcBAKA8062H1az+lH4caGO22Q2AJDnNbgDQypodxG7WgqgAgNZA/wEAzce5uPlKBbAJagNA+yJDHaijwoB2M7LEGXwDANBc1fTFBGkAIHg4NwdfYck6rsgDUE9kqAMNQEcOAAiS4iAv/VT9VHNsC1+flc4ZE24A2g/naNRCK/chxX1kK+8r2pu1JpC3dkSGOtAgdOoAgCApztyarExYO2d4TdV3F1+FVs02qnnu6Z6PdVMAAMVatV8oZ9FYiS+lgHb11FNP6b/+67/0q1/9Ss8995xGRka0zz776Oijj9Ypp5yiv/qrv1I8Hq9q22SoAw1CJw4ACJpSWc/0V6WPy1SPKZVFnv+5HsezVQMjQDuo9JzAORm1sMa/ddovXMPYt/D5AFDKww8/rJUrV+olL3mJ7r33Xr3iFa/QhRdeqKuuukp/8zd/I2utrrjiCi1ZskSf//znlUqlKn4OMtSBBgjj4AQA0D5KZau3a99Vi/1uxGXnUwXr2/n1A4Kuks8mwULUQ6n+o52vRgNCxY7dgiRo7ZH0tre9TR/+8Id1yy23aO7cuZM+7je/+Y1Wr16tL37xi7r88ssreg4y1AEAADBlpno71O9utX0kMAI03nSfu3I/l/lsYqDWWvF9Vc4+tVL/DmB6zzzzjP75n/95ymC6JB133HH6/ve/rw996EMVPwcBdaDFtOIgCQAQDK04IW21QDqAxiunnEa5V44wlkcjtGO/1477DLSrWCxW8v5kMlnR46dCQB2os0Z33AwUAAC1Uiqw0yoB6FbZDwDNV3w+mezcWSwfiC+8AfU21SLkYe0X+eygfZiA3oLL931dddVVWrp0qWbNmqW1a9dKkj72sY/pxhtvrHq7BNSBOmrkgIRBBACgGtUGcsI66ZbC3XYAzTfd+ZJMdARdYVC9VGA9jMot/RLmLw4AVO7Tn/60vv3tb+uaa66ZkIl+5JFH6hvf+EbV2yWgDtQJmekAgDCYbmI51QSVvqe5pjv+BOyA+pjpuY/PJlAflXy2GMMA7eGmm27S17/+dZ177rlyXXf8/qOOOkpPPvlk1dsloA7UAZnpAICwmUlQnUkpAADh0qpfmFcaVK90Xxn3oKlsQG8BtmnTJh144IF73e/7vjKZTNXbJaAO1Fijg+l05gCAWpnqUmjq+wbTTLLU87/jdQUah88bwiLM88xKxyyFY5+p9rvwd2E+PkA7Ofzww/WrX/1qr/tvvfVWHX300VVvNzKTRgGYiGA6AKBV5PuYcieklT4ejVFOYIDxBNAYnB8RNNPNKVc6Z7TV+5Z+EWg9V155pc477zxt2rRJvu/rhz/8oZ566inddNNN+p//+Z+qt0uGOhBSdPIAgEYo7m/KyXgOurC0s1yMCYBg4wofoHlqeTUWn2M0XbNLu4Sw5Mtb3vIW3XLLLbrttttkjNHHP/5xPfHEE/rZz36mlStXVr3dpgbU7733Xr3lLW/RkiVLZIzRj3/84wm/f9e73iVjzITbq171qgmPSaVSuuCCCzR//nx1dXXprW99qzZu3DjhMbt379Z5552n3t5e9fb26rzzzlNfX1+d9w4AAKA1ELANPmq6AgCqMV2QOOx9S2H7ax0QD/uxAdrFKaeconvuuUdDQ0MaGRnRfffdp5NPPnlG22xqQH14eFgveclLdP3110/6mFNPPVVbtmwZv912220Tfn/hhRfqRz/6kb73ve/pvvvu09DQkE477TR5njf+mHPOOUePPPKIbr/9dt1+++165JFHdN5559VtvwAAAFrZZBPSsEwsw9LOarTyvgEAmiPsfctMA+lTXWVSuP4MX24DwbNixQrt3Llzr/v7+vq0YsWKqrfb1Brqq1at0qpVq6Z8TDwe16JFi0r+rr+/XzfeeKO++93v6qSTTpIk/cd//IeWLVumX/ziFzrllFP0xBNP6Pbbb9dvf/tbHXvssZKkf//3f9dxxx2np556Soccckhtdwpta7KOk1rnAIB2Us9MMAAIG86DCINWnbPWYr+q+QxXsmB4M9qHELMmdwuSoLWnyHPPPTch6TovlUpp06ZNVW838IuS/t///Z8WLFig2bNn6/jjj9dnPvMZLViwQJL00EMPKZPJTEjTX7JkiY444gjdf//9OuWUU/Sb3/xGvb2948F0SXrVq16l3t5e3X///ZMG1FOplFKp1Pj/BwYG6rSHCLNyO8pKO/JWHdAAAFpHOX1VEBcza4f+tdx9ZLwBAMhr1T5hJuOQeo1hanmcgzjWAoLgpz/96fjPd9xxh3p7e8f/73mefvnLX2r//fevevuBXpR01apVuvnmm3XXXXfpi1/8oh588EG98Y1vHA90b926VbFYTHPmzJnwdwsXLtTWrVvHH5MPwBdasGDB+GNKufrqq8drrvf29mrZsmU13DO0g0o7tVp+Sw0AQK1V2zfRpzVGteOOyf6ORRQBAIXoz3OC2Dfy2gB7e9vb3qa3ve1tMsbone985/j/3/a2t+nss8/WmjVr9MUvfrHq7Qc6oH7WWWfpzW9+s4444gi95S1v0c9//nM9/fTT+t///d8p/85aK2P2XHJQ+PNkjyl22WWXqb+/f/y2YcOG6ncELWe62mjFnWw5HRydIAAg6ErVBy1nYklN0fqr9PhO9prkX8/874MYOADCgC+lEEblLFAa9v68cB+L97fwy+apjgWfbTSLtcG8BZHv+/J9X/vtt5+2bds2/n/f95VKpfTUU0/ptNNOq3r7gQ6oF1u8eLGWL1+uZ555RpK0aNEipdNp7d69e8Ljtm3bpoULF44/5oUXXthrW9u3bx9/TCnxeFw9PT0TboBE4BsAAGniJcblTizpQ4Ov+DXiNQMqR7ANYVbOl0Fh7xsK9zH/c6VjmqB9zsP+mgD1sm7dOs2fP7/m2w18DfVCO3fu1IYNG7R48WJJ0jHHHKNoNKo1a9bozDPPlCRt2bJFjz32mK655hpJ0nHHHaf+/n797ne/0ytf+UpJ0gMPPKD+/n69+tWvbs6OIJTKqZdOJhcAoJ0UB9XLvSKrWX0lk829cUyA2mIugFYQ9P48KErtfzP7VRaGB0obHh7WPffco/Xr1yudTk/43Qc+8IGqttnUgPrQ0JCeffbZ8f+vW7dOjzzyiObOnau5c+fqE5/4hP7qr/5Kixcv1nPPPafLL79c8+fP19vf/nZJUm9vr/7+7/9el1xyiebNm6e5c+fqQx/6kI488kiddNJJkqRDDz1Up556qt7znvfohhtukCS9973v1WmnnTbpgqRAsZmUbGGiCgBoZUyoW1+rLlQHAJgZxgB7C0qfyWvTouzYLUiC1p4iDz/8sN70pjdpZGREw8PDmjt3rnbs2KHOzk4tWLAgnAH13//+9zrhhBPG/3/xxRdLkt75znfqq1/9qv70pz/ppptuUl9fnxYvXqwTTjhBt9xyi7q7u8f/ZvXq1YpEIjrzzDM1OjqqE088Ud/+9rfluu74Y26++WZ94AMf0MknnyxJeutb36rrr7++QXuJsApCJwgAQFhU0m/mH8tErzqVHreZjmnyk3LGRsDUOKehHRG43VtQ+szi14bXCu3ooosu0lve8hZ99atf1ezZs/Xb3/5W0WhUf/M3f6MPfvCDVW/XWBvU8vHBMjAwoN7eXvX391NPvUXVssMrXNALAABMrpETu7D3y7U4VrU4BkEJFABBQ6AKrabccz3v/dKC2FcG4bUivla5/DHb9//7pJyORLObM4E/mtTGC64M7Os5e/ZsPfDAAzrkkEM0e/Zs/eY3v9Ghhx6qBx54QO985zv15JNPVrXdUNVQR2lkec1MPTo5vvkFAAC1VDyuqLZO6lTbKVcQAwRAszH2RyviC9SZCcLx49zUYqzJ3YIkaO0pEo1GZUyujQsXLtT69et16KGHqre3V+vXr696u06tGojmKDw5N/tEHSYrnTM4XgACb41/K4NgoIbC+HkqPA/kxy/5L+6Lr4gr/H25Y50wHhMgaPgcoZVN9/7m/R9s1ZTkA1rJ0Ucfrd///veSpBNOOEEf//jHdfPNN+vCCy/UkUceWfV2yVAPoFIZ55zYqld4PIuPYz2PK68ZgJniPIJ20OiruoKQLVaJcoPixXXO8z+XcyUjpeoAANXi6uzJBaVf5TVCO/vsZz+rwcFBSdJVV12ld77znXr/+9+vAw88UN/61req3i411MvUiBpPtapp2aomOz61uHQZAAA0VyvWUi93n5oxdpmqbZW0J2xfUAD10MpzMCBvqnM9n4GJgtovTvc6NSrwTg31yuWP2bJ//VQga6hv+ODH2+71pORLiwnqibtR2n3/AQBA8wW1XFO5Vz/m209WOwCgHPQF4TDZ61R4RRuvJVAeSr60oFa5nIcTOQCUhwxRILwa+dmdqvTdZGPHyYLwnHOAPVpl/gXMBJ+DnKD3j0FvH1BrRx999PiipIWMMUokEjrwwAP1rne9SyeccEJF2yVDPSBqfVIL+0mymoUzwr7PAFAtzn8Is2Zkcwdlwh+2z25QjhsAIJjC1q/VUrmLgQMzYgN6C7BTTz1Va9euVVdXl0444QS94Q1v0KxZs/SXv/xFr3jFK7RlyxaddNJJ+slPflLRdslQb7J6L4oZxolPpXU7S/1MRwagXXEuRNg0a7zClR17TFW+pZzSLhxLAEBeOYthtxr6QCC4duzYoUsuuUQf+9jHJtz/6U9/Ws8//7zuvPNOXXnllbrqqqt0+umnl71dAupN0OhLe8PUkVUbTAcAAOHVSkH1oI1PytnHqX5f7iJ05Sx0BgBoH2GLRQBoTd///vf10EMP7XX/2WefrWOOOUb//u//rv/3//6frrvuuoq2S8mXBmMyMXNTXRrOZVYAkMO5EGHTrPdsLSf7QQgcFLeh3ldDlrv9woVOg3CcgFqj30Wrq+bczecCqDFrgnkLsEQiofvvv3+v+++//34lEglJku/7isfjFW2XDPUGalZnEpZvhulsAWDmOJcizJp1mXgtMtUrbXO9PqvNOAdUM9akTAwAAADq7YILLtD73vc+PfTQQ3rFK14hY4x+97vf6Rvf+IYuv/xySdIdd9yho48+uqLtGmttwMvHB8PAwIB6e3vV39+vnp6eiv8+KBOGoAfWyzlOU2WnBwkTRQAAZqZZ45bp+u9atCusY4SpxjfVHpewHguglKDPt4CZqvSc3YqfiVbvt+r9ms00vtaO8sds2eqr5HQkmt2cCfzRpDZc9LFAv54333yzrr/+ej311FOSpEMOOUQXXHCBzjnnHEnS6OiojDHjGevlIEO9AVr9ZFtLldT5LGeRrGYLQxsBAAiqoNRWb8VggFR6v2aS3FBK4WtYvO1S476pEidYdBkAmq/SxLGwXDEPhIIduwVJ0NpTwrnnnqtzzz130t93dHRUvE0y1MtUzTdoQR3oh6EzC+qxK1dYsugBAAibMIxjphK0sUA9xiy1TCjgij+ETdjPUUAlKjk/t8pno136pHq+XmSoV248Q/26gGaoXxzsDPW+vj794Ac/0Nq1a/WhD31Ic+fO1R/+8ActXLhQS5curWqbZKjXSbucZAEAABqpWXXWW1U9xqy13OZMA/uMyQGgfio5z4Y5U52+BAivRx99VCeddJJ6e3v13HPP6d3vfrfmzp2rH/3oR3r++ed10003VbVdp8btbGsrnTPGb5iZsHa002nV/QIAoNEYc6EUysIAQHCF8bwcxjajhdmA3gLs4osv1rve9S4988wzE2qkr1q1Svfee2/V2yWg3mbCFNANU1sBAEBzkNCAQrwP0Mw5BPMXtKNK3/dBP08XjiuC3tZ6aud9R2t58MEH9Q//8A973b906VJt3bq16u1S8gUTBG0BrlZb1LNV9gMAgCAqd4FLAK2r1HyGMTgQDEEsxRW09gCorUQioYGBgb3uf+qpp7TPPvtUvV0C6jPQSifeoO9LWAbDQRwgAADQroJWb50xQmOFZfyI+mnkax+U8wwQZPnPZBDqqdM3IJSCWGIlaO0pcvrpp+tTn/qUvv/970uSjDFav369PvKRj+iv/uqvqt4uAXWEqiMJQ8C61MAg6G0GAKCVlZu5Pll/XYtJf7ljgcKxThjGPUHGsQOAxqC/ak1B+OIDmKkvfOELetOb3qQFCxZodHRUxx9/vLZu3arjjjtOn/nMZ6reLgH1Cp3ee74iJtrsZlStkk6OkycAAGhFlU76a5HpXsnfFj6WRTYBAGFSTnCdOAOARunp6dF9992nu+66S3/4wx/k+75e9rKX6aSTTprRdgmoI3SC/O13qS8hgtpWAABQmWYnG1DCBKhOfv5Qr3kEwUEgHH1UkNsWVM0e+6CINblbkAStPQWy2awSiYQeeeQRvfGNb9Qb3/jGmm3bqdmWAJRE5wMAQOsIwmScsQVQnuIAH8F0oP7W+LdO+7loZF+60jlj/AagvUQiES1fvlye59V82wTUEUpBHrjWc8AOAACar9kTc8YYlQvy2BH1w2cFaJ5yAuv1UBhA5xxQGxxHhNlHP/pRXXbZZdq1a1dNt0tAHVPixFmdqS6LYkIHAEBraNY4ibFE5RjTol54bwFTq3Qh8Jng84hWZ2wwb0H25S9/Wb/61a+0ZMkSHXLIIXrZy1424VYtaqgjtIJcS12aGFQvHkSUqrMe9P0BAAB7K9V31zvgzXgBABAm9Zrr0h82DrXUEVZve9vb6rJdAupAHRV38IUDiTAs2gIAACpX3NcDaG0EmoDp1XL+yxy6OTjXIYyuvPLKumyXgHoLq9W3wFNNCpkwTq7UgKEwEz3/M4F1AABaU6kv1mu9TUyPqwBRb8yFgPrg3A0UsWO3IAlaexqEGuotikFdcBSXfSn8EoIBAgAA7aMWi6QxxgMAhFlhPzZVf8hcGUAtzJkzR3Pnzt3rNm/ePC1dulTHH3+8vvWtb1W8XTLUW1QtL8UpZzulgsTtPuGb7jWYrBwMgXYAAFof46XGYVwFAMFSmGwWlHN0qXXOsDfKviBsPv7xj+szn/mMVq1apVe+8pWy1urBBx/U7bffrn/6p3/SunXr9P73v1/ZbFbvec97yt4uAfU20aggbbt3OqWO81THpPjxhdns7X4sAQBoB5VOTIM+Pig385CxDloJASagOkHqC4LSDgC1dd999+nTn/603ve+9024/4YbbtCdd96p//7v/9ZRRx2lL3/5yxUF1Cn50qKKO6ZqOofpBoXTbbNdO6TiieRUNdKnWqCUQTkAAO2hHcZMhevGSNPvM+MghE07fI6BWmpkdjp9Sm3N9HU7vff8GrUEmN4dd9yhk046aa/7TzzxRN1xxx2SpDe96U1au3ZtRdsloI5J1apzq1cnGcRBa6lBQXGQvHhCmX9MqfsBAEB7COK4plzF45vpxkPlCPPxQPsKUvkKIMgaGUgvXtMMtcG5DmExd+5c/exnP9vr/p/97GeaO3euJGl4eFjd3d0VbZeSLy2qlie3UjU+y91+PU6yQTxxT5WFPtXfFGew08kDANC+wlJXvZL2FT+WGrVoB4zrgalVE1soZ1tTob9BKzCSjG12KyYyzW7AND72sY/p/e9/v+6++2698pWvlDFGv/vd73Tbbbfpa1/7miRpzZo1Ov744yvabtkB9S9/+ct673vfq0QioS9/+ctTPnbWrFk6/PDDdeyxx1bUGARPNYHieglCG6ZSzaXLpUrzBKmOHAAAaKygBuFmEkSf7rGMe9CKCKoD5am0H+BzFRyc5xAG73nPe3TYYYfp+uuv1w9/+ENZa/XiF79Y99xzj1796ldLki655JKKt1t2QH316tU699xzlUgktHr16ikfm0qltG3bNl100UW69tprK24Ugq2aSc9MM66KnzNIk6/iS8gma9dkmf5B2hcAANBc001OGz1uaOREebLnmmx/y3l8kJJD0H7CctUJ0Gyl+rZaf26YdwPt6zWveY1e85rX1HSbZQfU161bV/LnyaxZs0bnnHMOAfWQq3WHUxhAnsmip0HpCKuZpBXve1D2BQAAoFCjgoDTPU9xEITgJMKGLE5gevX+jDDvro9Kzm+8BjVgTe4WJEFrT5GBgYGS9xtjFI/HFYvFqtpu1TXUf/nLX+qXv/yltm3bJt/3JzToxhtv1Gtf+1p99KMfrXbzCJhadm75k2grDCyr6RAK97lUHfUgZ+MDAID6KydLPf+4ZrajkWZScoZxFIKAbHWgeegHmo/XAM0ye/ZsGTN50H/ffffVu971Ll155ZVyHKfs7Zb/yAKf/OQndfLJJ+uXv/ylduzYod27d4/fdu3aJUnq6OjQBz/4wWo2H2g/6b+p2U1ouvxK2fUcDIbhZFuL8jWFXy6U2meC6ag3JnUAEEz5scFkYwSp8iBzu57z23W/EUyM7QEAaJxvf/vbWrJkiS6//HL9+Mc/1o9+9CNdfvnlWrp0qb761a/qve99r7785S/rc5/7XEXbNdbaiteHXbx4sa655hqdd955lf5paA0MDKi3t1f9/f3q6elpq4FQpfUsq912WI5pI4Pc1P0EAACFKhmXlRNIrkWwPiwYTyEoWvHzBQQZ5//6q2R8krUZ/Z9+Mh5fw/TyMcnlV39GTiLR7OZM4CeTev6yKwL7ep544on6h3/4B5155pkT7v/+97+vG264Qb/85S/13e9+V5/5zGf05JNPlr3dqjLU0+n0+Eqo7YpBUG2FpYNrRDC9EVcAAACA1lI4dig1jpgs273UeIMxCFBfYZn7AK2Az1vwUPkBjfSb3/xGRx999F73H3300frNb34jSXrta1+r9evXV7TdqgLq7373u/Wf//mf1fxpS2mXyUa9M5fC0sHVOpheHDifKojeLu81AAAwtenGIpMF0qfaRvH6Lq2KpAUEBe9BoDHCEmtoBaWONccfQbDvvvvqxhtv3Ov+G2+8UcuWLZMk7dy5U3PmzKlou1UtSppMJvX1r39dv/jFL3TUUUcpGo1O+P11111XzWZRJ/XMqp7ptsNygq13ZjqDagAAUK7CMUnhGKWSxTiLFxxtt7EIZfXQTCxQCtQf5/fGKzy3cfzrxI7dgiRo7SnyhS98QWeccYZ+/vOf6xWveIWMMXrwwQf15JNP6gc/+IEk6cEHH9RZZ51V0XarylB/9NFH9dKXvlSO4+ixxx7Tww8/PH575JFHqtlkaIVhEFSLE9lUC2K1g1rte2E2eq23DQAA2k+pxc7zwjBObTaOEQAAtUWMA0Hy1re+VU8//bTe9KY3adeuXdqxY4dWrVqlJ598Uqeddpok6f3vf3/FyeFVZajffffd1fwZWkBxNhOqVzwB5rgCAIBq5bPBKsl8ZfyRQ7Y6moXPIFAfnM8BFFq+fLmuvvrqmm6zqgx1hE8tB2rtmv000/0svOwpyMcwSG1Bc/AeAIDwKVUnvZyAAkEHoLkmWzAYQHX4LKGVGRvMWxiMjIzoySef1KOPPjrhVq2qMtQRPrXuVKaqu9lqHVizFl9t1nFstdcPleM9AABoR9R8RbORsQ4AQG1t375df/u3f6uf//znJX/veV5V2yVDfYbaedA92b630iCweF/qtW+ljmUrHUcAABBc7TyeLbbGv5UxGJoqrNnqhZn2k92AeuN9Fg6n957f7CagjVx44YXavXu3fvvb36qjo0O33367vvOd7+iggw7ST3/606q3S0C9SgwKcqYKqod9MjJZ+yvZr0oey/sJAAAgGFphLItwC8N8s9JgedD3BwACzwb0FmB33XWXVq9erVe84hVyHEfLly/X3/zN3+iaa66ZUV11Sr5U6PTe8xUx0WY3Y8YadUlrWC+dnW4CVc7iVdXsexiPFYIvrJ9DAACajeQINFuQysDU4j0epP1Ba+EcDKCU4eFhLViwQJI0d+5cbd++XQcffLCOPPJI/eEPf6h6uwTU21TxQKbazqecwVA5weegqHRwN9W+hWF/EWy1CoTzXgQATIXgVm208ppCaK78+6lZn1Xezwg63qMAJnPIIYfoqaee0v7776+XvvSluuGGG7T//vvra1/7mhYvXlz1dgmot7HCoPpkg7PpOqZWyjAgAwlBw/sMAIBwClNCCcKjksB6Ne+9Rr1vW2kOiebjPIu2EsQSK0FrT5ELL7xQW7ZskSRdeeWVOuWUU3TzzTcrFovp29/+dtXbNdbagO96MAwMDKi3t1dv0OktUfKl0HSDmek6qHIHQ0Ht6GYymCsc1AZ1/4A83qcAgMkQ3Kov+l/UQ/HnNmzvs3K/GOD8hKmE7X0PKWsz+j/9RP39/erp6Wl2c0IhH5Pc/6rPyEkkmt2cCfxkUs997IrQvJ4jIyN68skntd9++2n+/PlVb4eAeplaOaAuzSyoHubM7moGZ0HbBwAAgJkgWNU4jCOB6nCeQimcU8OJgHrlCKgHj9PsBiAYZpKF3qhOrNaDKAZlAAAABCQABF/+PMX5ClLufcB7Ae3I2GDeguZzn/ucRkZGynrsAw88oP/93/+t+DkIqGPcdJ3SGv/Wqmut10KtnmOq/QAAAAAABAdrEqAQ7wMA03n88ce133776f3vf79+/vOfa/v27eO/y2azevTRR/WVr3xFr371q3X22WdXlVlPQB17qTZbnY4NAAAgfEg0ABBkzDORx3sBQDluuukm3XXXXfJ9X+eee64WLVqkWCym7u5uxeNxHX300frmN7+pd73rXXryySf1ute9ruLniNSh3QiZUgsVTrf4SxiyBJgcAgAAIEhYIBwAqsO5E5BkTe4WJEFrz5ijjjpKN9xwg772ta/p0Ucf1XPPPafR0VHNnz9fL33pS2e0IKlEQB3aEzyvNKgu7T0pyP882d8xiag9jikAAKgUiQcAgLBgvgugWsYYveQlL9FLXvKSmm6Xki+QtHcHVUkGeqma5FPVY2/EBK6ez5HfdrMnos1+fgAAEE6MIZqL9XwAoDwsPgogqAioo6TirPNKAuuFE4R6d37NnIwEpWMPSjsAAAAAAJgpAunBwJe/AWQDemtDlHxBSdWWgCn8+/zfTFcGZiZtrMd2y33uenXw5VwdULjPYahnDwAAgoHJcXBQtg+oHOew1sY5MVh4PYDJkaGOSdVisFKcrZ6/zfRS1yAMpMqpL1/pflYaHA/CcQAAAACAemPu09oI3gIIEzLUUVItO7N89k1hFk6YO8vp2l5qoFfu4K+a4xLmYwkAAOqLABSAVlHJFdMID+azQPmMzd2CJGjtaRQC6qhItYOYVhn4lBtML7fmfCXbnqw9lHwBAAAAAIQNc1gAYUXJF1RsJguElKr9XW0bgqrcthWWwKl0f6pZNBYAANRHqyQOoPFmWgYRaCd8VloLc1gAYUaGOspSr0WT2mkxpmZkkhfXsAcAAPUTtHENwafwqMWViwAQFpzjgCrZsVuQBK09DUJAHWUp1eFVU/4lv52gTTgboXB/ZxJcL87yn2obk/2OSRsAALVTvFZMO45zUDuF76Pi+wAg7DifAWgFBNQxI5UG1fMTzDB2ouXWT59qEl2LLPVK/7ac16ecCRvBAQAASgviF9Vkp4db8etHcB3tjnNaa+D8BaBZHn/8ca1fv17pdHrC/W9961ur2h4BdZStViVLarWdUhnf9VJuML3w/6Wyi/LbmumkqJLgdrULyZbaDgAA2BtfRqOWphu3FY8jeZ+hHdRqToPm4TwF1ICVTNBKrAStPUXWrl2rt7/97frTn/4kY4yszTXYGCNJ8jyvqu0SUEfZJhvE1GJwE+Ssm1oswFq8nVrsYyVfTMz0y4fJJmpBft0AAGg2+kbUWzlXSAJAs3F+AtAsH/zgB3XAAQfoF7/4hVasWKHf/e532rlzpy655BJ94QtfqHq7BNRRkck6wmqC6u2UYTDVAKKaCVC5jy+17ZnUvi/e9lT/b8SgiYA+AAAA0B7IUg8n5mkAmuk3v/mN7rrrLu2zzz5yHEeO4+i1r32trr76an3gAx/Qww8/XNV2CagjECYrjxIG5dYon+rLiHqp5DnLPfaVPK7egycGZwAAAHsjYx1AEHAeAmrMKnglVoLWniKe52nWrFmSpPnz52vz5s065JBDtHz5cj311FNVb5eAOmpmJhkDhX9XqpRJrequV6rS2unFf1e8X0EZUEz1Ok11rGt1FUKzj0PxPgbptQEAoBbCnKyA6kx39aDU/DEYMFOc28KBcw2AoDjiiCP06KOPasWKFTr22GN1zTXXKBaL6etf/7pWrFhR9XYJqGNGigORtbgMb6YlSaZaELTZahm4LWffZlKip7ittTyWzS7VUqoMDgAAQKubbjzHmAhhQfkXAEA5PvrRj2p4eFiS9OlPf1qnnXaaXve612nevHm65ZZbqt6usfnlTTGlgYEB9fb26g06XRETbXZzAq/awU2tB/FTBbBnEpCebjtTBfSr2cepAtCTZZSXE7QO6iCUyRwAALUR1L4ewcZYDGHBOS54OH9gOlmb0f/pJ+rv71dPT0+zmxMK+Zjkiis+KzeRaHZzJvCSSa39zOWhej137dqlOXPmyBhT9TacGrYHGBeUTnSqdqx0zhi/lbq/kudoVK3wUkHzyZ6/nHYVX10QFM0aGDMgBwC0ijX+rfRrqBrvH4RFkOYw4PUAEFzPPvus7rjjDo2Ojmru3Lkz3h4BddRNIwLNtVIquF6Ltk9Wh7yaScpkQfNy/66ceuaTfcnQDNUep1o8LwAAYUZfhlrhvYQwCMLcBQAQTDt37tSJJ56ogw8+WG9605u0ZcsWSdK73/1uXXLJJVVvl4A66q7dBzhT1TEPQjsm+10Qg+v13DYLkwIAWgEBUNQa7ymEQVDmLe2M4w/Un7HBvAXZRRddpGg0qvXr16uzs3P8/rPOOku333571dsloI6GaPfOdbJM9bAoDK4387Wsx8sg1CYAAN5ZSURBVDFjgVIAQCuhH0M9UAIGwFToewAE1Z133qnPf/7z2nfffSfcf9BBB+n555+veruRmTYMKNd0pUfCrBX3aSpTLYAaJuUs3Fr4WAaKAACgnZVTQhBoppXOGaGdmwAAam94eHhCZnrejh07FI/Hq94uGepouFYfcE9V4qVUjfZmDvhqlW3UyNe0nPbmH1P42ML7Cve73Kx7BucAgLBo9bEWgocxEgAACKLXv/71uummm8b/b4yR7/u69tprdcIJJ1S9XTLU0RSlMpzzAcswTgIn259yHtvM/Z6uFE1QX4viSdtUZVtKBdUn+7tynzuoxwUAAIngJoD2RiJMY4V5Hg+g9V177bV6wxveoN///vdKp9O69NJL9ec//1m7du3Sr3/966q3S0AdgTBZAHSyxwRdpW0N075NppkD18Js80Kl3lczOdb5fazFtgAAqBeCSWgGAmoAACBoDjvsMD366KP66le/Ktd1NTw8rHe84x36p3/6Jy1evLjq7RJQR9MVZqdP9zhp6iBmLQKdTAZaU61eU4IUAIAwCEJpOQBoFsbsjcP8GWggO3YLkqC1p0Amk9HJJ5+sG264QZ/85Cdrum0C6mi6fOdb7sSvkhralTx//u/afTAQtv0PUqmcsB07AEDrI6gEAKg35kIAgigajeqxxx6TMabm22ZRUgROPTvi/AKUhbd6PXdhaZAgTGRrtQDpVJoxiArCsZX2LgcDAEBQEOQA0I449wEAzj//fN1444013y4Z6gikUot8hk3hPtRiMDeTb/0bcfya+Ro1OyMi//yTvW8ZzAMAAAAAgJkwNncLkqC1p1g6ndY3vvENrVmzRi9/+cvV1dU14ffXXXddVdsloI5QKCcgWW0pmCAHOwsDxTNdTLOe6hFML6dWfqn7mh1YL2wD5YT2xnEAgOagpjqAdkTZKwBob4899phe9rKXSZKefvrpCb+bSSkYAupoGeUuVlo8oCr+f/GEszgoWrydarKSpxvU1SKI3ihT7Uu1k/fp9nuqgXEQAral2lB4LEr93C7abX8BAAAAAEBz3H333XXZLgF1tIWpyq+UE9ScKgg/VWB3srZU+nyFfxs05bSpHllxM802qWUwu/ALkPx2J9t+8XuxHYPqAIDmIVsT9cJ4BgCABgh4iZV2QUAdbW+ywX+pIHAjJgphK0vTTJMFBcoJUtfrmE52dUG7Z6YDAAAAjcYXiACABx98ULfeeqvWr1+vdDo94Xc//OEPq9omAXVgGpVmk1cTKK3FNsKi1L7NJMA8VVC9Hs9XrcmC6VOVDwIAoB7IUketMYZBUHG+axyShgAE0fe+9z2df/75Ovnkk7VmzRqdfPLJeuaZZ7R161a9/e1vr3q7Tg3bCECVZ0G0ezB9qvtnul0pd3zzt1o930zkB/XF7Wnl1x0AEDz0O6gV3ksAADSIDegtwD772c9q9erV+p//+R/FYjH967/+q5544gmdeeaZ2m+//areLgF1YIbywdDCoGi1WRBMSKoXpqB0mNoKAAAwGcYzAApxNQCAoPnLX/6iN7/5zZKkeDyu4eFhGWN00UUX6etf/3rV26XkC1BjlU4smIjU1mTHszArnGMOAAClEDAzjKcQFpzrGovSLwCCZO7cuRocHJQkLV26VI899piOPPJI9fX1aWRkpOrtElAHmoDAbuOF5Vjz3gAANBKBJlSKMQrCiHNdYxFUB+rD2NwtSILWnmKve93rtGbNGh155JE688wz9cEPflB33XWX1qxZoxNPPLHq7RJQB5ogCIOLoAxyCCBPxHEAAABBxTgFAACEyfXXX69kMilJuuyyyxSNRnXffffpHe94hz72sY9VvV0C6kCLKpWBUVzjPShBdQAA0DxkbqIcjBkBlKvc8wXzUQD1Nnfu3PGfHcfRpZdeqksvvXTG2yWgDrSJwoFKYWC9eAI9VQ3yWg92mLwDAAAAAACUwY7dgiRo7WkQAupAiyoMfhcGrqcLYk/1+3qWZyE7AQCA5iFLHVNhjIaw4/zWWOXO7YofM9M5IXNKAI3iNLsBAOqrsLxLkAaSQWoLAAAgaIrSeF8AaJSZBtML/wWAeiKgDrSwsA0mwtZeAABaDcFTFOL9gLALWlIR6meyK7SBVmJsMG/tiIA60KLqNYio98SKwQ8AAEDzEUxH2DGvaC+83gCm8uyzz+qOO+7Q6OioJMnamX0TQEAdAFoQA8q9kaEEAOUhkAreAwDCgjE+gKns3LlTJ510kg4++GC96U1v0pYtWyRJ7373u3XJJZdUvV0C6kCIlDtQqOeAggFLODAR3ttK5wyOCwCUgX4eQNhxHmsPU73OvAfQkmxAbwF20UUXKRKJaP369ers7By//6yzztLtt99e9XYJqAMBlw9gl7u4aD0HDo0KRjL4QbPxHgQAAAAAINzuvPNOff7zn9e+++474f6DDjpIzz//fNXbjcy0YQBqq5Is9EZm2+afqxlBdbKK0Wi85wC0s5XOGXyxCACYkUbPVwGglOHh4QmZ6Xk7duxQPB6versE1IGAqWQS2y6TXQZjAAA0Vr7fbZexBoDWwXkrGOo5f+M1RtsKYomVoLWnyOtf/3rddNNNuuqqqyRJxhj5vq9rr71WJ5xwQtXbpeQLEDBBHRw0u13Nfv6wKFUSiGMHAKgWX2gDAIKkkrkN8yAgmL7yla/ogAMOUCKR0DHHHKNf/epXZf3dr3/9a0UiEb30pS8t+7muvfZa3XDDDVq1apXS6bQuvfRSHXHEEbr33nv1+c9/vso9IKAONE2pzj3oHX5xPXcED4EPAECtsagzAKDZKpmH0mcBwXXLLbfowgsv1BVXXKGHH35Yr3vd67Rq1SqtX79+yr/r7+/X+eefrxNPPLGi5zvssMP06KOP6pWvfKVWrlyp4eFhveMd79DDDz+sF73oRVXvh7HWBjw5PxgGBgbU29urN+h0RUy02c1BiwpboLragUq1+8nACAgOSjEB7Sts4xVUjvM7worzUzDU6hwyk3kjY9XgytqM/k8/UX9/v3p6eprdnFDIxyQPueizcuOJZjdnAi+V1FOrLy/79Tz22GP1spe9TF/96lfH7zv00EP1tre9TVdfffWkf3f22WfroIMOkuu6+vGPf6xHHnmkFs2vGhnqQBOFPds77O1vdfnXJuivUdDbh9KYoADti4x1AMBkZtI/FF4RPZM5AsF0oPEGBgYm3FKp1F6PSafTeuihh3TyySdPuP/kk0/W/fffP+m2v/Wtb+kvf/mLrrzyyorb9a1vfUu33rr3+eTWW2/Vd77znYq3l0dAHQiAsAemS9Xsnmx/wryfYRXEwWThQLmShXhRP7wGACpFYB0AUIg+AWhfy5YtU29v7/itVLb5jh075HmeFi5cOOH+hQsXauvWrSW3+8wzz+gjH/mIbr75ZkUikYrb9bnPfU7z58/f6/4FCxbos5/9bMXby6u8JQBmpDBo1UqBxMlqwtdyUJV/DgZq5QnKcSp+H5AxEkxcGgugWsXneIQb/QCASgXtvBG09gA1Y8duQTLWng0bNkwo+RKPxyf9E2PMxE1Yu9d9kuR5ns455xx98pOf1MEHH1xV855//nkdcMABe92/fPnyaeu2T4WAOtBApTK520m77S9yige0pQa4DHqDgdcBwEy1UrIAAGBytR430ncA4dbT0zNtDfX58+fLdd29stG3bdu2V9a6JA0ODur3v/+9Hn74Yf3zP/+zJMn3fVlrFYlEdOedd+qNb3zjlM+5YMECPfroo9p///0n3P/HP/5R8+bNK2PPSiOgDqCuGBgFQ7Mzj4uvzED4NPs9BCA8CKoDQGuq11iQPgNoD7FYTMccc4zWrFmjt7/97eP3r1mzRqeffvpej+/p6dGf/vSnCfd95Stf0V133aUf/OAHJTPPi5199tn6wAc+oO7ubr3+9a+XJN1zzz364Ac/qLPPPrvqfSGgDgBtICjBdIQXJWEAVIKgOgC0lnqOAekzgDIFuORLuS6++GKdd955evnLX67jjjtOX//617V+/Xq9733vkyRddtll2rRpk2666SY5jqMjjjhiwt8vWLBAiURir/sn8+lPf1rPP/+8TjzxxPEa7L7v6/zzz6eGOoD2QlAvXPKvVSWvG69xMPGaAKhE4fkf4cB5HkApYTo3hKmtQDs666yztHPnTn3qU5/Sli1bdMQRR+i2227T8uXLJUlbtmyZUW3zYrFYTLfccouuuuoq/fGPf1RHR4eOPPLI8eerlrHWBu27jUAaGBhQb2+v3qDTFTHRZjcHIcRksrYYKAEAEB6Mg4KPsRVaBeeb2mrUuaFWrxvnsuDL2oz+Tz9Rf3//tDW3kZOPSR7ywc/KjSea3ZwJvFRST/3r5W33epKhDjQAgzoAAAAAqD/Kh9RO2ILTYWsvUCljc7cgCVp7pFxZmauuukpdXV26+OKLp3zsddddV9VzEFAH6ozBXH3kjyuDpvCbrLwLZV8AAABQDYLqM9OMMTivGYBaefjhh5XJZMZ/nowxpurnIKAO1BEDgvojsB5+k712vKYAAABAYzEGBxB2d999d8mfa4mAOlBjBNGbg8A6AADBReZhsDF+QivivFOZsJ8Hwt5+oCx27BYkQWtPgxBQB2aAAVrwFL4mrTaoogQKAAAAUD6C6qg35mhAe3Ka3QAg6IoHYGv8W8dvCLZWe43yE4JW2y8AQOuj7wouAkEAgoB+AkCYEFAHChR24oWBS4LoCIr8pJf3IgAAmCmC6QDymjm/mOlzN/NcxnkUjWRsMG/tiIA6UIBgJcKgnPdpu72H221/ASBsCDgED68J2gXvdcwUcw0AxQioAwXIQm89xVcdtIqVzhlTloBpt4lDu+0vAAAAysdYMbjCkJ3O+wdAMQLqaGuFpVxaKdiKifKvbSsuSlSYrd5q+wYAaB30UQAQfI0+V9M3ABWyAb21IQLqaGt809w+CoPqrSafrS4xKAUAANNrxfEQMB3e9+VhPgEA04s0uwFAszBQaD+tHFSXWne/AABAbTBWQLtrxStW2xnnNADN0tQM9XvvvVdvectbtGTJEhlj9OMf/3jC7621+sQnPqElS5aoo6NDb3jDG/TnP/95wmNSqZQuuOACzZ8/X11dXXrrW9+qjRs3TnjM7t27dd5556m3t1e9vb0677zz1NfXV+e9AxBUDKIBAAAAoLkIiAMVanZpF0q+jGtqQH14eFgveclLdP3115f8/TXXXKPrrrtO119/vR588EEtWrRIK1eu1ODg4PhjLrzwQv3oRz/S9773Pd13330aGhrSaaedJs/zxh9zzjnn6JFHHtHtt9+u22+/XY888ojOO++8uu8fAAAA0O74Irux8qXgSt0AAAAwc00t+bJq1SqtWrWq5O+stfrSl76kK664Qu94xzskSd/5zne0cOFC/ed//qf+4R/+Qf39/brxxhv13e9+VyeddJIk6T/+4z+0bNky/eIXv9App5yiJ554Qrfffrt++9vf6thjj5Uk/fu//7uOO+44PfXUUzrkkENKPn8qlVIqlRr//8DAQC13HUCTrfFvZWIJAABCj/EMgFpq9DmFMjwAwiiwi5KuW7dOW7du1cknnzx+Xzwe1/HHH6/7779fkvTQQw8pk8lMeMySJUt0xBFHjD/mN7/5jXp7e8eD6ZL0qle9Sr29veOPKeXqq68eLxHT29urZcuW1XoXAQAAAAAAUCG+TEQ7MgG9taPALkq6detWSdLChQsn3L9w4UI9//zz44+JxWKaM2fOXo/J//3WrVu1YMGCvba/YMGC8ceUctlll+niiy8e///AwABB9RbCN+CQWn+RUgAA0DoYrwBohDBcyRv09gFofYHNUM8zZuJ3Hdbave4rVvyYUo+fbjvxeFw9PT0TbgBaE1+wAACAICN4BNQOn6epcXwAYHqBDagvWrRIkvbKIt+2bdt41vqiRYuUTqe1e/fuKR/zwgsv7LX97du375X9DqB9EVQHAABBw2KiABqF8w0QAjagtzYU2ID6AQccoEWLFmnNmjXj96XTad1zzz169atfLUk65phjFI1GJzxmy5Yteuyxx8Yfc9xxx6m/v1+/+93vxh/zwAMPqL+/f/wxaD8MFFAKQXUAABAUjFeB+uHzlZMPojf7eFTy/M1uKwBITa6hPjQ0pGeffXb8/+vWrdMjjzyiuXPnar/99tOFF16oz372szrooIN00EEH6bOf/aw6Ozt1zjnnSJJ6e3v193//97rkkks0b948zZ07Vx/60Id05JFH6qSTTpIkHXrooTr11FP1nve8RzfccIMk6b3vfa9OO+00HXLIIY3faQQGq4mjFOqqAwCAZmMcAtRXO88Dg3p+KWxX4esT1PYCaG9NDaj//ve/1wknnDD+//wioO985zv17W9/W5deeqlGR0f1j//4j9q9e7eOPfZY3Xnnneru7h7/m9WrVysSiejMM8/U6OioTjzxRH3729+W67rjj7n55pv1gQ98QCeffLIk6a1vfauuv/76Bu0lAAAAAAAIinZNrgpLcDos7QQazdjcLUiC1p5GMdbaNt31ygwMDKi3t1dv0OmKmGizm4MZasfBEyrDIA4AgNpg3FUZxiBAY7TjuYnzC4IgazP6P/1E/f396unpaXZzQiEfkzz8fZ+VG080uzkTeKmk/vy1y9vu9QxsDXWgXtpx4AQAAAAAaG/MhQGgNppa8gVohvy38gwmAAAAAAAAEAp27BYkQWtPg5ChDgAAAKAuSGAAEFSUPwEAVIuAOtoWAygAAAAAQLtgDgwAtUFAHQBKIKMOAAA0A2MQoHEIMAMIHRuwW5sioA4AAACg5ggMV4cAHwAAQLARUEdbY8ICAAAAAO2rXeaE7bKfANAIBNTR9hhYAAAAIAgYlwLNwWcPQBgYG8xbOyKgDgAAAKCmKPdSOQJ6QHO18mewlfcNAJqBgDogBhgAAABojpXOGYxFgYBotc8i5xcAqA8C6gAAAABqigAOgLBqlfNXq+wHgAI2oLc2REAdAEpgAAoAAOqN8QaAeuDcAgD1RUAdAAAAQE1RQx0AAACtioA6AAAAgJohmF4eMkiB4Arz5zPMbQcwNWODeWtHBNSBMQw8kMd7AQAA1BNjDSD4wvg5DWObASCMCKgDQBEy6wAAAAAAAFAKAXWgAN/oQ+J9AADATNCPTo3jA4RHmD6vYWorgCrZgN7aEAF1oA2sdM5ggAUAANBkjMeA8AnD5zYMbQSAVhJpdgOAoFnpnBG6kh/lDqDyjwvb/jUSg1EAAFBLjC0A1AvnFwBoDgLqQEjNZPBU/LcE2AEAAAAgPAimA+3H2NwtSILWnkYhoA4EWKMGSWSu5zAoBQAAtcTYAmgNQbuKmXMLADQXNdSBIkEYKDWr5nk7D8zaed8BAEDtMbYAWkcQ5oh5nFsAoPnIUAeKNCv7IKwDo6Bla1QjrMceAIAgCvu4AAAKBeWcxpwFgOzYLUiC1p4GIUMdwAT57PhyBmytMKhrhX0AAADBwvgCaB1B+DwHoQ0AgD0IqANj8pkHZKe3D447AACoNcYXQOtp1ue6WaVAAQBTo+QLUKCWwfTCgc8a/9ZJS6MEeYBUTpuDcgkkAABAswV5XAcg2Dh/AJgWJV8Cg4A6UCNTDYDyv2uFQVKrBNNb4bUAACBowjw2mCnGFkBrq3TtKM4JANC6CKgDY2YSKG7lwVLhwHGy/WyFhUkxufwVFgAAtLJSfR3jGwCF8ueJ4nMDY2UAaC8E1IESygkQM2iaiKB668q/trznAQCtrFRfVxw8KzXeoX8E2g+fewDNYGzuFiRBa0+jEFAHJjFZ9kHh79oFGVsoDiC022cAANAeJrsqr/D/9IEAAADtjYA6MA0mTaWF+biEue1BQcY6AKBYK33ZTj8HAACAyRBQB1C14sufp8rqDwomxwAA1F6Q+34AAICWYMduQRK09jSI0+wGAAifNf6te10SHYZLoYParrBY6ZzBMQQAAAAAAG2NgDqAiuUDq1MFVwm8tr7CbEQyEwGgfdEHAAAAoJ0QUAdQNwTVW1Op15XXGgDQagqvyAMAAGg2Y20gb+2IgDoAoGLF9fIJOgBAe+LcDwAAgHZDQB0AUJUwLEILAAAAAABQS5FmNwAAAABAuLTLl6mUNEM9rfFv5T0GACifHbsFSdDa0yBkqAOoq6BMEoLSjlY3VYClXYIvAIDWwNgB9cZ7DACAcCJDHUDdrXTOaFgwlYlJ8+Vf68LXorDWOq8RAIRfI/v2ZqCvAgAAwGQIqANoiFLB1XptH8FQ6nXmdQIABB19FQAACCJjc7cgCVp7GoWAOoCGK56oThZgL3fRSya+AACgFhhTAAAAYDoE1AE0XanAeeGEdqrsdia+4cFrBQAIGvomAAAAVIqAOoDAKGdSWxh8ZxLcXK1cOxcAML2w1VFn3AAAAELNjt2CJGjtaRAC6gBCiUlx81QSPOF1AgA0C30QAAAA6sFpdgMAAAAAoJYIpgMAAKBeCKgDCKRqLiEP02XnYbbSOWP8BgBoX/S7AAAAjWNsMG/tiIA6gJbC5L6xCKoDQHuivwUAAEC7IqAOIJCqCdQS3G2OyY47rwcAAAAAAGg1BNQBBB6LYDZXNVmIvA4AAAAAANSQDeitDRFQBxAK5QR11/i3cgl6DU12PIvvK/4/wXQAQL2Us4YH/RAAAADqKdLsBgBAufKB28KJMgH0xsof7zX+rVrpnEEwHQDQFPn+prAfog8CAABAIxBQBxA6BNEbb7LAeWFAg0AGAKDR6HsAAEC7MDZ3C5KgtadRKPkCANhLpV9aENAAgPZFHwAAAIB2QkAdQOAxUW8srgAAAEylsARbqfJfAAAAQCsjoA4gFAiqN0Y5QRFeCwBAoWb2CwTzAQBA27ABvbUhaqgDCIVyJ8wEe+uL4wsAyGvG+hkE0AEAANBsZKgDCIVyJ+xMtOuHYDoAoFDhwtSNfM78DQAAAGgGMtQBtBQm2NXjywgAQNAV128HAABoJ6ZNS6wEDQF1AKEx1cJnLIpWHWqmAwAqEYS+ln4JAAAAzURAHUCoTBdUR/mCEBQBAIRLcV/b6L6Evh4AAADNRkAdQOgwmZ65SgIgzVh0DgAQDo28Qoy+CAAAtDVrc7cgCVp7GoSAOgC0kUqCHkEOXBDkB4DmKaxjztVOAAAAaDcE1AGgDbRKID0vDG0EgFZEAB0AAADtjoA6ALS4VgumAwCag2A6AABA8xibuwVJ0NrTKE6zGwAAqB+CHwCAemlkH8MXvgAAAAgKAuoA0ILW+LcSTAcA1BRBbQAAAICSLwDQcqoNpBMoAQAECf0SAABAATt2C5KgtadBCKgDQAshKx0AEHYE0gEAABBkBNQBAAQvAABTatQXtvRHAAAACDoC6gDQ5gheAACCgP4IAABgcsbP3YIkaO1pFBYlBYA2RvACAAAAAACgfGSoA0ALmSxAXupSfYLpAIByNKrcyxr/VvomAEBd0dcAqAUC6gDQBvKDRgaQAIBKsNg1AKCVMBdCqNmxW5AErT0NQskXAGhha/xbJwRDGEACACq10jlj/FZvxf0WACBYOEcDABnqANDyCKIDAKrVrD6EL4MBIJg4JwMAGeoA0NIY8AIAwo5sSAAAAMnYYN7aEQF1AAAAANMisA0AAABQ8gUAAADAFAikAwAAAHsQUAcAAABQUhCC6ZQvAwAAkGRt7hYkQWtPg1DyBQAAAEAgEUwHAABA0JChDgAAACBQCKQDAAAgqMhQBwAAABAYBNMBAKiNIJRuQ+0