From 199e9d6510da24a3f00bee00302615715d1b7738 Mon Sep 17 00:00:00 2001 From: Erik van Sebille Date: Tue, 11 Feb 2025 18:18:43 +0100 Subject: [PATCH 1/6] Removing jit from all unit tests --- tests/customed_header.h | 9 -- tests/test_advection.py | 106 +++++-------- tests/test_diffusion.py | 23 +-- tests/test_fieldset.py | 264 +++----------------------------- tests/test_fieldset_sampling.py | 187 ++++++++-------------- tests/test_grids.py | 85 ++++------ tests/test_interaction.py | 43 +++--- tests/test_interpolation.py | 49 ------ tests/test_kernel_execution.py | 150 +++++------------- tests/test_kernel_language.py | 176 ++++++--------------- tests/test_particlefile.py | 91 +++++------ tests/test_particles.py | 28 ++-- tests/test_particlesets.py | 143 +++++++---------- tests/test_reprs.py | 2 +- 14 files changed, 385 insertions(+), 971 deletions(-) delete mode 100644 tests/customed_header.h diff --git a/tests/customed_header.h b/tests/customed_header.h deleted file mode 100644 index cca3c94e65..0000000000 --- a/tests/customed_header.h +++ /dev/null @@ -1,9 +0,0 @@ - -static inline StatusCode func(CField *f, double *particle_dlon, double *dt) -{ - float data2D[2][2][2]; - StatusCode status = getCell2D(f, 0, 2, 1, data2D, 1); CHECKSTATUS(status); - float u = data2D[0][0][0]; - *particle_dlon = +u * *dt; - return SUCCESS; -} diff --git a/tests/test_advection.py b/tests/test_advection.py index 2ded597993..7fb8e28691 100644 --- a/tests/test_advection.py +++ b/tests/test_advection.py @@ -15,7 +15,6 @@ AdvectionRK45, Field, FieldSet, - JITParticle, ParticleSet, ScipyParticle, StatusCode, @@ -23,7 +22,6 @@ ) from tests.utils import TEST_DATA -ptype = {"scipy": ScipyParticle, "jit": JITParticle} kernel = { "EE": AdvectionEE, "RK4": AdvectionRK4, @@ -59,8 +57,7 @@ def depth(): return np.linspace(0, 30, zdim, dtype=np.float32) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_zonal(lon, lat, depth, mode): +def test_advection_zonal(lon, lat, depth): """Particles at high latitude move geographically faster due to the pole correction in `GeographicPolar`.""" npart = 10 data2D = { @@ -74,7 +71,7 @@ def test_advection_zonal(lon, lat, depth, mode): dimensions = {"lon": lon, "lat": lat} fieldset2D = FieldSet.from_data(data2D, dimensions, mesh="spherical", transpose=True) - pset2D = ParticleSet(fieldset2D, pclass=ptype[mode], lon=np.zeros(npart) + 20.0, lat=np.linspace(0, 80, npart)) + pset2D = ParticleSet(fieldset2D, pclass=ScipyParticle, lon=np.zeros(npart) + 20.0, lat=np.linspace(0, 80, npart)) pset2D.execute(AdvectionRK4, runtime=timedelta(hours=2), dt=timedelta(seconds=30)) assert (np.diff(pset2D.lon) > 1.0e-4).all() @@ -82,7 +79,7 @@ def test_advection_zonal(lon, lat, depth, mode): fieldset3D = FieldSet.from_data(data3D, dimensions, mesh="spherical", transpose=True) pset3D = ParticleSet( fieldset3D, - pclass=ptype[mode], + pclass=ScipyParticle, lon=np.zeros(npart) + 20.0, lat=np.linspace(0, 80, npart), depth=np.zeros(npart) + 10.0, @@ -91,22 +88,20 @@ def test_advection_zonal(lon, lat, depth, mode): assert (np.diff(pset3D.lon) > 1.0e-4).all() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_meridional(lon, lat, mode): +def test_advection_meridional(lon, lat): """Particles at high latitude move geographically faster due to the pole correction in `GeographicPolar`.""" npart = 10 data = {"U": np.zeros((lon.size, lat.size), dtype=np.float32), "V": np.ones((lon.size, lat.size), dtype=np.float32)} dimensions = {"lon": lon, "lat": lat} fieldset = FieldSet.from_data(data, dimensions, mesh="spherical", transpose=True) - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(-60, 60, npart), lat=np.linspace(0, 30, npart)) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(-60, 60, npart), lat=np.linspace(0, 30, npart)) delta_lat = np.diff(pset.lat) pset.execute(AdvectionRK4, runtime=timedelta(hours=2), dt=timedelta(seconds=30)) assert np.allclose(np.diff(pset.lat), delta_lat, rtol=1.0e-4) -@pytest.mark.parametrize("mode", ["jit", "scipy"]) -def test_advection_3D(mode): +def test_advection_3D(): """Flat 2D zonal flow that increases linearly with depth from 0 m/s to 1 m/s.""" xdim = ydim = zdim = 2 npart = 11 @@ -120,17 +115,16 @@ def test_advection_3D(mode): fieldset = FieldSet.from_data(data, dimensions, mesh="flat", transpose=True) pset = ParticleSet( - fieldset, pclass=ptype[mode], lon=np.zeros(npart), lat=np.zeros(npart) + 1e2, depth=np.linspace(0, 1, npart) + fieldset, pclass=ScipyParticle, lon=np.zeros(npart), lat=np.zeros(npart) + 1e2, depth=np.linspace(0, 1, npart) ) time = timedelta(hours=2).total_seconds() pset.execute(AdvectionRK4, runtime=time, dt=timedelta(seconds=30)) assert np.allclose(pset.depth * pset.time, pset.lon, atol=1.0e-1) -@pytest.mark.parametrize("mode", ["jit", "scipy"]) @pytest.mark.parametrize("direction", ["up", "down"]) @pytest.mark.parametrize("wErrorThroughSurface", [True, False]) -def test_advection_3D_outofbounds(mode, direction, wErrorThroughSurface): +def test_advection_3D_outofbounds(direction, wErrorThroughSurface): xdim = ydim = zdim = 2 dimensions = { "lon": np.linspace(0.0, 1, xdim, dtype=np.float32), @@ -163,7 +157,7 @@ def SubmergeParticle(particle, fieldset, time): # pragma: no cover kernels.append(SubmergeParticle) kernels.append(DeleteParticle) - pset = ParticleSet(fieldset=fieldset, pclass=ptype[mode], lon=0.5, lat=0.5, depth=0.9) + pset = ParticleSet(fieldset=fieldset, pclass=ScipyParticle, lon=0.5, lat=0.5, depth=0.9) pset.execute(kernels, runtime=11.0, dt=1) if direction == "up" and wErrorThroughSurface: @@ -173,9 +167,8 @@ def SubmergeParticle(particle, fieldset, time): # pragma: no cover assert len(pset) == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("rk45_tol", [10, 100]) -def test_advection_RK45(lon, lat, mode, rk45_tol): +def test_advection_RK45(lon, lat, rk45_tol): npart = 10 data2D = { "U": np.ones((lon.size, lat.size), dtype=np.float32), @@ -186,7 +179,7 @@ def test_advection_RK45(lon, lat, mode, rk45_tol): fieldset.add_constant("RK45_tol", rk45_tol) dt = timedelta(seconds=30).total_seconds() - RK45Particles = ptype[mode].add_variable("next_dt", dtype=np.float32, initial=dt) + RK45Particles = ScipyParticle.add_variable("next_dt", dtype=np.float32, initial=dt) pset = ParticleSet(fieldset, pclass=RK45Particles, lon=np.zeros(npart) + 20.0, lat=np.linspace(0, 80, npart)) pset.execute(AdvectionRK45, runtime=timedelta(hours=2), dt=dt) assert (np.diff(pset.lon) > 1.0e-4).all() @@ -235,15 +228,14 @@ def test_conversion_3DCROCO(): assert np.allclose(sigma, s_xroms, atol=1e-3) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_3DCROCO(mode): +def test_advection_3DCROCO(): fieldset = FieldSet.from_modulefile(TEST_DATA / "fieldset_CROCO3D.py") runtime = 1e4 X, Z = np.meshgrid([40e3, 80e3, 120e3], [-10, -130]) Y = np.ones(X.size) * 100e3 - pclass = ptype[mode].add_variable(Variable("w")) + pclass = ScipyParticle.add_variable(Variable("w")) pset = ParticleSet(fieldset=fieldset, pclass=pclass, lon=X, lat=Y, depth=Z) def SampleW(particle, fieldset, time): # pragma: no cover @@ -254,15 +246,14 @@ def SampleW(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.lon_nextloop, [x + runtime for x in X.flatten()], atol=1e-3) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_2DCROCO(mode): +def test_advection_2DCROCO(): fieldset = FieldSet.from_modulefile(TEST_DATA / "fieldset_CROCO2D.py") runtime = 1e4 X = np.array([40e3, 80e3, 120e3]) Y = np.ones(X.size) * 100e3 Z = np.zeros(X.size) - pset = ParticleSet(fieldset=fieldset, pclass=ptype[mode], lon=X, lat=Y, depth=Z) + pset = ParticleSet(fieldset=fieldset, pclass=ScipyParticle, lon=X, lat=Y, depth=Z) pset.execute([AdvectionRK4], runtime=runtime, dt=100) assert np.allclose(pset.depth, Z.flatten(), atol=1e-3) @@ -284,32 +275,29 @@ def periodicBC(particle, fieldset, time): # pragma: no cover particle.lat = math.fmod(particle.lat, 1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_periodic_zonal(mode): +def test_advection_periodic_zonal(): xdim, ydim, halosize = 100, 100, 3 fieldset = create_periodic_fieldset(xdim, ydim, uvel=1.0, vvel=0.0) fieldset.add_periodic_halo(zonal=True, halosize=halosize) assert len(fieldset.U.lon) == xdim + 2 * halosize - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(AdvectionRK4 + pset.Kernel(periodicBC), runtime=timedelta(hours=20), dt=timedelta(seconds=30)) assert abs(pset.lon[0] - 0.15) < 0.1 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_periodic_meridional(mode): +def test_advection_periodic_meridional(): xdim, ydim = 100, 100 fieldset = create_periodic_fieldset(xdim, ydim, uvel=0.0, vvel=1.0) fieldset.add_periodic_halo(meridional=True) assert len(fieldset.U.lat) == ydim + 10 # default halo size is 5 grid points - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(AdvectionRK4 + pset.Kernel(periodicBC), runtime=timedelta(hours=20), dt=timedelta(seconds=30)) assert abs(pset.lat[0] - 0.15) < 0.1 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advection_periodic_zonal_meridional(mode): +def test_advection_periodic_zonal_meridional(): xdim, ydim = 100, 100 fieldset = create_periodic_fieldset(xdim, ydim, uvel=1.0, vvel=1.0) fieldset.add_periodic_halo(zonal=True, meridional=True) @@ -318,17 +306,16 @@ def test_advection_periodic_zonal_meridional(mode): assert np.allclose(np.diff(fieldset.U.lat), fieldset.U.lat[1] - fieldset.U.lat[0], rtol=0.001) assert np.allclose(np.diff(fieldset.U.lon), fieldset.U.lon[1] - fieldset.U.lon[0], rtol=0.001) - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=[0.4], lat=[0.5]) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0.4], lat=[0.5]) pset.execute(AdvectionRK4 + pset.Kernel(periodicBC), runtime=timedelta(hours=20), dt=timedelta(seconds=30)) assert abs(pset.lon[0] - 0.05) < 0.1 assert abs(pset.lat[0] - 0.15) < 0.1 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("u", [-0.3, np.array(0.2)]) @pytest.mark.parametrize("v", [0.2, np.array(1)]) @pytest.mark.parametrize("w", [None, -0.2, np.array(0.7)]) -def test_length1dimensions(mode, u, v, w): +def test_length1dimensions(u, v, w): (lon, xdim) = (np.linspace(-10, 10, 21), 21) if isinstance(u, np.ndarray) else (0, 1) (lat, ydim) = (np.linspace(-15, 15, 31), 31) if isinstance(v, np.ndarray) else (-4, 1) (depth, zdim) = (np.linspace(-5, 5, 11), 11) if (isinstance(w, np.ndarray) and w is not None) else (3, 1) @@ -355,7 +342,7 @@ def test_length1dimensions(mode, u, v, w): fieldset = FieldSet.from_data(data, dimensions, mesh="flat") x0, y0, z0 = 2, 8, -4 - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=x0, lat=y0, depth=z0) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=x0, lat=y0, depth=z0) pfunc = AdvectionRK4 if w is None else AdvectionRK4_3D kernel = pset.Kernel(pfunc) pset.execute(kernel, runtime=5, dt=1) @@ -402,7 +389,6 @@ def fieldset_stationary(): return create_fieldset_stationary() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "method, rtol, diffField", [ @@ -413,7 +399,7 @@ def fieldset_stationary(): ("RK45", 1e-5, False), ], ) -def test_stationary_eddy(fieldset_stationary, mode, method, rtol, diffField): +def test_stationary_eddy(fieldset_stationary, method, rtol, diffField): npart = 1 fieldset = fieldset_stationary if diffField: @@ -425,9 +411,9 @@ def test_stationary_eddy(fieldset_stationary, mode, method, rtol, diffField): dt = timedelta(minutes=3).total_seconds() endtime = timedelta(hours=6).total_seconds() - RK45Particles = ptype[mode].add_variable("next_dt", dtype=np.float32, initial=dt) + RK45Particles = ScipyParticle.add_variable("next_dt", dtype=np.float32, initial=dt) - pclass = RK45Particles if method == "RK45" else ptype[mode] + pclass = RK45Particles if method == "RK45" else ScipyParticle pset = ParticleSet(fieldset, pclass=pclass, lon=lon, lat=lat) pset.execute(kernel[method], dt=dt, endtime=endtime) @@ -437,8 +423,7 @@ def test_stationary_eddy(fieldset_stationary, mode, method, rtol, diffField): assert np.allclose(pset.lat, exp_lat, rtol=rtol) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_stationary_eddy_vertical(mode): +def test_stationary_eddy_vertical(): npart = 1 lon = np.linspace(12000, 21000, npart) lat = np.linspace(10000, 20000, npart) @@ -458,7 +443,7 @@ def test_stationary_eddy_vertical(mode): data = {"U": fld1, "V": fldzero, "W": fld2} fieldset = FieldSet.from_data(data, dimensions, mesh="flat", transpose=True) - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=lon, lat=lat, depth=depth) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=lon, lat=lat, depth=depth) pset.execute(AdvectionRK4_3D, dt=dt, endtime=endtime) exp_lon = [truth_stationary(x, z, pset[0].time)[0] for x, z in zip(lon, depth, strict=True)] exp_depth = [truth_stationary(x, z, pset[0].time)[1] for x, z in zip(lon, depth, strict=True)] @@ -470,7 +455,7 @@ def test_stationary_eddy_vertical(mode): data = {"U": fldzero, "V": fld2, "W": fld1} fieldset = FieldSet.from_data(data, dimensions, mesh="flat", transpose=True) - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=lon, lat=lat, depth=depth) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=lon, lat=lat, depth=depth) pset.execute(AdvectionRK4_3D, dt=dt, endtime=endtime) exp_depth = [truth_stationary(z, y, pset[0].time)[0] for z, y in zip(depth, lat, strict=True)] exp_lat = [truth_stationary(z, y, pset[0].time)[1] for z, y in zip(depth, lat, strict=True)] @@ -509,7 +494,6 @@ def fieldset_moving(): return create_fieldset_moving() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "method, rtol, diffField", [ @@ -520,7 +504,7 @@ def fieldset_moving(): ("RK45", 1e-5, False), ], ) -def test_moving_eddy(fieldset_moving, mode, method, rtol, diffField): +def test_moving_eddy(fieldset_moving, method, rtol, diffField): npart = 1 fieldset = fieldset_moving if diffField: @@ -532,9 +516,9 @@ def test_moving_eddy(fieldset_moving, mode, method, rtol, diffField): dt = timedelta(minutes=3).total_seconds() endtime = timedelta(hours=6).total_seconds() - RK45Particles = ptype[mode].add_variable("next_dt", dtype=np.float32, initial=dt) + RK45Particles = ScipyParticle.add_variable("next_dt", dtype=np.float32, initial=dt) - pclass = RK45Particles if method == "RK45" else ptype[mode] + pclass = RK45Particles if method == "RK45" else ScipyParticle pset = ParticleSet(fieldset, pclass=pclass, lon=lon, lat=lat) pset.execute(kernel[method], dt=dt, endtime=endtime) @@ -583,7 +567,6 @@ def fieldset_decaying(): return create_fieldset_decaying() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "method, rtol, diffField", [ @@ -595,16 +578,13 @@ def fieldset_decaying(): ("AA", 1e-3, False), ], ) -def test_decaying_eddy(fieldset_decaying, mode, method, rtol, diffField): +def test_decaying_eddy(fieldset_decaying, method, rtol, diffField): npart = 1 fieldset = fieldset_decaying if method == "AA": - if mode == "jit": - return # AnalyticalAdvection not implemented in JIT - else: - # needed for AnalyticalAdvection to work, but comes at expense of accuracy - fieldset.U.interp_method = "cgrid_velocity" - fieldset.V.interp_method = "cgrid_velocity" + # needed for AnalyticalAdvection to work, but comes at expense of accuracy + fieldset.U.interp_method = "cgrid_velocity" + fieldset.V.interp_method = "cgrid_velocity" if diffField: fieldset.add_field(Field("Kh_zonal", np.zeros(fieldset.U.data.shape), grid=fieldset.U.grid)) @@ -615,9 +595,9 @@ def test_decaying_eddy(fieldset_decaying, mode, method, rtol, diffField): dt = timedelta(minutes=3).total_seconds() endtime = timedelta(hours=6).total_seconds() - RK45Particles = ptype[mode].add_variable("next_dt", dtype=np.float32, initial=dt) + RK45Particles = ScipyParticle.add_variable("next_dt", dtype=np.float32, initial=dt) - pclass = RK45Particles if method == "RK45" else ptype[mode] + pclass = RK45Particles if method == "RK45" else ScipyParticle pset = ParticleSet(fieldset, pclass=pclass, lon=lon, lat=lat) pset.execute(kernel[method], dt=dt, endtime=endtime) @@ -627,25 +607,23 @@ def test_decaying_eddy(fieldset_decaying, mode, method, rtol, diffField): assert np.allclose(pset.lat, exp_lat, rtol=rtol) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_analyticalAgrid(mode): +def test_analyticalAgrid(): lon = np.arange(0, 15, dtype=np.float32) lat = np.arange(0, 15, dtype=np.float32) U = np.ones((lat.size, lon.size), dtype=np.float32) V = np.ones((lat.size, lon.size), dtype=np.float32) fieldset = FieldSet.from_data({"U": U, "V": V}, {"lon": lon, "lat": lat}, mesh="flat") - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=1, lat=1) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=1, lat=1) with pytest.raises(NotImplementedError): pset.execute(AdvectionAnalytical, runtime=1) -@pytest.mark.parametrize("mode", ["scipy"]) # JIT not implemented @pytest.mark.parametrize("u", [1, -0.2, -0.3, 0]) @pytest.mark.parametrize("v", [1, -0.3, 0, -1]) @pytest.mark.parametrize("w", [None, 1, -0.3, 0, -1]) @pytest.mark.parametrize("direction", [1, -1]) -def test_uniform_analytical(mode, u, v, w, direction, tmp_zarrfile): +def test_uniform_analytical(u, v, w, direction, tmp_zarrfile): lon = np.arange(0, 15, dtype=np.float32) lat = np.arange(0, 15, dtype=np.float32) if w is not None: @@ -663,7 +641,7 @@ def test_uniform_analytical(mode, u, v, w, direction, tmp_zarrfile): fieldset.V.interp_method = "cgrid_velocity" x0, y0, z0 = 6.1, 6.2, 20 - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=x0, lat=y0, depth=z0) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=x0, lat=y0, depth=z0) outfile = pset.ParticleFile(name=tmp_zarrfile, outputdt=1, chunks=(1, 1)) pset.execute(AdvectionAnalytical, runtime=4, dt=direction, output_file=outfile) diff --git a/tests/test_diffusion.py b/tests/test_diffusion.py index 64237ec743..3cc23b7457 100644 --- a/tests/test_diffusion.py +++ b/tests/test_diffusion.py @@ -9,7 +9,6 @@ AdvectionDiffusionM1, DiffusionUniformKh, Field, - JITParticle, ParcelsRandom, ParticleSet, RectilinearZGrid, @@ -17,12 +16,9 @@ ) from tests.utils import create_fieldset_zeros_conversion -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - @pytest.mark.parametrize("mesh", ["spherical", "flat"]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldKh_Brownian(mesh, mode): +def test_fieldKh_Brownian(mesh): xdim = 200 ydim = 100 kh_zonal = 100 @@ -38,7 +34,7 @@ def test_fieldKh_Brownian(mesh, mode): runtime = timedelta(days=1) ParcelsRandom.seed(1234) - pset = ParticleSet(fieldset=fieldset, pclass=ptype[mode], lon=np.zeros(npart), lat=np.zeros(npart)) + pset = ParticleSet(fieldset=fieldset, pclass=ScipyParticle, lon=np.zeros(npart), lat=np.zeros(npart)) pset.execute(pset.Kernel(DiffusionUniformKh), runtime=runtime, dt=timedelta(hours=1)) expected_std_lon = np.sqrt(2 * kh_zonal * mesh_conversion**2 * runtime.total_seconds()) @@ -55,9 +51,8 @@ def test_fieldKh_Brownian(mesh, mode): @pytest.mark.parametrize("mesh", ["spherical", "flat"]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("kernel", [AdvectionDiffusionM1, AdvectionDiffusionEM]) -def test_fieldKh_SpatiallyVaryingDiffusion(mesh, mode, kernel): +def test_fieldKh_SpatiallyVaryingDiffusion(mesh, kernel): """Test advection-diffusion kernels on a non-uniform diffusivity field with a linear gradient in one direction.""" xdim = 200 ydim = 100 @@ -77,7 +72,7 @@ def test_fieldKh_SpatiallyVaryingDiffusion(mesh, mode, kernel): runtime = timedelta(days=1) ParcelsRandom.seed(1636) - pset = ParticleSet(fieldset=fieldset, pclass=ptype[mode], lon=np.zeros(npart), lat=np.zeros(npart)) + pset = ParticleSet(fieldset=fieldset, pclass=ScipyParticle, lon=np.zeros(npart), lat=np.zeros(npart)) pset.execute(pset.Kernel(kernel), runtime=runtime, dt=timedelta(hours=1)) lats = pset.lat @@ -88,9 +83,8 @@ def test_fieldKh_SpatiallyVaryingDiffusion(mesh, mode, kernel): assert stats.skew(lons) > stats.skew(lats) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("lambd", [1, 5]) -def test_randomexponential(mode, lambd): +def test_randomexponential(lambd): fieldset = create_fieldset_zeros_conversion() npart = 1000 @@ -101,7 +95,7 @@ def test_randomexponential(mode, lambd): ParcelsRandom.seed(1234) pset = ParticleSet( - fieldset=fieldset, pclass=ptype[mode], lon=np.zeros(npart), lat=np.zeros(npart), depth=np.zeros(npart) + fieldset=fieldset, pclass=ScipyParticle, lon=np.zeros(npart), lat=np.zeros(npart), depth=np.zeros(npart) ) def vertical_randomexponential(particle, fieldset, time): # pragma: no cover @@ -115,10 +109,9 @@ def vertical_randomexponential(particle, fieldset, time): # pragma: no cover assert np.allclose(np.mean(depth), expected_mean, rtol=0.1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mu", [0.8 * np.pi, np.pi]) @pytest.mark.parametrize("kappa", [2, 4]) -def test_randomvonmises(mode, mu, kappa): +def test_randomvonmises(mu, kappa): npart = 10000 fieldset = create_fieldset_zeros_conversion() @@ -129,7 +122,7 @@ def test_randomvonmises(mode, mu, kappa): # Set random seed ParcelsRandom.seed(1234) - AngleParticle = ptype[mode].add_variable("angle") + AngleParticle = ScipyParticle.add_variable("angle") pset = ParticleSet( fieldset=fieldset, pclass=AngleParticle, lon=np.zeros(npart), lat=np.zeros(npart), depth=np.zeros(npart) ) diff --git a/tests/test_fieldset.py b/tests/test_fieldset.py index adbcb757b8..0fd9cb17a8 100644 --- a/tests/test_fieldset.py +++ b/tests/test_fieldset.py @@ -1,13 +1,6 @@ -import datetime -import gc -import os -import sys from datetime import timedelta -import dask -import dask.array as da import numpy as np -import psutil import pytest import xarray as xr @@ -15,25 +8,18 @@ AdvectionRK4, AdvectionRK4_3D, FieldSet, - JITParticle, ParticleSet, - RectilinearZGrid, ScipyParticle, - TimeExtrapolationError, Variable, ) from parcels.field import Field, VectorField from parcels.fieldfilebuffer import DaskFileBuffer from parcels.tools.converters import ( GeographicPolar, - TimeConverter, UnitConverter, ) -from tests.common_kernels import DoNothing from tests.utils import TEST_DATA -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - def generate_fieldset_data(xdim, ydim, zdim=1, tdim=1): lon = np.linspace(0.0, 10.0, xdim, dtype=np.float32) @@ -208,8 +194,7 @@ def test_fieldset_from_cgrid_interpmethod(): @pytest.mark.parametrize("cast_data_dtype", ["float32", "float64"]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_float64(cast_data_dtype, mode, tmpdir): +def test_fieldset_float64(cast_data_dtype, tmpdir): xdim, ydim = 10, 5 lon = np.linspace(0.0, 10.0, xdim, dtype=np.float64) lat = np.linspace(0.0, 10.0, ydim, dtype=np.float64) @@ -222,18 +207,15 @@ def test_fieldset_float64(cast_data_dtype, mode, tmpdir): assert fieldset.U.data.dtype == np.float32 else: assert fieldset.U.data.dtype == np.float64 - pset = ParticleSet(fieldset, ptype[mode], lon=1, lat=2) + pset = ParticleSet(fieldset, ScipyParticle, lon=1, lat=2) failed = False try: pset.execute(AdvectionRK4, runtime=2) except RuntimeError: - failed = True - if mode == "jit" and cast_data_dtype == "float64": - assert failed - else: - assert np.isclose(pset[0].lon, 2.70833) - assert np.isclose(pset[0].lat, 5.41667) + failed = True # noqa + assert np.isclose(pset[0].lon, 2.70833) + assert np.isclose(pset[0].lat, 5.41667) filepath = tmpdir.join("test_fieldset_float64") fieldset.U.write(filepath) da = xr.open_dataset(str(filepath) + "U.nc") @@ -509,8 +491,7 @@ def addConst(particle, fieldset, time): # pragma: no cover particle.lon = particle.lon + fieldset.movewest + fieldset.moveeast -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_constant(mode): +def test_fieldset_constant(): data, dimensions = generate_fieldset_data(100, 100) fieldset = FieldSet.from_data(data, dimensions) westval = -0.2 @@ -519,14 +500,13 @@ def test_fieldset_constant(mode): fieldset.add_constant("moveeast", eastval) assert fieldset.movewest == westval - pset = ParticleSet.from_line(fieldset, size=1, pclass=ptype[mode], start=(0.5, 0.5), finish=(0.5, 0.5)) + pset = ParticleSet.from_line(fieldset, size=1, pclass=ScipyParticle, start=(0.5, 0.5), finish=(0.5, 0.5)) pset.execute(pset.Kernel(addConst), dt=1, runtime=1) assert abs(pset.lon[0] - (0.5 + westval + eastval)) < 1e-4 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("swapUV", [False, True]) -def test_vector_fields(mode, swapUV): +def test_vector_fields(swapUV): lon = np.linspace(0.0, 10.0, 12, dtype=np.float32) lat = np.linspace(0.0, 10.0, 10, dtype=np.float32) U = np.ones((10, 12), dtype=np.float32) @@ -538,7 +518,7 @@ def test_vector_fields(mode, swapUV): UV = VectorField("UV", fieldset.V, fieldset.U) fieldset.add_vector_field(UV) - pset = ParticleSet.from_line(fieldset, size=1, pclass=ptype[mode], start=(0.5, 0.5), finish=(0.5, 0.5)) + pset = ParticleSet.from_line(fieldset, size=1, pclass=ScipyParticle, start=(0.5, 0.5), finish=(0.5, 0.5)) pset.execute(AdvectionRK4, dt=1, runtime=2) if swapUV: assert abs(pset.lon[0] - 0.5) < 1e-9 @@ -548,8 +528,7 @@ def test_vector_fields(mode, swapUV): assert abs(pset.lat[0] - 0.5) < 1e-9 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_add_second_vector_field(mode): +def test_add_second_vector_field(): lon = np.linspace(0.0, 10.0, 12, dtype=np.float32) lat = np.linspace(0.0, 10.0, 10, dtype=np.float32) U = np.ones((10, 12), dtype=np.float32) @@ -570,7 +549,7 @@ def SampleUV2(particle, fieldset, time): # pragma: no cover particle_dlon += u * particle.dt # noqa particle_dlat += v * particle.dt # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=0.5, lat=0.5) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=0.5, lat=0.5) pset.execute(AdvectionRK4 + pset.Kernel(SampleUV2), dt=1, runtime=2) assert abs(pset.lon[0] - 2.5) < 1e-9 @@ -604,94 +583,6 @@ def UpdateU(particle, fieldset, time): # pragma: no cover assert np.allclose(fieldset.U.data, da["U"].values, atol=1.0) -@pytest.mark.flaky -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -@pytest.mark.parametrize("time_periodic", [4 * 86400.0, False]) -@pytest.mark.parametrize("dt", [-3600, 3600]) -@pytest.mark.parametrize( - "chunksize", [False, "auto", {"time": ("time_counter", 1), "lat": ("y", 32), "lon": ("x", 32)}] -) -@pytest.mark.parametrize("with_GC", [False, True]) -@pytest.mark.skipif(sys.platform.startswith("win"), reason="skipping windows test as windows memory leaks (#787)") -def test_from_netcdf_memory_containment(mode, time_periodic, dt, chunksize, with_GC): - if time_periodic and dt < 0: - return # time_periodic does not work in backward-time mode - if chunksize == "auto": - dask.config.set({"array.chunk-size": "2MiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - - class PerformanceLog: - samples = [] - memory_steps = [] - _iter = 0 - - def advance(self): - process = psutil.Process(os.getpid()) - self.memory_steps.append(process.memory_info().rss) - self.samples.append(self._iter) - self._iter += 1 - - def perIterGC(): - gc.collect() - - def periodicBoundaryConditions(particle, fieldset, time): # pragma: no cover - while particle.lon > 180.0: - particle_dlon -= 360.0 # noqa - while particle.lon < -180.0: - particle_dlon += 360.0 - while particle.lat > 90.0: - particle_dlat -= 180.0 # noqa - while particle.lat < -90.0: - particle_dlat += 180.0 - - process = psutil.Process(os.getpid()) - mem_0 = process.memory_info().rss - fnameU = str(TEST_DATA / "perlinfieldsU.nc") - fnameV = str(TEST_DATA / "perlinfieldsV.nc") - ufiles = [fnameU] * 4 - vfiles = [fnameV] * 4 - timestamps = np.arange(0, 4, 1) * 86400.0 - timestamps = np.expand_dims(timestamps, 1) - files = {"U": ufiles, "V": vfiles} - variables = {"U": "vozocrtx", "V": "vomecrty"} - dimensions = {"lon": "nav_lon", "lat": "nav_lat"} - - fieldset = FieldSet.from_netcdf( - files, - variables, - dimensions, - timestamps=timestamps, - time_periodic=time_periodic, - allow_time_extrapolation=True if time_periodic in [False, None] else False, - chunksize=chunksize, - ) - perflog = PerformanceLog() - postProcessFuncs = [perflog.advance] - if with_GC: - postProcessFuncs.append(perIterGC) - pset = ParticleSet(fieldset=fieldset, pclass=ptype[mode], lon=[0.5], lat=[0.5]) - mem_0 = process.memory_info().rss - mem_exhausted = False - try: - pset.execute( - pset.Kernel(AdvectionRK4) + periodicBoundaryConditions, - dt=dt, - runtime=timedelta(days=7), - postIterationCallbacks=postProcessFuncs, - callbackdt=timedelta(hours=12), - ) - except MemoryError: - mem_exhausted = True - mem_steps_np = np.array(perflog.memory_steps) - if with_GC: - assert np.allclose(mem_steps_np[8:], perflog.memory_steps[-1], rtol=0.01) - if (chunksize is not False or with_GC) and mode != "scipy": - assert np.all((mem_steps_np - mem_0) <= 5275648) # represents 4 x [U|V] * sizeof(field data) + 562816 - assert not mem_exhausted - - -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("time_periodic", [4 * 86400.0, False]) @pytest.mark.parametrize( "chunksize", @@ -703,7 +594,7 @@ def periodicBoundaryConditions(particle, fieldset, time): # pragma: no cover ], ) @pytest.mark.parametrize("deferLoad", [True, False]) -def test_from_netcdf_chunking(mode, time_periodic, chunksize, deferLoad): +def test_from_netcdf_chunking(time_periodic, chunksize, deferLoad): fnameU = str(TEST_DATA / "perlinfieldsU.nc") fnameV = str(TEST_DATA / "perlinfieldsV.nc") ufiles = [fnameU] * 4 @@ -724,7 +615,7 @@ def test_from_netcdf_chunking(mode, time_periodic, chunksize, deferLoad): allow_time_extrapolation=True if time_periodic in [False, None] else False, chunksize=chunksize, ) - pset = ParticleSet.from_line(fieldset, size=1, pclass=ptype[mode], start=(0.5, 0.5), finish=(0.5, 0.5)) + pset = ParticleSet.from_line(fieldset, size=1, pclass=ScipyParticle, start=(0.5, 0.5), finish=(0.5, 0.5)) pset.execute(AdvectionRK4, dt=1, runtime=1) @@ -758,11 +649,10 @@ def test_timestamps(datetype, tmpdir): assert np.allclose(fieldset3.U.data, fieldset4.U.data) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("use_xarray", [True, False]) @pytest.mark.parametrize("time_periodic", [86400.0, False]) @pytest.mark.parametrize("dt_sign", [-1, 1]) -def test_periodic(mode, use_xarray, time_periodic, dt_sign): +def test_periodic(use_xarray, time_periodic, dt_sign): lon = np.array([0, 1], dtype=np.float32) lat = np.array([0, 1], dtype=np.float32) depth = np.array([0, 1], dtype=np.float32) @@ -820,7 +710,7 @@ def sampleTemp(particle, fieldset, time): # pragma: no cover # test if we can sample a non-timevarying field too particle.d = fieldset.D[0, 0, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [ Variable("temp", dtype=np.float32, initial=20.0), Variable("u1", dtype=np.float32, initial=0.0), @@ -849,118 +739,6 @@ def sampleTemp(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.d[0], 1.0) -@pytest.mark.parametrize("fail", [False, pytest.param(True, marks=pytest.mark.xfail(strict=True))]) -def test_fieldset_defer_loading_with_diff_time_origin(tmpdir, fail): - filepath = tmpdir.join("test_parcels_defer_loading") - data0, dims0 = generate_fieldset_data(10, 10, 1, 10) - dims0["time"] = np.arange(0, 10, 1) * 3600 - fieldset_out = FieldSet.from_data(data0, dims0) - fieldset_out.U.grid._time_origin = TimeConverter(np.datetime64("2018-04-20")) - fieldset_out.V.grid._time_origin = TimeConverter(np.datetime64("2018-04-20")) - data1, dims1 = generate_fieldset_data(10, 10, 1, 10) - if fail: - dims1["time"] = np.arange(0, 10, 1) * 3600 - else: - dims1["time"] = np.arange(0, 10, 1) * 1800 + (24 + 25) * 3600 - if fail: - Wtime_origin = TimeConverter(np.datetime64("2018-04-22")) - else: - Wtime_origin = TimeConverter(np.datetime64("2018-04-18")) - gridW = RectilinearZGrid(dims1["lon"], dims1["lat"], dims1["depth"], dims1["time"], time_origin=Wtime_origin) - fieldW = Field("W", np.zeros(data1["U"].shape), grid=gridW) - fieldset_out.add_field(fieldW) - fieldset_out.write(filepath) - fieldset = FieldSet.from_parcels(filepath, extra_fields={"W": "W"}) - assert fieldset.U._creation_log == "from_parcels" - pset = ParticleSet.from_list( - fieldset, pclass=JITParticle, lon=[0.5], lat=[0.5], depth=[0.5], time=[datetime.datetime(2018, 4, 20, 1)] - ) - pset.execute(AdvectionRK4_3D, runtime=timedelta(hours=4), dt=timedelta(hours=1)) - - -@pytest.mark.parametrize("zdim", [2, 8]) -@pytest.mark.parametrize("scale_fac", [0.2, 4, 1]) -def test_fieldset_defer_loading_function(zdim, scale_fac, tmpdir): - filepath = tmpdir.join("test_parcels_defer_loading") - data0, dims0 = generate_fieldset_data(3, 3, zdim, 10) - data0["U"][:, 0, :, :] = ( - np.nan - ) # setting first layer to nan, which will be changed to zero (and all other layers to 1) - dims0["time"] = np.arange(0, 10, 1) * 3600 - dims0["depth"] = np.arange(0, zdim, 1) - fieldset_out = FieldSet.from_data(data0, dims0) - fieldset_out.write(filepath) - fieldset = FieldSet.from_parcels( - filepath, chunksize={"time": ("time_counter", 1), "depth": ("depthu", 1), "lat": ("y", 2), "lon": ("x", 2)} - ) - - # testing for combination of deferred-loaded and numpy Fields - with pytest.raises(ValueError): - fieldset.add_field(Field("numpyfield", np.zeros((10, zdim, 3, 3)), grid=fieldset.U.grid)) - - # testing for scaling factors - fieldset.U.set_scaling_factor(scale_fac) - - dz = np.gradient(fieldset.U.depth) - DZ = np.moveaxis(np.tile(dz, (fieldset.U.grid.ydim, fieldset.U.grid.xdim, 1)), [0, 1, 2], [1, 2, 0]) - - def compute(fieldset): - # Calculating vertical weighted average - f: Field - for f in [fieldset.U, fieldset.V]: - for tind in f._loaded_time_indices: - data = da.sum(f.data[tind, :] * DZ, axis=0) / sum(dz) - data = da.broadcast_to(data, (1, f.grid.zdim, f.grid.ydim, f.grid.xdim)) - f.data = f._data_concatenate(f.data, data, tind) - - fieldset.compute_on_defer = compute - fieldset.computeTimeChunk(1, 1) - assert isinstance(fieldset.U.data, da.core.Array) - assert np.allclose(fieldset.U.data, scale_fac * (zdim - 1.0) / zdim) - - pset = ParticleSet(fieldset, JITParticle, 0, 0) - - pset.execute(DoNothing, dt=3600) - assert np.allclose(fieldset.U.data, scale_fac * (zdim - 1.0) / zdim) - - -@pytest.mark.parametrize("time2", [1, 7]) -def test_fieldset_initialisation_kernel_dask(time2, tmpdir): - filepath = tmpdir.join("test_parcels_defer_loading") - data0, dims0 = generate_fieldset_data(3, 3, 4, 10) - data0["U"] = np.random.rand(10, 4, 3, 3) - dims0["time"] = np.arange(0, 10, 1) - dims0["depth"] = np.arange(0, 4, 1) - fieldset_out = FieldSet.from_data(data0, dims0) - fieldset_out.write(filepath) - fieldset = FieldSet.from_parcels( - filepath, chunksize={"time": ("time_counter", 1), "depth": ("depthu", 1), "lat": ("y", 2), "lon": ("x", 2)} - ) - - def SampleField(particle, fieldset, time): # pragma: no cover - particle.u_kernel, particle.v_kernel = fieldset.UV[time, particle.depth, particle.lat, particle.lon] - - SampleParticle = JITParticle.add_variables( - [ - Variable("u_kernel", dtype=np.float32, initial=0.0), - Variable("v_kernel", dtype=np.float32, initial=0.0), - Variable("u_scipy", dtype=np.float32, initial=0.0), - ] - ) - - pset = ParticleSet( - fieldset, pclass=SampleParticle, time=[0, time2], lon=[0.5, 0.5], lat=[0.5, 0.5], depth=[0.5, 0.5] - ) - - if time2 > 1: - with pytest.raises(TimeExtrapolationError): - pset.execute(SampleField, runtime=10) - else: - pset.execute(SampleField, runtime=1) - assert np.allclose([p.u_kernel for p in pset], [p.u_scipy for p in pset], atol=1e-5) - assert isinstance(fieldset.U.data, da.core.Array) - - @pytest.mark.parametrize("tdim", [10, None]) def test_fieldset_from_xarray(tdim): def generate_dataset(xdim, ydim, zdim=1, tdim=1): @@ -995,7 +773,7 @@ def generate_dataset(xdim, ydim, zdim=1, tdim=1): fieldset = FieldSet.from_xarray_dataset(ds, variables, dimensions, mesh="flat") assert fieldset.U._creation_log == "from_xarray_dataset" - pset = ParticleSet(fieldset, JITParticle, 0, 0, depth=20) + pset = ParticleSet(fieldset, ScipyParticle, 0, 0, depth=20) pset.execute(AdvectionRK4, dt=1, runtime=10) if tdim == 10: @@ -1004,14 +782,13 @@ def generate_dataset(xdim, ydim, zdim=1, tdim=1): assert np.allclose(pset.lon_nextloop[0], 5.0) and np.allclose(pset.lat_nextloop[0], 10) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_frompop(mode): +def test_fieldset_frompop(): filenames = str(TEST_DATA / "POPtestdata_time.nc") variables = {"U": "U", "V": "V", "W": "W", "T": "T"} dimensions = {"lon": "lon", "lat": "lat", "time": "time"} fieldset = FieldSet.from_pop(filenames, variables, dimensions, mesh="flat") - pset = ParticleSet.from_list(fieldset, ptype[mode], lon=[3, 5, 1], lat=[3, 5, 1]) + pset = ParticleSet.from_list(fieldset, ScipyParticle, lon=[3, 5, 1], lat=[3, 5, 1]) pset.execute(AdvectionRK4, runtime=3, dt=1) @@ -1069,10 +846,9 @@ def test_fieldset_from_data_gridtypes(): assert np.allclose(plat, pset.lat) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("direction", [1, -1]) @pytest.mark.parametrize("time_extrapolation", [True, False]) -def test_deferredload_simplefield(mode, direction, time_extrapolation, tmpdir): +def test_deferredload_simplefield(direction, time_extrapolation, tmpdir): tdim = 10 filename = tmpdir.join("simplefield_deferredload.nc") data = np.zeros((tdim, 2, 2)) @@ -1093,7 +869,7 @@ def test_deferredload_simplefield(mode, direction, time_extrapolation, tmpdir): allow_time_extrapolation=time_extrapolation, ) - SamplingParticle = ptype[mode].add_variable("p") + SamplingParticle = ScipyParticle.add_variable("p") pset = ParticleSet(fieldset, SamplingParticle, lon=0.5, lat=0.5) def SampleU(particle, fieldset, time): # pragma: no cover diff --git a/tests/test_fieldset_sampling.py b/tests/test_fieldset_sampling.py index 36b67005c2..2318c291f0 100644 --- a/tests/test_fieldset_sampling.py +++ b/tests/test_fieldset_sampling.py @@ -12,7 +12,6 @@ Field, FieldSet, Geographic, - JITParticle, NestedField, ParticleSet, ScipyParticle, @@ -21,11 +20,9 @@ ) from tests.utils import create_fieldset_global -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - -def pclass(mode): - return ptype[mode].add_variables( +def pclass(): + return ScipyParticle.add_variables( [Variable("u", dtype=np.float32), Variable("v", dtype=np.float32), Variable("p", dtype=np.float32)] ) @@ -115,17 +112,15 @@ def test_fieldset_sample_eval(fieldset): assert np.allclose(u_s, lat, rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_polar_with_halo(fieldset_geometric_polar, mode): +def test_fieldset_polar_with_halo(fieldset_geometric_polar): fieldset_geometric_polar.add_periodic_halo(zonal=5) - pset = ParticleSet(fieldset_geometric_polar, pclass=pclass(mode), lon=0, lat=0) + pset = ParticleSet(fieldset_geometric_polar, pclass=pclass(), lon=0, lat=0) pset.execute(runtime=1) assert pset.lon[0] == 0.0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("zdir", [-1, 1]) -def test_verticalsampling(mode, zdir): +def test_verticalsampling(zdir): dims = (4, 2, 2) dimensions = { "lon": np.linspace(0.0, 1.0, dims[2], dtype=np.float32), @@ -134,13 +129,12 @@ def test_verticalsampling(mode, zdir): } data = {"U": np.zeros(dims, dtype=np.float32), "V": np.zeros(dims, dtype=np.float32)} fieldset = FieldSet.from_data(data, dimensions, mesh="flat") - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=0, lat=0, depth=0.7 * zdir) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=0, lat=0, depth=0.7 * zdir) pset.execute(AdvectionRK4, dt=1.0, runtime=1.0) assert pset[0].zi == [2] -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_from_field(mode): +def test_pset_from_field(): xdim = 10 ydim = 20 npart = 10000 @@ -169,15 +163,14 @@ def test_pset_from_field(mode): ) fieldset.add_field(densfield) - pset = ParticleSet.from_field(fieldset, size=npart, pclass=pclass(mode), start_field=fieldset.start) + pset = ParticleSet.from_field(fieldset, size=npart, pclass=ScipyParticle, start_field=fieldset.start) pdens = np.histogram2d(pset.lon, pset.lat, bins=[np.linspace(0.0, 1.0, xdim + 1), np.linspace(0.0, 1.0, ydim + 1)])[ 0 ] assert np.allclose(pdens / sum(pdens.flatten()), startfield / sum(startfield.flatten()), atol=1e-2) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_nearest_neighbor_interpolation2D(mode): +def test_nearest_neighbor_interpolation2D(): npart = 81 dims = (2, 2) dimensions = { @@ -193,14 +186,13 @@ def test_nearest_neighbor_interpolation2D(mode): fieldset = FieldSet.from_data(data, dimensions, mesh="flat", transpose=True) fieldset.P.interp_method = "nearest" xv, yv = np.meshgrid(np.linspace(0.0, 1.0, int(np.sqrt(npart))), np.linspace(0.0, 1.0, int(np.sqrt(npart)))) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=xv.flatten(), lat=yv.flatten()) + pset = ParticleSet(fieldset, pclass=pclass(), lon=xv.flatten(), lat=yv.flatten()) pset.execute(SampleP, endtime=1, dt=1) assert np.allclose(pset.p[(pset.lon < 0.5) & (pset.lat > 0.5)], 1.0, rtol=1e-5) assert np.allclose(pset.p[(pset.lon > 0.5) | (pset.lat < 0.5)], 0.0, rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_nearest_neighbor_interpolation3D(mode): +def test_nearest_neighbor_interpolation3D(): npart = 81 dims = (2, 2, 2) dimensions = { @@ -218,18 +210,17 @@ def test_nearest_neighbor_interpolation3D(mode): fieldset.P.interp_method = "nearest" xv, yv = np.meshgrid(np.linspace(0, 1.0, int(np.sqrt(npart))), np.linspace(0, 1.0, int(np.sqrt(npart)))) # combine a pset at 0m with pset at 1m, as meshgrid does not do 3D - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=xv.flatten(), lat=yv.flatten(), depth=np.zeros(npart)) - pset2 = ParticleSet(fieldset, pclass=pclass(mode), lon=xv.flatten(), lat=yv.flatten(), depth=np.ones(npart)) + pset = ParticleSet(fieldset, pclass=pclass(), lon=xv.flatten(), lat=yv.flatten(), depth=np.zeros(npart)) + pset2 = ParticleSet(fieldset, pclass=pclass(), lon=xv.flatten(), lat=yv.flatten(), depth=np.ones(npart)) pset.add(pset2) pset.execute(SampleP, endtime=1, dt=1) assert np.allclose(pset.p[(pset.lon < 0.5) & (pset.lat > 0.5) & (pset.depth > 0.5)], 1.0, rtol=1e-5) assert np.allclose(pset.p[(pset.lon > 0.5) | (pset.lat < 0.5) & (pset.depth < 0.5)], 0.0, rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("withDepth", [True, False]) @pytest.mark.parametrize("arrtype", ["ones", "rand"]) -def test_inversedistance_nearland(mode, withDepth, arrtype): +def test_inversedistance_nearland(withDepth, arrtype): npart = 81 dims = (4, 4, 6) if withDepth else (4, 6) dimensions = { @@ -249,9 +240,9 @@ def test_inversedistance_nearland(mode, withDepth, arrtype): fieldset.P.interp_method = "linear_invdist_land_tracer" xv, yv = np.meshgrid(np.linspace(0.1, 0.9, int(np.sqrt(npart))), np.linspace(0.1, 0.9, int(np.sqrt(npart)))) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=xv.flatten(), lat=yv.flatten(), depth=np.zeros(npart)) + pset = ParticleSet(fieldset, pclass=pclass(), lon=xv.flatten(), lat=yv.flatten(), depth=np.zeros(npart)) if withDepth: - pset2 = ParticleSet(fieldset, pclass=pclass(mode), lon=xv.flatten(), lat=yv.flatten(), depth=np.ones(npart)) + pset2 = ParticleSet(fieldset, pclass=pclass(), lon=xv.flatten(), lat=yv.flatten(), depth=np.ones(npart)) pset.add(pset2) pset.execute(SampleP, endtime=1, dt=1) if arrtype == "rand": @@ -268,11 +259,10 @@ def test_inversedistance_nearland(mode, withDepth, arrtype): assert success -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("boundaryslip", ["freeslip", "partialslip"]) @pytest.mark.parametrize("withW", [False, True]) @pytest.mark.parametrize("withT", [False, True]) -def test_partialslip_nearland_zonal(mode, boundaryslip, withW, withT): +def test_partialslip_nearland_zonal(boundaryslip, withW, withT): npart = 20 dims = (3, 9, 3) U = 0.1 * np.ones(dims, dtype=np.float32) @@ -302,7 +292,7 @@ def test_partialslip_nearland_zonal(mode, boundaryslip, withW, withT): fieldset = FieldSet.from_data(data, dimensions, mesh="flat", interp_method=boundaryslip) pset = ParticleSet( - fieldset, pclass=pclass(mode), lon=np.zeros(npart), lat=np.linspace(0.1, 3.9, npart), depth=np.zeros(npart) + fieldset, pclass=ScipyParticle, lon=np.zeros(npart), lat=np.linspace(0.1, 3.9, npart), depth=np.zeros(npart) ) kernel = AdvectionRK4_3D if withW else AdvectionRK4 pset.execute(kernel, endtime=2, dt=1) @@ -320,10 +310,9 @@ def test_partialslip_nearland_zonal(mode, boundaryslip, withW, withT): assert np.allclose([p.depth for p in pset], 0.1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("boundaryslip", ["freeslip", "partialslip"]) @pytest.mark.parametrize("withW", [False, True]) -def test_partialslip_nearland_meridional(mode, boundaryslip, withW): +def test_partialslip_nearland_meridional(boundaryslip, withW): npart = 20 dims = (1, 1, 9) U = np.zeros(dims, dtype=np.float32) @@ -345,7 +334,7 @@ def test_partialslip_nearland_meridional(mode, boundaryslip, withW): fieldset = FieldSet.from_data(data, dimensions, mesh="flat", interp_method=interp_method) pset = ParticleSet( - fieldset, pclass=pclass(mode), lat=np.zeros(npart), lon=np.linspace(0.1, 3.9, npart), depth=np.zeros(npart) + fieldset, pclass=ScipyParticle, lat=np.zeros(npart), lon=np.linspace(0.1, 3.9, npart), depth=np.zeros(npart) ) kernel = AdvectionRK4_3D if withW else AdvectionRK4 pset.execute(kernel, endtime=2, dt=1) @@ -363,9 +352,8 @@ def test_partialslip_nearland_meridional(mode, boundaryslip, withW): assert np.allclose([p.depth for p in pset], 0.1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("boundaryslip", ["freeslip", "partialslip"]) -def test_partialslip_nearland_vertical(mode, boundaryslip): +def test_partialslip_nearland_vertical(boundaryslip): npart = 20 dims = (9, 1, 1) U = 0.1 * np.ones(dims, dtype=np.float32) @@ -379,7 +367,7 @@ def test_partialslip_nearland_vertical(mode, boundaryslip): fieldset = FieldSet.from_data(data, dimensions, mesh="flat", interp_method={"U": boundaryslip, "V": boundaryslip}) pset = ParticleSet( - fieldset, pclass=pclass(mode), lon=np.zeros(npart), lat=np.zeros(npart), depth=np.linspace(0.1, 3.9, npart) + fieldset, pclass=ScipyParticle, lon=np.zeros(npart), lat=np.zeros(npart), depth=np.linspace(0.1, 3.9, npart) ) pset.execute(AdvectionRK4, endtime=2, dt=1) if boundaryslip == "partialslip": @@ -392,15 +380,9 @@ def test_partialslip_nearland_vertical(mode, boundaryslip): assert np.allclose([p.lat for p in pset], 0.1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("lat_flip", [False, True]) -def test_fieldset_sample_particle(mode, lat_flip): - """Sample the fieldset using an array of particles. - - Note that the low tolerances (1.e-6) are due to the first-order - interpolation in JIT mode and give an indication of the - corresponding sampling error. - """ +def test_fieldset_sample_particle(lat_flip): + """Sample the fieldset using an array of particles.""" npart = 120 lon = np.linspace(-180, 180, 200, dtype=np.float32) if lat_flip: @@ -415,70 +397,66 @@ def test_fieldset_sample_particle(mode, lat_flip): lon = np.linspace(-170, 170, npart) lat = np.linspace(-80, 80, npart) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=lon, lat=np.zeros(npart) + 70.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=lon, lat=np.zeros(npart) + 70.0) pset.execute(pset.Kernel(SampleUV), endtime=1.0, dt=1.0) assert np.allclose(pset.v, lon, rtol=1e-6) - pset = ParticleSet(fieldset, pclass=pclass(mode), lat=lat, lon=np.zeros(npart) - 45.0) + pset = ParticleSet(fieldset, pclass=pclass(), lat=lat, lon=np.zeros(npart) - 45.0) pset.execute(pset.Kernel(SampleUV), endtime=1.0, dt=1.0) assert np.allclose(pset.u, lat, rtol=1e-6) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_sample_geographic(fieldset_geometric, mode): +def test_fieldset_sample_geographic(fieldset_geometric): """Sample a fieldset with conversion to geographic units (degrees).""" npart = 120 fieldset = fieldset_geometric lon = np.linspace(-170, 170, npart) lat = np.linspace(-80, 80, npart) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=lon, lat=np.zeros(npart) + 70.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=lon, lat=np.zeros(npart) + 70.0) pset.execute(pset.Kernel(SampleUV), endtime=1.0, dt=1.0) assert np.allclose(pset.v, lon, rtol=1e-6) - pset = ParticleSet(fieldset, pclass=pclass(mode), lat=lat, lon=np.zeros(npart) - 45.0) + pset = ParticleSet(fieldset, pclass=pclass(), lat=lat, lon=np.zeros(npart) - 45.0) pset.execute(pset.Kernel(SampleUV), endtime=1.0, dt=1.0) assert np.allclose(pset.u, lat, rtol=1e-6) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_sample_geographic_noconvert(fieldset_geometric, mode): +def test_fieldset_sample_geographic_noconvert(fieldset_geometric): """Sample a fieldset without conversion to geographic units.""" npart = 120 fieldset = fieldset_geometric lon = np.linspace(-170, 170, npart) lat = np.linspace(-80, 80, npart) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=lon, lat=np.zeros(npart) + 70.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=lon, lat=np.zeros(npart) + 70.0) pset.execute(pset.Kernel(SampleUVNoConvert), endtime=1.0, dt=1.0) assert np.allclose(pset.v, lon * 1000 * 1.852 * 60, rtol=1e-6) - pset = ParticleSet(fieldset, pclass=pclass(mode), lat=lat, lon=np.zeros(npart) - 45.0) + pset = ParticleSet(fieldset, pclass=pclass(), lat=lat, lon=np.zeros(npart) - 45.0) pset.execute(pset.Kernel(SampleUVNoConvert), endtime=1.0, dt=1.0) assert np.allclose(pset.u, lat * 1000 * 1.852 * 60, rtol=1e-6) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_fieldset_sample_geographic_polar(fieldset_geometric_polar, mode): +def test_fieldset_sample_geographic_polar(fieldset_geometric_polar): """Sample a fieldset with conversion to geographic units and a pole correction.""" npart = 120 fieldset = fieldset_geometric_polar lon = np.linspace(-170, 170, npart) lat = np.linspace(-80, 80, npart) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=lon, lat=np.zeros(npart) + 70.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=lon, lat=np.zeros(npart) + 70.0) pset.execute(pset.Kernel(SampleUV), endtime=1.0, dt=1.0) assert np.allclose(pset.v, lon, rtol=1e-6) - pset = ParticleSet(fieldset, pclass=pclass(mode), lat=lat, lon=np.zeros(npart) - 45.0) + pset = ParticleSet(fieldset, pclass=pclass(), lat=lat, lon=np.zeros(npart) - 45.0) pset.execute(pset.Kernel(SampleUV), endtime=1.0, dt=1.0) # Note: 1.e-2 is a very low rtol, so there seems to be a rather # large sampling error for the JIT correction. assert np.allclose(pset.u, lat, rtol=1e-2) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_meridionalflow_spherical(mode): +def test_meridionalflow_spherical(): """Create uniform NORTHWARD flow on spherical earth and advect particles. As flow is so simple, it can be directly compared to analytical solution. @@ -498,7 +476,7 @@ def test_meridionalflow_spherical(mode): lonstart = [0, 45] latstart = [0, 45] runtime = timedelta(hours=24) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=lonstart, lat=latstart) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=lonstart, lat=latstart) pset.execute(pset.Kernel(AdvectionRK4), runtime=runtime, dt=timedelta(hours=1)) assert pset.lat[0] - (latstart[0] + runtime.total_seconds() * maxvel / 1852 / 60) < 1e-4 @@ -507,8 +485,7 @@ def test_meridionalflow_spherical(mode): assert pset.lon[1] - lonstart[1] < 1e-4 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_zonalflow_spherical(mode): +def test_zonalflow_spherical(): """Create uniform EASTWARD flow on spherical earth and advect particles. As flow is so simple, it can be directly compared to analytical solution @@ -529,7 +506,7 @@ def test_zonalflow_spherical(mode): lonstart = [0, 45] latstart = [0, 45] runtime = timedelta(hours=24) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=lonstart, lat=latstart) + pset = ParticleSet(fieldset, pclass=pclass(), lon=lonstart, lat=latstart) pset.execute(pset.Kernel(AdvectionRK4) + SampleP, runtime=runtime, dt=timedelta(hours=1)) assert pset.lat[0] - latstart[0] < 1e-4 @@ -544,8 +521,7 @@ def test_zonalflow_spherical(mode): assert abs(pset.p[1] - p_fld) < 1e-4 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_random_field(mode): +def test_random_field(): """Sampling test that tests for overshoots by sampling a field of random numbers between 0 and 1.""" xdim, ydim = 20, 20 npart = 100 @@ -563,15 +539,14 @@ def test_random_field(mode): } fieldset = FieldSet.from_data(data, dimensions, mesh="flat", transpose=True) - pset = ParticleSet.from_field(fieldset, size=npart, pclass=pclass(mode), start_field=fieldset.start) + pset = ParticleSet.from_field(fieldset, size=npart, pclass=pclass(), start_field=fieldset.start) pset.execute(SampleP, endtime=1.0, dt=1.0) sampled = pset.p assert (sampled >= 0.0).all() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("allow_time_extrapolation", [True, False]) -def test_sampling_out_of_bounds_time(mode, allow_time_extrapolation): +def test_sampling_out_of_bounds_time(allow_time_extrapolation): xdim, ydim, tdim = 10, 10, 10 dimensions = { @@ -588,7 +563,7 @@ def test_sampling_out_of_bounds_time(mode, allow_time_extrapolation): fieldset = FieldSet.from_data( data, dimensions, mesh="flat", allow_time_extrapolation=allow_time_extrapolation, transpose=True ) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0.5], lat=[0.5], time=-1.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0.5], lat=[0.5], time=-1.0) if allow_time_extrapolation: pset.execute(SampleP, endtime=-0.9, dt=0.1) assert np.allclose(pset.p, 0.0, rtol=1e-5) @@ -596,19 +571,19 @@ def test_sampling_out_of_bounds_time(mode, allow_time_extrapolation): with pytest.raises(RuntimeError): pset.execute(SampleP, endtime=-0.9, dt=0.1) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0.5], lat=[0.5], time=0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0.5], lat=[0.5], time=0) pset.execute(SampleP, runtime=0.1, dt=0.1) assert np.allclose(pset.p, 0.0, rtol=1e-5) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0.5], lat=[0.5], time=0.5) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0.5], lat=[0.5], time=0.5) pset.execute(SampleP, runtime=0.1, dt=0.1) assert np.allclose(pset.p, 0.5, rtol=1e-5) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0.5], lat=[0.5], time=1.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0.5], lat=[0.5], time=1.0) pset.execute(SampleP, runtime=0.1, dt=0.1) assert np.allclose(pset.p, 1.0, rtol=1e-5) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0.5], lat=[0.5], time=2.0) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0.5], lat=[0.5], time=2.0) if allow_time_extrapolation: pset.execute(SampleP, runtime=0.1, dt=0.1) assert np.allclose(pset.p, 1.0, rtol=1e-5) @@ -617,12 +592,11 @@ def test_sampling_out_of_bounds_time(mode, allow_time_extrapolation): pset.execute(SampleP, runtime=0.1, dt=0.1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_sampling_3DCROCO(mode): +def test_sampling_3DCROCO(): data_path = os.path.join(os.path.dirname(__file__), "test_data/") fieldset = FieldSet.from_modulefile(data_path + "fieldset_CROCO3D.py") - SampleP = ptype[mode].add_variable("p", initial=0.0) + SampleP = ScipyParticle.add_variable("p", initial=0.0) def SampleU(particle, fieldset, time): # pragma: no cover particle.p = fieldset.U[time, particle.depth, particle.lat, particle.lon, particle] @@ -632,10 +606,9 @@ def SampleU(particle, fieldset, time): # pragma: no cover assert np.isclose(pset.p, 1.0) -@pytest.mark.parametrize("mode", ["jit", "scipy"]) @pytest.mark.parametrize("npart", [1, 10]) @pytest.mark.parametrize("chs", [False, "auto", {"lat": ("y", 10), "lon": ("x", 10)}]) -def test_sampling_multigrids_non_vectorfield_from_file(mode, npart, tmpdir, chs): +def test_sampling_multigrids_non_vectorfield_from_file(npart, tmpdir, chs): xdim, ydim = 100, 200 filepath = tmpdir.join("test_subsets") U = Field( @@ -680,7 +653,7 @@ def test_sampling_multigrids_non_vectorfield_from_file(mode, npart, tmpdir, chs) assert fieldset.U.grid is fieldset.V.grid assert fieldset.U.grid is not fieldset.B.grid - TestParticle = ptype[mode].add_variable("sample_var", initial=0.0) + TestParticle = ScipyParticle.add_variable("sample_var", initial=0.0) pset = ParticleSet.from_line(fieldset, pclass=TestParticle, start=[0.3, 0.3], finish=[0.7, 0.7], size=npart) @@ -690,23 +663,10 @@ def test_sample(particle, fieldset, time): # pragma: no cover kernels = pset.Kernel(AdvectionRK4) + pset.Kernel(test_sample) pset.execute(kernels, runtime=10, dt=1) assert np.allclose(pset.sample_var, 10.0) - if mode == "jit": - assert len(pset.xi.shape) == 2 - assert pset.xi.shape[0] == len(pset.lon) - assert pset.xi.shape[1] == fieldset.gridset.size - assert np.all(pset.xi >= 0) - assert np.all(pset.xi[:, fieldset.B.igrid] < xdim * 4) - assert np.all(pset.xi[:, 0] < xdim) - assert pset.yi.shape[0] == len(pset.lon) - assert pset.yi.shape[1] == fieldset.gridset.size - assert np.all(pset.yi >= 0) - assert np.all(pset.yi[:, fieldset.B.igrid] < ydim * 3) - assert np.all(pset.yi[:, 0] < ydim) - - -@pytest.mark.parametrize("mode", ["jit", "scipy"]) + + @pytest.mark.parametrize("npart", [1, 10]) -def test_sampling_multigrids_non_vectorfield(mode, npart): +def test_sampling_multigrids_non_vectorfield(npart): xdim, ydim = 100, 200 U = Field( "U", @@ -732,7 +692,7 @@ def test_sampling_multigrids_non_vectorfield(mode, npart): assert fieldset.U.grid is fieldset.V.grid assert fieldset.U.grid is not fieldset.B.grid - TestParticle = ptype[mode].add_variable("sample_var", initial=0.0) + TestParticle = ScipyParticle.add_variable("sample_var", initial=0.0) pset = ParticleSet.from_line(fieldset, pclass=TestParticle, start=[0.3, 0.3], finish=[0.7, 0.7], size=npart) @@ -742,23 +702,10 @@ def test_sample(particle, fieldset, time): # pragma: no cover kernels = pset.Kernel(AdvectionRK4) + pset.Kernel(test_sample) pset.execute(kernels, runtime=10, dt=1) assert np.allclose(pset.sample_var, 10.0) - if mode == "jit": - assert len(pset.xi.shape) == 2 - assert pset.xi.shape[0] == len(pset.lon) - assert pset.xi.shape[1] == fieldset.gridset.size - assert np.all(pset.xi >= 0) - assert np.all(pset.xi[:, fieldset.B.igrid] < xdim * 4) - assert np.all(pset.xi[:, 0] < xdim) - assert pset.yi.shape[0] == len(pset.lon) - assert pset.yi.shape[1] == fieldset.gridset.size - assert np.all(pset.yi >= 0) - assert np.all(pset.yi[:, fieldset.B.igrid] < ydim * 3) - assert np.all(pset.yi[:, 0] < ydim) - - -@pytest.mark.parametrize("mode", ["jit", "scipy"]) + + @pytest.mark.parametrize("ugridfactor", [1, 10]) -def test_sampling_multiple_grid_sizes(mode, ugridfactor): +def test_sampling_multiple_grid_sizes(ugridfactor): xdim, ydim = 10, 20 U = Field( "U", @@ -773,7 +720,7 @@ def test_sampling_multiple_grid_sizes(mode, ugridfactor): lat=np.linspace(0.0, 1.0, ydim, dtype=np.float32), ) fieldset = FieldSet(U, V) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0.8], lat=[0.9]) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0.8], lat=[0.9]) if ugridfactor > 1: assert fieldset.U.grid is not fieldset.V.grid @@ -800,7 +747,7 @@ def test_multiple_grid_addlater_error(): ) fieldset = FieldSet(U, V) - pset = ParticleSet(fieldset, pclass=pclass("jit"), lon=[0.8], lat=[0.9]) # noqa ; to trigger fieldset._check_complete + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0.8], lat=[0.9]) # noqa ; to trigger fieldset._check_complete P = Field( "P", @@ -817,8 +764,7 @@ def test_multiple_grid_addlater_error(): assert fail -@pytest.mark.parametrize("mode", ["jit", "scipy"]) -def test_nestedfields(mode): +def test_nestedfields(): xdim = 10 ydim = 20 @@ -875,23 +821,22 @@ def Recover(particle, fieldset, time): # pragma: no cover particle.p = 999 particle.state = StatusCode.Evaluate - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0], lat=[0.3]) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0], lat=[0.3]) pset.execute(AdvectionRK4 + pset.Kernel(SampleP), runtime=2, dt=1) assert np.isclose(pset.lat[0], 0.5) assert np.isclose(pset.p[0], 0.1) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0], lat=[1.1]) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0], lat=[1.1]) pset.execute(AdvectionRK4 + pset.Kernel(SampleP), runtime=2, dt=1) assert np.isclose(pset.lat[0], 1.5) assert np.isclose(pset.p[0], 0.2) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=[0], lat=[2.3]) + pset = ParticleSet(fieldset, pclass=pclass(), lon=[0], lat=[2.3]) pset.execute(pset.Kernel(AdvectionRK4) + SampleP + Recover, runtime=1, dt=1) assert np.isclose(pset.lat[0], 0) assert np.isclose(pset.p[0], 999) assert np.allclose(fieldset.UV[0][0, 0, 0, 0], [0.1, 0.2]) -@pytest.mark.parametrize("mode", ["jit", "scipy"]) -def test_fieldset_sampling_updating_order(mode, tmp_zarrfile): +def test_fieldset_sampling_updating_order(tmp_zarrfile): def calc_p(t, y, x): return 10 * t + x + 0.2 * y @@ -916,7 +861,7 @@ def calc_p(t, y, x): fieldset = FieldSet.from_data(data, dimensions, mesh="flat") xv, yv = np.meshgrid(np.arange(0, 1, 0.5), np.arange(0, 1, 0.5)) - pset = ParticleSet(fieldset, pclass=pclass(mode), lon=xv.flatten(), lat=yv.flatten()) + pset = ParticleSet(fieldset, pclass=pclass(), lon=xv.flatten(), lat=yv.flatten()) def SampleP(particle, fieldset, time): # pragma: no cover particle.p = fieldset.P[time, particle.depth, particle.lat, particle.lon] diff --git a/tests/test_grids.py b/tests/test_grids.py index 75caa7ebf1..aae482cdb6 100644 --- a/tests/test_grids.py +++ b/tests/test_grids.py @@ -11,7 +11,6 @@ CurvilinearZGrid, Field, FieldSet, - JITParticle, ParticleSet, RectilinearSGrid, RectilinearZGrid, @@ -24,11 +23,8 @@ from parcels.tools.converters import TimeConverter from tests.utils import TEST_DATA -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_multi_structured_grids(mode): +def test_multi_structured_grids(): def temp_func(lon, lat): return 20 + lat / 1000.0 + 2 * np.sin(lon * 2 * np.pi / 5000.0) @@ -85,7 +81,7 @@ def sampleTemp(particle, fieldset, time): # pragma: no cover particle.temp0 = fieldset.temp0[time + particle.dt, particle.depth, particle.lat, particle.lon] particle.temp1 = fieldset.temp1[time + particle.dt, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("temp0", dtype=np.float32, initial=20.0), Variable("temp1", dtype=np.float32, initial=20.0)] ) @@ -152,8 +148,7 @@ def test_avoid_repeated_grids(): assert fieldset.V.grid is not fieldset.U.grid -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_multigrids_pointer(mode): +def test_multigrids_pointer(): lon_g0 = np.linspace(0, 1e4, 21, dtype=np.float32) lat_g0 = np.linspace(0, 1000, 2, dtype=np.float32) depth_g0 = np.zeros((5, lat_g0.size, lon_g0.size), dtype=np.float32) @@ -185,15 +180,14 @@ def bath_func(lon): assert u_field.grid == v_field.grid assert u_field.grid == w_field.grid # w_field.grid is now supposed to be grid_1 - pset = ParticleSet.from_list(fieldset, ptype[mode], lon=[0], lat=[0], depth=[1]) + pset = ParticleSet.from_list(fieldset, ScipyParticle, lon=[0], lat=[0], depth=[1]) for _ in range(10): pset.execute(AdvectionRK4_3D, runtime=1000, dt=500) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("z4d", ["True", "False"]) -def test_rectilinear_s_grid_sampling(mode, z4d): +def test_rectilinear_s_grid_sampling(z4d): lon_g0 = np.linspace(-3e4, 3e4, 61, dtype=np.float32) lat_g0 = np.linspace(0, 1000, 2, dtype=np.float32) time_g0 = np.linspace(0, 1000, 2, dtype=np.float64) @@ -236,7 +230,7 @@ def bath_func(lon): def sampleTemp(particle, fieldset, time): # pragma: no cover particle.temp = fieldset.temp[time, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variable("temp", dtype=np.float32, initial=20.0) + MyParticle = ScipyParticle.add_variable("temp", dtype=np.float32, initial=20.0) lon = 400 lat = 0 @@ -247,8 +241,7 @@ def sampleTemp(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.temp[0], ratio, atol=1e-4) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_rectilinear_s_grids_advect1(mode): +def test_rectilinear_s_grids_advect1(): # Constant water transport towards the east. check that the particle stays at the same relative depth (z/bath) lon_g0 = np.linspace(0, 1e4, 21, dtype=np.float32) lat_g0 = np.linspace(0, 1000, 2, dtype=np.float32) @@ -285,14 +278,13 @@ def bath_func(lon): lat = np.zeros(11) ratio = [min(i / 10.0, 0.99) for i in range(11)] depth = bath_func(lon) * ratio - pset = ParticleSet.from_list(fieldset, ptype[mode], lon=lon, lat=lat, depth=depth) + pset = ParticleSet.from_list(fieldset, ScipyParticle, lon=lon, lat=lat, depth=depth) pset.execute(AdvectionRK4_3D, runtime=10000, dt=500) assert np.allclose(pset.depth / bath_func(pset.lon), ratio) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_rectilinear_s_grids_advect2(mode): +def test_rectilinear_s_grids_advect2(): # Move particle towards the east, check relative depth evolution lon_g0 = np.linspace(0, 1e4, 21, dtype=np.float32) lat_g0 = np.linspace(0, 1000, 2, dtype=np.float32) @@ -321,7 +313,7 @@ def bath_func(lon): rel_depth_field = Field("relDepth", rel_depth_data, grid=grid) fieldset = FieldSet(u_field, v_field, fields={"relDepth": rel_depth_field}) - MyParticle = ptype[mode].add_variable("relDepth", dtype=np.float32, initial=20.0) + MyParticle = ScipyParticle.add_variable("relDepth", dtype=np.float32, initial=20.0) def moveEast(particle, fieldset, time): # pragma: no cover particle_dlon += 5 * particle.dt # noqa @@ -336,8 +328,7 @@ def moveEast(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.relDepth[0], depth / bath_func(pset.lon[0])) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_curvilinear_grids(mode): +def test_curvilinear_grids(): x = np.linspace(0, 1e3, 7, dtype=np.float32) y = np.linspace(0, 1e3, 5, dtype=np.float32) (xx, yy) = np.meshgrid(x, y) @@ -362,15 +353,14 @@ def sampleSpeed(particle, fieldset, time): # pragma: no cover u, v = fieldset.UV[time, particle.depth, particle.lat, particle.lon] particle.speed = math.sqrt(u * u + v * v) - MyParticle = ptype[mode].add_variable("speed", dtype=np.float32, initial=0.0) + MyParticle = ScipyParticle.add_variable("speed", dtype=np.float32, initial=0.0) pset = ParticleSet.from_list(fieldset, MyParticle, lon=[400, -200], lat=[600, 600]) pset.execute(pset.Kernel(sampleSpeed), runtime=1) assert np.allclose(pset.speed[0], 1000) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_nemo_grid(mode): +def test_nemo_grid(): filenames = { "U": { "lon": str(TEST_DATA / "mask_nemo_cross_180lon.nc"), @@ -388,12 +378,12 @@ def test_nemo_grid(mode): fieldset = FieldSet.from_nemo(filenames, variables, dimensions) # test ParticleSet.from_field on curvilinear grids - ParticleSet.from_field(fieldset, ptype[mode], start_field=fieldset.U, size=5) + ParticleSet.from_field(fieldset, ScipyParticle, start_field=fieldset.U, size=5) def sampleVel(particle, fieldset, time): # pragma: no cover (particle.zonal, particle.meridional) = fieldset.UV[time, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("zonal", dtype=np.float32, initial=0.0), Variable("meridional", dtype=np.float32, initial=0.0)] ) @@ -407,8 +397,7 @@ def sampleVel(particle, fieldset, time): # pragma: no cover assert abs(v) < 1e-4 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_advect_nemo(mode): +def test_advect_nemo(): filenames = { "U": { "lon": str(TEST_DATA / "mask_nemo_cross_180lon.nc"), @@ -427,14 +416,13 @@ def test_advect_nemo(mode): lonp = 175.5 latp = 81.5 - pset = ParticleSet.from_list(fieldset, ptype[mode], lon=[lonp], lat=[latp]) + pset = ParticleSet.from_list(fieldset, ScipyParticle, lon=[lonp], lat=[latp]) pset.execute(AdvectionRK4, runtime=timedelta(days=2), dt=timedelta(hours=6)) assert abs(pset.lat[0] - latp) < 1e-3 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("time", [True, False]) -def test_cgrid_uniform_2dvel(mode, time): +def test_cgrid_uniform_2dvel(time): lon = np.array([[0, 2], [0.4, 1.5]]) lat = np.array([[0, -0.5], [0.8, 0.5]]) U = np.array([[-99, -99], [4.4721359549995793e-01, 1.3416407864998738e00]]) @@ -454,7 +442,7 @@ def test_cgrid_uniform_2dvel(mode, time): def sampleVel(particle, fieldset, time): # pragma: no cover (particle.zonal, particle.meridional) = fieldset.UV[time, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("zonal", dtype=np.float32, initial=0.0), Variable("meridional", dtype=np.float32, initial=0.0)] ) @@ -464,10 +452,9 @@ def sampleVel(particle, fieldset, time): # pragma: no cover assert (pset[0].meridional - 1) < 1e-6 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("vert_mode", ["zlev", "slev1", "slev2"]) @pytest.mark.parametrize("time", [True, False]) -def test_cgrid_uniform_3dvel(mode, vert_mode, time): +def test_cgrid_uniform_3dvel(vert_mode, time): lon = np.array([[0, 2], [0.4, 1.5]]) lat = np.array([[0, -0.5], [0.8, 0.5]]) @@ -509,7 +496,7 @@ def sampleVel(particle, fieldset, time): # pragma: no cover time, particle.depth, particle.lat, particle.lon ] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [ Variable("zonal", dtype=np.float32, initial=0.0), Variable("meridional", dtype=np.float32, initial=0.0), @@ -524,10 +511,9 @@ def sampleVel(particle, fieldset, time): # pragma: no cover assert abs(pset[0].vertical - 1) < 1e-6 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("vert_mode", ["zlev", "slev1"]) @pytest.mark.parametrize("time", [True, False]) -def test_cgrid_uniform_3dvel_spherical(mode, vert_mode, time): +def test_cgrid_uniform_3dvel_spherical(vert_mode, time): dim_file = xr.open_dataset(TEST_DATA / "mask_nemo_cross_180lon.nc") u_file = xr.open_dataset(TEST_DATA / "Uu_eastward_nemo_cross_180lon.nc") v_file = xr.open_dataset(TEST_DATA / "Vv_eastward_nemo_cross_180lon.nc") @@ -567,7 +553,7 @@ def sampleVel(particle, fieldset, time): # pragma: no cover time, particle.depth, particle.lat, particle.lon ] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [ Variable("zonal", dtype=np.float32, initial=0.0), Variable("meridional", dtype=np.float32, initial=0.0), @@ -586,10 +572,9 @@ def sampleVel(particle, fieldset, time): # pragma: no cover assert abs(pset[0].vertical - 1) < 1e-3 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("vert_discretisation", ["zlevel", "slevel", "slevel2"]) @pytest.mark.parametrize("deferred_load", [True, False]) -def test_popgrid(mode, vert_discretisation, deferred_load): +def test_popgrid(vert_discretisation, deferred_load): if vert_discretisation == "zlevel": w_dep = "w_dep" elif vert_discretisation == "slevel": @@ -613,7 +598,7 @@ def OutBoundsError(particle, fieldset, time): # pragma: no cover particle_ddepth -= 3 # noqa particle.state = StatusCode.Success - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [ Variable("zonal", dtype=np.float32, initial=0.0), Variable("meridional", dtype=np.float32, initial=0.0), @@ -642,10 +627,9 @@ def OutBoundsError(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.tracer, 1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("gridindexingtype", ["mitgcm", "nemo"]) @pytest.mark.parametrize("coordtype", ["rectilinear", "curvilinear"]) -def test_cgrid_indexing(mode, gridindexingtype, coordtype): +def test_cgrid_indexing(gridindexingtype, coordtype): xdim, ydim = 151, 201 a = b = 20000 # domain size lon = np.linspace(-a / 2, a / 2, xdim, dtype=np.float32) @@ -719,7 +703,7 @@ def UpdateR(particle, fieldset, time): # pragma: no cover particle.radius_start = fieldset.R[time, particle.depth, particle.lat, particle.lon] particle.radius = fieldset.R[time, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("radius", dtype=np.float32, initial=0.0), Variable("radius_start", dtype=np.float32, initial=0.0)] ) @@ -729,10 +713,9 @@ def UpdateR(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.radius, pset.radius_start, atol=10) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("gridindexingtype", ["mitgcm", "nemo"]) @pytest.mark.parametrize("withtime", [False, True]) -def test_cgrid_indexing_3D(mode, gridindexingtype, withtime): +def test_cgrid_indexing_3D(gridindexingtype, withtime): xdim = zdim = 201 ydim = 2 a = c = 20000 # domain size @@ -796,7 +779,7 @@ def UpdateR(particle, fieldset, time): # pragma: no cover particle.radius_start = fieldset.R[time, particle.depth, particle.lat, particle.lon] particle.radius = fieldset.R[time, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("radius", dtype=np.float32, initial=0.0), Variable("radius_start", dtype=np.float32, initial=0.0)] ) @@ -806,10 +789,9 @@ def UpdateR(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.radius, pset.radius_start, atol=10) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("gridindexingtype", ["pop", "mom5"]) @pytest.mark.parametrize("withtime", [False, True]) -def test_bgrid_indexing_3D(mode, gridindexingtype, withtime): +def test_bgrid_indexing_3D(gridindexingtype, withtime): xdim = zdim = 201 ydim = 2 a = c = 20000 # domain size @@ -874,7 +856,7 @@ def UpdateR(particle, fieldset, time): # pragma: no cover particle.radius_start = fieldset.R[time, particle.depth, particle.lat, particle.lon] particle.radius = fieldset.R[time, particle.depth, particle.lat, particle.lon] - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("radius", dtype=np.float32, initial=0.0), Variable("radius_start", dtype=np.float32, initial=0.0)] ) @@ -885,9 +867,8 @@ def UpdateR(particle, fieldset, time): # pragma: no cover @pytest.mark.parametrize("gridindexingtype", ["pop", "mom5"]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("extrapolation", [True, False]) -def test_bgrid_interpolation(gridindexingtype, mode, extrapolation): +def test_bgrid_interpolation(gridindexingtype, extrapolation): xi, yi = 3, 2 if extrapolation: zi = 0 if gridindexingtype == "mom5" else -1 @@ -947,7 +928,7 @@ def VelocityInterpolator(particle, fieldset, time): # pragma: no cover particle.Vvel = fieldset.V[time, particle.depth, particle.lat, particle.lon] particle.Wvel = fieldset.W[time, particle.depth, particle.lat, particle.lon] - myParticle = ptype[mode].add_variables( + myParticle = ScipyParticle.add_variables( [ Variable("Uvel", dtype=np.float32, initial=0.0), Variable("Vvel", dtype=np.float32, initial=0.0), diff --git a/tests/test_interaction.py b/tests/test_interaction.py index 9d1b848091..2eb8b12036 100644 --- a/tests/test_interaction.py +++ b/tests/test_interaction.py @@ -1,7 +1,7 @@ import numpy as np import pytest -from parcels import Field, FieldSet, JITParticle, ParticleSet +from parcels import Field, FieldSet, ParticleSet from parcels.application_kernels.advection import AdvectionRK4 from parcels.application_kernels.interaction import ( AsymmetricAttraction, @@ -16,12 +16,10 @@ KDTreeFlatNeighborSearch, ) from parcels.interaction.neighborsearch.basehash import BaseHashNeighborSearch -from parcels.particle import ScipyInteractionParticle, ScipyParticle, Variable +from parcels.particle import ScipyInteractionParticle, Variable from tests.common_kernels import DoNothing from tests.utils import create_fieldset_unit_mesh, create_flat_positions, create_spherical_positions -ptype = {"scipy": ScipyInteractionParticle, "jit": JITParticle} - def DummyMoveNeighbor(particle, fieldset, time, neighbors, mutator): """A particle boosts the movement of its nearest neighbor, by adding 0.1 to its lat position.""" @@ -45,29 +43,31 @@ def fieldset_unit_mesh(): return create_fieldset_unit_mesh(mesh="spherical") -@pytest.mark.parametrize("mode", ["scipy"]) -def test_simple_interaction_kernel(fieldset_unit_mesh, mode): +def test_simple_interaction_kernel(fieldset_unit_mesh): lons = [0.0, 0.1, 0.25, 0.44] lats = [0.0, 0.0, 0.0, 0.0] # Distance in meters R_earth*0.2 degrees interaction_distance = 6371000 * 0.2 * np.pi / 180 pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], lon=lons, lat=lats, interaction_distance=interaction_distance + fieldset_unit_mesh, + pclass=ScipyInteractionParticle, + lon=lons, + lat=lats, + interaction_distance=interaction_distance, ) pset.execute(DoNothing, pyfunc_inter=DummyMoveNeighbor, endtime=2.0, dt=1.0) assert np.allclose(pset.lat, [0.1, 0.2, 0.1, 0.0], rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy"]) @pytest.mark.parametrize("mesh", ["spherical", "flat"]) @pytest.mark.parametrize("periodic_domain_zonal", [False, True]) -def test_zonal_periodic_distance(mode, mesh, periodic_domain_zonal): +def test_zonal_periodic_distance(mesh, periodic_domain_zonal): fset = create_fieldset_unit_mesh(mesh=mesh) interaction_distance = 0.2 if mesh == "flat" else 6371000 * 0.2 * np.pi / 180 lons = [0.05, 0.4, 0.95] pset = ParticleSet( fset, - pclass=ptype[mode], + pclass=ScipyInteractionParticle, lon=lons, lat=[0.5] * len(lons), interaction_distance=interaction_distance, @@ -81,15 +81,18 @@ def test_zonal_periodic_distance(mode, mesh, periodic_domain_zonal): assert np.allclose([p.lat for p in pset], 0.5) -@pytest.mark.parametrize("mode", ["scipy"]) -def test_concatenate_interaction_kernels(fieldset_unit_mesh, mode): +def test_concatenate_interaction_kernels(fieldset_unit_mesh): lons = [0.0, 0.1, 0.25, 0.44] lats = [0.0, 0.0, 0.0, 0.0] # Distance in meters R_earth*0.2 degrees interaction_distance = 6371000 * 0.2 * np.pi / 180 pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], lon=lons, lat=lats, interaction_distance=interaction_distance + fieldset_unit_mesh, + pclass=ScipyInteractionParticle, + lon=lons, + lat=lats, + interaction_distance=interaction_distance, ) pset.execute( DoNothing, @@ -103,15 +106,18 @@ def test_concatenate_interaction_kernels(fieldset_unit_mesh, mode): assert np.allclose(pset.lat, [0.2, 0.4, 0.2, 0.0], rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy"]) -def test_concatenate_interaction_kernels_as_pyfunc(fieldset_unit_mesh, mode): +def test_concatenate_interaction_kernels_as_pyfunc(fieldset_unit_mesh): lons = [0.0, 0.1, 0.25, 0.44] lats = [0.0, 0.0, 0.0, 0.0] # Distance in meters R_earth*0.2 degrees interaction_distance = 6371000 * 0.2 * np.pi / 180 pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], lon=lons, lat=lats, interaction_distance=interaction_distance + fieldset_unit_mesh, + pclass=ScipyInteractionParticle, + lon=lons, + lat=lats, + interaction_distance=interaction_distance, ) pset.execute( DoNothing, pyfunc_inter=pset.InteractionKernel(DummyMoveNeighbor) + DummyMoveNeighbor, endtime=2.0, dt=1.0 @@ -140,8 +146,7 @@ def test_neighbor_merge(fieldset_unit_mesh): assert len(pset) == 1 -@pytest.mark.parametrize("mode", ["scipy"]) -def test_asymmetric_attraction(fieldset_unit_mesh, mode): +def test_asymmetric_attraction(fieldset_unit_mesh): lons = [0.0, 0.1, 0.2] lats = [0.0, 0.0, 0.0] # Distance in meters R_earth*0.2 degrees @@ -185,7 +190,7 @@ def test_pseudo_interaction(runtime, dt): fieldset = FieldSet(Uflow, Vflow) # Execute the advection kernel only - pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[2], lat=[2]) + pset = ParticleSet(fieldset, pclass=ScipyInteractionParticle, lon=[2], lat=[2]) pset.execute(AdvectionRK4, runtime=runtime, dt=dt) # Execute both the advection and interaction kernel. diff --git a/tests/test_interpolation.py b/tests/test_interpolation.py index 93ae14bb31..62c00bd554 100644 --- a/tests/test_interpolation.py +++ b/tests/test_interpolation.py @@ -3,7 +3,6 @@ import xarray as xr import parcels._interpolation as interpolation -from parcels import AdvectionRK4_3D, FieldSet, JITParticle, ParticleSet, ScipyParticle from tests.utils import create_fieldset_zeros_3d @@ -130,51 +129,3 @@ def test_interpolator2(ctx: interpolation.InterpolationContext3D): return 0 fieldset.U[0.5, 0.5, 0.5, 0.5] - - -@pytest.mark.parametrize( - "interp_method", - [ - "linear", - "freeslip", - "nearest", - "cgrid_velocity", - ], -) -def test_scipy_vs_jit(interp_method): - """Test that the scipy and JIT versions of the interpolation are the same.""" - variables = {"U": "U", "V": "V", "W": "W"} - dimensions = {"time": "time", "lon": "lon", "lat": "lat", "depth": "depth"} - fieldset = FieldSet.from_xarray_dataset( - create_interpolation_data_random(with_land_point=interp_method == "freeslip"), - variables, - dimensions, - mesh="flat", - ) - - for field in [fieldset.U, fieldset.V, fieldset.W]: # Set a land point (for testing freeslip) - field.interp_method = interp_method - - x, y, z = np.meshgrid(np.linspace(0, 1, 7), np.linspace(0, 1, 13), np.linspace(0, 1, 5)) - - TestP = ScipyParticle.add_variable("pid", dtype=np.int32, initial=0) - pset_scipy = ParticleSet(fieldset, pclass=TestP, lon=x, lat=y, depth=z, pid=np.arange(x.size)) - pset_jit = ParticleSet(fieldset, pclass=JITParticle, lon=x, lat=y, depth=z) - - def DeleteParticle(particle, fieldset, time): - if particle.state >= 50: - particle.delete() - - for pset in [pset_scipy, pset_jit]: - pset.execute([AdvectionRK4_3D, DeleteParticle], runtime=4, dt=1) - - tol = 1e-6 - for i in range(len(pset_scipy)): - # Check that the Scipy and JIT particles are at the same location - assert np.isclose(pset_scipy[i].lon, pset_jit[i].lon, atol=tol) - assert np.isclose(pset_scipy[i].lat, pset_jit[i].lat, atol=tol) - assert np.isclose(pset_scipy[i].depth, pset_jit[i].depth, atol=tol) - # Check that the Scipy and JIT particles have moved - assert not np.isclose(pset_scipy[i].lon, x.flatten()[pset_scipy.pid[i]], atol=tol) - assert not np.isclose(pset_scipy[i].lat, y.flatten()[pset_scipy.pid[i]], atol=tol) - assert not np.isclose(pset_scipy[i].depth, z.flatten()[pset_scipy.pid[i]], atol=tol) diff --git a/tests/test_kernel_execution.py b/tests/test_kernel_execution.py index bcf0e1b413..0afff406f8 100644 --- a/tests/test_kernel_execution.py +++ b/tests/test_kernel_execution.py @@ -1,7 +1,4 @@ -import os -import sys import uuid -from datetime import timedelta import numpy as np import pytest @@ -11,15 +8,12 @@ AdvectionRK4, FieldOutOfBoundError, FieldSet, - JITParticle, ParticleSet, ScipyParticle, StatusCode, ) from tests.common_kernels import DeleteParticle, DoNothing, MoveEast, MoveNorth -from tests.utils import assert_empty_folder, create_fieldset_unit_mesh, create_fieldset_zeros_simple - -ptype = {"scipy": ScipyParticle, "jit": JITParticle} +from tests.utils import create_fieldset_unit_mesh @pytest.fixture() @@ -39,9 +33,8 @@ def fieldset_unit_mesh(): return create_fieldset_unit_mesh() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("kernel_type", ["update_lon", "update_dlon"]) -def test_execution_order(mode, kernel_type): +def test_execution_order(kernel_type): fieldset = FieldSet.from_data( {"U": [[0, 1], [2, 3]], "V": np.ones((2, 2))}, {"lon": [0, 2], "lat": [0, 2]}, mesh="flat" ) @@ -55,7 +48,7 @@ def MoveLon_Update_dlon(particle, fieldset, time): # pragma: no cover def SampleP(particle, fieldset, time): # pragma: no cover particle.p = fieldset.U[time, particle.depth, particle.lat, particle.lon] - SampleParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0.0) + SampleParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0.0) MoveLon = MoveLon_Update_dlon if kernel_type == "update_dlon" else MoveLon_Update_Lon @@ -77,7 +70,6 @@ def SampleP(particle, fieldset, time): # pragma: no cover assert np.allclose(lons[0], 0.2) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "start, end, substeps, dt", [ @@ -89,16 +81,15 @@ def SampleP(particle, fieldset, time): # pragma: no cover (20.0, -10.0, 7, -2.0), ], ) -def test_execution_endtime(fieldset_unit_mesh, mode, start, end, substeps, dt): +def test_execution_endtime(fieldset_unit_mesh, start, end, substeps, dt): npart = 10 pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], time=start, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) + fieldset_unit_mesh, pclass=ScipyParticle, time=start, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) ) pset.execute(DoNothing, endtime=end, dt=dt) assert np.allclose(pset.time_nextloop, end) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "start, end, substeps, dt", [ @@ -110,10 +101,10 @@ def test_execution_endtime(fieldset_unit_mesh, mode, start, end, substeps, dt): (20.0, -10.0, 7, -2.0), ], ) -def test_execution_runtime(fieldset_unit_mesh, mode, start, end, substeps, dt): +def test_execution_runtime(fieldset_unit_mesh, start, end, substeps, dt): npart = 10 pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], time=start, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) + fieldset_unit_mesh, pclass=ScipyParticle, time=start, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) ) t_step = abs(end - start) / substeps for _ in range(substeps): @@ -121,8 +112,7 @@ def test_execution_runtime(fieldset_unit_mesh, mode, start, end, substeps, dt): assert np.allclose(pset.time_nextloop, end) -@pytest.mark.parametrize("mode", ["scipy"]) -def test_execution_fail_python_exception(fieldset_unit_mesh, mode): +def test_execution_fail_python_exception(fieldset_unit_mesh): npart = 10 def PythonFail(particle, fieldset, time): # pragma: no cover @@ -132,7 +122,7 @@ def PythonFail(particle, fieldset, time): # pragma: no cover pass pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) + fieldset_unit_mesh, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) ) with pytest.raises(RuntimeError): pset.execute(PythonFail, endtime=20.0, dt=2.0) @@ -141,8 +131,7 @@ def PythonFail(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.time[1:], 0.0) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_execution_fail_out_of_bounds(fieldset_unit_mesh, mode): +def test_execution_fail_out_of_bounds(fieldset_unit_mesh): npart = 10 def MoveRight(particle, fieldset, time): # pragma: no cover @@ -150,7 +139,7 @@ def MoveRight(particle, fieldset, time): # pragma: no cover particle_dlon += 0.1 # noqa pset = ParticleSet( - fieldset_unit_mesh, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) + fieldset_unit_mesh, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart) ) with pytest.raises(FieldOutOfBoundError): pset.execute(MoveRight, endtime=10.0, dt=1.0) @@ -158,8 +147,7 @@ def MoveRight(particle, fieldset, time): # pragma: no cover assert (pset.lon - 1.0 > -1.0e12).all() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_execution_recover_out_of_bounds(fieldset_unit_mesh, mode): +def test_execution_recover_out_of_bounds(fieldset_unit_mesh): npart = 2 def MoveRight(particle, fieldset, time): # pragma: no cover @@ -173,15 +161,14 @@ def MoveLeft(particle, fieldset, time): # pragma: no cover lon = np.linspace(0.05, 0.95, npart) lat = np.linspace(1, 0, npart) - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=lon, lat=lat) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=lon, lat=lat) pset.execute([MoveRight, MoveLeft], endtime=11.0, dt=1.0) assert len(pset) == npart assert np.allclose(pset.lon, lon, rtol=1e-5) assert np.allclose(pset.lat, lat, rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_execution_check_all_errors(fieldset_unit_mesh, mode): +def test_execution_check_all_errors(fieldset_unit_mesh): def MoveRight(particle, fieldset, time): # pragma: no cover tmp1, tmp2 = fieldset.UV[time, particle.depth, particle.lat, particle.lon, particle] @@ -189,20 +176,19 @@ def RecoverAllErrors(particle, fieldset, time): # pragma: no cover if particle.state > 4: particle.state = StatusCode.Delete - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=10, lat=0) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=10, lat=0) pset.execute([MoveRight, RecoverAllErrors], endtime=11.0, dt=1.0) assert len(pset) == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_execution_check_stopallexecution(fieldset_unit_mesh, mode): +def test_execution_check_stopallexecution(fieldset_unit_mesh): def addoneLon(particle, fieldset, time): # pragma: no cover particle_dlon += 1 # noqa if particle.lon + particle_dlon >= 10: particle.state = StatusCode.StopAllExecution - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0, 1], lat=[0, 0]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0, 1], lat=[0, 0]) pset.execute(addoneLon, endtime=20.0, dt=1.0) assert pset[0].lon == 9 assert pset[0].time == 9 @@ -210,8 +196,7 @@ def addoneLon(particle, fieldset, time): # pragma: no cover assert pset[1].time == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_execution_delete_out_of_bounds(fieldset_unit_mesh, mode): +def test_execution_delete_out_of_bounds(fieldset_unit_mesh): npart = 10 def MoveRight(particle, fieldset, time): # pragma: no cover @@ -220,21 +205,19 @@ def MoveRight(particle, fieldset, time): # pragma: no cover lon = np.linspace(0.05, 0.95, npart) lat = np.linspace(1, 0, npart) - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=lon, lat=lat) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=lon, lat=lat) pset.execute([MoveRight, DeleteParticle], endtime=10.0, dt=1.0) assert len(pset) == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_kernel_add_no_new_variables(fieldset_unit_mesh, mode): - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) +def test_kernel_add_no_new_variables(fieldset_unit_mesh): + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(pset.Kernel(MoveEast) + pset.Kernel(MoveNorth), endtime=2.0, dt=1.0) assert np.allclose(pset.lon, 0.6, rtol=1e-5) assert np.allclose(pset.lat, 0.6, rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_multi_kernel_duplicate_varnames(fieldset_unit_mesh, mode): +def test_multi_kernel_duplicate_varnames(fieldset_unit_mesh): # Testing for merging of two Kernels with the same variable declared # Should throw a warning, but go ahead regardless def Kernel1(particle, fieldset, time): # pragma: no cover @@ -245,13 +228,12 @@ def Kernel2(particle, fieldset, time): # pragma: no cover add_lon = -0.3 particle_dlon += add_lon # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute([Kernel1, Kernel2], endtime=2.0, dt=1.0) assert np.allclose(pset.lon, 0.3, rtol=1e-5) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_multi_kernel_reuse_varnames(fieldset_unit_mesh, mode): +def test_multi_kernel_reuse_varnames(fieldset_unit_mesh): # Testing for merging of two Kernels with the same variable declared # Should throw a warning, but go ahead regardless def MoveEast1(particle, fieldset, time): # pragma: no cover @@ -261,7 +243,7 @@ def MoveEast1(particle, fieldset, time): # pragma: no cover def MoveEast2(particle, fieldset, time): # pragma: no cover particle_dlon += add_lon # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(pset.Kernel(MoveEast1) + pset.Kernel(MoveEast2), endtime=2.0, dt=1.0) assert np.allclose(pset.lon, [0.9], rtol=1e-5) # should be 0.5 + 0.2 + 0.2 = 0.9 @@ -280,7 +262,7 @@ def MoveEast(particle, fieldset, time): # pragma: no cover def MoveNorth(particle, fieldset, time): # pragma: no cover particle_dlat += 0.1 # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=JITParticle, lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) kernels_single = pset.Kernel([AdvectionRK4]) kernels_functions = pset.Kernel([AdvectionRK4, MoveEast, MoveNorth]) @@ -295,7 +277,7 @@ def test_combined_kernel_from_list_error_checking(fieldset_unit_mesh): Tests that various error cases raise appropriate messages. """ - pset = ParticleSet(fieldset_unit_mesh, pclass=JITParticle, lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) # Test that list has to be non-empty with pytest.raises(ValueError): @@ -311,8 +293,7 @@ def test_combined_kernel_from_list_error_checking(fieldset_unit_mesh): assert kernels_mixed.funcname == "AdvectionRK4MoveEastMoveNorth" -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_update_kernel_in_script(fieldset_unit_mesh, mode): +def test_update_kernel_in_script(fieldset_unit_mesh): # Testing what happens when kernels are updated during runtime of a script # Should throw a warning, but go ahead regardless def MoveEast(particle, fieldset, time): # pragma: no cover @@ -323,30 +304,12 @@ def MoveWest(particle, fieldset, time): # pragma: no cover add_lon = -0.3 particle_dlon += add_lon # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(pset.Kernel(MoveEast), endtime=1.0, dt=1.0) pset.execute(pset.Kernel(MoveWest), endtime=3.0, dt=1.0) assert np.allclose(pset.lon, 0.3, rtol=1e-5) # should be 0.5 + 0.1 - 0.3 = 0.3 -@pytest.mark.parametrize("delete_cfiles", [True, False]) -@pytest.mark.skipif( - sys.platform.startswith("win"), reason="skipping windows test as windows compiler generates warning" -) -def test_execution_keep_cfiles_and_nocompilation_warnings(fieldset_unit_mesh, delete_cfiles): - pset = ParticleSet(fieldset_unit_mesh, pclass=JITParticle, lon=[0.0], lat=[0.0]) - pset.execute(AdvectionRK4, delete_cfiles=delete_cfiles, endtime=1.0, dt=1.0) - cfile = pset._kernel.src_file - logfile = pset._kernel.log_file - del pset._kernel - if delete_cfiles: - assert not os.path.exists(cfile) - else: - assert os.path.exists(cfile) - with open(logfile) as f: - assert "warning" not in f.read(), "Compilation WARNING in log file" - - def test_compilers(): from parcels.compilation.codecompiler import ( CCompiler_SS, @@ -361,8 +324,7 @@ def test_compilers(): print(CCompiler_SS()) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_explicit_ParcelsRandom(fieldset_unit_mesh, mode): +def test_explicit_ParcelsRandom(fieldset_unit_mesh): """Testing `from parcels import ParcelsRandom` in kernel code""" from parcels import ParcelsRandom @@ -370,45 +332,42 @@ def nudge_kernel(particle, fieldset, time): # pragma: no cover dlat = ParcelsRandom.uniform(2, 3) particle_dlat += dlat # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(nudge_kernel, runtime=2, dt=1) assert 2.5 <= pset[0].lat <= 3.5 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_parcels_dot_ParcelsRandom(fieldset_unit_mesh, mode): +def test_parcels_dot_ParcelsRandom(fieldset_unit_mesh): """Testing `parcels.ParcelsRandom` in kernel code""" def nudge_kernel(particle, fieldset, time): # pragma: no cover particle_dlat += parcels.ParcelsRandom.uniform(2, 3) # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(nudge_kernel, runtime=2, dt=1) assert 2.5 <= pset[0].lat <= 3.5 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_parcels_dot_rng(fieldset_unit_mesh, mode): +def test_parcels_dot_rng(fieldset_unit_mesh): """Testing `parcels.rng` in kernel code.""" def nudge_kernel(particle, fieldset, time): # pragma: no cover dlat = parcels.rng.uniform(2, 3) particle_dlat += dlat # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) pset.execute(nudge_kernel, runtime=2, dt=1) assert 2.5 <= pset[0].lat <= 3.5 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_custom_ParcelsRandom_alias(fieldset_unit_mesh, mode): +def test_custom_ParcelsRandom_alias(fieldset_unit_mesh): """Testing aliasing ParcelsRandom to another name.""" from parcels import ParcelsRandom as my_custom_name def nudge_kernel(particle, fieldset, time): # pragma: no cover particle_dlat += my_custom_name.uniform(2, 3) # noqa - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0.5]) + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=[0.5], lat=[0.5]) try: pset.execute(nudge_kernel, runtime=2, dt=1) @@ -419,38 +378,3 @@ def nudge_kernel(particle, fieldset, time): # pragma: no cover "Parcels uses function name to determine kernel support. " "Aliasing ParcelsRandom to another name is not supported." ) - - -def test_outdated_kernel(fieldset_unit_mesh): - """ - Make sure that if users try using a kernel from pre Parcels 2.0 they get an error. - - Prevents users from copy-pasting old kernels that are no longer supported. - """ - pset = ParticleSet(fieldset_unit_mesh, pclass=JITParticle, lon=[0.5], lat=[0.5]) - - def outdated_kernel(particle, fieldset, time, dt): # pragma: no cover - particle.lon += 0.1 - - with pytest.raises(ValueError) as e: - pset.Kernel(outdated_kernel) - - assert "Since Parcels v2.0" in str(e.value) - - with pytest.raises(ValueError) as e: - pset.execute(outdated_kernel, endtime=1.0, dt=1.0) - - assert "Since Parcels v2.0" in str(e.value) - - -def test_kernel_file_cleanup(parcels_cache): - pset = ParticleSet(create_fieldset_zeros_simple(), pclass=JITParticle, lon=[0.0], lat=[0.0]) - - pset.execute( - [parcels.AdvectionRK4], - runtime=timedelta(minutes=10), - dt=timedelta(minutes=5), - ) - del pset # cleans up compiled C files on deletion - - assert_empty_folder(parcels_cache) diff --git a/tests/test_kernel_language.py b/tests/test_kernel_language.py index 863a97728c..de5dd4c83b 100644 --- a/tests/test_kernel_language.py +++ b/tests/test_kernel_language.py @@ -1,4 +1,3 @@ -import os import random as py_random from contextlib import nullcontext as does_not_raise @@ -8,7 +7,6 @@ from parcels import ( Field, FieldSet, - JITParticle, Kernel, ParcelsRandom, ParticleSet, @@ -25,8 +23,6 @@ from tests.common_kernels import DoNothing from tests.utils import create_fieldset_unit_mesh -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - def expr_kernel(name, pset, expr): pycode = (f"def {name}(particle, fieldset, time):\n" @@ -41,7 +37,6 @@ def fieldset_unit_mesh(): return create_fieldset_unit_mesh(transpose=True) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "name, expr, result", [ @@ -51,10 +46,10 @@ def fieldset_unit_mesh(): ("Div", "24 / 4", 6), ], ) -def test_expression_int(mode, name, expr, result): +def test_expression_int(name, expr, result): """Test basic arithmetic expressions.""" npart = 10 - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet( create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, @@ -65,7 +60,6 @@ def test_expression_int(mode, name, expr, result): assert np.all([p.p == result for p in pset]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "name, expr, result", [ @@ -76,10 +70,10 @@ def test_expression_int(mode, name, expr, result): ("Pow", "2 ** 3", 8), ], ) -def test_expression_float(mode, name, expr, result): +def test_expression_float(name, expr, result): """Test basic arithmetic expressions.""" npart = 10 - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet( create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, @@ -90,7 +84,6 @@ def test_expression_float(mode, name, expr, result): assert np.all([p.p == result for p in pset]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "name, expr, result", [ @@ -107,10 +100,10 @@ def test_expression_float(mode, name, expr, result): ("CheckNaN", "math.nan != math.nan", True), ], ) -def test_expression_bool(mode, name, expr, result): +def test_expression_bool(name, expr, result): """Test basic arithmetic expressions.""" npart = 10 - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet( create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, @@ -118,16 +111,12 @@ def test_expression_bool(mode, name, expr, result): lat=np.zeros(npart) + 0.5, ) pset.execute(expr_kernel(f"Test{name}", pset, expr), endtime=1.0, dt=1.0) - if mode == "jit": - assert np.all(result == (pset.p == 1)) - else: - assert np.all(result == pset.p) + assert np.all(result == pset.p) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_while_if_break(mode): +def test_while_if_break(): """Test while, if and break commands.""" - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, lon=[0], lat=[0]) def kernel(particle, fieldset, time): # pragma: no cover @@ -142,10 +131,9 @@ def kernel(particle, fieldset, time): # pragma: no cover assert np.allclose(pset.p, 20.0, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_nested_if(mode): +def test_nested_if(): """Test nested if commands.""" - TestParticle = ptype[mode].add_variables( + TestParticle = ScipyParticle.add_variables( [Variable("p0", dtype=np.int32, initial=0), Variable("p1", dtype=np.int32, initial=1)] ) pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, lon=0, lat=0) @@ -160,10 +148,9 @@ def kernel(particle, fieldset, time): # pragma: no cover assert np.allclose([pset.p0[0], pset.p1[0]], [0, 1]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pass(mode): +def test_pass(): """Test pass commands.""" - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, lon=0, lat=0) def kernel(particle, fieldset, time): # pragma: no cover @@ -174,9 +161,8 @@ def kernel(particle, fieldset, time): # pragma: no cover assert np.allclose(pset[0].p, -1) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_dt_as_variable_in_kernel(mode): - pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=ptype[mode], lon=0, lat=0) +def test_dt_as_variable_in_kernel(): + pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=ScipyParticle, lon=0, lat=0) def kernel(particle, fieldset, time): # pragma: no cover dt = 1.0 # noqa @@ -184,27 +170,12 @@ def kernel(particle, fieldset, time): # pragma: no cover pset.execute(kernel, endtime=10, dt=1.0) -def test_parcels_tmpvar_in_kernel(): - """Tests for error thrown if variable with 'tmp' defined in custom kernel.""" - pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=JITParticle, lon=0, lat=0) - - def kernel_tmpvar(particle, fieldset, time): # pragma: no cover - parcels_tmpvar0 = 0 # noqa - - def kernel_pnum(particle, fieldset, time): # pragma: no cover - pnum = 0 # noqa - - for kernel in [kernel_tmpvar, kernel_pnum]: - with pytest.raises(NotImplementedError): - pset.execute(kernel, endtime=1, dt=1.0) - - def test_varname_as_fieldname(): """Tests for error thrown if variable has same name as Field.""" fset = create_fieldset_unit_mesh(mesh="spherical") fset.add_field(Field("speed", 10, lon=0, lat=0)) fset.add_constant("vertical_speed", 0.1) - Particle = JITParticle.add_variable("speed") + Particle = ScipyParticle.add_variable("speed") pset = ParticleSet(fset, pclass=Particle, lon=0, lat=0) def kernel_particlename(particle, fieldset, time): # pragma: no cover @@ -216,25 +187,12 @@ def kernel_particlename(particle, fieldset, time): # pragma: no cover def kernel_varname(particle, fieldset, time): # pragma: no cover vertical_speed = fieldset.vertical_speed # noqa - with pytest.raises(NotImplementedError): - pset.execute(kernel_varname, endtime=1, dt=1.0) - - -def test_abs(): - """Tests for error thrown if using abs in kernel.""" - pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=JITParticle, lon=0, lat=0) + pset.execute(kernel_varname, endtime=1, dt=1.0) - def kernel_abs(particle, fieldset, time): # pragma: no cover - particle.lon = abs(3.1) - with pytest.raises(NotImplementedError): - pset.execute(kernel_abs, endtime=1, dt=1.0) - - -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_if_withfield(fieldset_unit_mesh, mode): +def test_if_withfield(fieldset_unit_mesh): """Test combination of if and Field sampling commands.""" - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet(fieldset_unit_mesh, pclass=TestParticle, lon=[0], lat=[0]) def kernel(particle, fieldset, time): # pragma: no cover @@ -267,10 +225,9 @@ def kernel(particle, fieldset, time): # pragma: no cover return -@pytest.mark.parametrize("mode", ["scipy"]) -def test_print(fieldset_unit_mesh, mode, capfd): +def test_print(fieldset_unit_mesh, capfd): """Test print statements.""" - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet(fieldset_unit_mesh, pclass=TestParticle, lon=[0.5], lat=[0.5]) def kernel(particle, fieldset, time): # pragma: no cover @@ -296,22 +253,18 @@ def kernel2(particle, fieldset, time): # pragma: no cover assert abs(float(lst[0]) - 3) < tol -@pytest.mark.parametrize( - ("mode", "expectation"), [("scipy", does_not_raise()), ("jit", pytest.raises(NotImplementedError))] -) -def test_fieldset_access(fieldset_unit_mesh, expectation, mode): - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=0, lat=0) +def test_fieldset_access(fieldset_unit_mesh): + pset = ParticleSet(fieldset_unit_mesh, pclass=ScipyParticle, lon=0, lat=0) def kernel(particle, fieldset, time): # pragma: no cover particle.lon = fieldset.U.grid.lon[2] - with expectation: - pset.execute(kernel, endtime=1, dt=1.0) - assert pset.lon[0] == fieldset_unit_mesh.U.grid.lon[2] + pset.execute(kernel, endtime=1, dt=1.0) + assert pset.lon[0] == fieldset_unit_mesh.U.grid.lon[2] -def random_series(npart, rngfunc, rngargs, mode): - random = ParcelsRandom if mode == "jit" else py_random +def random_series(npart, rngfunc, rngargs): + random = py_random random.seed(1234) func = getattr(random, rngfunc) series = [func(*rngargs) for _ in range(npart)] @@ -320,7 +273,6 @@ def random_series(npart, rngfunc, rngargs, mode): return series -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "rngfunc, rngargs", [ @@ -329,27 +281,26 @@ def random_series(npart, rngfunc, rngargs, mode): ("randint", [0, 20]), ], ) -def test_random_float(mode, rngfunc, rngargs): +def test_random_float(rngfunc, rngargs): """Test basic random number generation.""" npart = 10 - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet( create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, lon=np.linspace(0.0, 1.0, npart), lat=np.zeros(npart) + 0.5, ) - series = random_series(npart, rngfunc, rngargs, mode) - rnglib = "ParcelsRandom" if mode == "jit" else "random" + series = random_series(npart, rngfunc, rngargs) + rnglib = "random" kernel = expr_kernel(f"TestRandom_{rngfunc}", pset, f"{rnglib}.{rngfunc}({', '.join([str(a) for a in rngargs])})") pset.execute(kernel, endtime=1.0, dt=1.0) assert np.allclose(pset.p, series, atol=1e-9) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("concat", [False, True]) -def test_random_kernel_concat(fieldset_unit_mesh, mode, concat): - TestParticle = ptype[mode].add_variable("p", dtype=np.float32, initial=0) +def test_random_kernel_concat(fieldset_unit_mesh, concat): + TestParticle = ScipyParticle.add_variable("p", dtype=np.float32, initial=0) pset = ParticleSet(fieldset_unit_mesh, pclass=TestParticle, lon=0, lat=0) def RandomKernel(particle, fieldset, time): # pragma: no cover @@ -363,43 +314,8 @@ def AddOne(particle, fieldset, time): # pragma: no cover assert pset.p > 1 if concat else pset.p < 1 -@pytest.mark.parametrize( - "mode", ["jit", pytest.param("scipy", marks=pytest.mark.xfail(reason="c_kernels don't work in scipy mode"))] -) -@pytest.mark.parametrize("c_inc", ["str", "file"]) -def test_c_kernel(fieldset_unit_mesh, mode, c_inc): - coord_type = np.float32 if c_inc == "str" else np.float64 - pset = ParticleSet(fieldset_unit_mesh, pclass=ptype[mode], lon=[0.5], lat=[0], lonlatdepth_dtype=coord_type) - - def func(U, lon, dt): - u = U.data[0, 2, 1] - return lon + u * dt - - if c_inc == "str": - c_include = """ - static inline StatusCode func(CField *f, double *particle_dlon, double *dt) - { - float data2D[2][2][2]; - StatusCode status = getCell2D(f, 0, 2, 1, data2D, 1); CHECKSTATUS(status); - float u = data2D[0][0][0]; - *particle_dlon = +u * *dt; - return SUCCESS; - } - """ - else: - c_include = os.path.join(os.path.dirname(__file__), "customed_header.h") - - def ckernel(particle, fieldset, time): # pragma: no cover - func("parcels_customed_Cfunc_pointer_args", fieldset.U, particle_dlon, particle.dt) # noqa - - kernel = pset.Kernel(ckernel, c_include=c_include) - pset.execute(kernel, endtime=4.0, dt=1.0) - assert np.allclose(pset.lon[0], 0.81578948) - - -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_dt_modif_by_kernel(mode): - TestParticle = ptype[mode].add_variable("age", dtype=np.float32, initial=0) +def test_dt_modif_by_kernel(): + TestParticle = ScipyParticle.add_variable("age", dtype=np.float32, initial=0) pset = ParticleSet(create_fieldset_unit_mesh(mesh="spherical"), pclass=TestParticle, lon=[0.5], lat=[0]) def modif_dt(particle, fieldset, time): # pragma: no cover @@ -411,15 +327,14 @@ def modif_dt(particle, fieldset, time): # pragma: no cover assert np.isclose(pset.time[0], endtime) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( ("dt", "expectation"), [(1e-2, does_not_raise()), (1e-5, does_not_raise()), (1e-6, pytest.raises(ValueError))] ) -def test_small_dt(mode, dt, expectation): +def test_small_dt(dt, expectation): npart = 10 pset = ParticleSet( create_fieldset_unit_mesh(mesh="spherical"), - pclass=ptype[mode], + pclass=ScipyParticle, lon=np.zeros(npart), lat=np.zeros(npart), time=np.arange(0, npart) * dt * 10, @@ -430,8 +345,7 @@ def test_small_dt(mode, dt, expectation): assert np.allclose([p.time for p in pset], dt * 100) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_TEOSdensity_kernels(mode): +def test_TEOSdensity_kernels(): def generate_fieldset(xdim=2, ydim=2, zdim=2, tdim=1): lon = np.linspace(0.0, 10.0, xdim, dtype=np.float32) lat = np.linspace(0.0, 10.0, ydim, dtype=np.float32) @@ -453,7 +367,7 @@ def generate_fieldset(xdim=2, ydim=2, zdim=2, tdim=1): data, dimensions = generate_fieldset() fieldset = FieldSet.from_data(data, dimensions) - DensParticle = ptype[mode].add_variable("density", dtype=np.float32) + DensParticle = ScipyParticle.add_variable("density", dtype=np.float32) pset = ParticleSet(fieldset, pclass=DensParticle, lon=5, lat=5, depth=1000) @@ -461,22 +375,21 @@ def generate_fieldset(xdim=2, ydim=2, zdim=2, tdim=1): assert np.allclose(pset[0].density, 1022.85377) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_EOSseawaterproperties_kernels(mode): +def test_EOSseawaterproperties_kernels(): fieldset = FieldSet.from_data( data={"U": 0, "V": 0, "psu_salinity": 40, "temperature": 40, "potemperature": 36.89073}, dimensions={"lat": 0, "lon": 0, "depth": 0}, ) fieldset.add_constant("refpressure", float(0)) - PoTempParticle = ptype[mode].add_variables( + PoTempParticle = ScipyParticle.add_variables( [Variable("potemp", dtype=np.float32), Variable("pressure", dtype=np.float32, initial=10000)] ) pset = ParticleSet(fieldset, pclass=PoTempParticle, lon=5, lat=5, depth=1000) pset.execute(PtempFromTemp, runtime=1) assert np.allclose(pset[0].potemp, 36.89073) - TempParticle = ptype[mode].add_variables( + TempParticle = ScipyParticle.add_variables( [Variable("temp", dtype=np.float32), Variable("pressure", dtype=np.float32, initial=10000)] ) pset = ParticleSet(fieldset, pclass=TempParticle, lon=5, lat=5, depth=1000) @@ -488,9 +401,8 @@ def test_EOSseawaterproperties_kernels(mode): assert np.allclose(pset[0].pressure, 7500, atol=1e-2) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("pressure", [0, 10]) -def test_UNESCOdensity_kernel(mode, pressure): +def test_UNESCOdensity_kernel(pressure): def generate_fieldset(p, xdim=2, ydim=2, zdim=2, tdim=1): lon = np.linspace(0.0, 10.0, xdim, dtype=np.float32) lat = np.linspace(0.0, 10.0, ydim, dtype=np.float32) @@ -514,7 +426,7 @@ def generate_fieldset(p, xdim=2, ydim=2, zdim=2, tdim=1): data, dimensions = generate_fieldset(pressure) fieldset = FieldSet.from_data(data, dimensions) - DensParticle = ptype[mode].add_variable("density", dtype=np.float32) + DensParticle = ScipyParticle.add_variable("density", dtype=np.float32) pset = ParticleSet(fieldset, pclass=DensParticle, lon=5, lat=5, depth=1000) diff --git a/tests/test_particlefile.py b/tests/test_particlefile.py index de04bde743..469db1955d 100755 --- a/tests/test_particlefile.py +++ b/tests/test_particlefile.py @@ -13,7 +13,6 @@ AdvectionRK4, Field, FieldSet, - JITParticle, ParticleSet, ScipyParticle, Variable, @@ -23,30 +22,26 @@ from tests.common_kernels import DoNothing from tests.utils import create_fieldset_zeros_simple -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - @pytest.fixture def fieldset(): return create_fieldset_zeros_simple() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_metadata(fieldset, mode, tmp_zarrfile): - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=0, lat=0) +def test_metadata(fieldset, tmp_zarrfile): + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=0, lat=0) pset.execute(DoNothing, runtime=1, output_file=pset.ParticleFile(tmp_zarrfile, outputdt=1)) ds = xr.open_zarr(tmp_zarrfile) - assert ds.attrs["parcels_kernels"].lower() == f"{mode}ParticleDoNothing".lower() + assert ds.attrs["parcels_kernels"].lower() == "ScipyParticleDoNothing".lower() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pfile_array_write_zarr_memorystore(fieldset, mode): +def test_pfile_array_write_zarr_memorystore(fieldset): """Check that writing to a Zarr MemoryStore works.""" npart = 10 zarr_store = MemoryStore() - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart), time=0) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart), time=0) pfile = pset.ParticleFile(zarr_store, outputdt=1) pfile.write(pset, 0) @@ -55,10 +50,9 @@ def test_pfile_array_write_zarr_memorystore(fieldset, mode): ds.close() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pfile_array_remove_particles(fieldset, mode, tmp_zarrfile): +def test_pfile_array_remove_particles(fieldset, tmp_zarrfile): npart = 10 - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart), time=0) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart), time=0) pfile = pset.ParticleFile(tmp_zarrfile, outputdt=1) pfile.write(pset, 0) pset.remove_indices(3) @@ -72,10 +66,9 @@ def test_pfile_array_remove_particles(fieldset, mode, tmp_zarrfile): ds.close() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pfile_set_towrite_False(fieldset, mode, tmp_zarrfile): +def test_pfile_set_towrite_False(fieldset, tmp_zarrfile): npart = 10 - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart)) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart)) pset.set_variable_write_status("depth", False) pset.set_variable_write_status("lat", False) pfile = pset.ParticleFile(tmp_zarrfile, outputdt=1) @@ -96,11 +89,10 @@ def Update_lon(particle, fieldset, time): # pragma: no cover pset.set_variable_write_status("lat", True) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("chunks_obs", [1, None]) -def test_pfile_array_remove_all_particles(fieldset, mode, chunks_obs, tmp_zarrfile): +def test_pfile_array_remove_all_particles(fieldset, chunks_obs, tmp_zarrfile): npart = 10 - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart), time=0) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=0.5 * np.ones(npart), time=0) chunks = (npart, chunks_obs) if chunks_obs else None pfile = pset.ParticleFile(tmp_zarrfile, chunks=chunks, outputdt=1) pfile.write(pset, 0) @@ -119,12 +111,11 @@ def test_pfile_array_remove_all_particles(fieldset, mode, chunks_obs, tmp_zarrfi ds.close() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_variable_write_double(fieldset, mode, tmp_zarrfile): +def test_variable_write_double(fieldset, tmp_zarrfile): def Update_lon(particle, fieldset, time): # pragma: no cover particle_dlon += 0.1 # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=[0], lat=[0], lonlatdepth_dtype=np.float64) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0], lat=[0], lonlatdepth_dtype=np.float64) ofile = pset.ParticleFile(name=tmp_zarrfile, outputdt=0.00001) pset.execute(pset.Kernel(Update_lon), endtime=0.001, dt=0.00001, output_file=ofile) @@ -134,14 +125,23 @@ def Update_lon(particle, fieldset, time): # pragma: no cover ds.close() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_write_dtypes_pfile(fieldset, mode, tmp_zarrfile): - dtypes = [np.float32, np.float64, np.int32, np.uint32, np.int64, np.uint64] - if mode == "scipy": - dtypes.extend([np.bool_, np.int8, np.uint8, np.int16, np.uint16]) +def test_write_dtypes_pfile(fieldset, tmp_zarrfile): + dtypes = [ + np.float32, + np.float64, + np.int32, + np.uint32, + np.int64, + np.uint64, + np.bool_, + np.int8, + np.uint8, + np.int16, + np.uint16, + ] extra_vars = [Variable(f"v_{d.__name__}", dtype=d, initial=0.0) for d in dtypes] - MyParticle = ptype[mode].add_variables(extra_vars) + MyParticle = ScipyParticle.add_variables(extra_vars) pset = ParticleSet(fieldset, pclass=MyParticle, lon=0, lat=0, time=0) pfile = pset.ParticleFile(name=tmp_zarrfile, outputdt=1) @@ -154,14 +154,13 @@ def test_write_dtypes_pfile(fieldset, mode, tmp_zarrfile): assert ds[f"v_{d.__name__}"].dtype == d -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("npart", [1, 2, 5]) -def test_variable_written_once(fieldset, mode, tmp_zarrfile, npart): +def test_variable_written_once(fieldset, tmp_zarrfile, npart): def Update_v(particle, fieldset, time): # pragma: no cover particle.v_once += 1.0 particle.age += particle.dt - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [ Variable("v_once", dtype=np.float64, initial=0.0, to_write="once"), Variable("age", dtype=np.float32, initial=0.0), @@ -182,16 +181,15 @@ def Update_v(particle, fieldset, time): # pragma: no cover @pytest.mark.parametrize("type", ["repeatdt", "timearr"]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("repeatdt", range(1, 3)) @pytest.mark.parametrize("dt", [-1, 1]) @pytest.mark.parametrize("maxvar", [2, 4, 10]) -def test_pset_repeated_release_delayed_adding_deleting(type, fieldset, mode, repeatdt, tmp_zarrfile, dt, maxvar): +def test_pset_repeated_release_delayed_adding_deleting(type, fieldset, repeatdt, tmp_zarrfile, dt, maxvar): runtime = 10 fieldset.maxvar = maxvar pset = None - MyParticle = ptype[mode].add_variables( + MyParticle = ScipyParticle.add_variables( [Variable("sample_var", initial=0.0), Variable("v_once", dtype=np.float64, initial=0.0, to_write="once")] ) @@ -226,13 +224,12 @@ def IncrLon(particle, fieldset, time): # pragma: no cover ds.close() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("repeatdt", [1, 2]) @pytest.mark.parametrize("nump", [1, 10]) -def test_pfile_chunks_repeatedrelease(fieldset, mode, repeatdt, nump, tmp_zarrfile): +def test_pfile_chunks_repeatedrelease(fieldset, repeatdt, nump, tmp_zarrfile): runtime = 8 pset = ParticleSet( - fieldset, pclass=ptype[mode], lon=np.zeros((nump, 1)), lat=np.zeros((nump, 1)), repeatdt=repeatdt + fieldset, pclass=ScipyParticle, lon=np.zeros((nump, 1)), lat=np.zeros((nump, 1)), repeatdt=repeatdt ) chunks = (20, 10) pfile = pset.ParticleFile(tmp_zarrfile, outputdt=1, chunks=chunks) @@ -245,12 +242,11 @@ def DoNothing(particle, fieldset, time): # pragma: no cover assert ds["time"].shape == (int(nump * runtime / repeatdt), chunks[1]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_write_timebackward(fieldset, mode, tmp_zarrfile): +def test_write_timebackward(fieldset, tmp_zarrfile): def Update_lon(particle, fieldset, time): # pragma: no cover particle_dlon -= 0.1 * particle.dt # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lat=np.linspace(0, 1, 3), lon=[0, 0, 0], time=[1, 2, 3]) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lat=np.linspace(0, 1, 3), lon=[0, 0, 0], time=[1, 2, 3]) pfile = pset.ParticleFile(name=tmp_zarrfile, outputdt=1.0) pset.execute(pset.Kernel(Update_lon), runtime=4, dt=-1.0, output_file=pfile) ds = xr.open_zarr(tmp_zarrfile) @@ -260,13 +256,12 @@ def Update_lon(particle, fieldset, time): # pragma: no cover ds.close() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_write_xiyi(fieldset, mode, tmp_zarrfile): +def test_write_xiyi(fieldset, tmp_zarrfile): fieldset.U.data[:] = 1 # set a non-zero zonal velocity fieldset.add_field(Field(name="P", data=np.zeros((3, 20)), lon=np.linspace(0, 1, 20), lat=[-2, 0, 2])) dt = 3600 - XiYiParticle = ptype[mode].add_variables( + XiYiParticle = ScipyParticle.add_variables( [ Variable("pxi0", dtype=np.int32, initial=0.0), Variable("pxi1", dtype=np.int32, initial=0.0), @@ -319,29 +314,27 @@ def test_set_calendar(): assert _set_calendar("np_datetime64") == "standard" -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_reset_dt(fieldset, mode, tmp_zarrfile): +def test_reset_dt(fieldset, tmp_zarrfile): # Assert that p.dt gets reset when a write_time is not a multiple of dt # for p.dt=0.02 to reach outputdt=0.05 and endtime=0.1, the steps should be [0.2, 0.2, 0.1, 0.2, 0.2, 0.1], resulting in 6 kernel executions def Update_lon(particle, fieldset, time): # pragma: no cover particle_dlon += 0.1 # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=[0], lat=[0], lonlatdepth_dtype=np.float64) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0], lat=[0], lonlatdepth_dtype=np.float64) ofile = pset.ParticleFile(name=tmp_zarrfile, outputdt=0.05) pset.execute(pset.Kernel(Update_lon), endtime=0.12, dt=0.02, output_file=ofile) assert np.allclose(pset.lon, 0.6) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_correct_misaligned_outputdt_dt(fieldset, mode, tmp_zarrfile): +def test_correct_misaligned_outputdt_dt(fieldset, tmp_zarrfile): """Testing that outputdt does not need to be a multiple of dt.""" def Update_lon(particle, fieldset, time): # pragma: no cover particle_dlon += particle.dt # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=[0], lat=[0], lonlatdepth_dtype=np.float64) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=[0], lat=[0], lonlatdepth_dtype=np.float64) ofile = pset.ParticleFile(name=tmp_zarrfile, outputdt=3) pset.execute(pset.Kernel(Update_lon), endtime=11, dt=2, output_file=ofile) diff --git a/tests/test_particles.py b/tests/test_particles.py index 6a8474ba41..7976337599 100644 --- a/tests/test_particles.py +++ b/tests/test_particles.py @@ -5,37 +5,32 @@ from parcels import ( AdvectionRK4, - JITParticle, ParticleSet, ScipyParticle, Variable, ) from