YG8xbOyKgDgAAAGAvzZiEE0wHAKA28v04QXWg9gioAwAAANhLo4PbBNMBAKiPNf6t4zcAM0cNdQAAAAAAAKDF8eV1yNmxW5AErT0NQkAdAAAAAAAAaDGFAXSy04HaoeQLAAAAgJJWOmeQzQYAQAgV99/050DtkKEOAAAAYFL1zmhjgg8AADA9Y3O3IAlaexqFgDoAAACAkuoZTCeQDgAAgDCi5AsAtADq4QEAwoRgOgAAAMKKDHUAAAAAJeUD33xxCwAA0GTW5m5BErT2NAgZ6gDQAsj0AwAAAAAAqD8C6gAAAAAm1SrZ6YX7MdnPAAAAwHQo+QIAAABgWrUs/7LGv7XhV1etdM7YK5Beap+46gsAAASRsblbkAStPY1ChjoAAACASRUGncOczV3c9uIAOwAAAFAOMtQBAAAAtJVSwXQy0wEAAFAOAuoAAAAAGq5ZZV/yz13qfgAAgMCyY7cgCVp7GoSAOgAAAIAp1bI8SmHwupFB9eLnIYgOAACAahBQBwAAADCtWi1KGoQFQAmmAwAAoFosSgoAAACgbASjAQAAGs/YYN7aEQF1AAAAAGXJZ5fXKqheqzIyAAAAQKNQ8gUAAABAWWpZSx0AAAAIIzLUAQAAAJSt1iVfCNADAACUwbfBvLUhAuoAAAAAAAAAAJSBgDoAAACAitQjS51MdQAAAIQBNdQBAAAAACXVeiFaAABQJTt2C5KgtadBCKgDAAAAqFhhgLVW2eUEb4Mn/1oUv8a8RgAAoF1R8gUAAADAjLBQaetb6ZxRly9RAAAAwoYMdQCoszX+rWRxAQBa3krnjJoGWUtti/60+Qoz1hnjAADQOEaSCViJFdPsBjQJGeoAUGdMNAEA7aI4i7nW25bIjA6Ker7WAAAAQUaGOgAAAICaKg5+V5K9Pl2QliAuAAAAmokMdQAAAAB1UU4Wc6nfk4UOAABQxNpg3toQGeoAAAAA6m6yLPVSdbjJQgcAAEBQEVAHAAAA0BCFpWCKg+YscAkAAIAwoOQLAAAAgIYqFUwv/BcA8P+z9+fhtmVpWS/4+0Yz51xr7fb00WckmWqSIEIq2Vy4QJGNqSKWVYBwS9BCCx4or0magohKwkVSukwoudigl07BLJ4rRZWSTaACIiiYF+kEsolsIyPiRJxmN6uZzRij/hhzrr32jhMRJyJOs8853+951rNXM9eaY7Z7zne84/0URVEOI+l4Pu5E1KGuKIqiKIqiKMpNRZ3piqIoiqIoyq2COtQVRVEURVEURVEURVEURVEU5SpQh7qiKIqiKIqiKIqiKIqiKMpxJvWP48Rxa88NQh3qiqIoiqIoiqIoiqIoiqIoinIVqKCuKIqiKIqiKIqiKIqiKIqiXHd+6Id+iAcffJCqqnjFK17Bf/yP//Fpp/3X//pf87rXvY7Tp0+zsbHBq1/9at7znvfcwNZeGRXUFUVRFEVRFEVRFEVRFEVRjjGS0rF8PBfe+c538qY3vYlv+ZZv4Td+4zf43M/9XN74xjfysY997IrT/9Iv/RKve93r+Lmf+zne97738QVf8AV80Rd9Eb/xG79xLVbp80ZSeo5Lfoeyu7vL5uYmn88X48Tf7OYoiqIoiqIoiqIoiqIoyi1Fl1p+gZ9lZ2eHjY2Nm92cW4JBk/zcz/9WnKtudnMO0XUL/uMvfNtVb89XvvKVfNZnfRb/6B/9o+V7L3vZy/hzf+7P8ba3ve2q5vnyl7+cL/uyL+Pv/b2/97zb/UJRh7qiKIqiKIqiKIqiKIqiKIryvNjd3T30qOv6KdM0TcP73vc+Xv/61x96//Wvfz2/8iu/clXziTGyt7fHiRMnrkm7ny8qqCuKoiiKoiiKoiiKoiiKohxn4jF9APfddx+bm5vLx5Xc5k8++SQhBM6ePXvo/bNnz/LYY49d1Sr4vu/7PqbTKV/6pV96VdNfL9xNnbuiKIqiKIqiKIqiKIqiKIpyy/Lxj3/8UORLWZZPO62IHHqdUnrKe1fip37qp3jrW9/Kz/7sz3LmzJnn39hrgArqiqIoiqIoiqIoiqIoiqIoyvNiY2PjWTPUT506hbX2KW708+fPP8W1fpR3vvOdfPVXfzU//dM/zWtf+9oX3N4Xika+KIqiKIqiKIqiKIqiKIqiHGMkpWP5uFqKouAVr3gFDz300KH3H3roIV7zmtc87fd+6qd+ir/0l/4SP/mTP8mf/tN/+nmvv2uJOtQVRVEURVEURVEURVEURVGU68qb3/xm/uJf/Iv88T/+x3n1q1/NP/2n/5SPfexjfO3Xfi0A3/zN38wjjzzCj//4jwNZTP/Kr/xKfuAHfoBXvepVS3f7aDRic3Pzpi2HCuqKoiiKoiiKoiiKoiiKoijKdeXLvuzLuHDhAt/+7d/Oo48+yqd92qfxcz/3czzwwAMAPProo3zsYx9bTv9P/sk/oes6vv7rv56v//qvX77/VV/1Vfzoj/7ojW7+EhXUFUVRFEVRFEVRFEVRFEVRjjOpfxwnnkd7vu7rvo6v+7qvu+JnR0XyX/iFX3juM7gBHOsM9be+9a2IyKHHuXPnlp+nlHjrW9/K3XffzWg04vM///P53d/93UO/Udc1f+2v/TVOnTrFZDLhz/7ZP8snPvGJG70oiqIoiqIoiqIoiqIoiqIoyi3OsRbUAV7+8pfz6KOPLh+//du/vfzsu7/7u3n729/OD/7gD/Lrv/7rnDt3jte97nXs7e0tp3nTm97Ez/zMz/Cv/tW/4pd/+ZfZ39/nz/yZP0MI4WYsjqIoiqIoiqIoiqIoiqIoinKLcuwjX5xzh1zpAyklvv/7v59v+ZZv4c//+T8PwI/92I9x9uxZfvInf5Kv+ZqvYWdnh3/+z/85P/ETP8FrX/taAP7Fv/gX3Hffffz8z/88b3jDG27osiiKoiiKoiiKoiiKoiiKojxnUsqP48Rxa88N4tg71D/wgQ9w99138+CDD/IX/sJf4OGHHwbgwx/+MI899hivf/3rl9OWZcnnfd7n8Su/8isAvO9976Nt20PT3H333Xzap33acpqno65rdnd3Dz0URVEURVEURVEURVEURVGUO5djLai/8pWv5Md//Md5z3veww//8A/z2GOP8ZrXvIYLFy7w2GOPAXD27NlD3zl79uzys8cee4yiKNje3n7aaZ6Ot73tbWxubi4f99133zVcMkVRFEVRFEVRFEVRFEVRFOVW41hHvrzxjW9cPv/0T/90Xv3qV/Mpn/Ip/NiP/RivetWrABCRQ99JKT3lvaNczTTf/M3fzJvf/Obl693dXRXVFUVRFEVRFEVRFEVRFEW54UjKj+PEcWvPjeJYO9SPMplM+PRP/3Q+8IEPLHPVjzrNz58/v3Stnzt3jqZpuHTp0tNO83SUZcnGxsahh6IoiqIoiqIoiqIoiqIoinLncksJ6nVd83u/93vcddddPPjgg5w7d46HHnpo+XnTNPziL/4ir3nNawB4xStegff+0DSPPvoov/M7v7OcRlEURVEURVEURVEURVEURVGuhmMd+fKWt7yFL/qiL+L+++/n/PnzfMd3fAe7u7t81Vd9FSLCm970Jr7zO7+Tl770pbz0pS/lO7/zOxmPx3zFV3wFAJubm3z1V381f+Nv/A1OnjzJiRMneMtb3sKnf/qn89rXvvYmL52iKIqiKIqiKIqiKIqiKMpVkFJ+HCeOW3tuEMdaUP/EJz7Bl3/5l/Pkk09y+vRpXvWqV/Gf//N/5oEHHgDgG7/xG5nP53zd130dly5d4pWvfCXvfe97WV9fX/7GO97xDpxzfOmXfinz+Zwv/MIv5Ed/9Eex1t6sxVIURVEURVEURVEURVEURVFuQSSlO7Qr4Tmyu7vL5uYmn88X48Tf7OYoiqIoiqIoinIH81D8aQBeZ77kJrdEURRFUa6eLrX8Aj/Lzs6O1iu8SgZN8vNe/XdwrrrZzTlE1y34xV/9jjtuex5rh7qiKIqiKIqiKIryVFRIVxRFUZQ7C4n5cZw4bu25UdxSRUkVRVEURVEURVEURVEURVEU5WahDnVFURRFURRFUZSrZIhaAXWJK4qiKIqi3ImooK4oiqIoiqIoinKVqIiuKIqiKMpNIaX8OE4ct/bcIDTyRVEURVEURVEURVEURVEURVGuAhXUFUVRFEVRFEVRFEVRFEVRFOUq0MgXRVEURVEURVEURVEURVGU40zqH8eJ49aeG4QK6oqiKIqiKIqi3PFosVFFURRFURTlalBBXVEURVEURVGUOxYV0hVFURRFUZTnggrqiqIoiqIoiqLcsaiIriiKoijKrYCkhKTjlbFy3Npzo9CipIqiKIqiKIqiKIqiKIqiKIpyFaigriiKoiiKoijKbc0Q6/JQ/OlDES+KoiiKoiiK8lzRyBdFURRFURRFUW5LHoo/zevMlyxjXTTeRVEURVGUW5aU8uM4cdzac4NQQV1ZItYizucXKZJCIIVwcxulKIqiKIqiKM8TFdAVRVEURVGUa41GvigAmKJAyhIpPOIdiO4aiqIoiqIoigJoTIyiKIqiKIqyRB3qdzhiLWY8RtYmIAJ1Q+o6RAQpBrd6IsUIYcW1nuLNbbiiKIqiKIqiPA1D1MsL+T4cdriviurqfFcURVEU5YaTgOMmx92ZiS8qqN+xiMGMKsxoBJvrUHjoAowqpOsg9EdojBACkhKpbpAQsrjedQCkmEhdexMXRFEURVEURVEO83wF72dyoquIriiKoiiKooAK6nckpqww504TT6wTvAURpIvQxRwCZEwW0gHpItIG6ALSthAiEiO0LSkEpO0glaQQiIsaMZLjYvoM9kMMMTIpLqdRFEVRFEVRlJvJ04norzNfckWnuqIoiqIoinJno4L6nYQYjHeYu86yeOlp5qc9EhJ+FnH7AdNFQmmJTsAKxISEhAkJ00Tc5XkW11OCtkPqBsoIMSJdQIoiC/EpEefzw7O2dimoi3FgLfTxMVr4VFEURVEURbkZHBXTjwrnKqQriqIoinJckJSQdLwyVo5be24UKqjf7ohBjCDOY9YmxHvPcunlm+zdI3RrYFqhetJQ7hhMB8lCMgIpYVowXUISkBLdyGKb7Co3dcAsWqTpkLqDtkW6AE1Dag4iYMT5vtCpB2sQMaQUoe1yXEzsbtKKURRFURRFUe4UjmaqX8mVPjjSVURXFEVRFEVRngkV1G9nxGCKIgvamxuEcyfY/UNr7N0rtBsQqgQJQiEsThmih2RAAtha8FPw+wk/SyRjkASxzC7ztOmxc49dBPyleRbTK5dFc8CMx7kJ4xG4fjdLCYzJkTHSC+8a+6IoiqIoiqJcQ64kiq/Gt1yJ1c9VVFcURVEURVGeCRXUb1PEWsx4jGxuEM9uMz83Zu9ex/RuqE9EUhlBEuISZtxyYmsPkcR6UWNIbJVzYhI+vHOSRz98EmkBMSQB0wluKti5xc3B742wTRbeJx+f4y5NESAVjlg4SL0g3+bipsSInL94s1eRoiiKoiiKcptyNY70oxwV1Yf3FEVRFEVRjgV9gsSx4pg150ahgvptiCkrZFQhm+uEs1tM75uw+4Bhdi4RzrSM1hd4FxBJFDawVtbcO9nhUyZPcMrtAbATxoxNw2dufJz2XktIhj+YnuWje9vszit2L4+xjxcgAkAjwiIIoRxT7JaYNoE5yGFPVrBNRLqExISvO2Q2h/pmrilFURRFURTlVudK4vfVCOFHXetXylNXt7qiKIqiKIpyFBXUbxf6gp+mKjEnT5A2J9Rn1pmd8+zdb5ifScSTWUwfVw2FDVSuZc03bBVzThRTvAT2YgXApp3RJoeXwF3+EpVpednoEfa2RzzabvFbu/fy5L1jZm3BE5fX6GpHagzzC57yksPUkBzEAqIHIvg98FMopoli01OeXMNdnpEeeYw4m2lxUkVRFEVRFOU58XRZ6Ff7+aqoflQ4VzFdURRFURRFuRIqqN8GiPOItWAEs7FO2pwQNscsTnnmJw3dGJJLQCIEQ4gGXzSs+YaNYoEzgTZZdroRRhLrdsFerNi0cyamZmJq1s2CSHajL5Lnj21+jHbd0SZLPCd4E2ijZbcbERBiEkrT4U3OSHcSeLxe59c++QAXz0/wTzqKXcfkk2O21irkdz9Ims9v4lpUFEVRFEVRbiWeLsbl2bLSr+a9Z3pfURRFURTlppDSMYx8OWbtuUGooH6LI9ZiRjnihaKAyYiwMaLZLqg3DO0GNFuRtBYwPlKVLdujGfevXebe6hJGElYiO92ID+yf4XJdcaKa8+DkAvf6ixQS8BKICE1yWCLrJgvtIRmsRAwRK4mL3YSxbQjJUJmWE26fdbNg3IvylsSfP/k+fmt+Px+cnWa3HfHfPnYvOy9Z5373h7C//1HC5cs3e5UqiqIoiqIotwBH3eXPlpOuArmiKIqiKIpyLVBB/VZGTC48urFO2l4njgu69YJ609FsGOanodnI7nTxAVcETk6mnKpmXKzHfHDnFIvOceH8Bu6xgnjfnPWNOWu+4Yl6jV9s/whni1023ZwTbp9SWiKGNuVM9YDBpoiXQJ1kGRdjJbIXKs63G9TBUdqO16y9n3Nuhy0z47PHH2LNLnh4fpq1F9c8efeE39t8gAf+7Usofvl3iepUVxRFURRFUa6CW1IkF4MYOfgLpBBIMUGKN7lxiqIoiqIoyrOhgvotjPEOvINRRbc9ptnyNOuWdiR0E4glJJOHXqRg6GrL47vrTJuSRevYvTzGPFlw968mNt5/iXf/t28H4K2/88XcW1yklJa9OKKOnkX0lLZlbHIV0ZgMTbJEDIZIxLBp58xiQZssl9sxH5me4JG9TTbKBbPgefX6B9mwCyppeHFxnpgMDydDU1juetl5PiJnOHfiM9j6hYcJT17QmwpFURRFURTlaXk2RzpcWXC/btnoYvL1ubX5dS+SD+I5ANbkqEYA078XI3QdtB0k0WtgRVEURVGuTIQ+jfn4cIdesqigfosi1oJzSFURTq4xO1tSbxm6CkIFoYRkQIJgakPqhGgc8wslM5cwrXDqN4WtD8yx02YppgO89dN+ln/9oc/ktN0jYvhIewpD5KTbJyRDxDBNB7vOLJYskmcWCyyJS+2E/99v/1HO/jvPeBqxF1t+6D98Lz/2gdfQJIsXw4ZZ8JLyMRYpO9gLE7CfGvnY+ime/KMv4eyvP8jko3tIF3MeU0hIjNAF0qXLhIuXbsZqVxRFURRFUW4Bnkkwv1Ziulh7II5bi1lfI53eJmyMSFYwTcAsOgjh4GbT5GmTtyRnICTMvMbsz2G+IDUtdB1xUZO69pq0U1EURVEURbm2qKB+KyIGcR6zNiGe3WZ294j5KUO7BtEBBiSBdOA68E8I3VhoNrJbXWaG0Xk48bt7mP/+Yd69+yPLn+4eewltCgROsEgeK5EtO+NyGLMXRlSmJSQhJOHRdpv3z87y/p3TLFqPNZHPOPkIG24BAqPzLW4eMPMOgPv8BaaxJPvaI1YilXSMTMOWn3F2VPD4xjrtjufiyyzN+iZrn2hwsxZSQkJffGFthL3nbHbzRJAu5OeLGpqGcPESKYSbsWUURVEURVGUG8TV5KZfL8RapCj6h4dRRTi3zfTeMfNTlm7UTxfAdGCblJ/3l6jRZvOLnyfKiyXF5RK7u0AWDbQtxk5JbS+odx2xaW7KciqKoiiKoihPRQX1W4k+Z1GKArM2IZ3eZnbfGnv3WNp1SLYX0Wf5UexFiv2IaRJ793rcVPLQkAjjJxP28cu8a0VMB3DnPkj76IPZdR49EcPFbg0vHXtUeAnc7S+xZWc82W3w8//9ZXzkK79p+f3/42P384/PfwEvuucJmo27cPOAhMDrX/Xt/MzPLPjvbc3lMGIvVSyiJyB4CXgTqWzL6Y19Pr5WUXcO0wqhKLFNQbEXqZ6skS471VO0SF/dOA1u+Y185yL3nsGEhOzPiY88RqwXN2oLKYqiKIqiKNeYp4toeSYx/brFugCmrJBRhWxtkiYlYa2iG3t2X1Qwu0uY3RVhvcOWHc5nBb1rLbE1pM6QgiBRMHNDcckwOl9QXXQU+yPKJxfIosN4j8xmpLohhTt0LLWiKIqiKIeQlLIWdow4bu25UaigfqswiOnD0NKiII5Kos/Zi4OQXu4kghdCCesfnuMuTUmFI5l1Fou8uU1I2EWC+YLXf/a3895f+3uHZjW668P8Xx99gH8zPcNvze5m2095pD7N937GOwH4Z+//XAyJR5ptTvxKAV958N3Puv9j/NP74SX/7+9gY9sweSSCMUgbmNz1UU5/4q4sqIcRe7Gijp6I0EZDEx1GEm7SkaaWbiLYGlKfOxl9hZ9F/E6DdAliRNoIIiBCkhwkJSmRYkSMAXPcwqUURVEURVGU58JzFdNXp7kuoroRZGONeHKdbq2g3XDUG5bZWWF+LmJPLdjamLFe1Ix8S2ECs87TBksbLSEaFp1j5/KYtitxU8E0hmTATR2ui+ByvCONxr4oiqIoiqIcN1RQvxUYChyJQbxDyjJfZANuERldFEybKHY6Rg9fJGxNALAX90AEqVvKJzxu5pc/6XYXpPniKWL6wOSuj/JlwJf1r6ePPrD87MvXP8bkro/mF//4yk3+4Jf+HT7nnd8LfUfVe973bQC86N5H2fnYffxBfRdPdutcasfMQ0Hsqyo0nUNMJAGhgHYyxNgISSA6QyhK3DTg99ospoc+yibmvHUza2B/RprOiIt62abhxut6uZVuS/oCWrLaMTEU1YKDglnDe/3rZQGu/rkW1lIURVEU5YVyPV3nV8My5qUsoSxpN0rqE57FtqHehPldkeLuKfduX+bMaJ9NP2fDLShNjj+MSaiTpw6Oy+2ID/pTPBq2mYmnGwl+3xBdyegJS+Etdt8jIZCaBlMUy+ur2HZ6baUoinIduNn/ZxRFuXVQQf0mYsoKrMm54Cui45D/PVw0i7WwdKb7/lGQvCFakJgF5WSE5p4tTBuxewswBoa8RQMSIhISEhOy6JBRxRte8a1LsfuZWAroR54/E7/8v7/liu+/xBs+VjyJkcTv7d3Fk4vx8rOYBOsiXZGQJhG9IBGCzwVWJWahHSzJG0wd8/LOWxImi+qXd0mzOe/e+d+uOP/jJqwPN2dxUV/1zZEpK8zGWnYudR2paYn7+9clO176EQJDW3MD8qgAMb2QLgeCewoBGYYmW4MxhtR3dgz7eer32eVzvSlUFEVRFOUqeK5ix6qT/QVf+4nJUS/jMXFc0mw55qcMi21othNyqubU+pRz4z1O+BkTVzM2+VrcSr7WGdOwMJ7SdkSEaV2wmybUzpGcwbSCbS0meJIT/LzBxJivr2IiNQ203QtbDkVRFOVpRzpd6f3joh0oCn308bHiuLXnBqGC+o1gxdErRjDjMTIegbVZiOy6ZdEhsTaLovFgh8yCev8bzsHGGu3pNRanCtqJgQQmJWJpkGmHmTZIG/JObfrvRpAI0kakDUhKxHtOHxJCbxSTuz7KF/XPZ7/3Bn7wP7wOfMpu9jKCQHKJWCa6ICQH0UMowS0EWwu2SfhpglLwU4GUcDs1pm5516P/61W144YK6ytOb7F5CK94j1QljEak9RE2JeTyPqyNqe/aoF23tGsWCYmN39/FPHEJQoAu5H3EmGXczdNtx6u56bzSjebRi4jXmS9BnEe8y20f9snV+fZiu6QcxwPkNhqTxx+IZCE+xPx5CBDyDWJqmnwchKACu6IoiqIoT7mGWb02uamFSEcj4pktZvdOuPByy+J0xJyu2dyYcXqyz6lqyplyj9J0eAnUsY9clINr+5gEQ+SEn/HpZx7lQ8UpHmOLMCtIDkIhdCNDMh67OcaEiNQ1aa51gRRFUV4oz+d/iDrXFUU5igrq14uVzPOl0OgcsrEOa2NS4QhrZc7+NiBdwjQdKSSk6ZCmPexcH0TIqiR5S32ioKsOi6gSE7EwyMiDFcwMaOfQdZhFQ0oeWTTIk5evWnS+3rzlZe/hLS/Lz//Y//MdWTgvIFSQXC60mizEAiTl1UBi6VSXJIRg8HsJ8+Rl3vXxH3jebRnc19dU0O33g+Xv9yMNZDImnjvF3qes040M5U4gWUHCJqHMoxZsm9j44D7m/R/ng9/0qdz9K2uMP7yDzOq8f8S4FNXF2l60f6pD/blcMDxbL/3qRYRYi5QlUpXIeJwFdmsPhH5rDv3GkHHPytsSEtJ2SN1AXZMWNanrSG0W11VYVxRFUZQ7j+slXDyv3101RXgHzhLGnnrLMj8bKe+a8pJTT3JmtMfJYsZJv8cJO8VLviaLCCEZ2mRZJE+bLG10lGTB3UiELdidl9QXPKYV3DzhZnkU5hBtqCiKojx/rkVHrIrqiqKsooL6tWYQUIe881GFVNUyfiXt7PLuZxB9P+fPfy+SstCIZOHY7zT4J6eQEnFcML93jW4kRCdIAtskqostxfkpMqthvoCuHwoqAlWJdBFMgEh2uR9D/tsPfsOh169/1bez92DOg082i7HRQfCyfM/tR0aPzrAffZy0qHl98RW8t/nJ5zX/FAJiLaYqIabslh5E3SMZ4VeDWIs9sU06cyIXkHUmb4eUaNcK6hOeetPQbAjRWUYXA24emHzwEuEDD/Pe9l895Tdf/I63M3pcmDyWWP9oTfHJnSyspxwPNNxyXS/n1tP97uuLr0C8w4zHUBbLjH8AvCdVfX6/MSRnSNaSnCEWhlhYkhVME/E7i5yBP5tD3eSRG223FNmPxsUMiLXqbFcURVGU24SbKlismiHccP0iS2NMOLvF9N6KnRcLo7v3uP/EJU5VU9Zsw8g0eAn9o8P2rvQ2WWyKeURpEoIxxGTwxmEk0SbLXZu7fOjkiOZCgWkMtrH4/ZSNCM5Ca/JIPwYTyMG1Vuq0cKmiKMqVuNb3xdc0RkxRng8a+XJsOJ7K6i2MWHsgqPcO3rS3T+o64nz+rCf0X/7XB7njr/yLbweBdlRhTxSYkMXk2AvKfhopdgPFxTnpt97Pu3sh+Q3V/5SLFa3wUHgnb/jMb8W03Qtycd9I3vufDxdM/R+/+HtIAm4WsYsO6RJ2WiN7c7rHzz/vf5ZXijcBMKMR9sQW4eLlLFbHRApclWgr1mI2N6j/6APMT+diVclAuZModwJ2HvH7gerJBve7H+HdT/7T5by7K7Rp4OFveDMP/ou30Y0rulHFRmUZ/V6d41PE5MdNEJVXOzFeZ76Eh+JP8ydP/T9yZ1KIiM+5oIjk+CGTY2EkGRDoxobFPY5oS1ydGF0IlE/MMXs1Mq+R+TxH3QzxSH1UTM6f96Suyx1W1z5CXlEURVGUO4VVY4y1eRRe4bMZpfDEU5vM7h4zPWtoNxInq5rCXPniw0rCEgn90DxDopCOBkdIEBBiMsSUr+vHrmW0sWB+l6MbGcLIMj4vJCO40mN3HNIbZqQo8kxCIDWtCuqKoig3geNWm01RlBuLCurXksHFLNlBkmIknn/iik7jq+G//MSbefH3v53N9xv8TCj2InYRGZ1vcR89/7TC+HsW//LK7//GsxcfPc780s/+zezgDwnTRsy8RRYt73r4e6/pfI6K2W988VtgPl/GmaT9KXF/uhSuxXlkMsqxJ2tj4sjTbVR0Tih/66P8+8f/0aHf+5z/y/cy+fhl3vV7b+N15kt493PMBP3w/+2beeCffzem9ZjWAXdRPjZFZnMkBN7bvPOFr4QXwLAMQyfBKm88/bXIEAVjLdZa3PY6hbeMHnW0mwXNhuXSSxzh09bx++sUu4nx4y1+r8XMWkzdwqLJkTLG5BEZl3dIYnIu0G3mUtehhYqiKMqdwJX+393QrPQjcY3iHFIWsLFOnFR0WxXzMwWLE4ZmA2IZsSY7srwJlDZHuNh+vOAiZnd7RGiSIyahTS5Hv8Q++iVZumTpoqWyHXdv7fCoJOZbJe1mQfCG4D1VafCVpYgRWdS5KGnd5DkZLVCqKIpyM+6Z9B5NUe5sVFC/VqwMDyVFUhP6py9s6MPDb3rzC23ZbcXg4P+Tn/F3kabjXX/wD677PAfB/o1/+G9BCMjWJuauM2APFwRNISDzBrNoKB67SLx4mXfNf+Kpy/C/H4xCeL43ih/96m/kpW97B9EKzYYlmQnj6Wn48Eef1+/dKN71xD9+yntvmHxljsdxDld4fuGxH+ILXv9d7Ly4oNmAxUlh7/4CNy3wUyj2I26eMCFhmoTfaXBGMDt72b3edblTqxfuU13n6B5FURRFUY4lN1IIueK8VpzpWIsUBeIcrE2I6xXdesnipKdZF9pRru1DFQlRWATHTjMiJKG2jpkrWCS3FNeNRLwEKtMypjkksAO0yXHSO+6uPLNQ8Mh4i4/vb/GxdJLuQkkoJEcfJvrrTvOUZVIURbnTGc7rR8/xq+8rym2BRr4cG1RQv8akEEjd7eWQPY68+zf/lxs+zxsh3j8XPvDN38Ar/+LbcYvIL/7bb6R+9MWUdz18s5v1nHnP9Mef8t5/eO838cZ7/hrveuQf8sf/yttZbAvT+xPJJSSCnVpG50ECzM94JE2onoATv99gukgSwc1a7Eceo5svbsJSXTvU+aAoylN4HnU9FOW4ciWR43oJ7E/7mymSokFMzMXeCw9lSdwc026NaNct9Zah3hSaTWg3IqbscDbiTMSZQGk6Jq7mhJtywu1TSruMfTESickQyMVJDYkouVgpgJeOTTsHD6XpcBJ5cn1CvVYQfa6bdKferCqKolwNDx0Z9X0j7qGG+eiIYkW5M1FB/VrQ51YfzW/WXlDlevNffuJgBMOtKKY/E+965B8CcPK/7WIeeYIPf+1L6MbQbUSiDxQ7FtMCAkmgPgmXX1Lgp4liL+JmLWlRq+CkKMqtTy+gL+MoVgT1ZQFtRbnFud7Xzc8qdqQIWMSYnJleFsTSE8aWdmJox0I3gW6SSFXE2ITpi47GZKijo4450iUkQxzq2oihiZbYZ6mHZJYu9TbZ5fdDEuroudyO2W0rmsZhG8F0LOMOsyutv64xAnroK4qiXJEbVTx0mM/T1WVTFOX2RQX1a8BD4eZmVivK7cx7/utbD71+8F++jVhburHFzVgK6iSY3QV2Lpz6nUQykguf9uKTGLlthCd1QSjKnYE4j6nKHPNgbZ/tvBL3kFIuSNg0pLZbindDBF2KqXfe3n71JZTbg6OCx1GH4Q2nj3zBWlLlCRNHvWFo1g3dBEIJsUzgI2XZEqJh0TkKE3AmMA+e82mdvVBRmRZDwkpciugHjvSAN90yb31wsHsJnCz2mUdPUXQ0DroRRCdITPACoyQVRVFuZZ6pCOgzRbuo0VG5rYiA3OxGHOEOvc1QQf0FoidnRblx/OVf/8v8oXs3+YOP3kW3lkhOiL53h0VBIsQS9u5zSILx2dPYYYh02xIfO39bCOoqpivK7Y84j1mbIKMKxiPwjuTMsm4HKSFtQOoWaZpcoDCE7GDtp5H+dWqa26ZDUbl9uNHX0M/aGS0G8S5npxee5BzRGZIVQgXRQywSyScw4Gy+ewzJsAgOZ2KOcrEGbyJtjHgT8H2GemlaLPm5lX7a/o449HEwQ656YTq8CyyKRFcJabhjM1fIUBfBjEbLl8PxriiKcrvydOfz46TNPFNb9F5OUW4PVFBXFOWW4Uf+xI8sn7/on3wvREPYDJhpjn/pRgm7ENoxBC8092wBICFimoA8eRGa5to3bHDAD84xdYIqivJ8EIPxDrO+Die2iBsjmo2SbmJzhrKARLJTNYF0CdMl7KLD7jWYuoUQIfbnoLaFLiB1Q5zPoWlJXXtzl/FWRXPrrys3Qlx4tnmItQdi+qQibJSEUogWgh8EdaCI2CKwMVqwXtQ4iRQ2UNmWiavZcAtO+X28ZFE7IFjSU8R0YCmqD9nqMeW/XgJrZcPljY5w2ROt0K4XJGswdYeZ1jCbI0VExiMIAbqQC7Ff7xWpKIpyDDhO4vlz5UptfyaHvQrwinI8UUFdUZRbko98zVt40Q9/D8kk4jgQgmW4i6wuJmwdsfM2FxdrA9IGUrj2Qki+Aff5eR+tsKynoMKLoihXiSkKzOYGFAVpa404KWm2SpoNRzcWoiNHWSUwIRdolpCfm9ZhThT4acDUAQkJiQnp4tLFbhZjmM1J8wWp7foi6iquXxVHHcG3KmJybBAciyigGy0QPKNDfYhKMjnyJRWOWBiiN0SfHeLJQnQJbMzFS+GQMA45Cz1iWERPMFlINxKXWekH8ztwt6860710jA1s+xlj3+DGHc2WY3FSQDzlZYNdOArIiextlzvOUgLCwQgWRVGUW5xbWTB/PjzT8j7dZ8/l/6hGht4+SErIMStUftzac6NQQf15cKed3BXluPKRv/o3+fT/77fSdJaaESQheUO5m6jOz5EPfYKws3vg1nqOwoE4j9lYQ6oqv9G2pPmCOJ/n4dRiEOeRwve/n/rMdsluMcjTdR1xyDe+inmKOchLTrEvQhYTqWt1GLei3A70wqZ4h5QlcnKbuDmmnRSE0hIqQzcyNOtCOxZiAaHIgl52qWdhXSJIJ702Z5DkMC2YphfdA5gAfj9S7HW4nQZ7eYrM5qTFgrSocwa7CutPz9FM+luVfvQDg6AeAhBI0Ryrzt9ncuhdN4aOhiMdJ0lyR1Yoszs9GcDkfSAlIUSDkYPCpE4ipekwRCLCLJTEJIxtg5dAQAjJs0j+is2IK/nq227Kq05+hL264rE9Tzt2uJngCsHW9MVJb+H9UVEU5RlQveXq0PWkKDcXFdSfIz+78+M3uwmKoqzw23/223jZz3wbyYDbMVRPCH6/IxYWM5sdKtInrsr5ozEh3oFzYCSLSnVNCgGxFjMeI+fOsHhgm2bTQUpUF1v8hRmyN8fG3gU2RCuIHPx1FhY1SAG+F8frBmlzFENq+uiFKyDWYkYVUhRQeChLxBroujyUez4n7U+JbYcpiizk9/nIse0OYmeOkTiiKLcVYjBFcbgwaIi5s2s49gaxvPBIUeRzTe96xZh8bBee5C3JW0LlqU8WtGNDVwnRC6HMAnosspgXKghlzm2WFkx3IKiTQIa0KWEZC2MawXQgHRQTSzc2FGOLHzv85RLZnyOLmjSdEff3tbPuaZAhs/oWPa8uC3P3HThA7qhVDkgRsPn6wBpwjli67Ey3WVSHgw6slHI19EFMdyb2z/N6jRjaaGmTpY6OS9146VQfxPc6OmISvEScCYxNg+//QhbXK9OyPZrxqJzo5z8c6DyzmC4G0ONZUZRbAxWF70x+dufH2dzcvNnNUJQXhArqiqLc8vze//lbl89f/P1v50LjcbXnpHt5FpiMkESQmEhGSE6WN6bRmewGrYToJLtAjZDMIGJBuw6mtZSXKsrLCTePSATbJopLDXZnhoREsoKEBKOKWBUkb5EQMLtzJESIOcsYOCyq92KHWZsgJ7aIm2PiqKCbONqJJVRCtDk/2S4SbhEpdlrstMlRDnWHaRroQnbRL2ribKYCmaJcQ0xZYTbXwfvccTY4fY3JItxK1EISyXkMIkRrwUov0BliYXvR3NCNhPkpkx2wxYELNvocLZE8xCKSiojYlEfhBEEaQUJ+HMwUEMAk+vSILLQHoZkLfk8odh3FhqXc8BQ7FXa3xoxH2MmYtLt3MPpGAfpIr6LIL46po/uZEOfzMlQlWIOIIXUdxHjsa368znzJjRVZUoRhnfg+7qUwhILcSdXliCUJQgxCSrBfF8QklLbD28B+W/BkL7B3MXe6FTYwtg0TV+MBbzpKaVmzNW2yWCJj2zA2zTJr3UuXmyGWNdcgLoKQO8iGzXU8N5uiKMpVo0L6ncfqNt/d3b2JLbnFOY6j1I5be24QKqgrinJb8fCb3sz/9F/+Kv/p91/C+ic8bhb49w/9LV77ed9JMoLpIl3h6EYGvxfwey0kR3mhw85a3vNf3wrA6z7n7+PO7/Ku938Xn/Y330G3Bvv3QrMhSLDYBtY+ETGNQ7qSZAwYIXpDN8qRDSYkTJMoAXNxLwvexiBFgVl1s3qHjCo4uc3ivk3mpz3NRKhPwOJUIkwimAhRsFODmzmqJx3jJ0rGjza4/QapPVJ30DSIMRggzhca5aAo1wIxmBNb2V3uPViTj3lniOOCUDmSyx13CMuOu2ghWSEZIfpcLDkUsuys68b5EV3KGc0ukWzKArqPGB+xphfSE6QoSIJUZJdsillgz21MB3UzE72LNYvunRXAkASiFaKzhNJQVBa/Y7HOIiLYsiTOZsRFfWyF1hvCMKppKFKZUhagJfXZ2fbYjwaSPjZMvMuCuve5UyBFaPPnKZB7XY7hctzoyBck/w8HIKXc+eVyR7tEsE1eVaEUYpOz1aezkr29EcZGnIt4FxgVLYXrGLmWjaJmu5hxwk8Z24Y25k44I4nKtFS0LKJfOtu9BGaxWDarTZZFcKTOYGuwTcpRTscwO1VRFOW5oGL6zeFm5qjrNlduR1RQVxTltuNfvvKH4ZXAVx289/O/+LefMt0bP/Vvw8XL2Nmcd+/+yKHPHvrlb1k+/53v+QYA/si3vYP5uYhpBDcTojO4WUGzVeRs1ZSzi4cbb+nAzxKhWmdsDOaxi6TpDDm5TXvfCWJhaNYt9WZ2qjZbWUCPJxqKScuobDhhA9YkQhTaaIlRaFrHzuNjurEl+JLJYwa/2w/pd3YppNjxKMfZLGpi0xxL0URRji0r0S3mzGnSWkUqXI5qsYYwsnQjSzvJx28oZZlznqT/a7PjPBlIDqLtXeg+EX0irQWkCFgfsDbHRxgTcTY/rERCMnTB0HaWmIa4iZzhHKOwakeXPk4iRZMNt8FAFKIYOiBak9vhhVAJ7cRTrFmKSYEfecyswewVOWN9Nrvq2g+3LEcyswcR/dD7pn8eY84gF8kCe9sd2/Nqjg8b5VochYfJOHcGtR0SY44pos2FtK8wIGGo5ZGLbPcTHMPlvFYsO0+GUSfWLA8rWydMyzKKqdnIcUrBWboEYhJJDJPRnK1qzppvqGxHYTq2/JzSdmy6OaVpaY2ljS6L5jEL6F4CMRlaLGPpsCQCeeZtsuw1JXZm8Ptghv7xZ9oUxvRxU31Oe4jEenFd1puiKMpzQQXV48HNENV12yu3KyqoK4pyx/Ku//6dz2n63//Wb+BTvu/thFEkVNlBThGhjBgXslu0tVAb7L7B1oLphGbN0o3WGK8XuJ0F87MTdh/0zE9Bs5WIo0hyCbGJYr1ma23O2DdLccyZSGECRhKL4Jh3nieAxXwN0wqSPCMjuKnBNBYpHGYQT3y+sZamJc3nWQBSFOUwKwUbpc9IF9+70QtP3JoQhoKhI0PXx7WEQpYu826cXefJpr54ISBpmWueTAKfoIiIi1gfGFUt1kasidg+j1n6v9ZEDIkuGbpgaWwkxN6ZnoTYC+qDyG5NxJiUaxhHQ4xC10IKQsr63UEEljlw0oNBokNCiTMGE2J2v6aE4TY9Z6wUGj303iCYQ66RsfxMkKrMgusgMoeQRefjlJCz0glE4bO7fjwmjcsstAKURd6+ItCPZjqU/28k1xdJCWKOHrmdxXTIyy+Qt7O10HZUn9yjqArC2NGtexZblnpTSC4RXcrHcJGPY2siI99S2IAzkcq2eBMobYeTgJGIJYHkDvI25Xx1yKJ66IuR7oQxbbIYElYiO92IOjiI2SWfO+f60S+Vw6R0sF1jgoLcqV6VOdan7Uh1fbNWq6IoCqBi6q3A0W10LQV33f7K7YwK6oqiKM+BcLIlRcFMLcknKCN+1FKV7VLsiklIp/LzpjPM546d2uD2S9y0IllotiLu3Jy1KotVzsZ8I+7zjfggog/FzmJfAK1LBiOJUdly+UTLvC2IXojOMbog+L0OY0wuXugMIrnImpg+4/l2FMcU5TmSaxasIWWRxUNnwdiDLPSVSJewVjK9Z0S7lgX0HN3SZ54X0K5Btxlg3GGLgDEJMQdu85Vo9eV71iRGvmXsm2WRwtVpVumiIdqOKhoiBwI6QIiGNposqEsfDwOEKNSdYwEEY0gmEfsoma4yxDJHVoQCohNIBgkejOBSwogszxkSwq2dq967zZcC+iAaD3EuNhejzM70XGw6reRpi7VQFtmpnnsrkKbPyT9GLB3WYvpiuB5GI+LJdcIoX+7bqSAi+fP5AtoWKcucqw65uDaAd6T96TWNDHsujrgbefM9uPGxJm9jkT4apx/t4Q3NWj5WJOVRJ7kXIscwhdYSjRCiWeamexMYmZZSWsa2oZIux7okg5VAZVp8yvEudV/x1EsgkL/fJUtIwifnW1gTCesdi5MeiUKxC4wM0VWYrsS0EbezQBYeabtlLRVajXtTFOXKPN05VkXUO4dn2z6rn9+siBjlGehjCI8V8Zi15wahgrqiKMpz4CN/6Zt40Y9+F2mjQ3YdctnRtILdjsuagCkJzgVGZYsh0axbUhK6YOg6SzPzuKrD+w5jEmtlfUhEcyYSk9BEmwV0sjN91hY5+iFaQjC4cUt3wiDJYWvBTw12bhCfSOkgmkBSAheQGDFFcXs6TpXjw2pcxnF0torBnjwBVZnFdO+W4jkiJJudu9FbujXP9G5PvSV0JblIqMuxLaFKxCKRNjvKtZrSd8uYFmsOnObAoeeG/NmabyjslYVqQ1qK552Y7FLvO9YGYhKCMbmmQ9/xZsjz6JJBBNouu2CjCGITKQjRJoLQu15zJrsEwQSblz2mLKqn7No1QNzbuyVF9aXAbGSZkS2jKovNrr8EFsnZ2bIiuMeQHeoxZsG9LHoxPUHXgekQY0higJu/XpYxNZIL5MqoAmtJk5Ju4unGDtMlos/7g4SInU0wTYc0HdK0WUTuQl7mGGE8fkGdKVe6Wb9aUf1GFiRNISBFlTsZhhoJgISExEh0hnYsdCMhDndNsd8dWpuHfhjDvPV4G4CakGSZiw5gJBKTYRYLQsodY4aEl0CLzQI6CdtnueyGiicW6+y2JSkJa6dmzPc2cDPBzROQO8mSfZab176jyIzHeX+NEbpOrwEU5RbElBXm9Ml8fq4bUl0TF/Vz7vh8pnPrtYoCUTFdUZQ7BRXUFUVRniMf+Uvf9JT3Hvhn34OZG1IVoRWacWBRFlSjho1RzdnJHpDdpk/M1rg8HS2/W7eOkAyFDYSYnW4iael2D9FwaW9M6AzSC3UxGGKXc17tHNwMSDnnFSzJCOINxhlMX5iOhcc4h8wX+UJ8Pr9Ba0y5rVkRLFeFS/oYiRRCjpSAmyew91EYpiqRE1swOshDj0VfUNQZkhWCN4SRoVk3NOtCvQ3dKAvoyWeXN1XEVS2jomOtavA2UNhuOaJkVdwehPTKdpyrdiltx5pdMDbNUnSL6aATYhE9F9oJF5sJXTI04oidLDvaBoaRK35lJIshLd9f2HyJV3eWtrMHUTFRaIDYCKG0OY+9j3/pKkO0BaU1eJHsVAestblY6S1yzli6tZ3LTntrkc11KApS6YjO5Q4UyMroIKanhLQBaTqo2xyPUxZg+87Jrt9/mya7941kUf0mdhwtl9VapCyzmL42IY5L4tgTRo523dJVWRDuxkI7AdOBrcFPE26eKHYD5YUF9sI+zOZZYBfzvIqWXgsx5XqI6lcUilIkzmZI0+YCrkWRRy6EiGlaqi5CmjA752kngl0IsRAIuSiw2FwBuG4cjXPMOr889gEChp1uRCSPJmmTzfEvPc4E1mxNTEKbLHV0XGrG7LYlF2djFq0nBEM6XTOtK2xtKHcj0oJ0KR+/fUcJ3kIbEGvA2dyZHiLS9c71rjsYjaAodwhin6aI9Ern/1Az4hA32xDQX1PZE9t0n3IPXWmRmLCzFvPE5T52rOHputWeThx/tnPr8Jm6kpWBF9LRop0ryu2OCuqKoijXgI/+lb/5lPde9CPfzfzJksWpgsJ1nB3t40zE20BVZEdJjMIieIyJxD6SoOnsUt+Z1gXTSyNoc3FBEhDBNIZiJvgdKPbAzROSIBaG5HKGs20gdSm7Tl2fDxwDEgsATAjqVFOeP/3N3tIdO+SO2z5iQwwpRSRECCG7IyFHanTt9Xc8i8H2xRiX0R6jirg+JpWW5CyxMIQiC+nRC6HIIno3EroRNFvQrUfCOGKqDlcGvO8YlS2V67Am4k3I2cmyIqavuNEHxq7hZLHP2DSMzeFRKTHJMu4BwJtIaTtMtMRkqFy3FNONJJxkcb3rhfhBTI99McOYhIgw9g3WuD5/3ZASdMHS1i5nQfuEafsYmxIkCq4yhNJgS4c0DmlyFI44hzh/TWNArge5OLPP5zvn8v55You4MSJ6S/KG2HeeSEoQQWLKjzbmXOpoEClyh8vI9+fcDsJTpYubmqM+CEJiMOMxTEZ5H1+rCCNHN3Y065bpWdN3Ch2MrjCt4ObQjYTykuCnkWQPCrDmiJt480Wla8QzigGro2pizB2C/YgEaTrKJ+eYkLC1Z3qXIVRCsP2oDwOCUC88l5Mwbx3O5kz19aJm7A6OFycRZ/K5ojQdpemw/XkgkMX2ecj/nwsTGBUtIlD4Du8C0/sSuzJi9Jih3En4uWCaRBiNkDbhFgG732KsIG3OgocO4vEYSaEoN4yhnsRgKFmJ6EpDpFMfbZba3Mkk/bnuQHy3V/zpGzFaS6zFPnAfcXNMs1ERvcE0gSQQRg4zHiHTeT9K6qkMIuYLETM18kNZ5bjGtt2x9LWOjhXHrT03CBXUFUVRrhMf+cvfuHz+hl98E+/7yH2c3N6n9B3jImeut9FSN5bUu0hFYD4riLWFhcUsDK4FUwu2AdOAm2ex3M2zO22gG+UIB1snpM2fSYxIF5E25Jvr0I9VNzlHVzPVlefEqoi+6gL2DkYVlCXJWTD9rrlyEyuQXb5NgPkC+pESS6H9KCllIX5wuD8HYc9ubiJrk5yN7hwYkwX09ZJ2oyRZoetd6EOUQyh6wbHMomO7HmG7oRi3bI9qtqo5hQ0YclyL6QX0QRxzJuAlFw+2kghJ2HTz/r3I2DR4CctYh1UB3ay4gEvTck9xiXuKSwSEOvqlk91LOPQbi+SZhZKIsIiey+2IeShYBJ8FeE8W/a2lDdml3tpI7V12owOdsbipkBpIri9cutxo8lQX31VvhRvMSkFOMxrljp2qJJ7coNusaNcdXWn6YqwgAUyXMCEhXcK0CQs5LsvkrpBY5Fx1GaJQQo7MIByMvHiKq/EmLLfZWIOtTcL2mG5S0G44ghdCJSxOCO0aNOsQJr1gZBLBJ9oguF3bF851mDbhnjSkNhexfr7C0TM5II/elN+IG+9nFQFSzDu+CHiXY198rilAFzC7c8pZg52NcfOSZByzuwyxSNACLhFrw6LNRYuNjUznJRdkQuE71quazWLBms//bwcxfTiu25RjX6wkThRTJq5m6krGrmW/LZi2BbUNFL5jWnXsnSnpHi5Y+/jBjZwRiMFg7TNk+0uuHWCKIh/XKWqnunLbsIz46kV0GVX5OHY2X5uU+dyOtzn+yuSIt2QE00bs7hy5sJPP9f3ojqX4HvvnIRdvvuYdy31hdCkKpCxhbUx3dpNY2mWnvwSDhEhyhvb0Gn6+gNkMUAFTOR7ofqjciaigriiKcgN4z+d9PwAv+vHvwrhAUXVsjBdMioYQTI5ucIHprCTMHWZqMbVg2iyku2mOdSl3E7buc5lX9MVBBJOYsE3CTzvstEHmbS5U1rZZUG9bUp+Xm4Yh/beJA1G5fhzNohbv8k1f4XN8SlmQRn4poCfJ7t9l4cZBk40gRUAKi5QFUjdICIeKAObpUi4M2Xb5d/ppUuyfr+yzS0dy4bPI7x1MJlB6krc5DsHkG9Jmu6IbG7qRod6ULDKWWUgOJYRRzLFNZWDr5JSza3ucqqasuwVeIkYi3kTcIGxLzFnIpuuF7nQoxsVLdr4ZOchHPoolEjAHjvWUc9jzajNYk3/TEp/yO5VpWTcL2mTZCWOmXUlnAk20S7Hf2NSL/JE25rz1RdkRO5MLqwYhdCZHWdRZbE5OsiNuGNnifRaSu+74nTNWnYiFR4Zs/LIknNmg2SrpJpZ2bIg+Lx+pjzxpITVgjAARSTlGy/RO7ej6UQHxoCDp8tyZ0rFwcIuRfuRFRbtZ0q7Z3FFU5VEW3Th3FsVRzHFFQHIpR5XMLW6e14VpE+UTM7i8Q1rUz7mj4LnEBKyK6jcyL/2ZSCGQ5osc/bI/PfhgiNKZjHEhUiUYbVmiExanwHTSx60lwlhoEyAJ4yLWR8qiY+TaPIqld6cDtMlgkDwiYsUJ6yXgbT6/LEecIIikXKA0GrqxYXHGYeeGYlewbcItEhLBDfUAVh+mj4CxJp8nYenAN7A814a9vRuzshXlGnNoZJK1+f9AVUJR5N4mQOouXwdf3uGhiz986Puf/VVvZ3ze47ZGmCYgYcX9GRISAqYNsKizqN62OUaJfPyItfn/Ql9nIzUNse2e/v/DYE4Y2lz4PMJvqO/hcmdu9KYfVSVIzOdqIMfTndvGXLx8PVbnU7hW2erK7ctx+D+uKDcDFdQVRVFuIB/5ypy//tJ/8A7Ob4+xmw1bm1MKG0hJaLylociij+lFnxnLCBe7SNg29cVG+x9NOUvV77fYaYPZr2F/moWfrsvCyCACDa/hWIhByjFkNQudXrBbzWkuPEwmpPURsfSkoi9meQWy81WWN6a5AKaF0iOjcjmCgrByAxuzcCldf/PbHYjqw1yWES6DWGQETI4mSeOSOPIkaw5y0UtLs2Fp1oR2Xai3oJukLCj7CC5h1lq2t2bcs77D2dEe91aXWLOLpUgekyEsI1WGqJW4/HwQvAdW/WttsrTY5TSr8S2B3KG2+r6XkCMgoski/hFn+zDdqsu9NHmOI9MyKlrq6GhXs9mDp4mOLhq8CVw0Yxa1p3WOYDxdY5EO2kkuUEq/7ZwIhuFlFq9T2xHrxXPZq64dvZNvuU/2rtsh4gVrCedO0K0XtOuWdmJoxznyJPW6pcR8Po1NFiBTmws9AhgR+lSsLKhbwe/2W3MQ1fv99Ka60wdH43gMxhImBe0kL2+9kcX0dnOleG4ZSTYL6SIpF6Vt+9EZZc5Sz/kiBbKoSTw3B+YgtlztTfWNFNWvWgxKkdTFw6MwxORaAqMKUsI0HaMLgWbN0U36DkSThfWQsrhufBbTnQtYE2mDZTeVzDpP0UdEjW1DabM6VvYdcl4C6zZ3kAGsuwXTrqAJlmlTUneWLuSRbHKiZm/s8Bccdi65MPm+odqy+GmVR180CdPFPAKjCZi6Q+o2n3PbLndkth3StsvYC0U5ypWOzWMprporXIe0HczndOefhBSf9jzzaz/2Zj73z30P3ajEdAk3DZi+ZkaoLM2Go7zcYpqIabKQHgtLdIZY9P87upivY2A5etTt1ZjHLhIePw/0wn9Zgnf5OmYQz507dD2TjEGaQFr3BC95VFUhJGeRLiEh8d5f/bu84q++gxP//Feu4Up8eq4mAkZF1duXK21z3d43k2MY+XJ8x7BeV1RQVxRFuQkUO7D+EcveAyMuPwhbm1Oa1lHXPmelm1wpMEkWId0U/DTi9wOSWN4kS4jYeYfZncP+lDRfEOeLPIx7EMtXMxZVQFeejsHpO4jp1hwUdHTZQYUxMKoIWxNilYvfDpnUsRCilT5SI98AJpPFS+lzqg+ReoE95sgNiSAhC0CmDlkAmtawaCAGWB/n+ccVwau/AV0K+sbQrRWEymaXtc2i6OKEpRtDuwb1diKsRRh32CJQ+YB3gTPre9w72eH+0UU23eyQiJ3nBayI6kae3nEOLN2lq+8FzDKG2xIPC+P9sbkqygcETxbrrURCMvm3xCyd7QNeAvdVF5fPA3Ko2OlHFieZdiX7XUnpOiZlk12vNlKbRKhLTGdoW5AkJBmiQMiieu98FWug6zBww0X1Q6MRvDskqGPyPhtPbdJulYTK0KzbnInfZ4fnbQgm9PtkEKI9GEmRxJBsXv/RCdEJJqTDrl9j+r9y8/LTV8R02dokbYwJpSVUkp3pk+xM7yaJWEaSS2B6Md1FUhRSZ8BAdDnmqJ30hXk31pCuQ+p6eZyFL3wF//6hvwUcUyHtOiIm5ywv46tCwjSRciflWgtrHL6HTLlYaYxC11mm85JF43P0kgtMioZ1X1OYjokExrbFyeGdKCSzIqrXdKWlsIEuGrpoCMkQoqENlnCX0HaWRe2ZzT17lzxrH7ZUl/JoNdMYbJuwc4MTwXYx1wKQI+KjuXIWs3Jnc0sIZv21yyqpbvKIzEVNnM2uajn+4//nqbWQjvLGP/y3cqfqbI7ZnxLnC97b/OShaT7jf34HWx9qSU7oRhY/9ph7Ty3F9oN6Mgmp+45LyfEzq8dht16QXL6mir6/7gi56zf1o6fe98PfAD/8Dc/a7muN5qvfedwS5wJFuQmooK4oinIT+LX/+fv5s1/xtax/3DL9YMXi5IhunI0qcStmUdJBLPoh+xW4ueALwc37POVLc2R/DouatFhA0+ZhpkczUVVEV54FWXWguyPZo0VBKh2pv2FNlSOUlsWpgnbN0E6yy3VFPyZJ704f4jXafCNIOjzdcv5xJdO6BbdImC5hFyNsHbJg7ySPylh1ZEjudBpuLkOZi4qGsnfe+uzSrU/kKBe73rK5MWN7NOPMaJ9NP2fNNbjeGbpmF08R0peidYpEDpzpq1wpjmVVGIdcKHQQwY861Ve/F1Pu0IhJDjLT5antGf4OBU1jOnCzx2SwJGwv1AWELtplEVMnkbWixtvA1BY4G9lPQu08ydp87rEC2BwtlcCK5AiYuc9RPX30T1zUN6ZQqZicL+tcHs5vzMFjEMTXxzQnRyxOOtpRHo3Q9ZE+Q9+CJAi230dtFiokQhvzX9vmzp1hejfrO4iszcLqzRQeV2MCCo+cPUV3co1m01NvWZoNQzuGdgLtZt7nc6dIQkwv5oR8UNqZwU4NyZALlhZCEiFOSow/iSkLePxJ3jP/iZu3vMeJfnSChIDfqSkrQ7KWuhWigW4CbiZ0LufvhygkFwmdQUzC+UDlO6xEKtfhJFJHhw8RLDgJB051G9h0ORvZS+DJdp1ZLJgHT5tsLjqcDJFch2XWFex3BZcXIy5NxuxulCw+WTB6TKguJUyIuYPT5m2MCDLUR3D5vC7O4caj7FoPkVTXhP39m7jClePA040euVLE0/WKBXm6311tQ2yaQ9Ndr7a86w/+wbNO85v/ryxw/w9f8n0Yk2jxmM5lQX0l/i472ktIaWkK6MYOuwiYNlK+/1G6Tz7GQ+Gd/PG/8nb+6z/7G9d8ea4FKrQqinIno4K6oijKTWBy10f5d/8B3vAnvo3q8cT0/jVmZyyhALdviGUW0UOVaDfA7QsmgJ+GpXtXnrx8SEhf5ksrynNBTO9I78X09TVYnxDHRRZXfRYspS9om6yhPllQbxqajVzwcIjSWDo1e3f6MMJCejF9VWNeLX45ZINKJ9gWbC25SGRjkGCX7qzhNwbn9PKvyaJnO8l50e16PnbCKGFP1pza3GejWrBVLtguZtxbXeKU2zskgg8C9fB6KWKng8/MitJ6Jaf60d9YZRDYDU89Rlfz2Ntkn/Z3rERILKcZBPrBiV5JuyK4H6zgmAwbfsHINrTJMg+eLloWwbPvC3brii4Y5lHoWoMEwdR99rYXYpG3g0R/MKS96yA4ZMjlvs6i+rLTx/eF5QZ3eu8WR4T21Brz057FlhDK3CEZXS+cu8P7YrJZaDeOldESEFthMAzbJkdrZefgsDJjLzqGGxf5slq/wEgePVIUdNsT5mdL6g1Du5ZjXqLPy51cX5g65IMkpexOpxfWY5lIErFzg+nAzxOxMBiTp2V9jOEUf3LjLwPw7t0fAW7dLN3n3W5ZdaeHPk85YeqIrQ3FLjQbfUZzJ0gjJEzulEqC2NjvbwfHYxcNjbiDyBdpWXOLZeHigXUzZ2JqTtp9mmSZxZJFyhnoMRl2woj9ULFrKgrbsVXMOTWa8sRkjcsbI/Yma4RPCO2updgX3MJiJw7bRuw8YKYN0nS56G4fr8XTFYlW7jiuRig9Os1RUXuV5xIZcXTaZ2rL6mdP9/xm8J9++m/wP37x92BCorgwQz74cd6987/xBW/4rr6TS5AuYi/PSR/9BO/Z/7Hld7/w87+Td338B5av/+s/e/PNWARFUY4r6RhGvhy39twgJKU7dMmfI7u7u2xubrKzs8PGxsbNbo6iKLchL//Zt7IxWvCrr88OmFd/+fdhm37Ydh2pPvgE6cJF4mymwrlyzRiKYg1iejy7TRwVS5E62QNHbrPlspC+loX0+kQieUDSgUAukMyRSwsD2LRSPJccbQRZhO+FP4mCLAV1sHWeJFRZPLcNubDpIKqbA1G9XcuFAWMVKc/O2J7MOT3eZ6uYM3E1pelYszV3FZepTItZyWmIV7LN94Rklrnlq07wgWcSz5/u89XfW51m+F5c6W0Y3luNfVkV3YdoiMHNPuSxD2L7LBbLaQ7alAgIdfTsdCPev3uGi4sxO7OK2fkJ/oKj2IXyIlSXI34WsbOAm7WY/QUyb2A6I9UNqWmg6546MuYaY8oKmYyyqD5k6FuzjHuJm2MufMY685NCGLOMHEoW2s0Ao/6c2RjMzHIoZaOPgrG1YOfZlW7rnCte7EWqiy3+8X1kb0oaorVWY7WuF0eFdOeWnQqyvcX0ZafZv9vRjaDZhHYtH4+xijDqcsSLSbgiEFpL7IQUDakVzNzmZV7kfW3jYWHz4Ybi/CwfrybXICAkTN0ij1+gO//Eszb5ZotYz8bzEdXFeczaBFmbQFXmArAnRkzPFXSVkGx2+UcHs7sTcRTBJnAJ+uKkrujYGC0YFS0T37DmGsauYcMt2HBzxrZhbBrGpsb2I03GpmbDzGmSI2JYRL8U1A0RK4mQhDp5prFkP1TMQsF+KJmGkp1mxBPzCR955BSjD5TYBbgFuHmi3ElUT9Q543nWHAjq/d9D1xih70Tquak1FJTrynE/fm8n3vjSbyRduES4fFnXu3JHovrac2dYZ6998K/hTHmzm3OILtb8/If/4R23PdWhriiKckz43S9+66HXZ77+w3z40gnq39jmxT91nvj4eeJ8fnMap9yWiPNL569UJenkJmFSkHrHbzLZnZwMtBPL7Iyh2YJ6K+eQpyLmKAkDxgWsjxjbO5b7HOGcLNAXQlwh9QX8UsrTpSikIMTOEGoLnWCa7AwOk5AF91ay4zaRs64H8X4csFWgLFs2xwvuW7/MyXKfkW3ZdHPW7IJKWrwEqr54Z1jJFweeUWBfFb8HriSUr05/NPLlSgwCOHCoCOnRzPUsppOFtZWYmOxST8uol6O/7QlUts1FUXtR/SAqJmdol8ZT2EBpc656velpW4NdmGUkSuy1a0LKBQ277sAdk27AyBjJhdpkyEofXOl9TFEqHXsPrjE/KTTbEMpEconk875RTBpK3yGS6IJhMS8IjSV1B9tZGpML2RohOWAX/JRltr904aAg6Q0u6Cx954F4n/+WJXFzTLtm+pFMOS89rEeoAm7UYl3MxxgQgxAa09fnYDm6wwTBtH0nwjxh2ki3XUFM2DrQjT2mzaG9tnr2G7fbVhRK/T4fQt7fvSVaQWLK58g+UiiW9NV7+9E5/XlPTD6j1J0jIoRoaIIlIngTKFOHT4FFcpgUmUiNIVJIoJIcA9MmCwZ86pajU4aRLSGZ5d+IYRpLnujWOd9scLKcMPENv1+cIz5RYucGuxDqHaEbVVQXHMVlj5020Aakd6hLiAejMVLKonrXkdr2kLiuHG8Gx/izFRa9bY/dY8y7PvDdN7sJiqIoygtEBXVFUZRjys9+zg+y+8n74RWw8fc+dsVpbsWh98oxoC9qyCCmlyXx7jO0J0YkK0g/eC1aIVSGdiw0G4bFSVh8SsNofUHhc1yBsxFvItb0InA0hxzW8FTntTUHGeIhGsLwNxi6YOg6S+wd7Otri+Vvd8HQdhZrEhujBWtFzYav2S5mTFzN2DSsuUUvQnVL1/aAfZpCoob0lNerLvDDy5J/o00Hl1Beuiv+7pVEdzsI5sKBUEYWy+uUHfAtFtu3yUifz97HvQz56kPbvHSHomus9OJ8/7v2iNheSUtIhgUeT85qfunaefZHJdOu5MPFCR5hi4WUJGdz/EtjKHY6zKKBRQ1tR+rFtdR211dQF4OpSqQsD6JeBlFdcvxJWKuY3m2oT0K31UERl508rgiMyoaR7yhc3k7teEETLG1n6YIh9ftfV1vaxtLtOUxriD4X142FIY5LTIz52AgBCeH6LHdfRFpMHyMyFGG1FvEuu/M316lPjVhsm6WYK51AGbBVh/eBlISuM4RFv58OIzo6we46TNuLvgH8Ppg2sThZ4Ba54HU3ztEg0iXs7oL4xIVDzXwmoe4487yiX8SQQkC6DkJE6oDEXOshmUSz0e8nts9RN0IYr3TQBUM06dC+Jv35r42WWciu89DXPvASMGT3uSESyMdyJQ3e5H1uGnMHxyCsQ99Bh2BMpPINW3bGovT84fHjfMHpP2A/VHxyscVOO+LJxZhPXNqieWTC+JEJ4/Njir3cqWLrhN9psNMaaTroAtBCskgXlkV8lZvL0+WYP910V/u+oiiKcsyJ/fDe48SNikE8ZqigriiKcozZuPvKQvrAs7mOlDuYISYCllnPS5FuKEDax2ekMyfptqtcoDFBtFlM7EY53qXeFhanoL274a5zlzhRzahchyHRJUMXDV06LKQPLu1cQE+W76UkiKQDQb3/XhcsrTGIZPHImMTWeM7YNxhJdNFgJFGYwFY5577RJTbdDC+BOnqMRCrpWLfzpft8ENBXhXQziNxDLHLv7jxK5KBtz0QYKggfJXHIbT7QJouRRCWHM8ezMNb1rvTsKB8KpK7mug+CeESWjvUhDmbZMZCeGiszPPeEQyJcTIY1WxMxdNHmOIrJgr0g1Kmk2DH4uWDaiCzaLK6FcOVoiGtN3/EjzmUxedWdDnkUhRWa7YKu6t+qs2iZXC4iG93qtk9ZcJSElUSyEWcjIom2szSSqKOQqkhXGUIJ7ZrBdBY780jXIbM56Xrlpx8V01dibWTIjLeWsFFRb7tl8V/pcg2C1I/uaJJgfYCUR33IIv9uKhLiI2G9I3YGQp6ndIKbGUYXAsSEaSJ23mH35sjOFNoWc89dvOf933WoubeiIPd8/z+KPYhNkq7D79YkUxJdHkkjZS6+nBxII4jtj8YEEElO+hEDeb9x/Tknnz8tweTOnqH2wWpHWI5oSsvnXjowsBdHLFKRhXYJh0bdtMnl2BhXc5rd5W995jh3YH68PcnDW6f5ra27+XB5Don5HOanBog4JwedVnDwV7npXCm3XFEURVGUG48K6oqiKLcZV1MISrl9WRZv7GMyAGQQ/6xBlqKkQcqCdHKb+t4NouujRwrD9Kyl3oJuDN1aotvoKLcW3Lu1x6dsXFhmkndxiBERumgP3NR9RvcgRtfR0URHFy0xCYtwcPkRk2RRyfbidZkd7aeqGet+gZOAl0hAsCRGtmHTzbOLsxelDhyaWeTnaZzoAHEo2rkiPg0C9SqDmD7kpg/zH5b30LQrn62+l63D/aonHupgaDkQ6Jrklp+TYh8bEfrfMUsTShbNI96E3r2aWDBkKqflNFYibbIskl92NmTBDerol652LznOIyDs1wWPL9a5NB/TBZtjK6pAs2GYPAZm3kDTQNtmd/ogpl/H6BPjHTIaIa4X043JAnOfoZ5KRxwXdGOLxD5zXySXfU2GJBA7Q914rEmEmB3BACHk7b9W1XgbcgdSYVmULe26ZTYu2d0ocLuGtUccxW6H7d3x4hxiGtK17Es4IqYviwUfpSwIlaPXX3Oh336XN3NDCkLXRYIfCgxAqiJukjtwYmegdkgjy3gS0/VFWu3B+SJWlod+5e8/bXPvqLiIFLNDPSaIAekiZtZQAHYRqC4a2jXH/KRhsT2sVAhWwGYhPQZDtJGYBC9p2ak4su1ydE1lWirp8rmASCEdE9PkjrB0cN4KyeSONcmjWXLHW8JKoOlHpoxNTSEdlXQEBE8gYmiSJYrw4uI8d/tLvHT0OA8Vn8pvFvfRfqyguiD4fcE0fQyMFWS1BoPJI0bM1mYuzNu2hIuXbvw2uQO57Y8zRVEURbnFUEFdURTlNkbF9DuLocAoIlk4H3CSCxk6t3S54h1pfczi7vVlTnqyQr1hqLdhdk9ETtSMJg1V0bJVzTkz2sebsIwlWPP1Efd3jiYZhO4h3xtgFkrq6KiT53I7Yh48XbQ00WJiwklk7FoK23Gm3GNssnA+fD+mXJTPm67PHn+q0A0HzvLVdq061o861JccKfYJHBLT82vJ2eNwaBlXXw9tHaZnpYjpqmt/mNdqXnqOgjGY3kUOHCoomiMdzBVF7KFDwK5Ma0yiTYFF8isZ6tlRP6yHmAz7XcVeV9FESxsNbWuJrUHavF8060Jzckw1b6FulkUKr3d2eoppmem8FNON7QtmWpLPrm2/H/D7fea7yy7g5COmDEtNel57XC9opgTeBdarmtLmzoU2WDry6AFnA+O1mlmCVgrqfUNXWezIY8siHz9iejV72dgXurAHAvowumToAOsjmFYdwxL6DpSavqgvhNLQEXNnAiA24cYdYiJF0eXs7q4X7hO5JkGbhfVQ5u1c7IK7vOA9v/Fth5r3hZ//ndj/9FtX3Oa3YvTLcyENET9Nk7dLiLCxhrQBK0KMCR8hiSN6S/T5XBqqK//eIKavRk2VpqM07TKqquhjX3LnZMaS8OYgXmrDLJYCetGL6YXAxNTLTk0ATz4H5kKm+ZxkJVLRctrt8bknP0BlO37NP0AyFaEUJDlCtY6tI24WcLsLpOmQph+h0rQH+6Vy3bidjytFURTleXKDa/lcFcetPTcIFdQVRVFuY55XXuytzBViTpasClbPxi12USDWHojpQzTEUMRxPCKtjUiFy9m3fUxGcpZ2zRFLQ/A5K72roN4Q5mcSGy+6zP2bl9koFoxse0j8MUdE9CsxiO4D63bB2Gbxe8POudSNmXYlbR95AHDP6DIn3HT5vaNO8MrkApux/+2AEFJ2xsdkDhUCPSqqxxXH+NGCpIMIDxyKeDmIUjnIJB/mtdpZMBQIzd83h4R3JAuckV5YT3Ep1Js+S32VQjpCMsuCg2NqbJ+RPmS1T2O5zHAvpKOUljY5FskfWm5DojItPuWs9r1YUUe/dOTPQsHFdsKlZsyF+ZhpU7A3q2gXjtQaTCeEKjE/LdjaY+s1fHewVYwYYtNct+MldS1hr13u21IUuVNoVCHOIrMG9haUi46tOGb3/qJf54aOXIMz+UiYV6QgYHoRetRhJ3WOELKBJlgWnaeNhkXjlhn+YhJhEqhPGOanHaZL2B2fjy3vDtzk5PPNUbFZjGDW1/NIkaYlLmpSdzjqZzltfwxzJJYJa5DV81aMmDZiukR1KRJKyQVGO6EbAxja7YAddbnvzB20KSUhTR0EIYwj0grGGhoD3VjoxkK94TmZxrz+s7+dxbnRcv9MWx75U6/IbYsgbUQSJCN84w/9+PPfyLcIselHaOxPEWsx8znmzCmiCCJCHEveJhciYJgVYBpDdAlEiEaWBZi7YHKtCYSQ8uieOjq86bAkZjGPtlkkv5z/aqdhQT73IbkTLp8LAhPT4CVSEGkwLFaKGC9H7aR+RE+CFkeTLHf7y/yZU/+NTT/nP609yN4TE0zrcPMcvC8R7Nwibcj7ZyD/jZL3TblyJ5/y/FEhXVEURVGOPyqoK4qi3Oas3pgdFddvN8FdjCxFdXEHN/lZXLeHp3sGUszRG8Pf48xQVFR617kMUS8ipLMn6bZyoVFiOoh+AZIzJN+LwIXQlbDYFuZnE/Fkw4nxjLFrl8XxEHASDonWsX9/+RpZrmWz4lSPRwTssc3O9jVbAyzzvyvTHvpe28eVDKw6xQ2rwne6QvnPXjg/Iqq30T91Og6y0lcd6rF3lw9u+OH50c8HgXxo21EX+0E7I5XJGeirkS/5twQ7xMMcanPej3N6RKKSHA0xjSWzWGLJ70MW4BbJH6pTtBo1M4hydXQ83mxwqRmz25TM2oJpUxBCLpZofMziaxBSsHRjWGwJ4w2P2ymR2PvhrcF694xC8bUgdW3+/fkc6EdiGCG2HXYyxpw9jdmqqC5HQml6Z7AhtkJyCVNLjjQxkGwimsTCeS7LiH1b5mifYAgxF4w0JmFtRIqO2kC3bti/1yLJ46ZjXDiBXN4hzRcHjQwBMbIU1c14jKyvgXfZ0ewapP9sVXjP5yqPjKrcIRYTqeuykD7kdnvfR97k0SWmCbh5/o2uy0WDSdmtHj0QwbrsSq9rR2gtzgW8C3RrLa7ov9taYm2RCx5TQzcCBGbnPO2apXqyodnydGOzjIQyXerTiAyXX2o48wWP8Kce/J3rtOWvPS/0f54YWbrUkxWSt7SbBYsTluiF6PJogfJSPq82lZBiX5si9OJ7NCw6n2tPxFw7ok02nzeEZca/XemwQwxV36FWkCOw2pRrAiDd0qlereSuWyJx5TwT+o69gBARvHScdPu5SHHylL37XcpAN3IkA0M/ZBqiwkDz1K8jKqQriqIoyq2DCuqKoih3EMPN2iAoDEP1bxtRXbIItXRqA8SIXGlo+lFRwBiIMQ9j7//K4DrtM3SPG0sxvSiy+NYL6XhP8yln6dZ9LloYUnaV9oJ6kuwshfy33jQsTsLiZCKdrjl9co+tckGXDCYZTMr5vDGZZf52xNAmIA4CUB9d0ovMg6BjJOdRxNRHjUhOMfc2MDbNMrJlVXwfxKXBgQ7QRpcLSg6icO/ijividEySXdqYZUHPgaEg5SqrQvpRBlH8aFuGvOKluL8SyTJ8Z9Vhn9sny99ajXkZXOh5Yx7MexmdQ8RK6vPQDWTzK4ZcnBRzINLvhVF2q2KXbvrc0ZCLEFrS8n1vAnVwOIncO7lMEx27TUVMgjORwgQiwoX5mMd315nvlyRTMr9ocfsjnDMYY5DZvI+ogTi/ccdI6tpln4FMxsS1EakXfIu9RDcWiCCdIDF3+gybuVvLOeIpwaLxSN9BJPQdRInsTA+5uKkvOtiGelohUTDtiIkzeGuQnT3oOvA+i+VdAGdhMobC544sEaTOQqVZm+R1tNKxlQsD2yyaOwddl39rpQgmoyrnxVcFqbB0Y0c3sXSVEIrcWRBKaNeh3Ugw6RhVDRujBU3paILFm0DhAuOiAcCanOPdBMveesXi/Ai/Y+lGcPFTheKyZbJeMTsjuDlEB6GCxVl4+K+/+bpu32OLmBxDVFhka4Pm1BqhsnQjk7dFJcv9LNksrEsrME65gyoaUv+/qI2GWecpTGDdL5aRL0Mh4+HhJdIk33e4pf5cOYwMigQChjxiZpE8PuWaE7aPi0ECi+QIyVBIAMJBQWiENjma/vx5rtzB2YAtAt0EohdSnfJ+PPxvWRXVVwsEKy8YFdMVRVGUqyKl4xe7dtzac4NQQV1RFOUO5KiwflswxL30Lk4pfL7hH/7Br0bAmBVRYPVvnzsug7AeYi6+2LZIX4TxuAjrYu1SSD8kpltL++AZmu2C6CSL6X3cs0Q5WA8miz/RCe0EugpikShGHWcm+4xdsxSbryQ6m0Es58BhPjwfBGezkve9GokysBrpctThPXwW+yJ8s1hkgcmEZQZw6KNahviXNrmlQB97d+YgYPdS0qFluVKbjjrih88Gd3dccb3Hft4HGyUe+p2y/2wobgp9DvrwOh20I4tnB781iOnDd5ZtSrLcfbNY7/pOjciWndEku4x/Gebj+23lU9d/5tjycwLChlvQJZuLI9qak34KZBf7hXLCdjXnQ+4ku1NHvWWpLjkkppyn3IUsKPdxJTdzRId0iWK3wy0MyVoW20L0YFpW3OnQbh6cB6zJbRVJuRBrYulOH1cdMQlN23fWVIl2LXc++anHNCOM6/eblBj6buJ6SbIGaVc7c0BSmV3nw/ShP8eIZEG9Kvv3+u+VQ3yNkCpPKhxh4unGllAZmjVDOxHaNegm2V0expE4ChSjjtJ1jFyLk4g1jo1ywbh/vd/l33YS6ZJh5FsuucBsoyS1htQZTOtINjd+5+WBj3zNW67Tlru1ECOY8Zi0NqLZ8tQbhuihGwnB9/ta3/kQXT7vppTz7CG71ENfqHTeeTaKmnnw1NbRJksl7bLgspeAl4Q9Ele2PBcxRGt1tOTIq0VyQEck9UWOwUukkg6/UsshiECyhGWuOoxNQ+kCM5MIVSIUgjMCkojuYPTR0c7oPDLjOq94RVEURVGUY4YK6oqiKHcwg7B+O7jUpS8UmLOIHRRFFqpWIlBwvSTQCwJJBJzJw9khO9mHR0hISkgXsnBY19C0pLq+7hEXz4Y4j6nKZcZytiwacI7mU85SnyzoKsmudOn/xiwcipGDOF0rJAOhgFAlWOsYlQ0bxQInsY8fiDmWIGaXa9s7pb09cIBnV3pYeT7khqdldvjRAqKrgnmEQ9MM7wMs+oiWHC+T5z22zaH4lWF+RuIhx/jTcTSiZWDVxT20YRDVB9f98BfAm/YpTvhBtA8Y6r7tQ6HBIWvd9wUHARbJLyMdLAcdEwdRLwf56RNTL532TXJ46QipYBrLpZM9HOocSHjaZbuGdeUJOBMI0fXzhrPFLts+59fPYhZcT/opXiJPjCbs2nXqbbgsjvKyZfKYo3qkj8DojzlpfD4+muZZt8ELphcY494+cmILU4flCIxyR3Bzwc8i1fkF7/3Vv8vf/90/w4/9/iuRj03Y+h1HN3K9oztiTi+46+QOAJemY9armklRE6KBCmZVwfnG0CbP4pShGznsfWsUuxPGj7fYOiBdJDlDu+bACHYW8vkkJpI3SFUgbS5uSUhI2xeX7IurJmOQroPSISGRCkesHLGwxNISvKHZskSXj9lulDPTuwm0k0QsE8klxCeqsuXEeMaZap+JqylNt4wRMX3HjTchRw8lyzx45lsFH9g9xaX5mP1pSW0SlypHGAfK889+TN1KvKD/d2JIdY10kWh7534p/Tk0jxRYThryKAkaQ5KEKQIiKeenpxwvVNk2n1+TZRbK/hyTqFKL78uReom5NkLvTj9K7kDMjnUrkUVyWUQni+jjZcdenj5IjswazmOWSBDDup0z9g07tqJdizRrFj+F2Amx7IsAh4CE/lxsk8a/KIqiKIpyx6KCuqIoinJbsOpOx/VCs3PgHclbYulZhlTTi+nSi8rOEH2fE2wEQsJ0KRf/awLSRsyiQeYNMptjREh1znC+0Y5csTaL6S4Ld7koXF7u7v7TNNsFoewz1M0yGINsh+4d6n0ubnRCNxLadQjrEVt1bI/my3kdzQCHXmSWtFKkM2F64Wco7jmWnI1+NBZlcHevFthbCtaDMz0ZjhYJDfRFPTlsgzQrQhN9VEJcyUA/mMfBbw3FPJfLtyKsHxXzjzrUS9MejpHpxe5wZJ5GEm08KGQaEGwaxPhIiz/UeZA3T/87vdvfECkkBzoM2ejrZsHE1Mv1dzmOCNHQppI2Ztd+XC5DXm+VaZfFTFc5Yac83m0Qk2ERPZXJwns7xNqYtCwCO/ENMu5otiwg2a3aOorLJSakLBKLLGsTXO9ipcv17PO2lOkMN5vzrg+/HYDXveY7ME2HeeQJ3vXo/wrAt7z83/AtL8/f+8bf/BLaZHnHH/tXy9964y/9dZxETo+mzDqPkUQniVlb0AQLKQvZ87MRU2fBvt4WZmcKxufz+SJZod7IESxuZnE12DrhpgG3CJjaYJq8r6Tkc0eelXwuMgIpx8RIyEJlKG2fCW/oRkKzlt3QyWVHejeCMMpiehwH3FrLeNTwou2L3De5xJqt2fZTxqY56PzCLF3Qw3GWI4U8G37BhWbMh3ZPcd6ts+hG0AmTT1zXzXjrkLInHGuJaxXJCMnkkRDRZ3E9mbx9YpGIPpHWAm7SUBQdozLXpChcYKucs1XOmdhmecx6CZz1O4xNzYaZU0ig7UfU5Pisw8VJD6Jf6KfpXel0+dzTT+9JWIGW/pw8jNrqvx+SYCXm4sbRkpJAFZiftYwuCiwSsTCEkcO1AUzs99chBsYAalF/vmjUi6IoivKciIlDBZOOA/GYtecGoYK6oijKHcyt7ko/ytKd7hx4TxoVxHFBu1nSjQztxGQ3oRcwvfghWQxp1/rfiL2zMIBtc6E/0ybcPOFnCTcL+J0auzPHTOdQ16T5gjCdXXcBcYh5oY94yVEvBjbWae7epN72hLIXeWzOR5f+mkui5KiOlD+vN4RuBM0WtHc3FGsNW5M529WcmAxdSpiVeJRlxvmKs3HpojbZGdlGv8wcPyrGx6VAbpaSdECoo1/Gtgy/30Z7yCm+Wgh1eD5krQ9xLzC4vXundt/OkA6L5IfateJAPxo/Mwj6Q8b50hEvLMXJNtllfvsyL74nu9JzodC6Xy9DlMMslLTJYomUpqMyLWt2cSjaZRD+B1cxwCyVbLBYZiBX0tFISytuKYxe7NYYm/qQC34oZrpuFlTSLmN5/kj5SZ4IG1wOY0zfGTG0s02Wy2HMxXbCY3vrGBcJo0Dcc7nAooXoDcbbfLwtatKiJtX1su7A9eLZBKiHfuXvPOPn3/0ZT/3+u/7HHwDgHb/3ej4wP8PHp9uMi5aNoma/KNi5NCZJQoIheWhdotlKWWQ/YzCtZGG7SESXwPQdVy4htcU0Dr8nVBfBzaC6GHDzLEwO63IQZMtLof9u7rzoKsnnrarPSZ8MQnrMo0rWak6uTzk9mjJ2DWfKPU75fTbtrI8NCUxMzdjUtMly0k77SKGDeKZF8lwuxkxjyas2Sj506gy/vnU/a77h4w9s8eC/fBupNWz/WsFv/NA3ANA99hIMBnPu/c9zS96CpJg7K20+n4YSYl+8U1J+dFXe/smm5WHgbGTkW0auZatY4EzghJ+x5WfLYsx3+8u8yD+5PBc1ybIXi2XH3SIZqiMdkkOBUmCZnT4I6W0yzJJny9SUJAxZQG9XotAKAm2fwT4xdY5BSoBJdJuBetPi5nlUU6gcdtogsiKkm6d2YCrPjAroiqIoinJ7oIK6oijKHcrtJqan0MsK1oA1pMITJyX1dsnipKPeFGLBMud2ENSjh/pMINmUxecoEECCYBrBLgTTCm6Wi/P5qaHYcPjtCr87we4tkP0Fbjwi7u0T5/NnbujzRQzifB9ts+JMH41o7t6kXXdELyvu84PCoznKBrLqA+0kx0W0E2hOB7ZO7TPyLSeq2VKsXSUundq5SJ6RHEWymucN2RU9CNwh2UPxLquC9tIBnsxSPI8ihwTpZ2IQu9to8TZQR38gRq8I5oOwfoiVduTcdUsbB/H64LveZFf3UTd9SHbpgj+ct54d9IV0vcs+Z5kPzvZZW7CfKkbmIA7l6PLaPjfZEmmGYqwprx9DYhE9u1IxMTUhGaapYJH88rsWWLOL3H4JSyeyly5HwmCXhTcDhjY5Locxn2hOLMX+sWl6h3xartN7N3b4SLBML5aUF6HYBz9LJGdILueCx8u7uVjoMakx8HwZm5rPWvsoH9g9zU5TYcjFO2NtcYs+93458EOQQBZOk/THXFZVZb3FlQHvO9rWEYOhPQd1a2DucDsWv2cxLdgGTJOdzW6aXe3RZ9E2DPncVe7060Y5nmkQ09c352xPZpweTTld7rHhFmz7KZV0y5z+gOETixNAPpbX7IJPrR7htNmn6kcvLILntN2jMi0bacEslvzdF/8bLIlpKvhku80HF2f59Qfu56Vvewcnfyfip1/D7Gsu818+8yW4cx+8ORvsBpNiIs0X2EszqsqxODEilAcds924F9MN4HMED0AXDLOmoAsWZyInyll/Ho2s2cVBdvpQeZjcYdmkLHpbgTYZ2mSohmx1+pEMqY936s8nVV9/ISBcjobHwhqn7ZTqCiOOcixUpE35nPEZ259kvy7Z6SxdEelGlugF06V+BJchiWRRHZYjU+5MX9rVoQK6oiiKotyeqKCuKIpyh3K7FSZNIZDaLt/oFwVxPYvp07sc9VYW07sRxKIfjl8k0kbL/fdcYOTapbjZBJtjNKKl6SyzpqBtLftzD3OL3bcUlw3FrqG87BidL6ie8BjvMN4j05I0m13zHGnjXS60OhQgNQJVSXdui24ti+nJcMidTj8qP/WicrJ5+ZuNXpzbDJx54CIPbFyisB1NcHS9C7uLFiOxj3RJdMlgkuDtYVFmWG+L6Jei8uB6XRWzlxExg1N9xYneJnsoOgbohfkhbiULT95k13Vl2izSI5R9LMmQbT7MZzWz/UrRNW2y2Tk+CPqYZb50FqdCFtiXgfNPdd0P7RzaOLBInlkslr8PUCfPbluxLwVrrmFkGtbtgk2bHarL6I2+c8BKZC9U7MWKNjoq07KwnmksWbc5DmJY74ObvTItW3aWC7hKxBCX63exUuQ0rHSYVNJyl7+cHfMryxcRHqm32WsrumQYFw2LuaHcTfhpotjpcHsNZtZA1xHrxVPWzbXkRolSViK/Pb0XZyKu71z40JOncGstad8hbR7tYVpIfcFTUj6n0BeeJAlp7hhvzViv+iz2Hm9zfnkbLZemY+rGsb9bIq3B7VjcFOpti3R9YcsyjwZA8jy6cYJxwI461tbmnJpMOVHO2S5mnC72WbcLyj7bv46eS2HCH+yfZbep+N2P3MNHvvKbAPjvH7+HRbK0ybBIjmksKXpxvUmWE26f03bKRPJReNJM+Yzq43z25EM8fO4M//aVn8Yjv3ov2z91Ej7zhmyaa8rzzlFPkdg0mMs7mJNr2DphRpJF9b4gaerPu8QctWVswrvARrng9GjKdjFjZBs23GK5nVrJ54mF9cvj0DJ0gpmlSx1gmjz0QrtfmRZYxruElN3oJ02NJXIhjNgwNZumgxUhfhDphw68l4wfx90d+GV5MU/Um4RRrrFhGsH4HI8mVqCTg9okylNQEV1RFEW5bgz1vo4Tx609NwgV1BVFUZTbhxShC6RRQRh56hPZmd6u98Xj+rxhthruOXeJB9cvMnF1L1YcCK+xFxliMkxDwawr2G1KLs3H7O5XzMcV0VuIgm0sti3xMSLOImWBTMbIzi5hf//aLp8xh6Je0saEMHGD6RqJvcAHuUCj0A/NP3DjhyKL6e2Jjo0z+5we7+MGodq2zELRrwMhDkJ3v14K2y0d5m2vva7Gn8SURe5VgXv4bBCWoc8elwOxN89LsKYvyilZ0DVpiCw5KNZZ9WIhyV4hJiU70ofIkoFVp/zgSB/mO4jpy2XA4AjEJMt2hmQOol/I7xmJ2JTAwMTUlJIzyGexpI6enW5MTMLYNrQxt3XDzvGm693Dwgk7xUu3nP/SeZ8ssY/hmIWSmIRZLJjFgk07X8ayTEy9FNZnsYTIioCehfaAUEnuMBriXlbnVUhgy05pk8NIzm330jGNJZfbMZebit26ou4cySVCYbI73UD0Nhe9lesf+/A68yU3RKT6v288Ttx4lHAuUt71MG/8pb/OfScucX5/jZ1ti/ERHq2gzUJieTHHQ0UvSMzvjZ5InPq1y7z7t/8+n/Vzf4fZoqDwHZOywZvA2LWMXXaVxyTsnix5Yn+N2XbBonbY8wUShORS7gRz/U2Kj1BFinHD+mTBidGME+WcsasZ2dxBY/rjaj9UPNmu8fD+KR7d3+DxT25x6j973vgtf513ffwH+NT7HmH66AMATO56GIDf/Nh9PBbWsURe7M8fHL9Ijg2RxH3V41Sm5ZET2xSfE3jYPMAbvvyr+Xf/4bpvmmvOCxHVEUG6iFskmpgjxIj9w5I7V4qILSJVkYvEbpU56qWObpmbjus7WSTkmgXkKKiQcvfi8Hqd3GFl++KjubaCI/Sieh5VFPGSCCv3tPl8GJmYht1YHnG35ykAMGBT5MXFeWIy/Imzjl+oX0IzygWu3SKRWiHZfmSUkdxhsMxQVwZUTFcURVGUOwMV1BVFUe5gbhd3OpAjUcoSCk9YK+nWHM2aUJ/IQnqoEkw61k/M+B/ueZg11+D6eI3B+TyIvCGZZVHHjZSFjDo4Lo9HfLzc4pNmkzqOSGKJztCVBdWaw+93+ItzzL6F6ew6LOPBMHvKgrAxohtbQh8PEb0s3azZnX7gUo8Ouj6DOdyz4N4zlzk1mvYRLwZjcuRHRbt0p8d+PXTJZUHbZtF4NdKlTZbBnD2I2LNQ5Gxwu1gKvLNYLBfDSloK0F4Cg7YUksEPgnk/n9XIldUin4NoXvf560eLig4u+dXYlzY66uiWbRnyyUOSLHKlLD4FI9nN3c/aDS70oejnils9JkOTXC7olxyL5AkInz35EFt21kc55GKkB859wyI6ngjrtMlRmQWVNMtOg4iwG0c0yWFd4pTbZWLq3JlAWIrokN3Es1RiJbEXKi6GCTvdmHk4yG3f9jM27RwMrMuc7F0XPtlss24XnHK7VCsFV9vkiMlwd3WZaSiYd37pso4FhEIIo7wtkhPsnsOMRsRFfcOL9F5rzLn3Yzi4QB6y1Y8SH/tDV8wOf+On/m3iwx/l3Yt/CcD/8ae+Y/nZi/7J90IVuOfui2xsXKSSNmfh25atcsGs88xbz+7JikXjaBoH0eBtREzCmpidzqMFm8WCE+Vs2SFYR8dHFifpYu86D54nFxMeubzJ9OKY4nGPbRLdfad5431ZVJ/c9dFDbf+M+z/OZ/TPn/jkPfzC/ByzWHK3u8SWnbMlDaTEH/EXeGz8Cfa6isf/6DqPXT7B/+l1/wAJiX/377/5hW6CG8YL+v9XlcTKIhFMd1CMdFmf2CbEB3zRUfmONd+w5mpK29FGSx0cW36+7OCqpGVsaibS5PoLpi9g3J+/prGgMl0+nwCLBBGbo5ti7vhsksXS4CXnpeeYmJyzbiWBabgcyz4GKlKtPKClTQuC3ed+d4lTbhf/QODn2pez2JtgmzwqI4wsZmoOctSH0VJ3CKti+bD/qICuKIqiKHcmKqgriqLcodxWYjp9wc61CUzGRG/oKrOMeAlVgvWO0fqCTz39OCf9dCmiA4dcu4aEkYA12SVYR5ejTGzEmUATHdOm4Il1T5MESQYTBVcLpjG4wpFch4wqZN+TuvYaLWBWapZu4FG1LKqarOS4ATkotJokR8AwiOmjvqDhZqQctZwaTSlMWDrQY5+H7iQuRaGYyFEvknDmQMQdMta9OewE76LF2kSboKRbvt9G+/9v796jLTvrMt9/3/edt7XWvtUtdSF3Q7gYEiUoJg0tQhPBgeJROdgi4rBHe1DRhmAraNtBj92h6SO2HkFHD7AHtt0Hhs1Fewg0aYQAEhAwQAggwVTuVanUZV/XZV7e9/zxzrX23lWVpCqpqr2r6vmMkZHaa6+99lxrz5qr9jN/83kZjXvKCThXx9f/qMsDxx3i40DdjhcWXTP13ozH7Y/qSh8/dtXWWKw1PkkyaifTa+/IXU1uqknPtA+GQZMxMp481OS2bifUY1g5IsGZQGLi9LpvOlg8U260JsiP27nVrXBpeojCNO2VD2ue43ha3pZsc4NYt9B2m69dXLVnR/SyR0iJXehZ+7rEx4s99yWONFiy0DBn+9jErwvbVytv2vu3E/jjRSibYDlYT3OwnmHaDda99o7Y7Vw2CaltKLKKlZmaJs3ajn6DySxhZDHen9aFSDdjYPVoC3F+5Ov//lG/5p7/61cnf37xJ99AN6movZ38HQPopSWpaxhkKaMqLjZr2tqlLGkokopuW1G1XOcs1zkQ/97WwdKvU5bLnOVRxvJKQbOQ0X0gYfbuwPTdfZK7HyKMHr+OaseeB/nx/Vey6A9wfxO4q9zBPaxe1bDkC46UXTLXsLIFRrMJ3f2jE379zma204E8p+kk+JRJr75P2gVpUw+pxyYBa2NtVukd/SajDpbMNuSupmNLtiQr9OyIaTtkzvaZtkOGYfVYiWloQkJmmljPgiU1flL10jA+oRhPfs6HnK1uhCVOqo971gmBoj0JGSfbPYUpKdZUtlgCFfEk53fmD3G4meLpux7mjgOXkvQtySDgExvXHxn3qI//O8cd7xi0GY9LIiJyHghsvoqVTbY5Z4oCdRGR89C5FqZPdAr8dEFILU0eF/LzaSDknrSo6BYlW7IYpo8XYRyHsKlp6NpyEt66NYsyApMwtpuM2Nrts9QrGIwcTWHwSfwvJAafOUyRwNYZ3FQPVvo0Bw4+qWDdJGlcbHVyg2kXRAyTmpdgzaT6ZZw5B7da81JPQd0L+F7DXG9A0da3jDvSx4G5NR7v3WQ6HWJYl9mmXZB09V9MqfVU3jJqJ5obDJW3gGXKxXCtwTAKKYMmLp6Z25okGJpgKWw1mYRfu1ipbSe67TjZDzb2arR8W8czDqDHdT0jnzL06WS7j15gNbc1aWhorJ3UqIx8wqBJGTZpO5kf8K4NONugfaku6NcZhavIbEMvGU2eX2ErtroVhiHlcD3FyCdc3jsQXx8TKEzAYWiIJxqqYCiJE/Tj6dCGhpSAB4bBMgw1VSiPWVC1weLaOpr4vD0YKEy8iqIwDYXxpO2XpRicMTQhMAzx8WOYHiuNthUrLPqCed+l73OGPp2cTDnc9Pjmym76a6bT017FYHeKaQz5vCddrknmh5j+6Hz9d/QTdssLfv+Y2y59x+9hG2i6HpM3MUhPAsb6OAzsPImLfwedi1fWOBsoG0dVuxjAV45mMaX3jwm7/rFhuNURHMx8exn7D/fxkSPvOuFttLu+xRwwBzxrze1v+upP0LUlD/enOHhkimzQrt2QWV58/e9yy2f/zZN8dTYvk6SYTgHW0BSWOjdUU0xOXpJ5yBuMC1jnCcEwqBKyJKVwNZll0p/edSP2pEfY5RaYsaN4dQwG1pyMdITJe1HpM4Yk2PbKhnH9y9j4qp3DTc6cHWEN7XEm1rtUIZC6EUs+YRgSHqqnuDxdAlhXEwPQMzXfVdzHaFvK3Rduoz+cwWeWZBjInMPYuu1Qtxh7ble+KDgXERGR41GgLiIi54zQzfF5ik8sVTcG6iEJmMRjXZw2zm3dTqH7SWCeQhsu+3XhrSNQmbhQZN9nDJqUsp20TpOGoQuYxkyGpX1iqGZS6o7DDRuS5RLrn9zUrklSTJrE0GI8jWBtrHMB1g5jm3ZScny3YOOChvHEQlzU0BU1WzqxjsaaQNI+73GYvTaABshsQzc5dvLUB4PFY42h9o6BT0lMwygkMZRuT0yMfMpynVF7F7va1yz4aY2PfeKTKpumrWtpJ9WJk5cVkLa9wSOfrqmjaRctbb9uvLBnPVkA1U+e52qNTJxUH2/zqIl9xj7EGpSuK+klI2rvWKpzlquc5SojBMPObkPHDXhKPs/2ZGkyUd+1I1Jfc5DpWHVjq7iYaKjo2mpy0mYlpJPJcN/W1sSKh9X9bRyix+fPZJv7PqMJ6yf2u6aME+nGUph6TWd9zMUbAj6s1j84gBDaxQ5pXztPYSoqk4Cl3ddzvrh4Cfv706yUOcM6oT/IqJYzbNvFnx8uSY8MMMMKGn9KepSfcKf1OeKeX3rj5M/f96rfo8kMgx2Guhf/LjcZVHnAZ56151pMYzC1wQ0M+QrM3eWZ/ew91A/t52+b903u95d3fxe/+dUf499d/QEWH7oYZwwJDtf+7JJd3z6h7fz3F3yVKtT8zNwX+OH+z1P7DsNtlmoqp7ev5kU/cDMf/8Tmrn55ovuZyVJMnhMSG4/3UyZeCZXGK6GCC1gbsIknSRrSJJ70mM2GdJMy1vukA3ami8y6PtvcMnNuSIY/5gQaxBNg1gQaLJlpWAkZZePa+pd6cpUVYf20eomlWBu2Y+JipQRSW7HgA0MCjzQpO9z6k71V+x4wbYc8rdjHP7v4H/jL+e+iLDOW9zg6+y2MbHzDsSYulC0iIiJynlGgLiJynjlXAytb5Pgiw+eO0Zyj7sYAatwnDu3ibzb2YFc+BojjSXVgMvU8CZeJAePAZ6zUOQtVh8UqZ1DHOgZKi2li2FVOGaqOIxkG0n5cuM0Na6jrJzydbrMMnIuLkK5lDKQOn7tYvdFAvNbOEMb96S52+sYgHZos1t5csG2prYxYXegTmITU9ZqE3mPIbB37d9uPY6e6wxKrUFLr8Sb2kDdtVUFqPP0mo99k+DbAjqG2p+sqcluT22qyOCesVqGktqJry7hAX4gnM3zbOz7uY698RuVjf3D8fs1k4dJxOF2H8Yx7rLOpcKuVJmt+7olpGDQZWVLHPnTv6A+n6dfppIqjSGrKJlbObEtX6NrVygyLp+9z5psuha3YnR5hvunxlfJi9o9m8cGyWBcs1znf0XuErit5RvEQXTtiGDKW6LTVCzXTdthOo/p14To0FK5mGBKGPsGuec4AGc26hVfj/1eNA/aU0H5t4MG6x+Fmiv317OQKDYCD1TTfXtnB1w/upKoddePi1PPhjHTBkS5BMoTRtox0ftgGaha7bQu2acB7/OIyfjQ8uZ2dRz82nY9dxZ/7b2/kpRf9q3jVzWyXeiqjmk6opixVxxLaHiETAqYBVwY6j1Tk+5fgoQP44SgeP9Z4+eVf5nkPXcit91zJHcMrOFxP8W+v+isgdsKfKLvrW+TApcAdFwI/cmqe85l00idvjMV2Cuz0FEz1CHlKXRjKmfY4mwFp7LrHQJo27Jlb4MLeAqltmE6GdG27KK0t40k4U08WRy7N+hOa46qm+Ne6fX/CUbRrT4wXgB5fMRRP2hkqElLjGYaEjDKG6AFor5QpjKUhgK1Jg2cYHIebhK2unYoP8cRz1Z6822qXed7Mt5j67hEf2fFMFtKt5AtdZr/psSFgaotJzs1fJ8+n442IiJxFQtiElS+bbHvOkHPzX0AiIgLEIOp8+aXQdDuY9h8YTWZoMia94ph2Stk2JKYhb6eGx5UvwLpFLcfh8tp+8EGTslzF6cDlUU65kmH7FjeMdd5N3k6I2zixnqwQc5D+4Ak9H5tlkCSrl9OPu2oTB2lCcIZqun0bj1W7BBNDdd92qvt2obxgIWSBrFcyWwzIbE22puLFmUATTNujHl+PYeOovaVwVfs52wbQrHuNmhCnr3NbT6a8x9PpzgQqb8ltDGtyWzPlhpPXf2wcdI8XgvWYNqAfh+jJJEyH2PU77mAfh8pr+/DXVvWMxce06ybwxyE/rmSpLlgsCxbKgsZbGh/vmyWr9QuFqyavT5xAj9sz8ikLdYcH+luYL5/OqEn41Iv+43F/rl+//yks+Yz76q1xoVKzuv+Nw/TUxClyS+yxL7GTML2wNRnNZDuqYFkJKStNzpwbkIXxAq3jhXUNVUiweIr259D3Gf0QTwKMa