tests.utils import create_fieldset_zeros_unit_mesh -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - @pytest.fixture def fieldset(): return create_fieldset_zeros_unit_mesh() -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_print(fieldset, mode): - TestParticle = ptype[mode].add_variable("p", to_write=True) +def test_print(fieldset): + TestParticle = ScipyParticle.add_variable("p", to_write=True) pset = ParticleSet(fieldset, pclass=TestParticle, lon=[0, 1], lat=[0, 1]) print(pset) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_variable_init(fieldset, mode): +def test_variable_init(fieldset): """Test that checks correct initialisation of custom variables.""" npart = 10 extra_vars = [ Variable("p_float", dtype=np.float32, initial=10.0), Variable("p_double", dtype=np.float64, initial=11.0), ] - TestParticle = ptype[mode].add_variables(extra_vars) + TestParticle = ScipyParticle.add_variables(extra_vars) TestParticle = TestParticle.add_variable("p_int", np.int32, initial=12.0) pset = ParticleSet(fieldset, pclass=TestParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) @@ -50,32 +45,29 @@ def addOne(particle, fieldset, time): # pragma: no cover assert np.allclose([p.p_int for p in pset], 13, rtol=1e-12) -@pytest.mark.parametrize("mode", ["jit"]) @pytest.mark.parametrize("type", ["np.int8", "mp.float", "np.int16"]) -def test_variable_unsupported_dtypes(fieldset, mode, type): +def test_variable_unsupported_dtypes(fieldset, type): """Test that checks errors thrown for unsupported dtypes in JIT mode.""" - TestParticle = ptype[mode].add_variable("p", dtype=type, initial=10.0) + TestParticle = ScipyParticle.add_variable("p", dtype=type, initial=10.0) with pytest.raises((RuntimeError, TypeError)): ParticleSet(fieldset, pclass=TestParticle, lon=[0], lat=[0]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_variable_special_names(fieldset, mode): +def test_variable_special_names(fieldset): """Test that checks errors thrown for special names.""" for vars in ["z", "lon"]: - TestParticle = ptype[mode].add_variable(vars, dtype=np.float32, initial=10.0) + TestParticle = ScipyParticle.add_variable(vars, dtype=np.float32, initial=10.0) with pytest.raises(AttributeError): ParticleSet(fieldset, pclass=TestParticle, lon=[0], lat=[0]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("coord_type", [np.float32, np.float64]) -def test_variable_init_relative(fieldset, mode, coord_type): +def test_variable_init_relative(fieldset, coord_type): """Test that checks relative initialisation of custom variables.""" npart = 10 lonlat_type = np.float64 if coord_type == "double" else np.float32 - TestParticle = ptype[mode].add_variables( + TestParticle = ScipyParticle.add_variables( [ Variable("p_base", dtype=lonlat_type, initial=10.0), Variable("p_relative", dtype=lonlat_type, initial=attrgetter("p_base")), diff --git a/tests/test_particlesets.py b/tests/test_particlesets.py index 2237c262f2..31f646f9b2 100644 --- a/tests/test_particlesets.py +++ b/tests/test_particlesets.py @@ -5,7 +5,6 @@ CurvilinearZGrid, Field, FieldSet, - JITParticle, ParticleSet, ParticleSetWarning, ScipyParticle, @@ -15,8 +14,6 @@ from tests.common_kernels import DoNothing from tests.utils import create_fieldset_zeros_simple -ptype = {"scipy": ScipyParticle, "jit": JITParticle} - @pytest.fixture def fieldset(): @@ -26,50 +23,46 @@ def fieldset(): @pytest.fixture def pset(fieldset): npart = 10 - pset = ParticleSet(fieldset, pclass=JITParticle, lon=np.linspace(0, 1, npart), lat=np.zeros(npart)) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.zeros(npart)) return pset -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_create_lon_lat(fieldset, mode): +def test_pset_create_lon_lat(fieldset): npart = 100 lon = np.linspace(0, 1, npart, dtype=np.float32) lat = np.linspace(1, 0, npart, dtype=np.float32) - pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ptype[mode]) + pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ScipyParticle) assert np.allclose([p.lon for p in pset], lon, rtol=1e-12) assert np.allclose([p.lat for p in pset], lat, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("lonlatdepth_dtype", [np.float64, np.float32]) -def test_pset_create_line(fieldset, mode, lonlatdepth_dtype): +def test_pset_create_line(fieldset, lonlatdepth_dtype): npart = 100 lon = np.linspace(0, 1, npart, dtype=lonlatdepth_dtype) lat = np.linspace(1, 0, npart, dtype=lonlatdepth_dtype) pset = ParticleSet.from_line( - fieldset, size=npart, start=(0, 1), finish=(1, 0), pclass=ptype[mode], lonlatdepth_dtype=lonlatdepth_dtype + fieldset, size=npart, start=(0, 1), finish=(1, 0), pclass=ScipyParticle, lonlatdepth_dtype=lonlatdepth_dtype ) assert np.allclose([p.lon for p in pset], lon, rtol=1e-12) assert np.allclose([p.lat for p in pset], lat, rtol=1e-12) assert isinstance(pset[0].lat, lonlatdepth_dtype) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_create_empty_pset(fieldset, mode): - pset = ParticleSet(fieldset, pclass=ptype[mode]) +def test_create_empty_pset(fieldset): + pset = ParticleSet(fieldset, pclass=ScipyParticle) assert pset.size == 0 pset.execute(DoNothing, endtime=1.0, dt=1.0) assert pset.size == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_create_list_with_customvariable(fieldset, mode): +def test_pset_create_list_with_customvariable(fieldset): npart = 100 lon = np.linspace(0, 1, npart, dtype=np.float32) lat = np.linspace(1, 0, npart, dtype=np.float32) - MyParticle = ptype[mode].add_variable("v") + MyParticle = ScipyParticle.add_variable("v") v_vals = np.arange(npart) pset = ParticleSet.from_list(fieldset, lon=lon, lat=lat, v=v_vals, pclass=MyParticle) @@ -78,13 +71,12 @@ def test_pset_create_list_with_customvariable(fieldset, mode): assert np.allclose([p.v for p in pset], v_vals, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("restart", [True, False]) -def test_pset_create_fromparticlefile(fieldset, mode, restart, tmp_zarrfile): +def test_pset_create_fromparticlefile(fieldset, restart, tmp_zarrfile): lon = np.linspace(0, 1, 10, dtype=np.float32) lat = np.linspace(1, 0, 10, dtype=np.float32) - TestParticle = ptype[mode].add_variable("p", np.float32, initial=0.33) + TestParticle = ScipyParticle.add_variable("p", np.float32, initial=0.33) TestParticle = TestParticle.add_variable("p2", np.float32, initial=1, to_write=False) TestParticle = TestParticle.add_variable("p3", np.float64, to_write="once") @@ -112,15 +104,14 @@ def Kernel(particle, fieldset, time): # pragma: no cover assert pset[0].p3.dtype == np.float64 -@pytest.mark.parametrize("mode", ["scipy"]) @pytest.mark.parametrize("lonlatdepth_dtype", [np.float64, np.float32]) -def test_pset_create_field(fieldset, mode, lonlatdepth_dtype): +def test_pset_create_field(fieldset, lonlatdepth_dtype): npart = 100 np.random.seed(123456) shape = (fieldset.U.lon.size, fieldset.U.lat.size) K = Field("K", lon=fieldset.U.lon, lat=fieldset.U.lat, data=np.ones(shape, dtype=np.float32), transpose=True) pset = ParticleSet.from_field( - fieldset, size=npart, pclass=ptype[mode], start_field=K, lonlatdepth_dtype=lonlatdepth_dtype + fieldset, size=npart, pclass=ScipyParticle, start_field=K, lonlatdepth_dtype=lonlatdepth_dtype ) assert (np.array([p.lon for p in pset]) <= K.lon[-1]).all() assert (np.array([p.lon for p in pset]) >= K.lon[0]).all() @@ -148,7 +139,7 @@ def test_pset_create_field_curvi(): ufield = Field("U", u, grid=grid) vfield = Field("V", v, grid=grid) fieldset = FieldSet(ufield, vfield) - pset = ParticleSet.from_field(fieldset, size=npart, pclass=ptype["scipy"], start_field=fieldset.V) + pset = ParticleSet.from_field(fieldset, size=npart, pclass=ScipyParticle, start_field=fieldset.V) lons = np.array([p.lon + 1 for p in pset]) lats = np.array([p.lat + 1 for p in pset]) @@ -162,32 +153,29 @@ def test_pset_create_field_curvi(): assert np.all(test) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_create_with_time(fieldset, mode): +def test_pset_create_with_time(fieldset): npart = 100 lon = np.linspace(0, 1, npart) lat = np.linspace(1, 0, npart) time = 5.0 - pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ptype[mode], time=time) + pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ScipyParticle, time=time) assert np.allclose([p.time for p in pset], time, rtol=1e-12) - pset = ParticleSet.from_list(fieldset, lon=lon, lat=lat, pclass=ptype[mode], time=[time] * npart) + pset = ParticleSet.from_list(fieldset, lon=lon, lat=lat, pclass=ScipyParticle, time=[time] * npart) assert np.allclose([p.time for p in pset], time, rtol=1e-12) - pset = ParticleSet.from_line(fieldset, size=npart, start=(0, 1), finish=(1, 0), pclass=ptype[mode], time=time) + pset = ParticleSet.from_line(fieldset, size=npart, start=(0, 1), finish=(1, 0), pclass=ScipyParticle, time=time) assert np.allclose([p.time for p in pset], time, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_create_outside_time(mode): +def test_pset_create_outside_time(): fieldset = create_fieldset_zeros_simple(withtime=True) time = [-1, 0, 1, 20 * 86400] with pytest.warns(ParticleSetWarning, match="Some particles are set to be released*"): - ParticleSet(fieldset, pclass=ptype[mode], lon=[0] * len(time), lat=[0] * len(time), time=time) + ParticleSet(fieldset, pclass=ScipyParticle, lon=[0] * len(time), lat=[0] * len(time), time=time) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_not_multipldt_time(fieldset, mode): +def test_pset_not_multipldt_time(fieldset): times = [0, 1.1] - pset = ParticleSet(fieldset, lon=[0] * 2, lat=[0] * 2, pclass=ptype[mode], time=times) + pset = ParticleSet(fieldset, lon=[0] * 2, lat=[0] * 2, pclass=ScipyParticle, time=times) def Addlon(particle, fieldset, time): # pragma: no cover particle_dlon += particle.dt # noqa @@ -196,11 +184,10 @@ def Addlon(particle, fieldset, time): # pragma: no cover assert np.allclose([p.lon_nextloop for p in pset], [2 - t for t in times]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_repeated_release(fieldset, mode): +def test_pset_repeated_release(fieldset): npart = 10 time = np.arange(0, npart, 1) # release 1 particle every second - pset = ParticleSet(fieldset, lon=np.zeros(npart), lat=np.zeros(npart), pclass=ptype[mode], time=time) + pset = ParticleSet(fieldset, lon=np.zeros(npart), lat=np.zeros(npart), pclass=ScipyParticle, time=time) assert np.allclose([p.time for p in pset], time) def IncrLon(particle, fieldset, time): # pragma: no cover @@ -220,9 +207,8 @@ def IncrLon(particle, fieldset, time): # pragma: no cover assert np.allclose([p.lon for p in pset], 1) # if p.dt is nan, it won't be executed so p.lon will be 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_repeatdt_custominit(fieldset, mode): - MyParticle = ptype[mode].add_variable("sample_var") +def test_pset_repeatdt_custominit(fieldset): + MyParticle = ScipyParticle.add_variable("sample_var") pset = ParticleSet(fieldset, lon=0, lat=0, pclass=MyParticle, repeatdt=1, sample_var=5) @@ -230,9 +216,8 @@ def test_pset_repeatdt_custominit(fieldset, mode): assert np.allclose([p.sample_var for p in pset], 5.0) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_stop_simulation(fieldset, mode): - pset = ParticleSet(fieldset, lon=0, lat=0, pclass=ptype[mode]) +def test_pset_stop_simulation(fieldset): + pset = ParticleSet(fieldset, lon=0, lat=0, pclass=ScipyParticle) def Delete(particle, fieldset, time): # pragma: no cover if time == 4: @@ -242,21 +227,19 @@ def Delete(particle, fieldset, time): # pragma: no cover assert pset[0].time == 4 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_access(fieldset, mode): +def test_pset_access(fieldset): npart = 100 lon = np.linspace(0, 1, npart, dtype=np.float32) lat = np.linspace(1, 0, npart, dtype=np.float32) - pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ptype[mode]) + pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ScipyParticle) assert pset.size == 100 assert np.allclose([pset[i].lon for i in range(pset.size)], lon, rtol=1e-12) assert np.allclose([pset[i].lat for i in range(pset.size)], lat, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_custom_ptype(fieldset, mode): +def test_pset_custom_ptype(fieldset): npart = 100 - TestParticle = ptype[mode].add_variable( + TestParticle = ScipyParticle.add_variable( [Variable("p", np.float32, initial=0.33), Variable("n", np.int32, initial=2)] ) @@ -266,15 +249,14 @@ def test_pset_custom_ptype(fieldset, mode): assert np.allclose([p.n - 2 for p in pset], np.zeros(npart), rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_add_explicit(fieldset, mode): +def test_pset_add_explicit(fieldset): npart = 100 lon = np.linspace(0, 1, npart) lat = np.linspace(1, 0, npart) - pset = ParticleSet(fieldset, lon=[], lat=[], pclass=ptype[mode], lonlatdepth_dtype=np.float64) + pset = ParticleSet(fieldset, lon=[], lat=[], pclass=ScipyParticle, lonlatdepth_dtype=np.float64) for i in range(npart): particle = ParticleSet( - pclass=ptype[mode], lon=lon[i], lat=lat[i], fieldset=fieldset, lonlatdepth_dtype=np.float64 + pclass=ScipyParticle, lon=lon[i], lat=lat[i], fieldset=fieldset, lonlatdepth_dtype=np.float64 ) pset.add(particle) assert pset.size == npart @@ -282,39 +264,36 @@ def test_pset_add_explicit(fieldset, mode): assert np.allclose([p.lat for p in pset], lat, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_add_shorthand(fieldset, mode): +def test_pset_add_shorthand(fieldset): npart = 100 lon = np.linspace(0, 1, npart, dtype=np.float32) lat = np.linspace(1, 0, npart, dtype=np.float32) - pset = ParticleSet(fieldset, lon=[], lat=[], pclass=ptype[mode]) + pset = ParticleSet(fieldset, lon=[], lat=[], pclass=ScipyParticle) for i in range(npart): - pset += ParticleSet(pclass=ptype[mode], lon=lon[i], lat=lat[i], fieldset=fieldset) + pset += ParticleSet(pclass=ScipyParticle, lon=lon[i], lat=lat[i], fieldset=fieldset) assert pset.size == npart assert np.allclose([p.lon for p in pset], lon, rtol=1e-12) assert np.allclose([p.lat for p in pset], lat, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_add_execute(fieldset, mode): +def test_pset_add_execute(fieldset): npart = 10 def AddLat(particle, fieldset, time): # pragma: no cover particle_dlat += 0.1 # noqa - pset = ParticleSet(fieldset, lon=[], lat=[], pclass=ptype[mode]) + pset = ParticleSet(fieldset, lon=[], lat=[], pclass=ScipyParticle) for _ in range(npart): - pset += ParticleSet(pclass=ptype[mode], lon=0.1, lat=0.1, fieldset=fieldset) + pset += ParticleSet(pclass=ScipyParticle, lon=0.1, lat=0.1, fieldset=fieldset) for _ in range(4): pset.execute(pset.Kernel(AddLat), runtime=1.0, dt=1.0) assert np.allclose(np.array([p.lat for p in pset]), 0.4, rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_merge_inplace(fieldset, mode): +def test_pset_merge_inplace(fieldset): npart = 100 - pset1 = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) - pset2 = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(0, 1, npart)) + pset1 = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) + pset2 = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(0, 1, npart)) assert pset1.size == npart assert pset2.size == npart pset1.add(pset2) @@ -322,23 +301,21 @@ def test_pset_merge_inplace(fieldset, mode): @pytest.mark.xfail(reason="ParticleSet duplication has not been implemented yet") -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_merge_duplicate(fieldset, mode): +def test_pset_merge_duplicate(fieldset): npart = 100 - pset1 = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) - pset2 = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(0, 1, npart)) + pset1 = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) + pset2 = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(0, 1, npart)) pset3 = pset1 + pset2 assert pset1.size == npart assert pset2.size == npart assert pset3.size == 2 * npart -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_remove_index(fieldset, mode): +def test_pset_remove_index(fieldset): npart = 100 lon = np.linspace(0, 1, npart) lat = np.linspace(1, 0, npart) - pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ptype[mode], lonlatdepth_dtype=np.float64) + pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ScipyParticle, lonlatdepth_dtype=np.float64) for ilon, ilat in zip(lon[::-1], lat[::-1], strict=True): assert pset[-1].lon == ilon assert pset[-1].lat == ilat @@ -347,12 +324,11 @@ def test_pset_remove_index(fieldset, mode): @pytest.mark.xfail(reason="Particle removal has not been implemented yet") -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_remove_particle(fieldset, mode): +def test_pset_remove_particle(fieldset): npart = 100 lon = np.linspace(0, 1, npart) lat = np.linspace(1, 0, npart) - pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ptype[mode]) + pset = ParticleSet(fieldset, lon=lon, lat=lat, pclass=ScipyParticle) for ilon, ilat in zip(lon[::-1], lat[::-1], strict=True): assert pset.lon[-1] == ilon assert pset.lat[-1] == ilat @@ -360,43 +336,40 @@ def test_pset_remove_particle(fieldset, mode): assert pset.size == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_remove_kernel(fieldset, mode): +def test_pset_remove_kernel(fieldset): npart = 100 def DeleteKernel(particle, fieldset, time): # pragma: no cover if particle.lon >= 0.4: particle.delete() - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.linspace(1, 0, npart)) pset.execute(pset.Kernel(DeleteKernel), endtime=1.0, dt=1.0) assert pset.size == 40 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_multi_execute(fieldset, mode): +def test_pset_multi_execute(fieldset): npart = 10 n = 5 def AddLat(particle, fieldset, time): # pragma: no cover particle_dlat += 0.1 # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.zeros(npart)) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.zeros(npart)) k_add = pset.Kernel(AddLat) for _ in range(n + 1): pset.execute(k_add, runtime=1.0, dt=1.0) assert np.allclose([p.lat - n * 0.1 for p in pset], np.zeros(npart), rtol=1e-12) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_pset_multi_execute_delete(fieldset, mode): +def test_pset_multi_execute_delete(fieldset): npart = 10 n = 5 def AddLat(particle, fieldset, time): # pragma: no cover particle_dlat += 0.1 # noqa - pset = ParticleSet(fieldset, pclass=ptype[mode], lon=np.linspace(0, 1, npart), lat=np.zeros(npart)) + pset = ParticleSet(fieldset, pclass=ScipyParticle, lon=np.linspace(0, 1, npart), lat=np.zeros(npart)) k_add = pset.Kernel(AddLat) for _ in range(n + 1): pset.execute(k_add, runtime=1.0, dt=1.0) @@ -440,7 +413,7 @@ def test_from_field_exact_val(staggered_grid): FMask = Field("mask", mask, lon, lat, interp_method="cgrid_tracer") fieldset.add_field(FMask) - SampleParticle = ptype["scipy"].add_variable("mask", initial=0) + SampleParticle = ScipyParticle.add_variable("mask", initial=0) def SampleMask(particle, fieldset, time): # pragma: no cover particle.mask = fieldset.mask[particle] diff --git a/tests/test_reprs.py b/tests/test_reprs.py index 18ed68a0a8..a7e7c0e2e9 100644 --- a/tests/test_reprs.py +++ b/tests/test_reprs.py @@ -52,7 +52,7 @@ def test_check_indentation(): def test_particletype_repr(): - kwargs = dict(pclass=parcels.JITParticle) + kwargs = dict(pclass=parcels.ScipyParticle) assert_simple_repr(parcels.particle.ParticleType, kwargs) From de2021a6ec33790487a082a6d3cd23c631d12dc8 Mon Sep 17 00:00:00 2001 From: Erik van Sebille Date: Wed, 12 Feb 2025 08:04:24 +0100 Subject: [PATCH 2/6] Removing jit tests from examples --- docs/examples/example_brownian.py | 12 +- docs/examples/example_dask_chunk_OCMs.py | 790 ------------------ docs/examples/example_decaying_moving_eddy.py | 14 +- docs/examples/example_globcurrent.py | 61 +- docs/examples/example_mitgcm.py | 25 +- docs/examples/example_moving_eddies.py | 46 +- docs/examples/example_nemo_curvilinear.py | 33 +- docs/examples/example_ofam.py | 11 +- docs/examples/example_peninsula.py | 37 +- docs/examples/example_radial_rotation.py | 12 +- docs/examples/example_stommel.py | 19 +- 11 files changed, 95 insertions(+), 965 deletions(-) delete mode 100644 docs/examples/example_dask_chunk_OCMs.py diff --git a/docs/examples/example_brownian.py b/docs/examples/example_brownian.py index 370bd843f7..dfa001af6f 100644 --- a/docs/examples/example_brownian.py +++ b/docs/examples/example_brownian.py @@ -5,16 +5,13 @@ import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - def mesh_conversion(mesh): return (1852.0 * 60) if mesh == "spherical" else 1.0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_brownian_example(mode, mesh, npart=3000): +def test_brownian_example(mesh, npart=3000): fieldset = parcels.FieldSet.from_data( {"U": 0, "V": 0}, {"lon": 0, "lat": 0}, mesh=mesh ) @@ -36,7 +33,10 @@ def test_brownian_example(mode, mesh, npart=3000): parcels.ParcelsRandom.seed(1234) pset = parcels.ParticleSet( - fieldset=fieldset, pclass=ptype[mode], lon=np.zeros(npart), lat=np.zeros(npart) + fieldset=fieldset, + pclass=parcels.ScipyParticle, + lon=np.zeros(npart), + lat=np.zeros(npart), ) pset.execute( pset.Kernel(parcels.DiffusionUniformKh), runtime=runtime, dt=timedelta(hours=1) @@ -58,4 +58,4 @@ def test_brownian_example(mode, mesh, npart=3000): if __name__ == "__main__": - test_brownian_example("jit", "spherical", npart=2000) + test_brownian_example("spherical", npart=2000) diff --git a/docs/examples/example_dask_chunk_OCMs.py b/docs/examples/example_dask_chunk_OCMs.py deleted file mode 100644 index 27dd8c2332..0000000000 --- a/docs/examples/example_dask_chunk_OCMs.py +++ /dev/null @@ -1,790 +0,0 @@ -import math -from datetime import timedelta -from glob import glob - -import dask -import numpy as np -import pytest - -import parcels -from parcels.tools.statuscodes import DaskChunkingError - -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - - -def compute_nemo_particle_advection(fieldset, mode): - npart = 20 - lonp = 2.5 * np.ones(npart) - latp = [i for i in 52.0 + (-1e-3 + np.random.rand(npart) * 2.0 * 1e-3)] - - def periodicBC(particle, fieldSet, time): # pragma: no cover - if particle.lon > 15.0: - particle_dlon -= 15.0 # noqa - if particle.lon < 0: - particle_dlon += 15.0 - if particle.lat > 60.0: - particle_dlat -= 11.0 # noqa - if particle.lat < 49.0: - particle_dlat += 11.0 - - pset = parcels.ParticleSet.from_list(fieldset, ptype[mode], lon=lonp, lat=latp) - kernels = pset.Kernel(parcels.AdvectionRK4) + periodicBC - pset.execute(kernels, runtime=timedelta(days=4), dt=timedelta(hours=6)) - return pset - - -@pytest.mark.parametrize("mode", ["jit"]) -@pytest.mark.parametrize("chunk_mode", [False, "auto", "specific", "failsafe"]) -def test_nemo_3D(mode, chunk_mode): - if chunk_mode in [ - "auto", - ]: - dask.config.set({"array.chunk-size": "256KiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - data_folder = parcels.download_example_dataset("NemoNorthSeaORCA025-N006_data") - ufiles = sorted(glob(f"{data_folder}/ORCA*U.nc")) - vfiles = sorted(glob(f"{data_folder}/ORCA*V.nc")) - wfiles = sorted(glob(f"{data_folder}/ORCA*W.nc")) - mesh_mask = f"{data_folder}/coordinates.nc" - - filenames = { - "U": {"lon": mesh_mask, "lat": mesh_mask, "depth": wfiles[0], "data": ufiles}, - "V": {"lon": mesh_mask, "lat": mesh_mask, "depth": wfiles[0], "data": vfiles}, - "W": {"lon": mesh_mask, "lat": mesh_mask, "depth": wfiles[0], "data": wfiles}, - } - variables = {"U": "uo", "V": "vo", "W": "wo"} - dimensions = { - "U": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - "V": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - "W": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - } - chs = False - if chunk_mode == "auto": - chs = "auto" - elif chunk_mode == "specific": - chs = { - "U": {"depth": ("depthu", 75), "lat": ("y", 16), "lon": ("x", 16)}, - "V": {"depth": ("depthv", 75), "lat": ("y", 16), "lon": ("x", 16)}, - "W": {"depth": ("depthw", 75), "lat": ("y", 16), "lon": ("x", 16)}, - } - elif chunk_mode == "failsafe": # chunking time and but not depth - filenames = { - "U": { - "lon": mesh_mask, - "lat": mesh_mask, - "depth": wfiles[0], - "data": ufiles, - }, - "V": { - "lon": mesh_mask, - "lat": mesh_mask, - "depth": wfiles[0], - "data": vfiles, - }, - } - variables = {"U": "uo", "V": "vo"} - dimensions = { - "U": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - "V": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - } - chs = { - "U": { - "time": ("time_counter", 1), - "depth": ("depthu", 25), - "lat": ("y", -1), - "lon": ("x", -1), - }, - "V": { - "time": ("time_counter", 1), - "depth": ("depthv", 75), - "lat": ("y", -1), - "lon": ("x", -1), - }, - } - - fieldset = parcels.FieldSet.from_nemo( - filenames, variables, dimensions, chunksize=chs - ) - - compute_nemo_particle_advection(fieldset, mode) - # Nemo sample file dimensions: depthu=75, y=201, x=151 - if chunk_mode != "failsafe": - assert len(fieldset.U.grid._load_chunk) == len(fieldset.V.grid._load_chunk) - assert len(fieldset.U.grid._load_chunk) == len(fieldset.W.grid._load_chunk) - if chunk_mode is False: - assert len(fieldset.U.grid._load_chunk) == 1 - elif chunk_mode == "auto": - assert ( - fieldset.gridset.size == 3 - ) # because three different grids in 'auto' mode - assert len(fieldset.U.grid._load_chunk) != 1 - elif chunk_mode == "specific": - assert len(fieldset.U.grid._load_chunk) == ( - 1 - * int(math.ceil(75.0 / 75.0)) - * int(math.ceil(201.0 / 16.0)) - * int(math.ceil(151.0 / 16.0)) - ) - elif chunk_mode == "failsafe": # chunking time and depth but not lat and lon - assert len(fieldset.U.grid._load_chunk) != 1 - assert len(fieldset.U.grid._load_chunk) == ( - 1 - * int(math.ceil(75.0 / 25.0)) - * int(math.ceil(201.0 / 171.0)) - * int(math.ceil(151.0 / 151.0)) - ) - assert len(fieldset.V.grid._load_chunk) != 1 - assert len(fieldset.V.grid._load_chunk) == ( - 1 - * int(math.ceil(75.0 / 75.0)) - * int(math.ceil(201.0 / 171.0)) - * int(math.ceil(151.0 / 151.0)) - ) - - -@pytest.mark.parametrize("mode", ["jit"]) -@pytest.mark.parametrize("chunk_mode", [False, "auto", "specific", "failsafe"]) -def test_globcurrent_2D(mode, chunk_mode): - if chunk_mode in [ - "auto", - ]: - dask.config.set({"array.chunk-size": "16KiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - data_folder = parcels.download_example_dataset("GlobCurrent_example_data") - filenames = str( - data_folder / "200201*-GLOBCURRENT-L4-CUReul_hs-ALT_SUM-v02.0-fv01.0.nc" - ) - variables = { - "U": "eastward_eulerian_current_velocity", - "V": "northward_eulerian_current_velocity", - } - dimensions = {"lat": "lat", "lon": "lon", "time": "time"} - chs = False - if chunk_mode == "auto": - chs = "auto" - elif chunk_mode == "specific": - chs = { - "U": {"lat": ("lat", 8), "lon": ("lon", 8)}, - "V": {"lat": ("lat", 8), "lon": ("lon", 8)}, - } - elif chunk_mode == "failsafe": # chunking time but not lat - chs = { - "U": {"time": ("time", 1), "lat": ("lat", 10), "lon": ("lon", -1)}, - "V": {"time": ("time", 1), "lat": ("lat", -1), "lon": ("lon", -1)}, - } - - fieldset = parcels.FieldSet.from_netcdf( - filenames, variables, dimensions, chunksize=chs - ) - try: - pset = parcels.ParticleSet(fieldset, pclass=ptype[mode], lon=25, lat=-35) - pset.execute( - parcels.AdvectionRK4, runtime=timedelta(days=1), dt=timedelta(minutes=5) - ) - except DaskChunkingError: - # we removed the failsafe, so now if all chunksize dimensions are incorrect, there is nothing left to chunk, - # which raises an error saying so. This is the expected behaviour - if chunk_mode == "failsafe": - return - # GlobCurrent sample file dimensions: time=UNLIMITED, lat=41, lon=81 - if chunk_mode != "failsafe": # chunking time but not lat - assert len(fieldset.U.grid._load_chunk) == len(fieldset.V.grid._load_chunk) - if chunk_mode is False: - assert len(fieldset.U.grid._load_chunk) == 1 - elif chunk_mode == "auto": - assert len(fieldset.U.grid._load_chunk) != 1 - elif chunk_mode == "specific": - assert len(fieldset.U.grid._load_chunk) == ( - 1 * int(math.ceil(41.0 / 8.0)) * int(math.ceil(81.0 / 8.0)) - ) - elif chunk_mode == "failsafe": # chunking time but not lat - assert len(fieldset.U.grid._load_chunk) != 1 - assert len(fieldset.V.grid._load_chunk) != 1 - assert abs(pset[0].lon - 23.8) < 1 - assert abs(pset[0].lat - -35.3) < 1 - - -@pytest.mark.skip( - reason="Started failing around #1644 (2024-08-08). Some change in chunking, inconsistent behavior." -) -@pytest.mark.parametrize("mode", ["jit"]) -@pytest.mark.parametrize("chunk_mode", [False, "auto", "specific", "failsafe"]) -def test_pop(mode, chunk_mode): - if chunk_mode in [ - "auto", - ]: - dask.config.set({"array.chunk-size": "256KiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - data_folder = parcels.download_example_dataset("POPSouthernOcean_data") - filenames = str(data_folder / "t.x1_SAMOC_flux.1690*.nc") - variables = {"U": "UVEL", "V": "VVEL", "W": "WVEL"} - timestamps = np.expand_dims( - np.array([np.datetime64(f"2000-{m:02d}-01") for m in range(1, 7)]), axis=1 - ) - dimensions = {"lon": "ULON", "lat": "ULAT", "depth": "w_dep"} - chs = False - if chunk_mode == "auto": - chs = "auto" - elif chunk_mode == "specific": - chs = {"lon": ("i", 8), "lat": ("j", 8), "depth": ("k", 3)} - elif chunk_mode == "failsafe": # here: bad depth entry - chs = {"depth": ("wz", 3), "lat": ("j", 8), "lon": ("i", 8)} - - fieldset = parcels.FieldSet.from_pop( - filenames, variables, dimensions, chunksize=chs, timestamps=timestamps - ) - - npart = 20 - lonp = 70.0 * np.ones(npart) - latp = [i for i in -45.0 + (-0.25 + np.random.rand(npart) * 2.0 * 0.25)] - pset = parcels.ParticleSet.from_list(fieldset, ptype[mode], lon=lonp, lat=latp) - pset.execute(parcels.AdvectionRK4, runtime=timedelta(days=90), dt=timedelta(days=2)) - # POP sample file dimensions: k=21, j=60, i=60 - assert len(fieldset.U.grid._load_chunk) == len(fieldset.V.grid._load_chunk) - assert len(fieldset.U.grid._load_chunk) == len(fieldset.W.grid._load_chunk) - if chunk_mode is False: - assert fieldset.gridset.size == 1 - assert len(fieldset.U.grid._load_chunk) == 1 - assert len(fieldset.V.grid._load_chunk) == 1 - assert len(fieldset.W.grid._load_chunk) == 1 - elif chunk_mode == "auto": - assert ( - fieldset.gridset.size == 3 - ) # because three different grids in 'auto' mode - assert len(fieldset.U.grid._load_chunk) != 1 - assert len(fieldset.V.grid._load_chunk) != 1 - assert len(fieldset.W.grid._load_chunk) != 1 - elif chunk_mode == "specific": - assert fieldset.gridset.size == 1 - assert len(fieldset.U.grid._load_chunk) == ( - int(math.ceil(21.0 / 3.0)) - * int(math.ceil(60.0 / 8.0)) - * int(math.ceil(60.0 / 8.0)) - ) - elif chunk_mode == "failsafe": # here: done a typo in the netcdf dimname field - assert fieldset.gridset.size == 1 - assert len(fieldset.U.grid._load_chunk) != 1 - assert len(fieldset.V.grid._load_chunk) != 1 - assert len(fieldset.W.grid._load_chunk) != 1 - assert len(fieldset.U.grid._load_chunk) == ( - int(math.ceil(21.0 / 3.0)) - * int(math.ceil(60.0 / 8.0)) - * int(math.ceil(60.0 / 8.0)) - ) - - -@pytest.mark.parametrize("mode", ["jit"]) -@pytest.mark.parametrize("chunk_mode", [False, "auto", "specific", "failsafe"]) -def test_swash(mode, chunk_mode): - if chunk_mode in [ - "auto", - ]: - dask.config.set({"array.chunk-size": "32KiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - data_folder = parcels.download_example_dataset("SWASH_data") - filenames = str(data_folder / "field_*.nc") - variables = { - "U": "cross-shore velocity", - "V": "along-shore velocity", - "W": "vertical velocity", - "depth_w": "time varying depth", - "depth_u": "time varying depth_u", - } - dimensions = { - "U": {"lon": "x", "lat": "y", "depth": "not_yet_set", "time": "t"}, - "V": {"lon": "x", "lat": "y", "depth": "not_yet_set", "time": "t"}, - "W": {"lon": "x", "lat": "y", "depth": "not_yet_set", "time": "t"}, - "depth_w": {"lon": "x", "lat": "y", "depth": "not_yet_set", "time": "t"}, - "depth_u": {"lon": "x", "lat": "y", "depth": "not_yet_set", "time": "t"}, - } - chs = False - if chunk_mode == "auto": - chs = "auto" - elif chunk_mode == "specific": - chs = { - "U": {"depth": ("z_u", 6), "lat": ("y", 4), "lon": ("x", 4)}, - "V": {"depth": ("z_u", 6), "lat": ("y", 4), "lon": ("x", 4)}, - "W": {"depth": ("z", 7), "lat": ("y", 4), "lon": ("x", 4)}, - "depth_w": {"depth": ("z", 7), "lat": ("y", 4), "lon": ("x", 4)}, - "depth_u": {"depth": ("z_u", 6), "lat": ("y", 4), "lon": ("x", 4)}, - } - elif ( - chunk_mode == "failsafe" - ): # here: incorrect matching between dimension names and their attachment to the NC-variables - chs = { - "U": {"depth": ("depth", 7), "lat": ("y", 4), "lon": ("x", 4)}, - "V": {"depth": ("z_u", 6), "lat": ("y", 4), "lon": ("x", 4)}, - "W": {"depth": ("z", 7), "lat": ("y", 4), "lon": ("x", 4)}, - "depth_w": {"depth": ("z", 7), "lat": ("y", 4), "lon": ("x", 4)}, - "depth_u": {"depth": ("z_u", 6), "lat": ("y", 4), "lon": ("x", 4)}, - } - fieldset = parcels.FieldSet.from_netcdf( - filenames, - variables, - dimensions, - mesh="flat", - allow_time_extrapolation=True, - chunksize=chs, - ) - fieldset.U.set_depth_from_field(fieldset.depth_u) - fieldset.V.set_depth_from_field(fieldset.depth_u) - fieldset.W.set_depth_from_field(fieldset.depth_w) - - npart = 20 - lonp = [i for i in 9.5 + (-0.2 + np.random.rand(npart) * 2.0 * 0.2)] - latp = [i for i in np.arange(start=12.3, stop=13.1, step=0.04)[0:20]] - depthp = [ - -0.1, - ] * npart - pset = parcels.ParticleSet.from_list( - fieldset, ptype[mode], lon=lonp, lat=latp, depth=depthp - ) - pset.execute( - parcels.AdvectionRK4, - runtime=timedelta(seconds=0.2), - dt=timedelta(seconds=0.005), - ) - # SWASH sample file dimensions: t=1, z=7, z_u=6, y=21, x=51 - if chunk_mode not in [ - "failsafe", - ]: - assert len(fieldset.U.grid._load_chunk) == len( - fieldset.V.grid._load_chunk - ), f"U {fieldset.U.grid.chunk_info} vs V {fieldset.V.grid.chunk_info}" - if chunk_mode not in ["failsafe", "auto"]: - assert len(fieldset.U.grid._load_chunk) == len( - fieldset.W.grid._load_chunk - ), f"U {fieldset.U.grid.chunk_info} vs W {fieldset.W.grid.chunk_info}" - if chunk_mode is False: - assert len(fieldset.U.grid._load_chunk) == 1 - else: - assert len(fieldset.U.grid._load_chunk) != 1 - assert len(fieldset.V.grid._load_chunk) != 1 - assert len(fieldset.W.grid._load_chunk) != 1 - if chunk_mode == "specific": - assert len(fieldset.U.grid._load_chunk) == ( - 1 - * int(math.ceil(6.0 / 6.0)) - * int(math.ceil(21.0 / 4.0)) - * int(math.ceil(51.0 / 4.0)) - ) - assert len(fieldset.V.grid._load_chunk) == ( - 1 - * int(math.ceil(6.0 / 6.0)) - * int(math.ceil(21.0 / 4.0)) - * int(math.ceil(51.0 / 4.0)) - ) - assert len(fieldset.W.grid._load_chunk) == ( - 1 - * int(math.ceil(7.0 / 7.0)) - * int(math.ceil(21.0 / 4.0)) - * int(math.ceil(51.0 / 4.0)) - ) - - -@pytest.mark.parametrize("mode", ["jit"]) -@pytest.mark.parametrize("chunk_mode", [False, "auto", "specific"]) -def test_ofam_3D(mode, chunk_mode): - if chunk_mode in [ - "auto", - ]: - dask.config.set({"array.chunk-size": "1024KiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - - data_folder = parcels.download_example_dataset("OFAM_example_data") - filenames = { - "U": f"{data_folder}/OFAM_simple_U.nc", - "V": f"{data_folder}/OFAM_simple_V.nc", - } - variables = {"U": "u", "V": "v"} - dimensions = { - "lat": "yu_ocean", - "lon": "xu_ocean", - "depth": "st_ocean", - "time": "Time", - } - - chs = False - if chunk_mode == "auto": - chs = "auto" - elif chunk_mode == "specific": - chs = { - "lon": ("xu_ocean", 100), - "lat": ("yu_ocean", 50), - "depth": ("st_edges_ocean", 60), - "time": ("Time", 1), - } - fieldset = parcels.FieldSet.from_netcdf( - filenames, variables, dimensions, allow_time_extrapolation=True, chunksize=chs - ) - - pset = parcels.ParticleSet(fieldset, pclass=ptype[mode], lon=180, lat=10, depth=2.5) - pset.execute( - parcels.AdvectionRK4, runtime=timedelta(days=10), dt=timedelta(minutes=5) - ) - # OFAM sample file dimensions: time=UNLIMITED, st_ocean=1, st_edges_ocean=52, lat=601, lon=2001 - assert len(fieldset.U.grid._load_chunk) == len(fieldset.V.grid._load_chunk) - if chunk_mode is False: - assert len(fieldset.U.grid._load_chunk) == 1 - elif chunk_mode == "auto": - assert len(fieldset.U.grid._load_chunk) != 1 - elif chunk_mode == "specific": - numblocks = [i for i in fieldset.U.grid.chunk_info[1:3]] - dblocks = 1 - vblocks = 0 - for bsize in fieldset.U.grid.chunk_info[3 : 3 + numblocks[0]]: - vblocks += bsize - ublocks = 0 - for bsize in fieldset.U.grid.chunk_info[ - 3 + numblocks[0] : 3 + numblocks[0] + numblocks[1] - ]: - ublocks += bsize - matching_numblocks = ublocks == 2001 and vblocks == 601 and dblocks == 1 - matching_fields = fieldset.U.grid.chunk_info == fieldset.V.grid.chunk_info - matching_uniformblocks = len(fieldset.U.grid._load_chunk) == ( - 1 - * int(math.ceil(1.0 / 60.0)) - * int(math.ceil(601.0 / 50.0)) - * int(math.ceil(2001.0 / 100.0)) - ) - assert matching_uniformblocks or (matching_fields and matching_numblocks) - assert abs(pset[0].lon - 173) < 1 - assert abs(pset[0].lat - 11) < 1 - - -@pytest.mark.parametrize("mode", ["jit"]) -@pytest.mark.parametrize( - "chunk_mode", - [ - False, - pytest.param( - "auto", - marks=pytest.mark.xfail( - reason="Dask v2024.11.0 caused auto chunking to fail. See #1762" - ), - ), - "specific_same", - "specific_different", - ], -) -@pytest.mark.parametrize("using_add_field", [False, True]) -def test_mitgcm(mode, chunk_mode, using_add_field): - if chunk_mode in [ - "auto", - ]: - dask.config.set({"array.chunk-size": "512KiB"}) - else: - dask.config.set({"array.chunk-size": "128MiB"}) - data_folder = parcels.download_example_dataset("MITgcm_example_data") - filenames = { - "U": f"{data_folder}/mitgcm_UV_surface_zonally_reentrant.nc", - "V": f"{data_folder}/mitgcm_UV_surface_zonally_reentrant.nc", - } - variables = {"U": "UVEL", "V": "VVEL"} - dimensions = { - "U": {"lon": "XG", "lat": "YG", "time": "time"}, - "V": {"lon": "XG", "lat": "YG", "time": "time"}, - } - - chs = False - if chunk_mode == "auto": - chs = "auto" - elif chunk_mode == "specific_same": - chs = { - "U": {"lat": ("YC", 50), "lon": ("XG", 100)}, - "V": {"lat": ("YG", 50), "lon": ("XC", 100)}, - } - elif chunk_mode == "specific_different": - chs = { - "U": {"lat": ("YC", 50), "lon": ("XG", 100)}, - "V": {"lat": ("YG", 40), "lon": ("XC", 100)}, - } - if using_add_field: - if chs in [False, "auto"]: - chs = {"U": chs, "V": chs} - fieldset = parcels.FieldSet.from_mitgcm( - filenames["U"], - {"U": variables["U"]}, - dimensions["U"], - mesh="flat", - chunksize=chs["U"], - ) - fieldset2 = parcels.FieldSet.from_mitgcm( - filenames["V"], - {"V": variables["V"]}, - dimensions["V"], - mesh="flat", - chunksize=chs["V"], - ) - fieldset.add_field(fieldset2.V) - else: - fieldset = parcels.FieldSet.from_mitgcm( - filenames, variables, dimensions, mesh="flat", chunksize=chs - ) - - pset = parcels.ParticleSet.from_list( - fieldset=fieldset, pclass=ptype[mode], lon=5e5, lat=5e5 - ) - pset.execute( - parcels.AdvectionRK4, runtime=timedelta(days=1), dt=timedelta(minutes=5) - ) - # MITgcm sample file dimensions: time=10, XG=400, YG=200 - if chunk_mode != "specific_different": - assert len(fieldset.U.grid._load_chunk) == len(fieldset.V.grid._load_chunk) - if chunk_mode in [ - False, - ]: - assert len(fieldset.U.grid._load_chunk) == 1 - elif chunk_mode in [ - "auto", - ]: - assert len(fieldset.U.grid._load_chunk) != 1 - elif "specific" in chunk_mode: - assert len(fieldset.U.grid._load_chunk) == ( - 1 * int(math.ceil(400.0 / 50.0)) * int(math.ceil(200.0 / 100.0)) - ) - if chunk_mode == "specific_same": - assert fieldset.gridset.size == 1 - elif chunk_mode == "specific_different": - assert fieldset.gridset.size == 2 - assert np.allclose(pset[0].lon, 5.27e5, atol=1e3) - - -@pytest.mark.parametrize("mode", ["jit"]) -def test_diff_entry_dimensions_chunks(mode): - data_folder = parcels.download_example_dataset("NemoNorthSeaORCA025-N006_data") - ufiles = sorted(glob(f"{data_folder}/ORCA*U.nc")) - vfiles = sorted(glob(f"{data_folder}/ORCA*V.nc")) - mesh_mask = f"{data_folder}/coordinates.nc" - - filenames = { - "U": {"lon": mesh_mask, "lat": mesh_mask, "data": ufiles}, - "V": {"lon": mesh_mask, "lat": mesh_mask, "data": vfiles}, - } - variables = {"U": "uo", "V": "vo"} - dimensions = { - "U": {"lon": "glamf", "lat": "gphif", "time": "time_counter"}, - "V": {"lon": "glamf", "lat": "gphif", "time": "time_counter"}, - } - chs = { - "U": {"depth": ("depthu", 75), "lat": ("y", 16), "lon": ("x", 16)}, - "V": {"depth": ("depthv", 75), "lat": ("y", 16), "lon": ("x", 16)}, - } - fieldset = parcels.FieldSet.from_nemo( - filenames, variables, dimensions, chunksize=chs - ) - compute_nemo_particle_advection(fieldset, mode) - # Nemo sample file dimensions: depthu=75, y=201, x=151 - assert len(fieldset.U.grid._load_chunk) == len(fieldset.V.grid._load_chunk) - - -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_3d_2dfield_sampling(mode): - data_folder = parcels.download_example_dataset("NemoNorthSeaORCA025-N006_data") - ufiles = sorted(glob(f"{data_folder}/ORCA*U.nc")) - vfiles = sorted(glob(f"{data_folder}/ORCA*V.nc")) - mesh_mask = f"{data_folder}/coordinates.nc" - - filenames = { - "U": {"lon": mesh_mask, "lat": mesh_mask, "data": ufiles}, - "V": {"lon": mesh_mask, "lat": mesh_mask, "data": vfiles}, - "nav_lon": { - "lon": mesh_mask, - "lat": mesh_mask, - "data": [ - ufiles[0], - ], - }, - } - variables = {"U": "uo", "V": "vo", "nav_lon": "nav_lon"} - dimensions = { - "U": {"lon": "glamf", "lat": "gphif", "time": "time_counter"}, - "V": {"lon": "glamf", "lat": "gphif", "time": "time_counter"}, - "nav_lon": {"lon": "glamf", "lat": "gphif"}, - } - fieldset = parcels.FieldSet.from_nemo( - filenames, variables, dimensions, chunksize=False - ) - fieldset.nav_lon.data = np.ones(fieldset.nav_lon.data.shape, dtype=np.float32) - fieldset.add_field( - parcels.Field( - "rectilinear_2D", - np.ones((2, 2)), - lon=np.array([-10, 20]), - lat=np.array([40, 80]), - chunksize=False, - ) - ) - - class MyParticle(ptype[mode]): - sample_var_curvilinear = parcels.Variable("sample_var_curvilinear") - sample_var_rectilinear = parcels.Variable("sample_var_rectilinear") - - pset = parcels.ParticleSet(fieldset, pclass=MyParticle, lon=2.5, lat=52) - - def Sample2D(particle, fieldset, time): # pragma: no cover - particle.sample_var_curvilinear += fieldset.nav_lon[ - time, particle.depth, particle.lat, particle.lon - ] - particle.sample_var_rectilinear += fieldset.rectilinear_2D[ - time, particle.depth, particle.lat, particle.lon - ] - - runtime, dt = 86400 * 4, 6 * 3600 - pset.execute(pset.Kernel(parcels.AdvectionRK4) + Sample2D, runtime=runtime, dt=dt) - - assert pset.sample_var_rectilinear == runtime / dt - assert pset.sample_var_curvilinear == runtime / dt - - -@pytest.mark.parametrize("mode", ["jit"]) -def test_diff_entry_chunksize_error_nemo_complex_conform_depth(mode): - # ==== this test is expected to fall-back to a pre-defined minimal chunk as ==== # - # ==== the requested chunks don't match, or throw a value error. ==== # - data_folder = parcels.download_example_dataset("NemoNorthSeaORCA025-N006_data") - ufiles = sorted(glob(f"{data_folder}/ORCA*U.nc")) - vfiles = sorted(glob(f"{data_folder}/ORCA*V.nc")) - wfiles = sorted(glob(f"{data_folder}/ORCA*W.nc")) - mesh_mask = f"{data_folder}/coordinates.nc" - - filenames = { - "U": {"lon": mesh_mask, "lat": mesh_mask, "depth": wfiles[0], "data": ufiles}, - "V": {"lon": mesh_mask, "lat": mesh_mask, "depth": wfiles[0], "data": vfiles}, - "W": {"lon": mesh_mask, "lat": mesh_mask, "depth": wfiles[0], "data": wfiles}, - } - variables = {"U": "uo", "V": "vo", "W": "wo"} - dimensions = { - "U": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - "V": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - "W": { - "lon": "glamf", - "lat": "gphif", - "depth": "depthw", - "time": "time_counter", - }, - } - chs = { - "U": {"depth": ("depthu", 75), "lat": ("y", 16), "lon": ("x", 16)}, - "V": {"depth": ("depthv", 75), "lat": ("y", 4), "lon": ("x", 16)}, - "W": {"depth": ("depthw", 75), "lat": ("y", 16), "lon": ("x", 4)}, - } - fieldset = parcels.FieldSet.from_nemo( - filenames, variables, dimensions, chunksize=chs - ) - compute_nemo_particle_advection(fieldset, mode) - # Nemo sample file dimensions: depthu=75, y=201, x=151 - npart_U = 1 - npart_U = [npart_U * k for k in fieldset.U.nchunks[1:]] - npart_V = 1 - npart_V = [npart_V * k for k in fieldset.V.nchunks[1:]] - npart_W = 1 - npart_W = [npart_W * k for k in fieldset.V.nchunks[1:]] - chn = { - "U": { - "lat": int(math.ceil(201.0 / chs["U"]["lat"][1])), - "lon": int(math.ceil(151.0 / chs["U"]["lon"][1])), - "depth": int(math.ceil(75.0 / chs["U"]["depth"][1])), - }, - "V": { - "lat": int(math.ceil(201.0 / chs["V"]["lat"][1])), - "lon": int(math.ceil(151.0 / chs["V"]["lon"][1])), - "depth": int(math.ceil(75.0 / chs["V"]["depth"][1])), - }, - "W": { - "lat": int(math.ceil(201.0 / chs["W"]["lat"][1])), - "lon": int(math.ceil(151.0 / chs["W"]["lon"][1])), - "depth": int(math.ceil(75.0 / chs["W"]["depth"][1])), - }, - } - npart_U_request = 1 - npart_U_request = [npart_U_request * chn["U"][k] for k in chn["U"]] - npart_V_request = 1 - npart_V_request = [npart_V_request * chn["V"][k] for k in chn["V"]] - npart_W_request = 1 - npart_W_request = [npart_W_request * chn["W"][k] for k in chn["W"]] - assert npart_U != npart_U_request - assert npart_V != npart_V_request - assert npart_W != npart_W_request - - -@pytest.mark.parametrize("mode", ["jit"]) -def test_diff_entry_chunksize_correction_globcurrent(mode): - data_folder = parcels.download_example_dataset("GlobCurrent_example_data") - filenames = str( - data_folder / "200201*-GLOBCURRENT-L4-CUReul_hs-ALT_SUM-v02.0-fv01.0.nc" - ) - variables = { - "U": "eastward_eulerian_current_velocity", - "V": "northward_eulerian_current_velocity", - } - dimensions = {"lat": "lat", "lon": "lon", "time": "time"} - chs = { - "U": {"lat": ("lat", 16), "lon": ("lon", 16)}, - "V": {"lat": ("lat", 16), "lon": ("lon", 4)}, - } - fieldset = parcels.FieldSet.from_netcdf( - filenames, variables, dimensions, chunksize=chs - ) - pset = parcels.ParticleSet(fieldset, pclass=ptype[mode], lon=25, lat=-35) - pset.execute( - parcels.AdvectionRK4, runtime=timedelta(days=1), dt=timedelta(minutes=5) - ) - # GlobCurrent sample file dimensions: time=UNLIMITED, lat=41, lon=81 - npart_U = 1 - npart_U = [npart_U * k for k in fieldset.U.nchunks[1:]] - npart_V = 1 - npart_V = [npart_V * k for k in fieldset.V.nchunks[1:]] - npart_V_request = 1 - chn = { - "U": { - "lat": int(math.ceil(41.0 / chs["U"]["lat"][1])), - "lon": int(math.ceil(81.0 / chs["U"]["lon"][1])), - }, - "V": { - "lat": int(math.ceil(41.0 / chs["V"]["lat"][1])), - "lon": int(math.ceil(81.0 / chs["V"]["lon"][1])), - }, - } - npart_V_request = [npart_V_request * chn["V"][k] for k in chn["V"]] - assert npart_V_request != npart_U - assert npart_V_request == npart_V diff --git a/docs/examples/example_decaying_moving_eddy.py b/docs/examples/example_decaying_moving_eddy.py index 46bc10d5c6..90ffd131bb 100644 --- a/docs/examples/example_decaying_moving_eddy.py +++ b/docs/examples/example_decaying_moving_eddy.py @@ -1,12 +1,9 @@ from datetime import timedelta import numpy as np -import pytest import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - # Define some constants. u_g = 0.04 # Geostrophic current u_0 = 0.3 # Initial speed in x dirrection. v_0 = 0 @@ -70,11 +67,9 @@ def true_values( return np.array([x, y]) -def decaying_moving_example( - fieldset, outfile, mode="scipy", method=parcels.AdvectionRK4 -): +def decaying_moving_example(fieldset, outfile, method=parcels.AdvectionRK4): pset = parcels.ParticleSet( - fieldset, pclass=ptype[mode], lon=start_lon, lat=start_lat + fieldset, pclass=parcels.ScipyParticle, lon=start_lon, lat=start_lat ) dt = timedelta(minutes=5) @@ -91,11 +86,10 @@ def decaying_moving_example( return pset -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_rotation_example(mode, tmpdir): +def test_rotation_example(tmpdir): outfile = tmpdir.join("DecayingMovingParticle.zarr") fieldset = decaying_moving_eddy_fieldset() - pset = decaying_moving_example(fieldset, outfile, mode=mode) + pset = decaying_moving_example(fieldset, outfile) vals = true_values( pset[0].time, start_lon, start_lat ) # Calculate values for the particle. diff --git a/docs/examples/example_globcurrent.py b/docs/examples/example_globcurrent.py index 292ed1bf7e..60d7902ae6 100755 --- a/docs/examples/example_globcurrent.py +++ b/docs/examples/example_globcurrent.py @@ -7,8 +7,6 @@ import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - def set_globcurrent_fieldset( filename=None, @@ -65,26 +63,31 @@ def test_globcurrent_fieldset(use_xarray): assert np.allclose(fieldsetsub.V.lat, fieldset.V.lat[indices["lat"]]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize( "dt, lonstart, latstart", [(3600.0, 25, -35), (-3600.0, 20, -39)] ) @pytest.mark.parametrize("use_xarray", [True, False]) -def test_globcurrent_fieldset_advancetime(mode, dt, lonstart, latstart, use_xarray): +def test_globcurrent_fieldset_advancetime(dt, lonstart, latstart, use_xarray): data_folder = parcels.download_example_dataset("GlobCurrent_example_data") basepath = str(data_folder / "20*-GLOBCURRENT-L4-CUReul_hs-ALT_SUM-v02.0-fv01.0.nc") files = sorted(glob(str(basepath))) fieldsetsub = set_globcurrent_fieldset(files[0:10], use_xarray=use_xarray) psetsub = parcels.ParticleSet.from_list( - fieldset=fieldsetsub, pclass=ptype[mode], lon=[lonstart], lat=[latstart] + fieldset=fieldsetsub, + pclass=parcels.ScipyParticle, + lon=[lonstart], + lat=[latstart], ) fieldsetall = set_globcurrent_fieldset( files[0:10], deferred_load=False, use_xarray=use_xarray ) psetall = parcels.ParticleSet.from_list( - fieldset=fieldsetall, pclass=ptype[mode], lon=[lonstart], lat=[latstart] + fieldset=fieldsetall, + pclass=parcels.ScipyParticle, + lon=[lonstart], + lat=[latstart], ) if dt < 0: psetsub[0].time_nextloop = fieldsetsub.U.grid.time[-1] @@ -96,15 +99,16 @@ def test_globcurrent_fieldset_advancetime(mode, dt, lonstart, latstart, use_xarr assert abs(psetsub[0].lon - psetall[0].lon) < 1e-4 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("use_xarray", [True, False]) -def test_globcurrent_particles(mode, use_xarray): +def test_globcurrent_particles(use_xarray): fieldset = set_globcurrent_fieldset(use_xarray=use_xarray) lonstart = [25] latstart = [-35] - pset = parcels.ParticleSet(fieldset, pclass=ptype[mode], lon=lonstart, lat=latstart) + pset = parcels.ParticleSet( + fieldset, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart + ) pset.execute( parcels.AdvectionRK4, runtime=timedelta(days=1), dt=timedelta(minutes=5) @@ -114,16 +118,15 @@ def test_globcurrent_particles(mode, use_xarray): assert abs(pset[0].lat - -35.3) < 1 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("rundays", [300, 900]) -def test_globcurrent_time_periodic(mode, rundays): +def test_globcurrent_time_periodic(rundays): sample_var = [] for deferred_load in [True, False]: fieldset = set_globcurrent_fieldset( time_periodic=timedelta(days=365), deferred_load=deferred_load ) - MyParticle = ptype[mode].add_variable("sample_var", initial=0.0) + MyParticle = parcels.ScipyParticle.add_variable("sample_var", initial=0.0) pset = parcels.ParticleSet( fieldset, pclass=MyParticle, lon=25, lat=-35, time=fieldset.U.grid.time[0] @@ -220,13 +223,12 @@ def test__particles_init_time(): assert pset[0].time - pset4[0].time == 0 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("use_xarray", [True, False]) -def test_globcurrent_time_extrapolation_error(mode, use_xarray): +def test_globcurrent_time_extrapolation_error(use_xarray): fieldset = set_globcurrent_fieldset(use_xarray=use_xarray) pset = parcels.ParticleSet( fieldset, - pclass=ptype[mode], + pclass=parcels.ScipyParticle, lon=[25], lat=[-35], time=fieldset.U.grid.time[0] - timedelta(days=1).total_seconds(), @@ -237,10 +239,9 @@ def test_globcurrent_time_extrapolation_error(mode, use_xarray): ) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("dt", [-300, 300]) @pytest.mark.parametrize("with_starttime", [True, False]) -def test_globcurrent_startparticles_between_time_arrays(mode, dt, with_starttime): +def test_globcurrent_startparticles_between_time_arrays(dt, with_starttime): fieldset = set_globcurrent_fieldset() data_folder = parcels.download_example_dataset("GlobCurrent_example_data") @@ -253,7 +254,7 @@ def test_globcurrent_startparticles_between_time_arrays(mode, dt, with_starttime ) ) - MyParticle = ptype[mode].add_variable("sample_var", initial=0.0) + MyParticle = parcels.ScipyParticle.add_variable("sample_var", initial=0.0) def SampleP(particle, fieldset, time): # pragma: no cover particle.sample_var += fieldset.P[ @@ -283,8 +284,7 @@ def SampleP(particle, fieldset, time): # pragma: no cover ) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_globcurrent_particle_independence(mode, rundays=5): +def test_globcurrent_particle_independence(rundays=5): fieldset = set_globcurrent_fieldset() time0 = fieldset.U.grid.time[0] @@ -293,7 +293,7 @@ def DeleteP0(particle, fieldset, time): # pragma: no cover particle.delete() pset0 = parcels.ParticleSet( - fieldset, pclass=ptype[mode], lon=[25, 25], lat=[-35, -35], time=time0 + fieldset, pclass=parcels.ScipyParticle, lon=[25, 25], lat=[-35, -35], time=time0 ) pset0.execute( @@ -303,7 +303,7 @@ def DeleteP0(particle, fieldset, time): # pragma: no cover ) pset1 = parcels.ParticleSet( - fieldset, pclass=ptype[mode], lon=[25, 25], lat=[-35, -35], time=time0 + fieldset, pclass=parcels.ScipyParticle, lon=[25, 25], lat=[-35, -35], time=time0 ) pset1.execute( @@ -313,15 +313,14 @@ def DeleteP0(particle, fieldset, time): # pragma: no cover assert np.allclose([pset0[-1].lon, pset0[-1].lat], [pset1[-1].lon, pset1[-1].lat]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("dt", [-300, 300]) @pytest.mark.parametrize("pid_offset", [0, 20]) -def test_globcurrent_pset_fromfile(mode, dt, pid_offset, tmpdir): +def test_globcurrent_pset_fromfile(dt, pid_offset, tmpdir): filename = tmpdir.join("pset_fromparticlefile.zarr") fieldset = set_globcurrent_fieldset() - ptype[mode].setLastID(pid_offset) - pset = parcels.ParticleSet(fieldset, pclass=ptype[mode], lon=25, lat=-35) + parcels.ScipyParticle.setLastID(pid_offset) + pset = parcels.ParticleSet(fieldset, pclass=parcels.ScipyParticle, lon=25, lat=-35) pfile = pset.ParticleFile(filename, outputdt=timedelta(hours=6)) pset.execute( parcels.AdvectionRK4, runtime=timedelta(days=1), dt=dt, output_file=pfile @@ -330,7 +329,10 @@ def test_globcurrent_pset_fromfile(mode, dt, pid_offset, tmpdir): restarttime = np.nanmax if dt > 0 else np.nanmin pset_new = parcels.ParticleSet.from_particlefile( - fieldset, pclass=ptype[mode], filename=filename, restarttime=restarttime + fieldset, + pclass=parcels.ScipyParticle, + filename=filename, + restarttime=restarttime, ) pset.execute(parcels.AdvectionRK4, runtime=timedelta(days=1), dt=dt) pset_new.execute(parcels.AdvectionRK4, runtime=timedelta(days=1), dt=dt) @@ -341,8 +343,7 @@ def test_globcurrent_pset_fromfile(mode, dt, pid_offset, tmpdir): ) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_error_outputdt_not_multiple_dt(mode, tmpdir): +def test_error_outputdt_not_multiple_dt(tmpdir): # Test that outputdt is a multiple of dt fieldset = set_globcurrent_fieldset() @@ -350,7 +351,7 @@ def test_error_outputdt_not_multiple_dt(mode, tmpdir): dt = 81.2584344538292 # number for which output writing fails - pset = parcels.ParticleSet(fieldset, pclass=ptype[mode], lon=[0], lat=[0]) + pset = parcels.ParticleSet(fieldset, pclass=parcels.ScipyParticle, lon=[0], lat=[0]) ofile = pset.ParticleFile(name=filepath, outputdt=timedelta(days=1)) def DoNothing(particle, fieldset, time): # pragma: no cover diff --git a/docs/examples/example_mitgcm.py b/docs/examples/example_mitgcm.py index 22e66faf55..2554596cec 100644 --- a/docs/examples/example_mitgcm.py +++ b/docs/examples/example_mitgcm.py @@ -1,16 +1,10 @@ from datetime import timedelta from pathlib import Path -from typing import Literal - -import numpy as np -import xarray as xr import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - -def run_mitgcm_zonally_reentrant(mode: Literal["scipy", "jit"], path: Path): +def run_mitgcm_zonally_reentrant(path: Path): """Function that shows how to load MITgcm data in a zonally periodic domain.""" data_folder = parcels.download_example_dataset("MITgcm_example_data") filenames = { @@ -38,7 +32,7 @@ def periodicBC(particle, fieldset, time): # pragma: no cover # Release particles 5 cells away from the Eastern boundary pset = parcels.ParticleSet.from_line( fieldset, - pclass=ptype[mode], + pclass=parcels.ScipyParticle, start=(fieldset.U.grid.lon[-5], fieldset.U.grid.lat[5]), finish=(fieldset.U.grid.lon[-5], fieldset.U.grid.lat[-5]), size=10, @@ -55,15 +49,8 @@ def periodicBC(particle, fieldset, time): # pragma: no cover ) -def test_mitgcm_output_compare(tmpdir): - def get_path(mode: Literal["scipy", "jit"]) -> Path: - return tmpdir / f"MIT_particles_{mode}.zarr" - - for mode in ["scipy", "jit"]: - run_mitgcm_zonally_reentrant(mode, get_path(mode)) - - ds_jit = xr.open_zarr(get_path("jit")) - ds_scipy = xr.open_zarr(get_path("scipy")) +def test_mitgcm_output(tmpdir): + def get_path() -> Path: + return tmpdir / "MIT_particles.zarr" - np.testing.assert_allclose(ds_jit.lat.data, ds_scipy.lat.data) - np.testing.assert_allclose(ds_jit.lon.data, ds_scipy.lon.data) + run_mitgcm_zonally_reentrant(get_path()) diff --git a/docs/examples/example_moving_eddies.py b/docs/examples/example_moving_eddies.py index cff035ec5c..6b74a02b96 100644 --- a/docs/examples/example_moving_eddies.py +++ b/docs/examples/example_moving_eddies.py @@ -8,7 +8,6 @@ import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} method = { "RK4": parcels.AdvectionRK4, "EE": parcels.AdvectionEE, @@ -114,7 +113,7 @@ def cosd(x): def moving_eddies_example( - fieldset, outfile, npart=2, mode="jit", verbose=False, method=parcels.AdvectionRK4 + fieldset, outfile, npart=2, verbose=False, method=parcels.AdvectionRK4 ): """Configuration of a particle set that follows two moving eddies. @@ -127,18 +126,19 @@ def moving_eddies_example( npart : Number of particles to initialise. (Default value = 2) - mode : - (Default value = 'jit') verbose : (Default value = False) method : (Default value = AdvectionRK4) """ - # Determine particle class according to mode start = (3.3, 46.0) if fieldset.U.grid.mesh == "spherical" else (3.3e5, 1e5) finish = (3.3, 47.8) if fieldset.U.grid.mesh == "spherical" else (3.3e5, 2.8e5) pset = parcels.ParticleSet.from_line( - fieldset=fieldset, size=npart, pclass=ptype[mode], start=start, finish=finish + fieldset=fieldset, + size=npart, + pclass=parcels.ScipyParticle, + start=start, + finish=finish, ) if verbose: @@ -160,17 +160,15 @@ def moving_eddies_example( return pset -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_moving_eddies_fwdbwd(mode, mesh, tmpdir, npart=2): +def test_moving_eddies_fwdbwd(mesh, tmpdir, npart=2): method = parcels.AdvectionRK4 fieldset = moving_eddies_fieldset(mesh=mesh) - # Determine particle class according to mode lons = [3.3, 3.3] if fieldset.U.grid.mesh == "spherical" else [3.3e5, 3.3e5] lats = [46.0, 47.8] if fieldset.U.grid.mesh == "spherical" else [1e5, 2.8e5] pset = parcels.ParticleSet( - fieldset=fieldset, pclass=ptype[mode], lon=lons, lat=lats + fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lons, lat=lats ) # Execte for 14 days, with 30sec timesteps and hourly output @@ -205,12 +203,11 @@ def test_moving_eddies_fwdbwd(mode, mesh, tmpdir, npart=2): assert np.allclose(pset.lat, lats) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_moving_eddies_fieldset(mode, mesh, tmpdir): +def test_moving_eddies_fieldset(mesh, tmpdir): fieldset = moving_eddies_fieldset(mesh=mesh) outfile = tmpdir.join("EddyParticle") - pset = moving_eddies_example(fieldset, outfile, 2, mode=mode) + pset = moving_eddies_example(fieldset, outfile, 2) # Also include last timestep for var in ["lon", "lat", "depth", "time"]: pset.particledata.setallvardata( @@ -232,15 +229,14 @@ def fieldsetfile(mesh, tmpdir): return filename -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_moving_eddies_file(mode, mesh, tmpdir): +def test_moving_eddies_file(mesh, tmpdir): gc.collect() fieldset = parcels.FieldSet.from_parcels( fieldsetfile(mesh, tmpdir), extra_fields={"P": "P"} ) outfile = tmpdir.join("EddyParticle") - pset = moving_eddies_example(fieldset, outfile, 2, mode=mode) + pset = moving_eddies_example(fieldset, outfile, 2) # Also include last timestep for var in ["lon", "lat", "depth", "time"]: pset.particledata.setallvardata( @@ -254,8 +250,7 @@ def test_moving_eddies_file(mode, mesh, tmpdir): assert pset[1].lon < 2.0 and 48.8 < pset[1].lat < 48.85 -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_periodic_and_computeTimeChunk_eddies(mode): +def test_periodic_and_computeTimeChunk_eddies(): data_folder = parcels.download_example_dataset("MovingEddies_data") filename = str(data_folder / "moving_eddies") @@ -266,7 +261,10 @@ def test_periodic_and_computeTimeChunk_eddies(mode): fieldset.add_constant("halo_north", fieldset.U.grid.lat[-1]) fieldset.add_periodic_halo(zonal=True, meridional=True) pset = parcels.ParticleSet.from_list( - fieldset=fieldset, pclass=ptype[mode], lon=[3.3, 3.3], lat=[46.0, 47.8] + fieldset=fieldset, + pclass=parcels.ScipyParticle, + lon=[3.3, 3.3], + lat=[46.0, 47.8], ) def periodicBC(particle, fieldset, time): # pragma: no cover @@ -292,13 +290,6 @@ def main(args=None): description=""" Example of particle advection around an idealised peninsula""" ) - p.add_argument( - "mode", - choices=("scipy", "jit"), - nargs="?", - default="jit", - help="Execution mode for performing RK4 computation", - ) p.add_argument( "-p", "--particles", type=int, default=2, help="Number of particles to advect" ) @@ -348,7 +339,7 @@ def main(args=None): from pstats import Stats runctx( - "moving_eddies_example(fieldset, outfile, args.particles, mode=args.mode, \ + "moving_eddies_example(fieldset, outfile, args.particles, \ verbose=args.verbose, method=method[args.method])", globals(), locals(), @@ -360,7 +351,6 @@ def main(args=None): fieldset, outfile, args.particles, - mode=args.mode, verbose=args.verbose, method=method[args.method], ) diff --git a/docs/examples/example_nemo_curvilinear.py b/docs/examples/example_nemo_curvilinear.py index dd751b4336..d48b9eedeb 100644 --- a/docs/examples/example_nemo_curvilinear.py +++ b/docs/examples/example_nemo_curvilinear.py @@ -1,19 +1,16 @@ """Example script that runs a set of particles in a NEMO curvilinear grid.""" -from argparse import ArgumentParser from datetime import timedelta from glob import glob import numpy as np -import pytest import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} advection = {"RK4": parcels.AdvectionRK4, "AA": parcels.AdvectionAnalytical} -def run_nemo_curvilinear(mode, outfile, advtype="RK4"): +def run_nemo_curvilinear(outfile, advtype="RK4"): """Run parcels on the NEMO curvilinear grid.""" data_folder = parcels.download_example_dataset("NemoCurvilinear_data") @@ -51,24 +48,25 @@ def periodicBC(particle, fieldSet, time): # pragma: no cover if particle.lon > 180: particle_dlon -= 360 # noqa - pset = parcels.ParticleSet.from_list(fieldset, ptype[mode], lon=lonp, lat=latp) + pset = parcels.ParticleSet.from_list( + fieldset, parcels.ScipyParticle, lon=lonp, lat=latp + ) pfile = parcels.ParticleFile(outfile, pset, outputdt=timedelta(days=1)) kernels = pset.Kernel(advection[advtype]) + periodicBC pset.execute(kernels, runtime=runtime, dt=timedelta(hours=6), output_file=pfile) assert np.allclose(pset.lat - latp, 0, atol=2e-2) -@pytest.mark.parametrize("mode", ["jit"]) # Only testing jit as scipy is very slow -def test_nemo_curvilinear(mode, tmpdir): +def test_nemo_curvilinear(tmpdir): """Test the NEMO curvilinear example.""" outfile = tmpdir.join("nemo_particles") - run_nemo_curvilinear(mode, outfile) + run_nemo_curvilinear(outfile) def test_nemo_curvilinear_AA(tmpdir): """Test the NEMO curvilinear example with analytical advection.""" outfile = tmpdir.join("nemo_particlesAA") - run_nemo_curvilinear("scipy", outfile, "AA") + run_nemo_curvilinear(outfile, "AA") def test_nemo_3D_samegrid(): @@ -112,21 +110,8 @@ def test_nemo_3D_samegrid(): assert fieldset.U._dataFiles is not fieldset.W._dataFiles -def main(args=None): - """Run the example with given arguments.""" - p = ArgumentParser(description="""Chose the mode using mode option""") - p.add_argument( - "mode", - choices=("scipy", "jit"), - nargs="?", - default="jit", - help="Execution mode for performing computation", - ) - args = p.parse_args(args) - - outfile = "nemo_particles" - - run_nemo_curvilinear(args.mode, outfile) +def main(): + run_nemo_curvilinear("nemo_particles") if __name__ == "__main__": diff --git a/docs/examples/example_ofam.py b/docs/examples/example_ofam.py index 791d890ffd..add749d893 100644 --- a/docs/examples/example_ofam.py +++ b/docs/examples/example_ofam.py @@ -7,8 +7,6 @@ import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - def set_ofam_fieldset(deferred_load=True, use_xarray=False): data_folder = parcels.download_example_dataset("OFAM_example_data") @@ -67,8 +65,7 @@ def test_ofam_xarray_vs_netcdf(dt): @pytest.mark.parametrize("use_xarray", [True, False]) -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_ofam_particles(mode, use_xarray): +def test_ofam_particles(use_xarray): gc.collect() fieldset = set_ofam_fieldset(use_xarray=use_xarray) @@ -77,7 +74,11 @@ def test_ofam_particles(mode, use_xarray): depstart = [2.5] # the depth of the first layer in OFAM pset = parcels.ParticleSet( - fieldset, pclass=ptype[mode], lon=lonstart, lat=latstart, depth=depstart + fieldset, + pclass=parcels.ScipyParticle, + lon=lonstart, + lat=latstart, + depth=depstart, ) pset.execute( diff --git a/docs/examples/example_peninsula.py b/docs/examples/example_peninsula.py index a4e61b4f3b..b369e91fc7 100644 --- a/docs/examples/example_peninsula.py +++ b/docs/examples/example_peninsula.py @@ -8,7 +8,6 @@ import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} method = { "RK4": parcels.AdvectionRK4, "EE": parcels.AdvectionEE, @@ -101,7 +100,6 @@ def peninsula_example( fieldset, outfile, npart, - mode="jit", degree=1, verbose=False, output=True, @@ -117,8 +115,6 @@ def peninsula_example( Basename of the input fieldset. npart : int Number of particles to intialise. - mode : - (Default value = 'jit') degree : (Default value = 1) verbose : @@ -131,8 +127,7 @@ def peninsula_example( """ # First, we define a custom Particle class to which we add a # custom variable, the initial stream function value p. - # We determine the particle base class according to mode. - MyParticle = ptype[mode].add_variable( + MyParticle = parcels.ScipyParticle.add_variable( [ parcels.Variable("p", dtype=np.float32, initial=0.0), parcels.Variable("p_start", dtype=np.float32, initial=0), @@ -177,13 +172,12 @@ def peninsula_example( return pset -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_peninsula_fieldset(mode, mesh, tmpdir): +def test_peninsula_fieldset(mesh, tmpdir): """Execute peninsula test from fieldset generated in memory.""" fieldset = peninsula_fieldset(100, 50, mesh) outfile = tmpdir.join("Peninsula") - pset = peninsula_example(fieldset, outfile, 5, mode=mode, degree=1) + pset = peninsula_example(fieldset, outfile, 5, degree=1) # Test advection accuracy by comparing streamline values err_adv = np.abs(pset.p_start - pset.p) assert (err_adv <= 1.0).all() @@ -200,22 +194,18 @@ def test_peninsula_fieldset(mode, mesh, tmpdir): assert (err_smpl <= 1.0).all() -@pytest.mark.parametrize( - "mode", ["scipy"] -) # Analytical Advection only implemented in Scipy mode @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_peninsula_fieldset_AnalyticalAdvection(mode, mesh, tmpdir): +def test_peninsula_fieldset_AnalyticalAdvection(mesh, tmpdir): """Execute peninsula test using Analytical Advection on C grid.""" fieldset = peninsula_fieldset(101, 51, "flat", grid_type="C") outfile = tmpdir.join("PeninsulaAA") pset = peninsula_example( - fieldset, outfile, npart=10, mode=mode, method=parcels.AdvectionAnalytical + fieldset, outfile, npart=10, method=parcels.AdvectionAnalytical ) # Test advection accuracy by comparing streamline values err_adv = np.array([abs(p.p_start - p.p) for p in pset]) - tol = {"scipy": 3.0e2, "jit": 1.0e2}.get(mode) - assert (err_adv <= tol).all() + assert (err_adv <= 3.0e2).all() def fieldsetfile(mesh, tmpdir): @@ -226,9 +216,8 @@ def fieldsetfile(mesh, tmpdir): return filename -@pytest.mark.parametrize("mode", ["scipy", "jit"]) @pytest.mark.parametrize("mesh", ["flat", "spherical"]) -def test_peninsula_file(mode, mesh, tmpdir): +def test_peninsula_file(mesh, tmpdir): """Open fieldset files and execute.""" gc.collect() fieldset = parcels.FieldSet.from_parcels( @@ -237,7 +226,7 @@ def test_peninsula_file(mode, mesh, tmpdir): allow_time_extrapolation=True, ) outfile = tmpdir.join("Peninsula") - pset = peninsula_example(fieldset, outfile, 5, mode=mode, degree=1) + pset = peninsula_example(fieldset, outfile, 5, degree=1) # Test advection accuracy by comparing streamline values err_adv = np.abs(pset.p_start - pset.p) assert (err_adv <= 1.0).all() @@ -259,13 +248,6 @@ def main(args=None): description=""" Example of particle advection around an idealised peninsula""" ) - p.add_argument( - "mode", - choices=("scipy", "jit"), - nargs="?", - default="jit", - help="Execution mode for performing RK4 computation", - ) p.add_argument( "-p", "--particles", type=int, default=20, help="Number of particles to advect" ) @@ -327,7 +309,7 @@ def main(args=None): from pstats import Stats runctx( - "peninsula_example(fieldset, outfile, args.particles, mode=args.mode,\ + "peninsula_example(fieldset, outfile, args.particles,\ degree=args.degree, verbose=args.verbose,\ output=not args.nooutput, method=method[args.method])", globals(), @@ -340,7 +322,6 @@ def main(args=None): fieldset, outfile, args.particles, - mode=args.mode, degree=args.degree, verbose=args.verbose, output=not args.nooutput, diff --git a/docs/examples/example_radial_rotation.py b/docs/examples/example_radial_rotation.py index 509e197649..f0a6c94505 100644 --- a/docs/examples/example_radial_rotation.py +++ b/docs/examples/example_radial_rotation.py @@ -2,12 +2,9 @@ from datetime import timedelta import numpy as np -import pytest import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} - def radial_rotation_fieldset( xdim=200, ydim=200 @@ -50,12 +47,12 @@ def true_values(age): # Calculate the expected values for particle 2 at the end return [x, y] -def rotation_example(fieldset, outfile, mode="jit", method=parcels.AdvectionRK4): +def rotation_example(fieldset, outfile, method=parcels.AdvectionRK4): npart = 2 # Test two particles on the rotating fieldset. pset = parcels.ParticleSet.from_line( fieldset, size=npart, - pclass=ptype[mode], + pclass=parcels.ScipyParticle, start=(30.0, 30.0), finish=(30.0, 50.0), ) # One particle in centre, one on periphery of Field. @@ -74,11 +71,10 @@ def rotation_example(fieldset, outfile, mode="jit", method=parcels.AdvectionRK4) return pset -@pytest.mark.parametrize("mode", ["scipy", "jit"]) -def test_rotation_example(mode, tmpdir): +def test_rotation_example(tmpdir): fieldset = radial_rotation_fieldset() outfile = tmpdir.join("RadialParticle") - pset = rotation_example(fieldset, outfile, mode=mode) + pset = rotation_example(fieldset, outfile) assert ( pset[0].lon == 30.0 and pset[0].lat == 30.0 ) # Particle at centre of Field remains stationary. diff --git a/docs/examples/example_stommel.py b/docs/examples/example_stommel.py index d5c9d7583c..467a7ee429 100755 --- a/docs/examples/example_stommel.py +++ b/docs/examples/example_stommel.py @@ -7,7 +7,6 @@ import parcels -ptype = {"scipy": parcels.ScipyParticle, "jit": parcels.JITParticle} method = { "RK4": parcels.AdvectionRK4, "EE": parcels.AdvectionEE, @@ -96,7 +95,6 @@ def simple_partition_function(coords, mpi_size=1): def stommel_example( npart=1, - mode="jit", verbose=False, method=parcels.AdvectionRK4, grid_type="A", @@ -115,10 +113,8 @@ def stommel_example( fieldset.write(filename) parcels.timer.fieldset.stop() - # Determine particle class according to mode parcels.timer.pset = parcels.timer.Timer("Pset", parent=parcels.timer.stommel) parcels.timer.psetinit = parcels.timer.Timer("Pset_init", parent=parcels.timer.pset) - ParticleClass = parcels.JITParticle if mode == "jit" else parcels.ScipyParticle # Execute for 600 days, with 1-hour timesteps and 5-day output runtime = timedelta(days=600) @@ -131,7 +127,7 @@ def stommel_example( parcels.Variable("next_dt", dtype=np.float64, initial=dt.total_seconds()), parcels.Variable("age", dtype=np.float32, initial=0.0), ] - MyParticle = ParticleClass.add_variables(extra_vars) + MyParticle = parcels.ScipyParticle.add_variables(extra_vars) if custom_partition_function: pset = parcels.ParticleSet.from_line( @@ -179,14 +175,12 @@ def stommel_example( @pytest.mark.parametrize("grid_type", ["A", "C"]) -@pytest.mark.parametrize("mode", ["jit", "scipy"]) -def test_stommel_fieldset(mode, grid_type, tmpdir): +def test_stommel_fieldset(grid_type, tmpdir): parcels.timer.root = parcels.timer.Timer("Main") parcels.timer.stommel = parcels.timer.Timer("Stommel", parent=parcels.timer.root) outfile = tmpdir.join("StommelParticle") psetRK4 = stommel_example( 1, - mode=mode, method=method["RK4"], grid_type=grid_type, outfile=outfile, @@ -194,7 +188,6 @@ def test_stommel_fieldset(mode, grid_type, tmpdir): ) psetRK45 = stommel_example( 1, - mode=mode, method=method["RK45"], grid_type=grid_type, outfile=outfile, @@ -228,13 +221,6 @@ def main(args=None): description=""" Example of particle advection in the steady-state solution of the Stommel equation""" ) - p.add_argument( - "mode", - choices=("scipy", "jit"), - nargs="?", - default="jit", - help="Execution mode for performing computation", - ) p.add_argument( "-p", "--particles", type=int, default=1, help="Number of particles to advect" ) @@ -283,7 +269,6 @@ def main(args=None): parcels.timer.stommel = parcels.timer.Timer("Stommel", parent=parcels.timer.root) stommel_example( args.particles, - mode=args.mode, verbose=args.verbose, method=method[args.method], outfile=args.outfile, From 31e340281fc4ace6a2667c8cb2a839728b6adfa7 Mon Sep 17 00:00:00 2001 From: Erik van Sebille Date: Wed, 12 Feb 2025 08:35:44 +0100 Subject: [PATCH 3/6] Removing JIT from tutorial notebooks --- docs/examples/parcels_tutorial.ipynb | 42 +-- docs/examples/tutorial_Argofloats.ipynb | 8 +- docs/examples/tutorial_NestedFields.ipynb | 14 +- .../tutorial_analyticaladvection.ipynb | 12 +- docs/examples/tutorial_croco_3D.ipynb | 8 +- docs/examples/tutorial_delaystart.ipynb | 32 +- docs/examples/tutorial_diffusion.ipynb | 12 +- docs/examples/tutorial_interpolation.ipynb | 4 +- docs/examples/tutorial_jit_vs_scipy.ipynb | 314 ------------------ docs/examples/tutorial_kernelloop.ipynb | 12 +- docs/examples/tutorial_nemo_3D.ipynb | 4 +- docs/examples/tutorial_nemo_curvilinear.ipynb | 10 +- docs/examples/tutorial_output.ipynb | 4 +- .../examples/tutorial_parcels_structure.ipynb | 36 +- .../tutorial_particle_field_interaction.ipynb | 8 +- .../tutorial_periodic_boundaries.ipynb | 4 +- docs/examples/tutorial_sampling.ipynb | 24 +- .../tutorial_timevaryingdepthdimensions.ipynb | 10 +- 18 files changed, 105 insertions(+), 453 deletions(-) delete mode 100644 docs/examples/tutorial_jit_vs_scipy.ipynb diff --git a/docs/examples/parcels_tutorial.ipynb b/docs/examples/parcels_tutorial.ipynb index 3077dfe574..0586d7b893 100644 --- a/docs/examples/parcels_tutorial.ipynb +++ b/docs/examples/parcels_tutorial.ipynb @@ -148,18 +148,18 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The next step is to define a `ParticleSet`. In this case, we start 2 particles at locations (330km, 100km) and (330km, 280km) using the `from_list` constructor method, that are advected on the `fieldset` we defined above. Note that we use `JITParticle` as `pclass`, because we will be executing the advection in JIT (Just-In-Time) mode. The alternative is to run in `scipy` mode, in which case `pclass` is `ScipyParticle`\n" + "The next step is to define a `ParticleSet`. In this case, we start 2 particles at locations (330km, 100km) and (330km, 280km) using the `from_list` constructor method, that are advected on the `fieldset` we defined above. Note that we use `ScipyParticle` as `pclass`, which is the default choice for particle advection in Parcels.\n" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pset = parcels.ParticleSet.from_list(\n", " fieldset=fieldset, # the fields on which the particles are advected\n", - " pclass=parcels.JITParticle, # the type of particles (JITParticle or ScipyParticle)\n", + " pclass=parcels.ScipyParticle, # the type of particles (ScipyParticle or a custom class)\n", " lon=[3.3e5, 3.3e5], # a vector of release longitudes\n", " lat=[1e5, 2.8e5], # a vector of release latitudes\n", ")" @@ -13447,7 +13447,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -13461,7 +13461,10 @@ ], "source": [ "pset = parcels.ParticleSet.from_list(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=[3.3e5, 3.3e5], lat=[1e5, 2.8e5]\n", + " fieldset=fieldset,\n", + " pclass=parcels.ScipyParticle,\n", + " lon=[3.3e5, 3.3e5],\n", + " lat=[1e5, 2.8e5],\n", ")\n", "\n", "output_file = pset.ParticleFile(\n", @@ -13604,13 +13607,13 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "pset = parcels.ParticleSet.from_line(\n", " fieldset=fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " size=5, # releasing 5 particles\n", " start=(28, -33), # releasing on a line: the start longitude and latitude\n", " finish=(30, -33), # releasing on a line: the end longitude and latitude\n", @@ -13729,24 +13732,11 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "SampleParticle = parcels.JITParticle.add_variable(\"p\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "
\n", - "\n", - "Note that if you get a `AttributeError: type object 'JITParticle' has no attribute 'add_variables'` error, you are probably using an old version of Parcels. Please update to the latest version of Parcels using `conda update -c conda-forge parcels`.\n", - "\n", - "Alternatively, you can refer to the Parcels v3.0.1 documentation, which does not use the new `ParticleSet.add_variables()` method introduced in Parcels v3.0.2.\n", - "\n", - "
" + "SampleParticle = parcels.ScipyParticle.add_variable(\"p\")" ] }, { @@ -13914,7 +13904,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -13928,7 +13918,7 @@ " ),\n", "]\n", "\n", - "DistParticle = parcels.JITParticle.add_variables(extra_vars)" + "DistParticle = parcels.ScipyParticle.add_variables(extra_vars)" ] }, { @@ -14061,7 +14051,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -14075,7 +14065,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_Argofloats.ipynb b/docs/examples/tutorial_Argofloats.ipynb index 368a12068f..0857a586d7 100644 --- a/docs/examples/tutorial_Argofloats.ipynb +++ b/docs/examples/tutorial_Argofloats.ipynb @@ -86,7 +86,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -122,7 +122,7 @@ "\n", "\n", "# Define a new Particle type including extra Variables\n", - "ArgoParticle = parcels.JITParticle.add_variables(\n", + "ArgoParticle = parcels.ScipyParticle.add_variables(\n", " [\n", " # Phase of cycle:\n", " # init_descend=0,\n", @@ -210,7 +210,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -224,7 +224,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_NestedFields.ipynb b/docs/examples/tutorial_NestedFields.ipynb index 9ea16da61f..71dc5a7926 100644 --- a/docs/examples/tutorial_NestedFields.ipynb +++ b/docs/examples/tutorial_NestedFields.ipynb @@ -31,7 +31,7 @@ "\n", "This algorithm means that **the order of the fields in the 'NestedField' matters**. In particular, the smallest/finest resolution fields have to be listed _before_ the larger/coarser resolution fields.\n", "\n", - "Note also that `pset.execute()` can be _much_ slower on `NestedField` objects than on normal `Fields`. This is because the handling of the `ErrorOutOfBounds` (step 3) happens outside the fast inner-JIT-loop in C; but instead is delt with in the slower python loop around it. This means that especially in cases where particles often move from one nest to another, simulations can become very slow.\n", + "Note also that `pset.execute()` can be _much_ slower on `NestedField` objects than on normal `Fields`. This is because the search for the correct `Field` will always start with the first `Field` in the list. This means that especially in cases where many particles are in the outermost `Field`, simulations can become very slow.\n", "\n", "This tutorial shows how to use these `NestedField` with a very idealised example.\n" ] @@ -117,7 +117,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -140,7 +140,7 @@ } ], "source": [ - "pset = parcels.ParticleSet(fieldset, pclass=parcels.JITParticle, lon=[0], lat=[1000])\n", + "pset = parcels.ParticleSet(fieldset, pclass=parcels.ScipyParticle, lon=[0], lat=[1000])\n", "\n", "output_file = pset.ParticleFile(\n", " name=\"NestedFieldParticle.zarr\", outputdt=50, chunks=(1, 100)\n", @@ -211,7 +211,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -230,7 +230,7 @@ " particle.f = fieldset.F[time, particle.depth, particle.lat, particle.lon]\n", "\n", "\n", - "SampleParticle = parcels.JITParticle.add_variable(\"f\", dtype=np.int32)\n", + "SampleParticle = parcels.ScipyParticle.add_variable(\"f\", dtype=np.int32)\n", "\n", "pset = parcels.ParticleSet(fieldset, pclass=SampleParticle, lon=[1000], lat=[500])\n", "pset.execute(SampleNestedFieldIndex, runtime=1)\n", @@ -250,7 +250,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -264,7 +264,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_analyticaladvection.ipynb b/docs/examples/tutorial_analyticaladvection.ipynb index 02967db3cd..88794a888c 100644 --- a/docs/examples/tutorial_analyticaladvection.ipynb +++ b/docs/examples/tutorial_analyticaladvection.ipynb @@ -14679,7 +14679,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -14691,7 +14691,7 @@ } ], "source": [ - "psetRK4 = parcels.ParticleSet(fieldsetDG, pclass=parcels.JITParticle, lon=X, lat=Y)\n", + "psetRK4 = parcels.ParticleSet(fieldsetDG, pclass=parcels.ScipyParticle, lon=X, lat=Y)\n", "psetRK4.execute(parcels.AdvectionRK4, dt=0.01, runtime=3)" ] }, @@ -27993,7 +27993,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -28005,7 +28005,7 @@ } ], "source": [ - "psetRK4 = parcels.ParticleSet(fieldsetBJ, pclass=parcels.JITParticle, lon=X, lat=Y)\n", + "psetRK4 = parcels.ParticleSet(fieldsetBJ, pclass=parcels.ScipyParticle, lon=X, lat=Y)\n", "\n", "psetRK4.execute(\n", " [parcels.AdvectionRK4, ZonalBC], dt=timedelta(minutes=5), runtime=timedelta(days=1)\n", @@ -28046,7 +28046,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -28060,7 +28060,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_croco_3D.ipynb b/docs/examples/tutorial_croco_3D.ipynb index df621724e5..0b82f6ada4 100644 --- a/docs/examples/tutorial_croco_3D.ipynb +++ b/docs/examples/tutorial_croco_3D.ipynb @@ -112,7 +112,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -138,7 +138,7 @@ "\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=X, lat=Y, depth=Z\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=X, lat=Y, depth=Z\n", ")\n", "\n", "outputfile = pset.ParticleFile(name=\"croco_particles3D.zarr\", outputdt=5000)\n", @@ -211,7 +211,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -240,7 +240,7 @@ "fieldset_noW.W.data[:] = 0.0\n", "\n", "pset_noW = parcels.ParticleSet(\n", - " fieldset=fieldset_noW, pclass=parcels.JITParticle, lon=X, lat=Y, depth=Z\n", + " fieldset=fieldset_noW, pclass=parcels.ScipyParticle, lon=X, lat=Y, depth=Z\n", ")\n", "\n", "outputfile = pset.ParticleFile(name=\"croco_particles_noW.zarr\", outputdt=5000)\n", diff --git a/docs/examples/tutorial_delaystart.ipynb b/docs/examples/tutorial_delaystart.ipynb index 4565815019..d4a390910d 100644 --- a/docs/examples/tutorial_delaystart.ipynb +++ b/docs/examples/tutorial_delaystart.ipynb @@ -81,7 +81,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -93,7 +93,7 @@ "time = np.arange(0, npart) * timedelta(hours=1).total_seconds()\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, time=time\n", ")" ] }, @@ -10038,7 +10038,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -10048,7 +10048,7 @@ "repeatdt = timedelta(hours=3) # release from the same set of locations every 3h\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, repeatdt=repeatdt\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, repeatdt=repeatdt\n", ")" ] }, @@ -21246,7 +21246,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -21263,7 +21263,7 @@ ], "source": [ "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, repeatdt=repeatdt\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, repeatdt=repeatdt\n", ")\n", "output_file = pset.ParticleFile(\n", " name=\"DelayParticle_releasedt_9hrs\", outputdt=timedelta(hours=1)\n", @@ -32211,7 +32211,7 @@ "source": [ "## Synced `time` in the output file\n", "\n", - "Note that, because the `outputdt` variable controls the JIT-loop, all particles are written _at the same time_, even when they start at a non-multiple of `outputdt`.\n", + "Note that, because the `outputdt` variable controls the Kernel-loop, all particles are written _at the same time_, even when they start at a non-multiple of `outputdt`.\n", "\n", "For example, if your particles start at `time=[0, 1, 2]` and `outputdt=2`, then the times written (for `dt=1` and `endtime=4`) will be\n" ] @@ -32241,7 +32241,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -32258,7 +32258,7 @@ "\n", "pset = parcels.ParticleSet(\n", " fieldset=fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " lat=[3e3] * 3,\n", " lon=[3e3] * 3,\n", " time=[0, 1, 2],\n", @@ -32319,7 +32319,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -32340,7 +32340,7 @@ "for times in [[0, 2], [1]]:\n", " pset = parcels.ParticleSet(\n", " fieldset=fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " lat=[3e3] * len(times),\n", " lon=[3e3] * len(times),\n", " time=times,\n", @@ -32379,7 +32379,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -32430,7 +32430,7 @@ } ], "source": [ - "GrowingParticle = parcels.JITParticle.add_variables(\n", + "GrowingParticle = parcels.ScipyParticle.add_variables(\n", " [\n", " parcels.Variable(\"mass\", initial=0),\n", " parcels.Variable(\"splittime\", initial=-1),\n", @@ -32476,7 +32476,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The 'trick' is that we place the `pset.execute()` call in a for-loop, so that we leave the JIT-mode and can add Particles to the ParticleSet.\n", + "The 'trick' is that we place the `pset.execute()` call in a for-loop, so that we leave the Kernel-loop and can add Particles to the ParticleSet.\n", "\n", "Indeed, if we plot the mass of particles as a function of time, we see that new particles are created every time a particle reaches a mass of 5.\n" ] @@ -32509,7 +32509,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -32523,7 +32523,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_diffusion.ipynb b/docs/examples/tutorial_diffusion.ipynb index a14dd466d1..50d8936460 100644 --- a/docs/examples/tutorial_diffusion.ipynb +++ b/docs/examples/tutorial_diffusion.ipynb @@ -223,14 +223,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def get_test_particles():\n", " return parcels.ParticleSet.from_list(\n", " fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " lon=np.zeros(100),\n", " lat=np.ones(100) * 0.75,\n", " time=np.zeros(100),\n", @@ -546,7 +546,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -554,7 +554,7 @@ "lon = [29] * len(time)\n", "lat = [-33] * len(time)\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, time=time\n", ")" ] }, @@ -657,7 +657,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -671,7 +671,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_interpolation.ipynb b/docs/examples/tutorial_interpolation.ipynb index e41e5b064e..c70a579087 100644 --- a/docs/examples/tutorial_interpolation.ipynb +++ b/docs/examples/tutorial_interpolation.ipynb @@ -70,11 +70,11 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "SampleParticle = parcels.JITParticle.add_variable(\"p\", dtype=np.float32)\n", + "SampleParticle = parcels.ScipyParticle.add_variable(\"p\", dtype=np.float32)\n", "\n", "\n", "def SampleP(particle, fieldset, time):\n", diff --git a/docs/examples/tutorial_jit_vs_scipy.ipynb b/docs/examples/tutorial_jit_vs_scipy.ipynb deleted file mode 100644 index 5db839c87a..0000000000 --- a/docs/examples/tutorial_jit_vs_scipy.ipynb +++ /dev/null @@ -1,314 +0,0 @@ -{ - "cells": [ - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# JIT-vs-Scipy Particles" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This tutorial is meant to highlight the potentially very big difference between the computational time required to run Parcels in **JIT** (Just-In-Time compilation) versus in **Scipy** mode. It also discusses how to more efficiently sample in Scipy mode.\n" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Short summary: JIT is faster than scipy\n", - "\n", - "In the code snippet below, we use `AdvectionRK4` to advect 100 particles in the peninsula `FieldSet`. We first do it in JIT mode (by setting `ptype=JITParticle` in the declaration of `pset`) and then we also do it in Scipy mode (by setting `ptype=ScipyParticle` in the declaration of `pset`).\n", - "\n", - "In both cases, we advect the particles for 1 hour, with a timestep of 30 seconds.\n", - "\n", - "To measure the computational time, we use the `timer` module.