3Kc8XRtiTOe6bbW6NBKL74OjYE0xL9P7aK3Vc9Sz+QkC6HtUu6A99A0mKaBJxCoP56jA9Bz/djmDx4GwBwsyNKELMsgTePf/zwh5Ck+T8AHkvk+4cBB/OIyHyv/+6M+5rY9D/D9wCe+9nIqv3p8e7RO+HPREzmpbIscO9WLYXqR0vQyRnM2nrBMoOl4QhIn07NOxVxvwNZ8MFmro2tLuq5cv06BCZQhadeFoF3PIlZwHX2lEDA5ATnuTwfaY0YMwbs09L2jjNeisBISetSkbUBemIBtD7vOxBNsVQgs+pxZW+MMk1ooiCdGe7ZkFwtc29tLfnHNX5pnMd/fjhv2KA5lZAeWMEV+0q+niIiIyNlOgbqIyDnm8aY84dysVghlhV0Z4ZwhGQZMbQg2tCl3HPRLXQxtl+uiXXBydRFMa/ykOz23FRXQrOnjzl1NkdSsVBnL/RyzmJAtGpJBfPBx3cqEidOjYXjyC/XFznQXw3RjoP2/yTPIY9BezxQck7kYg09oF41jEoAGF+te5nqDSRCb2uOHzrV31MGyXMXp1pk1n3fjwCeEyeMMmnS1YqV9ASxhdaq9nfLuumrdyYxJ3Y5pcO0UOTCZwByFlLKtj0mpJwv1xe0YV/PEhWPjc/dtKL8aEq4N0RssdXCMmmRS9dJvMvp1ykr7XMcheu5qprIRhauZSYd0XMVMOiRvu4sfLLfQb+t/Ku/oJSNKn3D3wlYWvraN7j4DLzr+z/aZFz3I4kMXc0myj4rAkrcs+YwvDC4jNQ1zLtbxzLkVuqbEY1kJGUOfclF6hMLEUHzcrTx+jnGhyBiSP1RtYaHpToLy8f69XBfktqbrRu1rFa/IGPmExbpD7moqb0lsw67uEtYElkYFw7RmkGWUNpAup7gRZEs+Tkkbs7pA4Rl2rp8w/F+D/wqsOXa3U8w2y2INlDExOrWW4D2hrjHWcEP6k3yseu9jPvZbrvrL07jlm9cPfvdNJFdcjr/vAXz5+IuzQjwe224XZqbxvYJmJmfh8oLBdii3xAqekHlMEjAuLh6buGZyYnBt1VW8Mqeia0c4PFk7pe5Mve6EJrDmhJijMDXFeLFmw7oTkqvXFMWFRwlQEk9ALmIpiHVQvm1oSQk4A4UJeNPQ2JL76x4XuD7WrJ7Eg/h9MtOwK1lgbqrP9suX+H+HL2B+OMNMmpIuZpg8wzhH8OG0LUx8pp3LxxURERE5NRSoi4icQ44Xkp/obWe9uoYQsMOa4nDFcGvOajYRMMAFneXJpPok/F0z0VwBVXA0frVTu2pD2MQ0FK4idU28rH/cV26IU39rwvRJuP5ELn8zFmNNrHkZh+nOYtJ0Eqb7qQ4hMdgy4NMYfExy5bXbYtpg3QD56oKicbLcTCbTx7cBDJuEfh0D59zVJO0Euz/OU6naHvNx/ct42j321MfvVxkLwZKb1enuccVOaurJwqFVSEhNfdTjOxyeKiQxQJ70oJvVxUzbUHkcGudrri6ovKPf1vVUwTJsFx8tmxi6F0nNBcUythO3u+dGzCTDeJKlnbgf+pTlJqffpBxqugyblH6dUft4oiBzDf06BvN1Y0lWDG4EL3jJf+CTH/314/6IZ/bcxwzEHmtbU5gh39/7Fn2fUgZHheOboz3cPbyALckKu9N5hiFlxcdJ0MkVBeNKmzXVN4Up2ZkusDVZYakpeKDcypGqy+GyR7/J2JL1ubg4TN9ncVFT4J7BNu48uItRmdDJ40mDzDU0wTAYpYyGGXU/wS0nBAN10e73dbwixNQNVLHeiKYhrDyxqzIey/ECrnPyOHYcRz/3F9tXwIh4rHAO0y4OOQ4zTZIe51EEoH/pNG7Yo1OW+PsfOvEA2FlIHKFIKOdSBttjt71PPbgYpI8PvI03lHVC2Th8YtedvC1MxZ70CHO2T2aayfFv7eT5+OTi+EqTeNJ3fMwMawL0VZ71V1k5PB5HFSyQkNHEk8Rh9UqYor0apqChsTWLIaNH1Yb4tt2G1cWfC1Px1Gw/P3HFl/nzB56HG1p6D6Zkiw6TpISyXLcfioiIyGngPWsXJd8UnuSaYWcrBeoiIueA8yVYOq42gA5VjWk8eE+yXNE9kLB0scN4Q8BgTGA6GRKbtVerQiqf4GyYdKfHQD1drRKZTGJnlM3q22ZIA01BvFR/CWzFpHrFNCGGjU2IgfjJCD5O+nkfQ/S1k78+xCn0XtZOB8fvFcY96iZg/PpJ4ZBAcIFseoQPhmGdkNmGpJ1Q98FQ+iSGqLad4C/zuGBpGifHx3UwTTAsVUVbTeAZNNkkRAeovcO5OobdrAYruavJbU1q68lktV1zdUDMa0qGIQaBTbA02Engm5q6/S/2hg99OulPHxv59mvbie3KO47U3dVFZI0nTwdsyfpsS1fYmqww7QZM2yGFrbB43JqJd0886RC72xOWmoJ91RzLTRGD5iZl0GQcGE4xP+xwcGGKcjFjy0HIFwK2evyTKeNgfbTvcpyxVCEW3uS7v80LT2BXGey7jM7uvetuu+P+C5lvCvohLmK6NVnhy/MX8s39O/H3dbn02Q/QBMPOfInUNtx26DK++e099O5OSUawvAXKHTWmW2NcwFeOUBncckJ+0JAtghtCU5jYo55a0sP9GOpC/Af1aQjUjjeNfr5OkT7ayYXz9fU4UVf+u9+ne6GjyR3dHRex5fYuzde/fcL7azAGn1r62x3VDPg8xCokG+Jh2tAuCm0IAer26piuq9ieLHFRdpg522fODkiNnwTXvq1oWRukw7jOpT5mGt21f9Wa9uZxmD4+6TmujWnaY9jQJ3hjKEw9CearYKnaq4fi94q964d8h8LGafnxyT3XVtYAzLkBPzD9db71nJ18PruC6QdzkoUcU+TY4AlNQzj24qeziv4eiYiIyIlQoC4iIme/tgqBugGTEVxctC/pQz0NEDBtXUmDjQtYtsHC0Kd4byaTzuPFLsfT0QAdVzLwcZHK2tuYm6SeJre4kVk3HW58XCTQ1h47LPHVyS9IGpoG2jaCuCCpi88NIEsxZYPJHTiDqwK2CXESvYlJS7AQnCHUxIDHgbGBEGJY3a/TNdPqhtrHafx+Hae3B1X8vDGBxHiKdsG6rF2UNPb9xn9ClD4hOerkw5gnTrAnpppMaE4WH12zqGb8OIbmS74zqT5Yu43DkMYucOPbipjVyckqOPpNPlmYdLxYX9dVTLkRua25JD/IzmSBzNQ0WFZ8zlLTYcXnNNh2YdCKni0n4TrE18tjGbqErcky95bbOVDOMO879Ous3e0s5VLG3FdSiiOezsGav/n4m074553vvhs4+X+UHR2mA1yZZAzciGHoczhZ4MF6hj+89wfo3llw581vAOAL913KW+75Eb65byf5V7pcdnvFJz/yhslj/OLf/zR/+2fXsnRJgKkGE+Ik7mibpe7FCfx63pIvGJrMQgikh1YwdVtRZE7yJNIJOrq2Slbp9Xh87/ip/8z+epbCVnxruJu/+OMXsWX3DNnf3okfPPpVFSZNIEnAGZoiYTTbLv581NVAxgSMhTyruXh2nm3ZCluzFWaT/uSkHaw/Trr2LGycBGfynjNelHS8+CjEK6hKwuR7jo+TqycpWXdVVMb4ZCWUbRVWQT05tvrxiVLMpFLLY2MAj50E6nO2325T3LbCVHz/1n9g3xXTHNq7h94DKUmeEaoKmmbTTamv/btxXg8fiIiIyCmlQF1E5CylXwxbwRPqOBlnDh3G2G3Qy0lWGvJ5y2ibiZfkt8GCI04hjxckHU88r13IcvznkV8NGaaTIbYNOZpZy35vKGtLXTlMG1zbGmxlMN5jag+DIaE8+UB98pzqCozFpgnBOUy7SKmbt9hRRdPLCYlpu9MtPrOYxgCWJjUYB+kylFsDwZtYQVAaSpswauJUet3EiptRndD4GISWZYJznsYbQjDM5ENqb0msZyopsSawXBUktmHYpCTGk7X1MLEnPYY2dXAktpkEMVVwVKzWy3gzXgQ20PfZar/7mrC9CZaK1Z9Pahr6PmOh7jLwcQp7pc7xGHpuxAXZEtuTFabtgKekRyhMtW4Rv/EU6JztM3TLzDddnAkMfcr+epbMNHFynSGFrduFAC1piCcVdiRLLDcFpU9YrHIemJ+j/uosl95WUTyyiF0cwPLKyf/MT5F8992MlwjcBTwT2HvZ+vt8z8X38NcXxz8P/umxU+7vfPafM9h9GT9374vZu7CN8kMXkC/4OHUfYnd6Uxjq3DCcM1S9gl7myB9cxNR1LGo+zcbHPwXJcqIKU9H3OXOuz5XFPoY7YP/WjOwZ382eWx6h+fY98Zi7hs2yuBhpp8AXGf1dKfVU+8k2uzYWjPWkRc10b8ieqUV2FotMuRHFeAFs4uLNw5BwuOlStBVYjvZ9iIYS157cqynG9S/EmpfVRYvBYSbX57j2GNoEqAhUQN52pA9DXO/CYRmSUAaHNYGCuj1JmUxOSsbXJ07DD0Pafs5OKreasP4k47QdsLOzzL1PrRjcVTB9eDb+3a9roCG07yUbEaw/1jFh/DmdnBMRkbNWCE+sVvR02mzbc4YoUBcRkXND8ISywiws4XoFSe7IFxLyQ4bBrFvTVRt/0a98wog4mV7YiibYdoo6rFZ/2PHCcIHEQDcrSWxDZmtS23BP7WjKHDey+Lb+OzjiAqJ1gCYG/U/2eU0WzzMWF0IM7EMP5z2hnZw0WYIJjmAcNgXbxOdrGjCVoRol7UPEPnlrPY23NLUlBIOvLcYGkqzBNxbvDU1jGZWxSsVZT9V2DHSTGDoNmzROt5t24T3r101fTnrasfSbjAbLqK2X6bhqUiOwljOe3MbHn1TwtD+bKjiWm4KkXci08paVJmelzihcxcgnVMGRmZpsEsD7OKlJDO79uGc4xEX7lnyHoU853PTYk87zSN3l7nIHfz9/CbuKRS4qDk+2Z+RTDtc9/nF5B1/Zt4f6/h7bb4etXzyIWelD3fCRB/7wyf28z7DjTbmPb///drcf/ODxv/aRh57Cjj0Pcu3P/z4ru1OCm6Vzb8BkGTzGxK/IRnj+pd/mK998IX2fs9Ut8+9/+s9inZMv+NN9P0pvaw/75W/h+3EiG2MxnQ50O4QiZbS9YGVXXPjZp+BzD5kHG7BJIEkaMteQ2FiVtSVd4Yr8Yba5ZabbRUjH7z8xqHZUJOu608vgyGxD1QboDSYuIkrsTj9emH40D5OwP8O3U+o1FS6uV9E+Qhkcw5Ay77vM2AFpuyDyeC2LlRCvwJksCN0+ZoPlYD3DVDoknxvR3zFFr5djD7v4fuQDxsbnFPzmmlYfO16wLiIiInIyFKiLiMg5IzQNWIMpa+yowdYBNzKYZUc56xg0GR1XTSagm2Cp2svmgcnHDbH7Ni5O2ZDSUPl4yXzXVbhshdl0QOFqvl7vpqpzTN3WrQzbRUDHU7qnMkwInmaljzMGA5g6x2QZIXPYEMAanDNx0nxczVJD52HDgJwqzQg2QBIILtYTYAPGeYK3GNPQVI6mshgT8ECNY381Q7dTkiYNK2WGswFnPcYEGh8DeYAd3WW6SUWdxsXw+nW+rrJgXC9TuHoy0T7uYLdtr/p4un18f4COqxg0aQzAq4Kt2QrPnb6bObdCSjMJzyf96TiGPuXBagtVSDjc9KiCaxdjtUy7IQBLTUHfZ+wbzvKpb13BBf8r5/P/9cZT9/M6x+3Y8yAAX/rPb+B7f/btNLmhvGCKbGEJFhZO6/fWVKmcrC/cdymFvQhrPDN2yJwbUAXLki/wKZSzKd09uwh778VOTWF6XcgyKDLqLV1WdifUXWgKaDoe0hDD9NSza9sCl84cZmvaZy7tsz1d4qL0EDvcEoWtyYgLkLo1E1zp5MRhO2W+JiBfrcZqF3Jub28IMDmeBhoCVRh3qJvJwqTjMH78OGurZVZ8FteIwFCYiouTwxTjBaHHFTHGk4Z6cjxd8TlLvsNSUzAMKQ9XM5Q+oXykg/HQdFPs7AwWCG60emVWXZ3xUP1k1hPQcURERESeKAXqIiJyzjDWEIYjzJEFEmMoDqXURUpTWPqdDvu3TVMHyyBJyW09CW+bECcGc1tTuArbTkOP+WCxtg02QogLR2KZywcUvZLBckpYdlC2YTqxwxx3GrqkgyfUNaZuoKrjFCXEqXjXYJ2JJxKqtkvdxgVTbW0Ybjf4JBDS2IlN2i6q5y2sxPKBcXITbGhPDARC5VgqHTbxGLvmkr5gJjmJTTwro4xeXtLLuvgQ62J8exWAa6c2QzDUqSVpklg/0Pazj/uA/ZoTHKV3FK6il5QkpmEuHfC8mbt4ShKrXOKifgn3VNtZ8TlPSY9QBsfheir2qvucvs+4Y/Ep7F+Z5sq5A8yXXQA++E/esf51/V7gp0/9j+t8ka7EhViND9ApNnpzRCbmH7qIR3xD30+xM1mY1K0UpibDTI55tg5QltjZGcz0FKQpIU3wvZz+roLh1nY6PQ/4jsd2arZuXWZrp8+uzhLT6ZCOK9ualziN7tsHH3edY1YD9LVrRfjQhuAmHFVRFRch9Ws+rtqQfByirzW+bbyOxNrbxyeKKxwpzbrvM97GDI81ME09qYMZBkvPlJOrhPp1jsMzmw7IL+gz2D5NcUEOZhY3XWCXhnDwcOxThw0J1UVERM5ZqnzZNBSoi4icJXRp8uPzZQlVjS0rbOMpgGSlR/fhlKWHU+7Zdwl3P32Fq/bsYyoZ0XEVW7MVuraMC5IGR0HsvB13fcdFKQ39Jl7+Pg5I+k1K2SQxaLeBJgdTx7XrjA/YUQ2D4el5nsMRJssw4yl432C8x1UNdmAJdgqfxC71cd5iGoNPoe4Ymk5YXbS0dpjGYEcm9q+PQ5hgCEmYBPJ4ExenTAIhC5MJ+PFgY90JLM0kDIuUw7ZL4hqMGf+bLwbpxgQS50mTWIvQTUuOtAFQCKvh0Hji3ZjAXDHgKZ0FLs0f4aLsMF0zogyORV9wf7WNI3WPA+U0K03OrdXTyGzNwVGPK6YO8rf7L+Pvf+h3T8vPQNb72794Iz/wg/8B04TVIO00Uoe6nIj5hy6iwrPVWvp2wDAkFKaa9IX79qqWumPwzkC3g0kSQicjFBnVXM7SRRkruwzDCwK+20DhcWlDltdMZyO25gN2Fks8tdjPrnSBOdufLGy8tnIKYgVLY8wkrJ4sKGqJV0utCcvHU+ZNO3k+nkCHWGW1djFSf9SUuiNQBYtvH6MKjgbDvO/SMyUzdgTAos8Z4pi2JYXxrD8FHLelMB5nSwpTs82uMJ90uN9tIy+38MPfcSf3797CVz/8NLaFjLRwJEVKYgz0B5iqIvQHhLLEV7VCdRERETlnKFAXEZFzh7FxSr2uCKMRpj/AdlJSC51DlmrK0b+/y512F8/Y+TAdFycJnfH4cad2U+CMnwToaxcrzW2NM56FusNSVVAHizWhDZ7jpfimgWypwd2zn+bIAsatTro/6T71NcJgEKfSIabWbV2AaTx21OAGDp8YggPfTq3bkSEJcXreJ6wP0b3BVuDK+ByaPN7PeDCeSX+utQb68XZMOwVvICTg+wlVY7BZQ2MdvjEEbybhOyYu3mdcIEkbllyOtXFC05iwLkhPnGdbd4Xrtu7lGZ0HeaSe4Sv9i2PfPYZ+k7c1LobcxlT/yu7DHK57fPorT+MjP/8Hp+y1lhPzif/167z4n/xuXKXxMdzi/+KYQFwnDOV0qPA0IbRT3W4SWPtgJvUmznjKGYN3KbaexQ1ryi0Zo1nHcKthNAvlXMAXHoqGHTsW2TO9yFQ6YjoZ0nEVu7J5pt2QwpSkbVgP7SLY46t01tavsBqajwPx8efGtwGT7S3aLvSj/2Z5mNS8VMFSEuu2xospN6x2s/dDhsMzZwcU4/c1O+KQ77LkMwr36CeA43S9p6EhNQ07kiVmXZ+Hq1maYPjqsxdZGMyw5a6A8QlsmyJp3+9MF3AO4/uE+swE6idT+yIiIiLyRChQFxE5CyhsehzGYpzDdgpMtwNFPrndLg0xZc304ojuvoyFK7oszU9xx9Ye91xxhAtnFtia9+m4isTGsMCawMgn1N5h2ylDiNPpTTAs1QWJbegmJbPdAStFTjJIyedh9u6K4usP4ReWYpgeDGGclpjjXA73BCf2gg9xAr5OMHkeA/UkAWOwg4o0MSTDBp9YgoWm4wjO4dMYkLtRDNCDI06zr2kO8AmYBtxo/M3GrzOTXnaAurt6u/Hgli0sW3yWTL7EjQzGt5PnScCnMZgqc8c4ZTcuTnwmicdaTy+vmOsMuGTqCACfX76Ce1e28vBgiuVRTietePa2B3jezLcobMWKzzlc9xiGlHv7W7nn5//1E3pN5cm75W//DS+94viv/9qAa22ovvZzJ3OsU2AmjyfFsuMp9wOwB3jRJ27k+u17ubp7X1yI0zSxJ3wK6gKGOzKCzeKiowk03TZIzxtc0TA702d7b4WZdEgvGTGVlOSmXaTZp5Q2aRdRju8l6xYcPc6JpjiBvvqxI0x609dOscPxw/TJ8zQBR4Ml4EPafk2snSmD45Fmmp4dsSdZjAuVEpf5mDY1JSMON93JlPrRYphu1l3OPV64dE96hJ3pAs/6zgf4b3Pfy4H/eRFb7wLTBJqt07gjyxACJgRMlcbKsjNwBYuIiMg5ywdWfznbJPwm254zRIG6iMgmNZ6wUph+AoInNEAIhKrCpClhtocpG2gazKgmdOOkeL7o8Q9ZjDcsujm+sa3D3Fyfbd0VuklF4WoS26z22xJWu2jbILlfZ3jiAptLwxx/JKe7H6YerCke7kNVYToFxjlCXUNZtjUYbhKgr4bsJ9kt2548MGkSA/vxQnZNEwN2a7EhYMoaUkczleMzi60CeWaouiYG6ONvX8f/QhKnzcdBkisBA0k/fhwc6xKcYFb72eN6d3Gy3QTwqSHY9nbfTrEn8Wma2mD6jjC0hCSACwRjqRNH6NQUnZJeVjKVllw/8212JIs44xlOpTxUbeELi5fxnu9998nvI3JGXPWvf58LDx05ofseLxBXSC6n0tye+9d9/PEfeDuX/bebyTrfzfUX7eWHt36Znh1Rd+JJRCyTnvTg4tVHZB6bNbikmSysDLFzPDFNXHvDVKSmxre96badUh9Xr8Bqd/q4rsWadZtGNV6ctJ1cXxukjw+9zrAugB8bv52Mv4c1AUJ8zKVQTBZHXWv8+OMFSYfBHTdQH9/XHxPwx771eALBc9n0YR6cvYi6sASTEJzBlgWmqqCuMdYSjAVOf6Cu44iIiIicbgrURUQ2qfEvhKpEOEHB0ywvxz8fPgIPgElS7MwU7LmA0QU92lwDN4LiEZh6wNBkHZq8w0O9bTQFMWi2UM4EQhoIMxVppyZNazp5RZHU+GAYVCnLKzn1wYJk2TKaA1sl5Ecy7NY5TFlBWWGaBlPkUDf4wYBQVscG6OPJxccL1tfer2kITUPwARsChBSTJHHs0Jg2eWlIDq8QEkvIU4IzuJHFeEddmMnE+ThEalJoCkgaSPvtt3JxIj20wTgBXAVuCJ2Doe1qj48xCeTdmiDdramEaStoRpeUPPfKvUynQ+bSAR1b0m3H4QtT07Ujpt2QpyRHSE1NFRI+tfJ03nr1/3jCu4ecGV/7j2+A/7jRWyHy6Pa+6s2TP1/25zdz9aUP4sp47GryeNwfB+om9e0VNJ40behlJd0kXs005UZcUTzMjmSJHW6RXrtQcoPF4ScnYsdT6pMgeu3VQCF+HANrJvUwkzqY9n5pG6RXa8L08QR7dVTH+rQt4x0MbdWMp2fLyXaU2HWPDTBnByz5guk2dHdHTb41GEosVXCUwTH0KdN2SGYaXPu+9fTePv7mqVfSP9AhW4wnbk3dIRtVULch+mnuUFeQLiIiImeKAnURkU1sbQ/o8X5RVMj+2EJdEVYG2IcPkYfAaM8MhEDa9ySDOEmd9AOu9Nj29/06NwRnaHIDGJoso+rmVNOw1IGFPFBPe2xpSBcsxWIMnI2P4fFwW0Yy7zB1A86uuUx+NVAIR18Wd6Ihw3i6vVnTx350jYB1UJaY8QJwdRu7bJnGlinOGfJFT7Ycg+66Y+OCqs24Qz0+F9OuOzoeagymDcddnEpPVwLJwMfFTR007VR6cBDaxChOuge++K4bH/epDfZdRhUaZvbcB8DKvkuogqchACXfrzBdRE6xvT/dhuvPg3/yE/8PR57mGOwKhMRj0oDLGpKs5tJth5nLhmzJVphJhmxPl9mZLjBtB3TN6JgA+rEc76roBhOD9rDas960ZzxjP/rq1zZr+rnG3ekQg/uifZ8ZB/JZ23lerFkLZPVrVt93UtOwErJ19xlvx/j7VsEyDCkVjh1uKd5OXLi7Cgk7kiWee/k9fP6Rp5MuGLr7HW7kSaYK7HBE8ArTRUREnqwQPGGTLfK92bbnTFGgLiKySY3DcoXmT44fDfGPDDGHj5Dd5cicw+Q5Jk3AWqgbQl3H6e5Ogb9gjmpLQVM4qo4lXQn09vl2Yc6ArQKm8TSdJIYudWiD5DjxbapAM5WTLCwTjizEx3YOkgSTZVDXBF/HxVNPQd+csbE73bT96dQ1VHEiMDQNWBMrYg4tkFqLrTJsnRCsoe5YbB0I1mBrj63AZ4YmbSteaGsQxuuKOtPWvASypQZbBnwWJxGPPM0yvDRORt7zml8/6efR2b2XzpqPe7vvfdKvjYjIifrb//Grkz9f/gdvx28tsc6zY2aZqbQks/UkTJ9yQ2zbUV7h2kA8VoS5cOzCp7A+pF7blT4+JeoBjCGdhPOr7w/jIP3ooNsRyEy9bmFTiJ3qKYHKBBZ903ast5PvIVAay0pI20VT4yKmPVNOamfGlTRx8h1WQsIjzdRk+r7fhu9liL9K7nCLeAyv2PEFLnrBEQZNxsfveyrNf51qF82OVWXBWDAhvm/RVp89gV/CFZ6LiIjIRlOgLiKySak//dSa1KMAYTQilCXGWnAuTpLnGXQKTNWQHh6QOEeWWIz32KVRnPiuG/ANDEfQ+Ph1yZq30sRBlsUu8+EI0gSbZZClcRuWVwBisLB2YbaT7VFfa1IDE2KPuveEqpp0CRjn4okDYzCLfZKyxq0k+E5KMBlNZkkGAdOmMbaKU/rj/nPbAKGtczFhMrHuU8unP/RGAA49dCHb9jzwxLZfRGSTuftfxatqLv9Pb+dIVpO7mqJb4dv4OzN1rDvBU4W4EOm4cmWtZk1APa5cGYfb4yB93Is+bhev2unyMUfAtfVcjzYJ7wgUNlbCjENxWA3ZV79f7ELP8GBqhiFh6BOcjds23v5x8O4IlFjmfYcD9QwXp4cpTIU1Yd3zbUI8sTBth7xg5hsMfcrh3V32uqe3C2Y7TLcT33/rGnxo3wOfWJ/68RY0FhERETmTFKiLiGxSCtNPg+DxZRmn5axpF0iLt7O4vH5qDjBtPUtzAt3mZk0x7rqpu/Hn2tB8XZD+ZI2D+KaJJwbKihA8xljILKRpDP0hJit1DUPaBCcuGueq1TCdEGtasqXYeW4aJhPspglxQt1AvrB+cTuF6SJyLrr79at1VVf+j/+bp17wCM2MIbcVXVtSmNWA25pAuqZGZW34vbY3fRxuOzP+2MRDMgEfxr3r8XPjBUhd24fOmq8bW9urXhhDYWAlwCjE3nNn/CS8t+22+ACF8WSUeBN73wGG7cS5w+MJVECJY77p8vR8P45x8G6xJkxOGIy/g8dQhYTDzRSZrWkfjpAnGN+N8ftwRBiO2oU5nvwl4mur8URERM55IRy/P24jhU22PWeIAnURETn/BE9oYDIdZyyE6iRacB/t8U7ge50GoaziFHrbURucg+AxIcRQ3drVFKUsoZPjC4cb+klQbnzbmW7ANoHQdqm7kcc7g6s8pvKxkuDAMuw7cNqej4jIZvOtn/gtAJ7xwd/mn13yLVzX08tGsUPd+EmVi50E5esX/hyrxqtBh/XhuMPQtNPo6bjaZe3njwrSJ0yg7+NipjF4h56BFaDysd98HFuPt2e8+Kk1cSHoEkfa9qxXweFxVO19F33BtB3G3vV2G3xYnUz3WMrgqHCs+JyHq1kermb5x8XtrOy0TN3rcH3iCd0Q4kneU1R5JiIiIrJRFKiLiIicjQupHD0VX7XxR1v9YpyLgUUVp8lNmkzCdVM32GGDrTw+tfjU4bPYp04dMCHEbvjE4Po1tl9h2sn6Zrrgo3f+uzP+dEVENoNv/B83Tf78i3//01xUHObZnXuYsyOsgbQNtt2a+pc4kb768YoPeMABqTFYDJ5AQyDF4IyhCes71iH2rK9WxcTHs4FJH3tcxDneXphAZRpW8AyDJTVhclo3NWHcCoY1gSw0kxoXZ+p24VLHMKT0Q05hSqqQAPVk8r4MbhKm90POoXqKhabLQtPh4dEMlsDi0xv6e7pk8z16+wK9hyqK/SuEO7/1pN93NZUuIiIiG0mBuoiIyNkoeIKPC70RPNR+zacCIYwIPi7+ZjsdcI7QH8RgPUmwZY0vEmzlscOGkFh87giJwdSBZHEIHg5cN4fP4Cv/6Q0b+GRFRDafdz77z4FYB/Ob13yE78rvZ4dryI1dF6g3R13/1LOWYfAMg6EKnsKYyX084EOcbj/ehPs4VG/WXF5t29tjnr56e9d4GjfkUNNhzg2PmaIfD4k3GAoaMFBiSfEUpqEI8YRsYSqGIWXJF+39LUOfUoWEYUhZ8TkLTYcD5QyHyx4Hhz2GdYqdKQnLBT6F4RZDMkjofG3+pKvPFJ6LiIi0QoAnfl316aHKFxERETmrBE+o/WP+kyo04AcDLGA6MQxhMMAkDmMMoUjiRPqowg4qfCfFljXBOYZvW+L2F/32mXgmIiJnrVgH81v82ldewUtmv8pFyRLTBlKzPhIfH62bEHAYUgIVhpUwnlaP4bvDsHZ+e20Hum//W/+4q5qw/vbCeApbs+QzeqaiMQHX/uLraKfSj1oEdbzYaKyCqSlMTWoa0pAw77s8Us+w4vN2UVbHvnKOQ1WPharD4VGXw/0uK6MMX1vYVtFMW+r5hN2f7VM/tO+EX1cF6SIiIrJZKVAXERE5x4WmoVlehpU+xjnsVA/jF7H9AXQ7hDT+c8CUFXapD8sr1AceIX8xxyY3IiJyXG+7JgbA77nrei5PD1DYmoyGrm0oTJj0pAPrQvNxoF2FNjxv7zt29GF4HLqPrdbArAbqFWYygV6YGh9SShxzppyE5lUwNKwP1CffMxiqEDvYh5P7J6Q0k771B8qtzFddDoymOTzqUHtLCIZhlVI3jrSo8Y3FJx63P8Hc8e3HnalTiC4iIiJnAwXqIiIi54t2or2Zn8ckKSZNMItLmDyHLI13GQxp5uc3djtFRM5i13fu4T/sv4HM1lzTu59Ls0eYs4M45W08PdNQtSG1D0Dbh+4Ix61uGYfn4wn1tWE6MOlsb8ZfT6xzGU+a+zY475qKYbBk7b2qYGnaR23WBvjt/auQ0GAo2z71WPvS4ZF6muWmYLEu+NbSDg72e9SNJU+auO6o8yS+ofIJvjaEfkJxCPxg+Jivm8J0ERGRx+E9mE028XQ2rkd2CihQFxHZhF5sX7HRmyDnuFBXhLpdyHR5GVgNM15sX6FgQ0TkCXrqhQ/xrgvX3/bjn/1Fnju3l2s69zJnB22NSvsLaBj3pxusgYbVHnUPa8J1M5lObwhUbWjuYBKmV2Ftd3ucPi9MXHR0EqCbGh8MJS5Ooh/1K2HsSE8YhoQVn0860/s+52A9zYFymsNljwdWZrEmUCQ1S3XOkaUu3huMCdTDBIaO7GBCfhh6+/1xf+HWe42IiIicjRSoi4hsQmuDTZG1HmvfWBtMjD//RPYlBRwiIqfW+69/JwD//dvP5ZujPXxu/nJesu1rXJoepGtLHJ7U+Em/+Th6jpPia4tSTDtNvhqc94MDwJrVbvTUBHo0q1PwLYfHHxW6D0M6qX0ZT6aXwbHic4YhA2DJd1hoOtw/3MI/Lm2n9pZuEk/KVt6RJzVNZqlqRz1ysJKQHXHkhyEZQNr3YOy6UF3vNSIiInK2UqAuIrKJ3eL/4oSD0OOFqXLuOnrfODqYeLyPx9YG75pMFxE5vX7qis8D8K+A7/zLt/DTT/07rsgfZqathOmZEmvCpHYFiEF7G7E7wiQ4H3/ctbHTfN5n8X7Gk65pKy+xkxC9wTIMq4ulViFhvulSWUcZEjw2Vrz4lIWmy5IvWK4LHi5nGDUJdbDMZCN8MCxXGQvDDmXj8N4QAvjG0AwTDOCGkK5A0g/c+j//9el8WUVERM4PIcDjrkhyhoVNtj1niAnhPH3mJ2lxcZHZ2VkWFhaYmZnZ6M0RkfPMkwnVNe1+blHgLSJy7vi1r7yCF898jX7IaYJhV7LAnB3hCKyEhCVfULYT6GMew6LvADBjB3RNSc+WrPiMR5ppGizb3DJzdgDAis8YhpTMNFg8FfHxhiGlCgmLTYEzgWptkN4UHKp6LFQdlquc2lvqYEmMx2MYVClLZc7SSkHTWAiGZpDAyGKHlnTRkB+Br/7+G87sCyoiIpue8rWTN37NXjT1UyQm2+jNWacOJR9f/u/n3c9TE+oiIueIJzqhfLIUzG8sTZGLiJw7Li0O8v7Dz2FXvsj2ZAmAQ6ZhGFIKU7HNxTUu5n2XFZ9TmBKAb492cqTqUQXHlBuxO5tnuSlYagp8MFgT6LoYzC/Undh1bium3JBdycIkpD/cTLGvnANgsS4ofcKgSSmbhOU6o2wcmWtIjKewNaV3lI3DWU8vK6lqR1klVGVCaAzFAcc//FuF6CIiInJuU6AuInKWeLz6lzMVtD7e91DgfnopTBcROXf84tM+AcBr/u5f8MEDV7O9t0LlHbPZkJ2dJTJbs1LnzJcdFkYFlXdcPnOI7fky+4czfPvIdkZ1Qjer+J4d9/HAYI4D/SmGdULmGmbyIaM6wVlPYj2DOmV5lOOM55nbHmYu7VMFR+kTRk1C6RNK7zgy7FB5RzctSYynDpZhlVB5R+MtdWPplxllmVCXjtBPyA8kNMUGv6AiIiLnsOA9wRy7yPdGCsdZdPx8oMqXE6RLUkRkszg6sH68Lu2NpoD91NlsP1sREdk4l7z7bRgLuEDaqegUJTunl7j/8JY4MT7+/dYAAfwowSw7TADvIOQeW9RMzQzZPrVM5hpqb1kpcypvKauEurEYE8jShsw1LA1yRsMUX1vCyGEHlvyQZfbuwOf/7MYNfDVERORsoXzt5I1fsxd2f3JTVr78Tf+9593PUxPqIiJnqbXh6mYOWp/stimQ39w/XxER2Rj3/otfm/z50nf8HlUvZThKcc7THMpxI7N6Zw/ZyGArcCOwI7DeUk0lDHsF90zPEKZqTOIxLkCA4A2htoTasgLYTo1NPH6YQGlxA0t+yLDtzobPfOBXz/wLICIiIrJBFKiLiJxlzrdw9ejnez4E7Ofbz1hERJ6ce37pjQC879vfw6998v/EZJ66COtC98fyrDf+PulKhmkgGQVsFXBloOpamgyqKYNpYqWLd2BrSFcgWw6EX3jkdD41ERERGQsB2GRFI+dp8YkCdRERkU1CQbqIiDwZr7ziC7zyipP/ujt+TwuJioiIiJwoBeoiInJWOdnQ+bH65Tdy2l3huYiIiIiIiMjZR4G6iIic0x4ruD4VofbJhvIK0kVEREREROSk+QBmk1WsqPJFRERETpYCchEREREREZHzh93oDRARERERERERERERORtoQl1ERERERERERERkMwsB8Bu9Feudp5UvmlAXERERERERERERETkBCtRFRERERERERERERE6AKl9ERERERERERERENrHgA8FsroqVoMoXERERERERERERERF5NArURUREREREREREREROgCpfRERERERERERERDaz4AG/0VuxXthk23OGaEJdREREREREREREROQEKFAXERERERERERERETkBqnwRERERERERERER2cSCDwQTNnoz1glhc23PmaIJdRERERERERERERGRE3BeBervfOc7ueyyyyiKgmuvvZZPf/rTG71JIiIiIiIiIiIiIueFk81nb731Vq699lqKouDyyy/nT/7kT87Qlj668yZQf9/73sfrX/96fvM3f5Pbb7+d5z//+bz0pS/lvvvu2+hNExEREREREREREXl0wW/O/07Cyeaze/fu5Yd+6Id4/vOfz+23385v/MZv8Cu/8iu8//3vPxWv6BNmwnlSdvPc5z6XZz/72fzxH//x5LZnPOMZ/OiP/ig333zz43794uIis7OzLCwsMDMzczo3VURERERERERE5JyjfO3kjV+zF/ByEpNu9OasU4eKT/KXJ/zzPNl89td//df5q7/6K77xjW9Mbnvta1/LV77yFW677bZT8ySegPNiUdKyLPnSl77Em970pnW333DDDXz2s5897teMRiNGo9Hk44WFBSDuxCIiIiIiIiIiInJyxrnaeTLfe0rVVLDJXraaCjg2L83znDzP1932RPLZ2267jRtuuGHdbT/4gz/Iu9/9bqqqIk035gTDeRGoHzx4kKZp2Llz57rbd+7cyf79+4/7NTfffDO//du/fcztF1100WnZRhERERERERERkfPB0tISs7OzG70ZZ4Usy9i1axef2f/hjd6U45qamjomL73pppt4y1vesu62J5LP7t+//7j3r+uagwcPsnv37if/BJ6A8yJQHzPGrPs4hHDMbWNvfvObufHGGycfz8/Pc8kll3DffffpL7xseouLi1x00UXcf//9uoRKNj3tr3K20T4rZxPtr3I20f4qZxPtr3K22Sz7bAiBpaUl9uzZs2HbcLYpioK9e/dSluVGb8pxHS9fPXo6fa2TyWcf7f7Hu/1MOi8C9e3bt+OcO+Zsx4EDB445yzF2vEsTAGZnZ/VmKWeNmZkZ7a9y1tD+Kmcb7bNyNtH+KmcT7a9yNtH+KmebzbDPalD15BVFQVEUG70ZT8oTyWd37dp13PsnScK2bdtO27Y+Hrth3/kMyrKMa6+9lltuuWXd7bfccgvXX3/9Bm2ViIiIiIiIiIiIyLnvieSz11133TH3/9jHPsZznvOcDetPh/MkUAe48cYbede73sWf/umf8o1vfIM3vOEN3Hfffbz2ta/d6E0TEREREREREREROac9Xj775je/mZ/5mZ+Z3P+1r30t9957LzfeeCPf+MY3+NM//VPe/e5386u/+qsb9RSA86TyBeCVr3wlhw4d4nd+53fYt28fV111FR/+8Ie55JJLTujr8zznpptueswOIJHNQvurnE20v8rZRvusnE20v8rZRPurnE20v8rZRvusbAaPl8/u27eP++67b3L/yy67jA9/+MO84Q1v4B3veAd79uzhD//wD/nxH//xjXoKAJgwbnIXEREREREREREREZFHdd5UvoiIiIiIiIiIiIiIPBkK1EVEREREREREREREToACdRERERERERERERGRE6BAXURERERERERERETkBChQPwHvfOc7ueyyyyiKgmuvvZZPf/rTG71Jch56y1vegjFm3X+7du2afD6EwFve8hb27NlDp9PhBS94AXfeeee6xxiNRvzyL/8y27dvp9fr8SM/8iM88MADZ/qpyDnoU5/6FD/8wz/Mnj17MMbwoQ99aN3nT9X+eeTIEV796lczOzvL7Owsr371q5mfnz/Nz07ONY+3v/7sz/7sMcfb7/u+71t3H+2vcqbcfPPNfM/3fA/T09NccMEF/OiP/ij/8A//sO4+OsbKZnEi+6uOsbKZ/PEf/zFXX301MzMzzMzMcN111/GRj3xk8nkdX2Uzebz9VcdXkTNHgfrjeN/73sfrX/96fvM3f5Pbb7+d5z//+bz0pS/lvvvu2+hNk/PQd37nd7Jv377Jf3fcccfkc29729t4+9vfzh/90R/xhS98gV27dvHiF7+YpaWlyX1e//rX88EPfpD3vve9fOYzn2F5eZmXvexlNE2zEU9HziErKytcc801/NEf/dFxP3+q9s+f+qmf4stf/jIf/ehH+ehHP8qXv/xlXv3qV5/25yfnlsfbXwFe8pKXrDvefvjDH173ee2vcqbceuut/NIv/RKf+9znuOWWW6jrmhtuuIGVlZXJfXSMlc3iRPZX0DFWNo8LL7yQt771rXzxi1/ki1/8Ii984Qt5+ctfPgnNdXyVzeTx9lfQ8VXkjAnymL73e783vPa1r11329Of/vTwpje9aYO2SM5XN910U7jmmmuO+znvfdi1a1d461vfOrltOByG2dnZ8Cd/8ichhBDm5+dDmqbhve997+Q+Dz74YLDWho9+9KOnddvl/AKED37wg5OPT9X++fWvfz0A4XOf+9zkPrfddlsAwje/+c3T/KzkXHX0/hpCCK95zWvCy1/+8kf9Gu2vspEOHDgQgHDrrbeGEHSMlc3t6P01BB1jZfPbsmVLeNe73qXjq5wVxvtrCDq+ipxJmlB/DGVZ8qUvfYkbbrhh3e033HADn/3sZzdoq+R8dtddd7Fnzx4uu+wyfvInf5K7774bgL1797J///51+2qe53z/93//ZF/90pe+RFVV6+6zZ88errrqKu3Pclqdqv3ztttuY3Z2luc+97mT+3zf930fs7Oz2ofllPvkJz/JBRdcwJVXXsm//Jf/kgMHDkw+p/1VNtLCwgIAW7duBXSMlc3t6P11TMdY2YyapuG9730vKysrXHfddTq+yqZ29P46puOryJmRbPQGbGYHDx6kaRp27ty57vadO3eyf//+DdoqOV8997nP5c/+7M+48sorefjhh/nd3/1drr/+eu68887J/ni8ffXee+8FYP/+/WRZxpYtW465j/ZnOZ1O1f65f/9+LrjggmMe/4ILLtA+LKfUS1/6Ul7xildwySWXsHfvXn7rt36LF77whXzpS18iz3Ptr7JhQgjceOONPO95z+Oqq64CdIyVzet4+yvoGCubzx133MF1113HcDhkamqKD37wgzzzmc+chIc6vspm8mj7K+j4KnImKVA/AcaYdR+HEI65TeR0e+lLXzr587Oe9Syuu+46vuM7voP3vOc9k4VGnsi+qv1ZzpRTsX8e7/7ah+VUe+UrXzn581VXXcVznvMcLrnkEv76r/+aH/uxH3vUr9P+Kqfb6173Or761a/ymc985pjP6Rgrm82j7a86xspm87SnPY0vf/nLzM/P8/73v5/XvOY13HrrrZPP6/gqm8mj7a/PfOYzdXwVOYNU+fIYtm/fjnPumLNwBw4cOOYstciZ1uv1eNaznsVdd93Frl27AB5zX921axdlWXLkyJFHvY/I6XCq9s9du3bx8MMPH/P4jzzyiPZhOa12797NJZdcwl133QVof5WN8cu//Mv81V/9FZ/4xCe48MILJ7frGCub0aPtr8ejY6xstCzLuOKKK3jOc57DzTffzDXXXMMf/MEf6Pgqm9Kj7a/Ho+OryOmjQP0xZFnGtddeyy233LLu9ltuuYXrr79+g7ZKJBqNRnzjG99g9+7dXHbZZezatWvdvlqWJbfeeutkX7322mtJ03Tdffbt28fXvvY17c9yWp2q/fO6665jYWGBv/u7v5vc5/Of/zwLCwvah+W0OnToEPfffz+7d+8GtL/KmRVC4HWvex0f+MAH+Ju/+Rsuu+yydZ/XMVY2k8fbX49Hx1jZbEIIjEYjHV/lrDDeX49Hx1eR0+jMrX96dnrve98b0jQN7373u8PXv/718PrXvz70er1wzz33bPSmyXnmjW98Y/jkJz8Z7r777vC5z30uvOxlLwvT09OTffGtb31rmJ2dDR/4wAfCHXfcEf75P//nYffu3WFxcXHyGK997WvDhRdeGP73//7f4e///u/DC1/4wnDNNdeEuq436mnJOWJpaSncfvvt4fbbbw9AePvb3x5uv/32cO+994YQTt3++ZKXvCRcffXV4bbbbgu33XZbeNaznhVe9rKXnfHnK2e3x9pfl5aWwhvf+Mbw2c9+Nuzduzd84hOfCNddd114ylOeov1VNsQv/MIvhNnZ2fDJT34y7Nu3b/Jfv9+f3EfHWNksHm9/1TFWNps3v/nN4VOf+lTYu3dv+OpXvxp+4zd+I1hrw8c+9rEQgo6vsrk81v6q46vImaVA/QS84x3vCJdccknIsiw8+9nPDrfeeutGb5Kch175yleG3bt3hzRNw549e8KP/diPhTvvvHPyee99uOmmm8KuXbtCnufhn/7TfxruuOOOdY8xGAzC6173urB169bQ6XTCy172snDfffed6aci56BPfOITATjmv9e85jUhhFO3fx46dCi86lWvCtPT02F6ejq86lWvCkeOHDlDz1LOFY+1v/b7/XDDDTeEHTt2hDRNw8UXXxxe85rXHLMvan+VM+V4+yoQ/st/+S+T++gYK5vF4+2vOsbKZvNzP/dzk9/1d+zYEV70ohdNwvQ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0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z
0.1 degree ACCESS-OM2 global model configuration under interannual forcing. The configuration is based on that described in Kiss et al. (2020), https://doi.org/10.5194/gmd-13-401-2020, but with many improvements. Initial conditions are WOA13v2 potential temperature (NB: should have been conservative temperature) and practical salinity. Run with JRA55-do v1.4.0 interannually-varying forcing with all solid runoff converted to liquid runoff with no heat transfer. 61-year spin up, from 1 Jan 1958 to 1 Jan 2019.
notes :
Source code: https://github.com/COSIMA/access-om2 License: Attribution-NonCommercial-NoDerivatives 4.0 International (http://creativecommons.org/licenses/by-nc-nd/4.0/legalcode) Conditions of use: We request that users of this or other ACCESS-OM2 model code or output data: (a) consider citing Kiss et al. (2020) [http://doi.org/10.5194/gmd-13-401-2020] (b) include an acknowledgement such as the following: "The authors thank the Consortium for Ocean-Sea Ice Modelling in Australia (COSIMA; http://www.cosima.org.au) for making the ACCESS-OM2 suite of models available at https://github.com/COSIMA/access-om2. Model runs were undertaken with the assistance of resources from the National Computational Infrastructure (NCI), which is supported by the Australian Government." (c) let us know of any publications which use these models or data so we can add them to our list: https://scholar.google.com/citations?hl=en&user=inVqu_4AAAAJ Run configuration and history: https://github.com/COSIMA/01deg_jra55_iaf/tree/01deg_jra55v140_iaf Outputs described here: http://cosima.org.au/index.php/2020/07/29/data-available-0-1-1958-2018-access-om2-iaf-run/ Additional output from 1 Jan 1987 (run 116) onward: - daily mean sea ice area and volume, by category (aicen, vicen) - monthly mean 3d bih_fric_u, bih_fric_v, u_dot_grad_vert_pv - daily mean 3d conservative temperature, practical salinity, u, v, wt (not yet synced to ik11) Additional output from 1 Jan 2012 (run 216) onward: - monthly snapshot 2d sea_level - monthly snapshot 3d salt, temp, u, v, vert_pv and vorticity_z