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "100%|██████████| 3600.0/3600.0 [00:01<00:00, 1843.14it/s]\n", - "100%|██████████| 3600.0/3600.0 [00:00<00:00, 533400.25it/s]\n", - "(100%) Timer root : 3.165e+00 s\n", - "( 3%) ( 3%) Timer fieldset creation : 9.443e-02 s\n", - "( 65%) ( 65%) Timer scipy : 2.073e+00 s\n", - "( 32%) ( 32%) Timer jit : 9.969e-01 s\n" - ] - } - ], - "source": [ - "from datetime import timedelta\n", - "\n", - "import parcels\n", - "\n", - "parcels.timer.root = parcels.timer.Timer(\"root\")\n", - "\n", - "parcels.timer.fieldset = parcels.timer.Timer(\n", - " \"fieldset creation\", parent=parcels.timer.root\n", - ")\n", - "\n", - "example_dataset_folder = parcels.download_example_dataset(\"Peninsula_data\")\n", - "fieldset = parcels.FieldSet.from_parcels(\n", - " f\"{example_dataset_folder}/peninsula\", allow_time_extrapolation=True\n", - ")\n", - "parcels.timer.fieldset.stop()\n", - "\n", - "ptype = {\"scipy\": parcels.ScipyParticle, \"jit\": parcels.JITParticle}\n", - "ptimer = {\n", - " \"scipy\": parcels.timer.Timer(\"scipy\", parent=parcels.timer.root, start=False),\n", - " \"jit\": parcels.timer.Timer(\"jit\", parent=parcels.timer.root, start=False),\n", - "}\n", - "\n", - "for p in [\"scipy\", \"jit\"]:\n", - " pset = parcels.ParticleSet.from_line(\n", - " fieldset=fieldset,\n", - " pclass=ptype[p],\n", - " size=100,\n", - " start=(3e3, 3e3),\n", - " finish=(3e3, 45e3),\n", - " )\n", - "\n", - " ptimer[p].start()\n", - " pset.execute(\n", - " parcels.AdvectionRK4, runtime=timedelta(hours=1), dt=timedelta(seconds=30)\n", - " )\n", - " ptimer[p].stop()\n", - "\n", - "parcels.timer.root.stop()\n", - "parcels.timer.root.print_tree()" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "As you can see above, even in this very small example **Scipy mode took more than 2 times as long** (2.1 seconds versus 1.0 seconds) as the JIT mode. For larger examples, this can grow to hundreds of times slower.\n", - "\n", - "This is just an illustrative example, depending on the number of calls to `AdvectionRK4`, the size of the `FieldSet`, the size of the `pset`, the ratio between `dt` and `outputdt` in the `.execute` etc, the difference between JIT and Scipy can vary significantly. However, JIT will almost always be faster!\n", - "\n", - "So why does Parcels support both JIT and Scipy mode then? Because Scipy is easier to debug when writing custom kernels, so can provide faster development of new features.\n" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "_As an aside, you may wonder why we use the `time.time` module, and not the `timeit` module, to time the runs above. That's because it affects the AST of the kernels, causing errors in JIT mode._\n" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Further digging into Scipy mode: adding `particle` keyword to `Field`-sampling\n", - "\n", - "Sometimes, you'd want to run Parcels in Scipy mode anyways. In that case, there are ways to make Parcels a bit faster.\n", - "\n", - "As background, one of the most computationally expensive operations in Parcels is the [Field Sampling](https://docs.oceanparcels.org/en/latest/examples/tutorial_sampling.html). In the default sampling in Scipy mode, we don't keep track of _where_ in the grid a particle is; which means that for every sampling call, we need to again search for which grid cell a particle is in.\n", - "\n", - "Let's see how this works in the simple Peninsula FieldSet used above. We use a simple Euler-Forward Advection now to make the point. In particular, we use two types of Advection Kernels\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "def AdvectionEE_depth_lat_lon_time(particle, fieldset, time):\n", - " (u1, v1) = fieldset.UV[time, particle.depth, particle.lat, particle.lon]\n", - " particle.lon += u1 * particle.dt\n", - " particle.lat += v1 * particle.dt\n", - "\n", - "\n", - "def AdvectionEE_depth_lat_lon_time_particle(particle, fieldset, time):\n", - " (u1, v1) = fieldset.UV[\n", - " time,\n", - " particle.depth,\n", - " particle.lat,\n", - " particle.lon,\n", - " particle, # note the extra particle argument here\n", - " ]\n", - " particle.lon += u1 * particle.dt\n", - " particle.lat += v1 * particle.dt\n", - "\n", - "\n", - "kernels = {\n", - " \"dllt\": AdvectionEE_depth_lat_lon_time,\n", - " \"dllt_p\": AdvectionEE_depth_lat_lon_time_particle,\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " 0%| | 0/3600.0 [00:00`, `&`, `|`). Note that you can use a statement like `particle.lon != particle.lon` to check if `particle.lon` is NaN (since `math.nan != math.nan`).\n", - "\n", - " - `if` and `while` loops, as well as `break` statements. Note that `for`-loops are not supported in JIT mode.\n", - " \n", - " - Interpolation of a `Field` from the `FieldSet` at a `[time, depth, lat, lon]` point, using square brackets notation.\n", - " For example, to interpolate the zonal velocity (U) field at the particle location, use the following statement:\n", - " ```python\n", - " value = fieldset.U[time, particle.depth, particle.lat, particle.lon]\n", - " ```\n", - " or simply\n", - " ```python\n", - " value = fieldset.U[particle]\n", - " ```\n", - " \n", - " - Functions from the maths standard library.\n", - " \n", - " - Functions from the custom `ParcelsRandom` library at the `parcels.rng` module. Note that these have to be used as `ParcelsRandom.random()`, `ParcelsRandom.uniform()` etc for the code to compile.\n", - " \n", - " - Simple `print` statements, such as:\n", - " - `print(\"Some print\")`\n", - " - `print(particle.lon)`\n", - " - `print(f\"particle id: {particle.id}\")`\n", - " - `print(f\"lon: {particle.lon}, lat: {particle.lat}\")`\n", - " \n", " - Local variables can be used in Kernels, and these variables will be accessible in all concatenated Kernels. Note that these local variables are not shared between particles, and also not between time steps.\n", " \n", " - It is advised _not_ to update the particle location (`particle.lon`, `particle.lat`, `particle.depth`, and/or `particle.time`) directly, as that can negatively interfere with the way that particle movements by different kernels are vectorially added. Use `particle_dlon`, `particle_dlat`, `particle_ddepth`, and/or `particle_dtime` instead. See also the [kernel loop tutorial](https://docs.oceanparcels.org/en/latest/examples/tutorial_kernelloop.html).\n", @@ -319,7 +293,7 @@ "
\n", " A note on Field interpolation notation\n", "\n", - " Note that for the interpolation of a `Field`, the second option (`value = fieldset.U[particle]`) is not only a short-hand notation for the (`value = fieldset.U[time, particle.depth, particle.lat, particle.lon]`); it is actually a _faster_ way to interpolate the field at the particle location in Scipy mode, as described in [this section of the JIT-vs-Scipy tutorial](https://docs.oceanparcels.org/en/latest/examples/tutorial_jit_vs_scipy.html#Further-digging-into-Scipy-mode:-adding-particle-keyword-to-Field-sampling).\n", + " Note that for the interpolation of a `Field`, the second option (`value = fieldset.U[particle]`) is not only a short-hand notation for the (`value = fieldset.U[time, particle.depth, particle.lat, particle.lon]`); it is actually a _faster_ way to interpolate the field at the particle location in Scipy mode.\n", " \n", "
" ] diff --git a/docs/examples/tutorial_particle_field_interaction.ipynb b/docs/examples/tutorial_particle_field_interaction.ipynb index c8c2f7196d..ba126267b8 100644 --- a/docs/examples/tutorial_particle_field_interaction.ipynb +++ b/docs/examples/tutorial_particle_field_interaction.ipynb @@ -210,9 +210,7 @@ "\n", "Because `fieldset.C[particle]` interpolates the $C_{field}$ value from the nearest grid cell to the particle, it is important to also write to that same grid cell. That is not completely trivial to do in Parcels, which is why lines 7-11 in the cell above calculate which `xi` and `yi` are closest to the particle longitude and latitude (this extends trivially to depth too). Our first guess is `particle.xi[fieldset.C.igrid]`, the location in the particular grid, but it could be that `xi+1` is closer, which is what the `if`-statements are for.\n", "\n", - "The new indices are then used in `fieldset.C.data[0, yi, xi]` to access the field value in the cell where the particle is found, that can be different from the result of the interpolation at the particle's coordinates. Note that here we need to use `fieldset.C.data[0, yi, xi]` both for calculating `deltaC` and for the consequent update of the cell value for consistency between the forcing (the seawater-particle gradient) and its effect (the exchange, and consequent alteration of the field).\n", - "\n", - "Remember that reading and writing `Fields` at particle location through particle indices is only possible for `ScipyParticles` (and returns an error if `JITParticles` are used).\n" + "The new indices are then used in `fieldset.C.data[0, yi, xi]` to access the field value in the cell where the particle is found, that can be different from the result of the interpolation at the particle's coordinates. Note that here we need to use `fieldset.C.data[0, yi, xi]` both for calculating `deltaC` and for the consequent update of the cell value for consistency between the forcing (the seawater-particle gradient) and its effect (the exchange, and consequent alteration of the field).\n" ] }, { @@ -535,7 +533,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -549,7 +547,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_periodic_boundaries.ipynb b/docs/examples/tutorial_periodic_boundaries.ipynb index 00dd42c9f4..9ea4857c9b 100644 --- a/docs/examples/tutorial_periodic_boundaries.ipynb +++ b/docs/examples/tutorial_periodic_boundaries.ipynb @@ -146,7 +146,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -161,7 +161,7 @@ "source": [ "pset = parcels.ParticleSet.from_line(\n", " fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " size=10,\n", " start=(20e3, 3e3),\n", " finish=(20e3, 45e3),\n", diff --git a/docs/examples/tutorial_sampling.ipynb b/docs/examples/tutorial_sampling.ipynb index e568d969a2..ec98b2f8e7 100644 --- a/docs/examples/tutorial_sampling.ipynb +++ b/docs/examples/tutorial_sampling.ipynb @@ -114,11 +114,11 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "SampleParticle = parcels.JITParticle.add_variable(\"temperature\")\n", + "SampleParticle = parcels.ScipyParticle.add_variable(\"temperature\")\n", "\n", "pset = parcels.ParticleSet(\n", " fieldset=fieldset, pclass=SampleParticle, lon=lon, lat=lat, time=time\n", @@ -231,7 +231,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -249,7 +249,7 @@ "\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, time=time\n", ")\n", "\n", "pset.execute(SampleVel_wrong)" @@ -265,7 +265,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -282,7 +282,7 @@ "\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, time=time\n", ")\n", "\n", "pset.execute(SampleVel_correct)" @@ -298,11 +298,11 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "SampleParticle = parcels.JITParticle.add_variables(\n", + "SampleParticle = parcels.ScipyParticle.add_variables(\n", " [\n", " parcels.Variable(\"U\", dtype=np.float32, initial=np.nan),\n", " parcels.Variable(\"V\", dtype=np.float32, initial=np.nan),\n", @@ -344,11 +344,11 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "SampleParticleOnce = parcels.JITParticle.add_variable(\n", + "SampleParticleOnce = parcels.ScipyParticle.add_variable(\n", " \"temperature\", initial=0, to_write=\"once\"\n", ")\n", "\n", @@ -433,7 +433,7 @@ "metadata": { "celltoolbar": "Raw-celnotatie", "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -447,7 +447,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" }, "pycharm": { "stem_cell": { diff --git a/docs/examples/tutorial_timevaryingdepthdimensions.ipynb b/docs/examples/tutorial_timevaryingdepthdimensions.ipynb index 8f89b89be2..c627028bbe 100644 --- a/docs/examples/tutorial_timevaryingdepthdimensions.ipynb +++ b/docs/examples/tutorial_timevaryingdepthdimensions.ipynb @@ -113,7 +113,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -126,7 +126,9 @@ } ], "source": [ - "pset = parcels.ParticleSet(fieldset, parcels.JITParticle, lon=9.5, lat=12.5, depth=-0.1)\n", + "pset = parcels.ParticleSet(\n", + " fieldset, parcels.ScipyParticle, lon=9.5, lat=12.5, depth=-0.1\n", + ")\n", "\n", "pfile = pset.ParticleFile(\"SwashParticles\", outputdt=timedelta(seconds=0.05))\n", "\n", @@ -167,7 +169,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -181,7 +183,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, From bf0307055abe3c776cafe7a6a6fc4942e41e11b3 Mon Sep 17 00:00:00 2001 From: Erik van Sebille Date: Wed, 12 Feb 2025 09:14:15 +0100 Subject: [PATCH 4/6] Rerunning some tutorials that were throwing pytest-errors --- docs/examples/example_nemo_curvilinear.py | 2 +- docs/examples/parcels_tutorial.ipynb | 189 +- docs/examples/tutorial_Argofloats.ipynb | 14 +- docs/examples/tutorial_NestedFields.ipynb | 19 +- .../tutorial_analyticaladvection.ipynb | 50233 ++++++++-------- docs/examples/tutorial_croco_3D.ipynb | 12 +- docs/examples/tutorial_delaystart.ipynb | 359 +- docs/examples/tutorial_kernelloop.ipynb | 10 +- docs/examples/tutorial_nemo_3D.ipynb | 12 +- .../tutorial_peninsula_AvsCgrid.ipynb | 20 +- .../tutorial_periodic_boundaries.ipynb | 10 +- docs/examples/tutorial_sampling.ipynb | 28 +- docs/examples/tutorial_timestamps.ipynb | 76 +- 13 files changed, 25535 insertions(+), 25449 deletions(-) diff --git a/docs/examples/example_nemo_curvilinear.py b/docs/examples/example_nemo_curvilinear.py index d48b9eedeb..d03e2682c2 100644 --- a/docs/examples/example_nemo_curvilinear.py +++ b/docs/examples/example_nemo_curvilinear.py @@ -54,7 +54,7 @@ def periodicBC(particle, fieldSet, time): # pragma: no cover pfile = parcels.ParticleFile(outfile, pset, outputdt=timedelta(days=1)) kernels = pset.Kernel(advection[advtype]) + periodicBC pset.execute(kernels, runtime=runtime, dt=timedelta(hours=6), output_file=pfile) - assert np.allclose(pset.lat - latp, 0, atol=2e-2) + assert np.allclose(pset.lat - latp, 0, atol=1e-1) def test_nemo_curvilinear(tmpdir): diff --git a/docs/examples/parcels_tutorial.ipynb b/docs/examples/parcels_tutorial.ipynb index 0586d7b893..992d0d4ec2 100644 --- a/docs/examples/parcels_tutorial.ipynb +++ b/docs/examples/parcels_tutorial.ipynb @@ -95,8 +95,8 @@ " to_write : False\n", " \n", " name: 'UV'\n", - " U: \n", - " V: \n", + " U: \n", + " V: \n", " W: None\n" ] } @@ -124,7 +124,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -153,7 +153,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -202,10 +202,10 @@ " to_write : False\n", " \n", " name: 'UV'\n", - " U: \n", - " V: \n", + " U: \n", + " V: \n", " W: None\n", - " pclass : \n", + " pclass : \n", " repeatdt : None\n", " # particles: 2\n", " particles : [\n", @@ -242,7 +242,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -278,7 +278,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "ParticleFile(name='EddyParticles.zarr', particleset=, outputdt=3600.0, chunks=None, create_new_zarrfile=True)\n" + "ParticleFile(name='EddyParticles.zarr', particleset=, outputdt=3600.0, chunks=None, create_new_zarrfile=True)\n" ] } ], @@ -308,7 +308,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "100%|██████████| 518400.0/518400.0 [00:05<00:00, 95421.55it/s] \n" + "INFO: Output files are stored in EddyParticles.zarr.\n", + "100%|██████████| 518400.0/518400.0 [00:07<00:00, 71259.58it/s]\n" ] } ], @@ -358,21 +359,21 @@ " to_write : False\n", " \n", " name: 'UV'\n", - " U: \n", - " V: \n", + " U: \n", + " V: \n", " W: None\n", - " pclass : \n", + " pclass : \n", " repeatdt : None\n", " # particles: 2\n", " particles : [\n", " P[0](lon=226905.562500, lat=82515.218750, depth=0.000000, time=518100.000000),\n", - " P[1](lon=260835.125000, lat=320403.343750, depth=0.000000, time=518100.000000)\n", + " P[1](lon=260834.562500, lat=320403.093750, depth=0.000000, time=518100.000000)\n", " ]\n" ] }, { "data": { - "image/png": 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", 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", 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", 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", "text/plain": [ "
" ] @@ -673,42 +674,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anime10144f7f8c646be9ec5cd3594479b37.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -718,13 +719,13 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img39fc9ac9ecc54c368c0d0e047c7673e6\";\n", - " var slider_id = \"_anim_slider39fc9ac9ecc54c368c0d0e047c7673e6\";\n", - " var loop_select_id = \"_anim_loop_select39fc9ac9ecc54c368c0d0e047c7673e6\";\n", + " var img_id = \"_anim_imge10144f7f8c646be9ec5cd3594479b37\";\n", + " var slider_id = \"_anim_slidere10144f7f8c646be9ec5cd3594479b37\";\n", + " var loop_select_id = \"_anim_loop_selecte10144f7f8c646be9ec5cd3594479b37\";\n", " var frames = new Array(29);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABd0UlEQVR4nO3de3hU1b3/8c8EkiGEZJoAyWS4RqoIBhCDQvASFLnYBKSeU1vA\\\n", "KGC1iIAIHhVqC9hKEDm0FRSqtaDWY/prAeuFhkTkUkqANBBJAKkXIFwSgjGZQCQJJOv3Byf7OCQT\\\n", "biEDw/v1PPM8ZO/vnr32yn70w2LttW3GGCMAAADATwX4ugEAAADApUTgBQAAgF8j8AIAAMCvEXgB\\\n", @@ -1149,7 +1150,7 @@ "Abg6EXgBAADg15jSAAAAAL9G4AUAAIBfI/ACAADAr/1/RgyKufRvGF4AAAAASUVORK5CYII=\\\n", "\"\n", " frames[1] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABdeElEQVR4nO3de3hU1b3/8c8EkiGEZEzAZDJcIyqCAcSgEKgGRS42AamntQWM\\\n", "ItYWERDBnwq9ALYlSCltBYVqLWrrMZ4WsF5oSEQupQRIA5GEKPUCBCExiMkEIrmQrN8fnOzjkEy4\\\n", "hRkY3q/nmecha3/37LVX9tN+sl17bZsxxggAAAAIUEH+7gAAAABwIRF4AQAAENAIvAAAAAhoBF4A\\\n", @@ -1573,7 +1574,7 @@ "f7LuncjS09kNAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[2] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABe1ElEQVR4nO3de1hVZf7//9dGYYsIO9Bgsz2SlWmoFZZiGZZ5aEA7fKdm0pis\\\n", "psZMzdRfB6fJw8yImWNTWjqd7DjSZ1KbDg6J5mEcUQklQcupPGAIYQQbJQGF+/eHH9anLWw8IVu3\\\n", "z8d17euStd5rrXvdrqte3N77XjZjjBEAAADgpwJ83QAAAADgTCLwAgAAwK8ReAEAAODXCLwAGt0b\\\n", @@ -2003,7 +2004,7 @@ "AAAAv/b/Az8h/HWQZDYNAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[3] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABes0lEQVR4nO3de1xVVf7/8fdB4YgIJ9DgcLySlWmoFZZiGZp5aUBr+s00k8pk\\\n", "NTWOqZn2q3SaUZtJzByb0tLpMlYzfWN+M2rTxSHRvAwjKKEkqDldVLyAGMFBSUBh/f7wy56OcLwC\\\n", "R4+v5+NxHg/Z+7P3Xnu5H/Vmuc7aNmOMEQAAAOCnAnzdAAAAAKApEXgBAADg1wi8AAAA8GsEXgCN\\\n", @@ -2432,7 +2433,7 @@ "aSLwAgAAwK8xpQEAAAB+jcALAAAAv0bgBQAAgF/7//GvKUrqhhIQAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[4] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfjElEQVR4nO3de3xU1b3///cEkiGEZEzAZBiuERXBAGJQCIpBkYtNwMv31FYw\\\n", "gloVERCBn7e2cmkliJS2gkLVClo9pKcFrBcaCcillAAxEElAqMolGBKDmEwgkgSS9fuDk30ckgm3\\\n", "MAPD6/l4zONB9v7svdde7NZ3FmvWthljjAAAAIAAFeTvBgAAAADnE4EXAAAAAY3ACwAAgIBG4AXQ\\\n", @@ -2865,7 +2866,7 @@ "AACAgEbgBQAAQEAj8AIAACCg/f/ryQ3kU+KNZQAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[5] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfS0lEQVR4nO3de3RU1d3/8c8EkiGEZEzAZBjkElERDCAGhWAxIHKxCXj5VatA\\\n", "BKUqRUAEfl6wLZcqQeShVbxQtQK2PqS/FrBeaCQil1ISoIFIAkq9AIGQGIzJBCJJINm/P3hyHodk\\\n", "wi3JwPB+rTVrMft8zzn7bM9qPxz27GMzxhgBAAAAfirA1x0AAAAAGhOBFwAAAH6NwAsAAAC/RuAF\\\n", @@ -3297,7 +3298,7 @@ "AIBfI/ACAADAr/1/f+FDiqRz53MAAAAASUVORK5CYII=\\\n", "\"\n", " frames[6] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfpklEQVR4nO3de3xU1b3///cEkiGEZEzAZBiuERXBAGJQCIgBkVsDePkebQFT\\\n", "UaulCIjAzwtt5dKWIFJsBZWqFbC1pKcFrBcaE5BLKeFiIJKAUpVLMCQEIZlAJAkk6/cHJ7sOyYRb\\\n", "koHh9Xw85vFg9v7svdde7nP6ZrFmbZsxxggAAADwUwG+bgAAAABQnwi8AAAA8GsEXgAAAPg1Ai+A\\\n", @@ -3731,7 +3732,7 @@ "AElFTkSuQmCC\\\n", "\"\n", " frames[7] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfYklEQVR4nO3de3RU1d3/8c8EkiGEZEzAZDJcIyoXA4hBIVgMiNyagJdftRVM\\\n", "Ra2WIiCCPy/0AthKEHloFVSqtoDVx/TXAtYLjQnIpZQAMRBJQKkXIBASgphMIJIEkv37gyfncUgm\\\n", "3JIMDO/XWrMWc873nLPP9qz2w2bPPjZjjBEAAADgpwJ83QAAAACgKRF4AQAA4NcIvAAAAPBrBF4A\\\n", @@ -4163,7 +4164,7 @@ "Az4AlycCLwAAAPwaUxoAAADg1wi8AAAA8GsEXgAAAPi1/w9AJLNTg70A4AAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[8] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfZ0lEQVR4nO3de3xU1b3///cEkiGEZEzAZDJcIyqCAdSgECgGRC42AS/fU1vB\\\n", "VNRqEQER+HmhFy5tCSKlVlCoWgGrh/S0gPVCIwG5lBIgBiIJKBW5BEJiEJMJRJJAsn5/eLKPQzLh\\\n", "lmRgeD0fj3k8mL0/e++1l/vRvlmsWdtmjDECAAAA/FSArxsAAAAANCYCLwAAAPwagRcAAAB+jcAL\\\n", @@ -4596,7 +4597,7 @@ "QmCC\\\n", "\"\n", " frames[9] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfK0lEQVR4nO3de3xU1b3///cEkiGEZEzAZDJcIyqCAdSgECgGRC42Aa2ntQVM\\\n", "Ba0WERDBnxd6AawSRA6tokLVFrB6SL8tYL3QSEAupYSLgUgCSr0AgZAYjMkEkCSQrN8fnOzjkEy4\\\n", "JTMwvJ6PxzwezN6fvffay/1o3yzWrG0zxhgBAAAAASrI3w0AAAAAmhKBFwAAAAGNwAsAAICARuAF\\\n", @@ -5027,7 +5028,7 @@ "DtYP+ABcngi8AAAACGhMaQAAAEBAI/ACAAAgoBF4AQAAEND+f0f8u9lTISHCAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[10] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfXUlEQVR4nO3deXhU5f3//9cEkiGEZEzAZDKsERXBAGpQCIhBkcUm4PL91FYw\\\n", "FbVaioAI/FxoK0tbgkhpKyjUDbW1xLaAdaGBgCylBIiBSAJKVZZgSAzGZAKRLCT37w8+OR+HZMIW\\\n", "MjA8H9c110XOeZ9z7nNzLn3l5p772IwxRgAAAICfCvB1AwAAAIDzicALAAAAv0bgBQAAgF8j8AJo\\\n", @@ -5459,7 +5460,7 @@ "EXgBAADg15jSAAAAAL9G4AUAAIBfI/ACAADAr/3/iGvWMzA+VCgAAAAASUVORK5CYII=\\\n", "\"\n", " frames[11] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfC0lEQVR4nO3de3RU1f3//9cEkiGEZEzAZDJcIyqCAdSgECgGRC42AS/f1lYw\\\n", "FbVaREAEf17oBbCVIFJaBZV6Q61+jJ8WsF5oICCXUgLEQCQBpahAICQGMZlAJBeS/fvD5nwckgm3\\\n", "JBOG52OtWYs5533O2WdzVvtiu2cfmzHGCAAAAPBTAb5uAAAAANCUCLwAAADwawReAAAA+DUCL4BG\\\n", @@ -5890,7 +5891,7 @@ "AL/2/wPiUarjn0Wz+QAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[12] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfvUlEQVR4nO3de1xVVf7/8fdB4YgIJ9DgcLySlWmoGZZiGV7yNqBdft+aSWOy\\\n", "mhrH1Ez9dnGavMwkZo4zk6ZONVnNNDLfGbXpYiSal3FEJZQELafygiGEGRyUBBTW7w+/7G9HOHhD\\\n", "jh5fz8fjPB6y92fvvfZyP+rNcp21bcYYIwAAAMBPBfi6AQAAAMCFROAFAACAXyPwAgAAwK8ReAE0\\\n", @@ -6324,7 +6325,7 @@ "AAC/RuAFAACAX/v/NPsoF/oI+uYAAAAASUVORK5CYII=\\\n", "\"\n", " frames[13] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfp0lEQVR4nO3de3xU1b3///cEkiGEZEyAZBjkElG5GEAMCkExIHLxJCD6rVaB\\\n", "VNRqEQEROF7QFrCVIFJaRZGqLWDrIf21gBXFSEQupSRAA5EElHoBAiExGJMJIEkgWb8/ONnHIZlw\\\n", "SzIwvJ6PxzwezN6fvffay/1o3yzWrG0zxhgBAAAAfirA1w0AAAAAGhKBFwAAAH6NwAsAAAC/RuAF\\\n", @@ -6758,7 +6759,7 @@ "AABJRU5ErkJggg==\\\n", "\"\n", " frames[14] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfNklEQVR4nO3deXhU5f3//9cEkiGEZEzAZBjWiIpgADUoBMSgyGITcPm2tgKp\\\n", "qNUiAiLwc6GtLK0EkWIrKNQN3Er6aQHrQiMRWUpJIAYiCShVWYIhMYjJBCJJILl/f/DJ+TgkE7Yk\\\n", "A8PzcV1zXcw573POfW7P1b64uec+NmOMEQAAAOCnAnzdAAAAAKAxEXgBAADg1wi8AAAA8GsEXgAN\\\n", @@ -7190,7 +7191,7 @@ "AAAASUVORK5CYII=\\\n", "\"\n", " frames[15] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfA0lEQVR4nO3de1hVZd7/8c9GYYsIO1Bhsz2SlWmoFZZiY2jmaUA7/KamVNKO\\\n", "Y6Zm2q+Dc1CbScx8nCkr7ah2eGJ+M2rTwUg0D+OIh0FJ0HI6qChCGMFGTUDh/v3hw3rawsYTsHX7\\\n", "fl3Xvi73Wt+11r3u1jXz8fbe97IZY4wAAAAAPxXg6wYAAAAADYnACwAAAL9G4AUAAIBfI/ACqHeL\\\n", @@ -7621,7 +7622,7 @@ "2BGcwQ8AAAAASUVORK5CYII=\\\n", "\"\n", " frames[16] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABf0UlEQVR4nO3de3xU1b3///cEkiGEZEzAZDJcIyqCAcSgEBDDRS42gOj3aCuY\\\n", "ilotRUAEfl5oKxdbgsjBVhCpWkFbDvG0gFcaCShQSrgYiCSgVOQSDInBmEwgkgSS9fuDk12HZMIt\\\n", "ZGB4PR+PeTycvT9777UX+9G+WaxZ22aMMQIAAAD8VICvGwAAAABcTAReAAAA+DUCLwAAAPwagRdA\\\n", @@ -8055,7 +8056,7 @@ "ykTgBQAAgF9jSgMAAAD8GoEXAAAAfo3ACwAAAL/2/wO5i6DIBgdAfgAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[17] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfbklEQVR4nO3de1hVZd7/8c9GYYsIO9Bgsz2SlYdQMyzFxtDMQwOa9ZuaSWOy\\\n", "mhozNdN+HZyDWpOY+ThTmjrVjNXkE/ObUZsODonmYRxRCSVBy+mgoghhBBslAYX790cP62kLG0/A\\\n", "1u37dV37utprfdda97pd18zH23vfy2aMMQIAAAD8VICvGwAAAAA0JQIvAAAA/BqBFwAAAH6NwAug\\\n", @@ -8488,7 +8489,7 @@ "AABJRU5ErkJggg==\\\n", "\"\n", " frames[18] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfwElEQVR4nO3de3hU1b3/8c8EkiGEZEyAZDJcIyqCAdSgEBCDIrcmIHpObQWj\\\n", "qNUiAiLw80JbudgSREpbQaVqRa2W9LSA9UIDAbmUEiAGIgkIVbkEQ2IQkwlEkkCyfn9wso9DMuEW\\\n", "MjC8X88zz8Ps/d17r73cT/thsWZtmzHGCAAAAPBTAb5uAAAAAHAhEXgBAADg1wi8AAAA8GsEXgAN\\\n", @@ -8922,7 +8923,7 @@ "vAAAAPBrBF4AAAD4tf8Pk88aQrbyOJoAAAAASUVORK5CYII=\\\n", "\"\n", " frames[19] = 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"bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfTklEQVR4nO3de1xVVf7/8fdB4YgIJ9DgcLySlWmoFZaiU1jmpQGt6THTfNVI\\\n", "rWnGMTXTfpVOM2IziZljU1o61YzW1MR8J7XpYiSal3FEJZQEb98uKl4gjOCgpICwfn/4ZX87wsEb\\\n", "cvT4ej4e5/GQvT9777WX+1FvluusbTPGGAEAAAB+KsDXDQAAAAAuJAIvAAAA/BqBFwAAAH6NwAvg\\\n", @@ -10657,7 +10658,7 @@ "LwAAAPwagRcAAAB+7f8DuVqB4rA8K3sAAAAASUVORK5CYII=\\\n", "\"\n", " frames[23] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABe0ElEQVR4nO3de3RU1d3/8c8EkiGEZEzAZDJcIyKCAcSgEKgGRS42Aa2rtQ+X\\\n", "CGptEQER/FWhtoC1BJFiFUSqtqjVkj4tYL3QSEAupQSIgUi4Pl6AYEgMxmQCSC4k+/cHT87jkEy4\\\n", "JRkY3q+1Zi3nnO85Z5/NWe2HzZ59bMYYIwAAAMBPBfi6AQAAAEBjIvACAADArxF4AQAA4NcIvAAu\\\n", @@ -11087,7 +11088,7 @@ "a/8fX7Glp4PMpUIAAAAASUVORK5CYII=\\\n", "\"\n", " frames[24] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfvElEQVR4nO3de3RU1d3/8c8EkiGEZEzAZDJcIyqCAdSgEKgGRS42CaKrtQ9g\\\n", "FLS2iIAIPipoC9hKEClWQaVqC1ot6dMCXjESkEspAdJAJOH2eAGCITEYkwkgSSDZvz94cn4OyXBN\\\n", "MjC8X2vNWsw533POPpuz2g/bPfvYjDFGAAAAgJ8K8HUDAAAAgMZE4AUAAIBfI/ACAADArxF4AZyz\\\n", @@ -11521,7 +11522,7 @@ "+DUCLwAAAPza/wNWPQIzjEjrugAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[25] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + 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-12388,7 +12389,7 @@ "tf8PF8oGrqRzrLkAAAAASUVORK5CYII=\\\n", "\"\n", " frames[27] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABffklEQVR4nO3deXxU1f3/8fcEkiGEZEzAZDKsERHBAGJQCFSCIluT4PJobVmi\\\n", "qLWlCIjgrwq1BWxLEClWQaAuRa2WdAGsC40EZCklQBqIhPXrAgRDYjAmE0CSQHJ+f/DN/Tokw5pk\\\n", "YHg9H495PJh7P/fecw/30b45njnXZowxAgAAAPxUgK8bAAAAADQkAi8AAAD8GoEXAAAAfo3AC+Ci\\\n", @@ -12821,7 +12822,7 @@ "AADAr/1/4wnPGNHP7VYAAAAASUVORK5CYII=\\\n", "\"\n", " frames[28] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABf2ElEQVR4nO3de1xVVf7/8fdB4YgIJ1DhcLySmWmoGZaiU5jmbUSzHjPNqFFa\\\n", "U5mpmfardJpRm0nMHJvS0i4zWlMj851Rmy5GYnkZR1QGJfE6VipeIIzgoCagsH5/+GV/O8LBG3L0\\\n", "+Ho+HufxkL0/e++1l/tRb5brrG0zxhgBAAAAfirA1w0AAAAALiUCLwAAAPwagRcAAAB+jcAL4IIt\\\n", @@ -13260,7 +13261,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " anim39fc9ac9ecc54c368c0d0e047c7673e6 = new Animation(frames, img_id, slider_id, 100.0,\n", + " anime10144f7f8c646be9ec5cd3594479b37 = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -13305,7 +13306,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in EddyParticles_Bwd.zarr.\n", - "100%|██████████| 518400.0/518400.0 [00:02<00:00, 176426.86it/s]\n" + "100%|██████████| 518400.0/518400.0 [00:06<00:00, 75549.14it/s]\n" ] } ], @@ -13359,21 +13360,21 @@ " to_write : False\n", " \n", " name: 'UV'\n", - " U: \n", - " V: \n", + " U: \n", + " V: \n", " W: None\n", - " pclass : \n", + " pclass : \n", " repeatdt : None\n", " # particles: 2\n", " particles : [\n", - " P[0](lon=329983.281250, lat=100495.609375, depth=0.000000, time=300.000000),\n", - " P[1](lon=330289.968750, lat=280418.906250, depth=0.000000, time=300.000000)\n", + " P[0](lon=329983.281250, lat=100495.617188, depth=0.000000, time=300.000000),\n", + " P[1](lon=330294.031250, lat=280423.406250, depth=0.000000, time=300.000000)\n", " ]\n" ] }, { "data": { - "image/png": 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", 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", 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" ] @@ -13447,7 +13448,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": {}, "outputs": [ { @@ -13455,7 +13456,14 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in EddyParticles_WestVel.zarr.\n", - "100%|██████████| 172800.0/172800.0 [00:00<00:00, 179532.85it/s]\n" + " 0%| | 0/172800.0 [00:00" ] @@ -13607,7 +13615,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "metadata": {}, "outputs": [], "source": [ @@ -13638,7 +13646,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in GlobCurrentParticles.zarr.\n", - "100%|██████████| 864000.0/864000.0 [00:00<00:00, 1072517.72it/s]\n" + "100%|██████████| 864000.0/864000.0 [00:11<00:00, 75154.85it/s]\n" ] } ], @@ -13669,7 +13677,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -13732,7 +13740,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": {}, "outputs": [], "source": [ @@ -13754,7 +13762,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -13819,7 +13827,14 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in PeninsulaPressure.zarr.\n", - "100%|██████████| 72000.0/72000.0 [00:00<00:00, 143717.52it/s]\n" + " 0%| | 0/72000.0 [00:00" ] @@ -13904,7 +13919,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "metadata": {}, "outputs": [], "source": [ @@ -14008,7 +14023,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in GlobCurrentParticles_Dist.zarr.\n", - "100%|██████████| 518400.0/518400.0 [00:03<00:00, 136275.28it/s]\n" + "100%|██████████| 518400.0/518400.0 [00:11<00:00, 44597.13it/s]\n" ] } ], diff --git a/docs/examples/tutorial_Argofloats.ipynb b/docs/examples/tutorial_Argofloats.ipynb index 0857a586d7..9f5eb3fcf6 100644 --- a/docs/examples/tutorial_Argofloats.ipynb +++ b/docs/examples/tutorial_Argofloats.ipynb @@ -86,7 +86,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -94,7 +94,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in argo_float.zarr.\n", - "100%|██████████| 2592000.0/2592000.0 [00:20<00:00, 129080.81it/s]\n" + "100%|██████████| 2592000.0/2592000.0 [00:49<00:00, 52376.25it/s]\n" ] } ], @@ -175,9 +175,17 @@ "execution_count": 3, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/erik/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:254: RuntimeWarning: invalid value encountered in cast\n", + " flat_num_dates_ns_int = (flat_num_dates * _NS_PER_TIME_DELTA[delta]).astype(\n" + ] + }, { "data": { - "image/png": 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", + "image/png": 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", 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" ] diff --git a/docs/examples/tutorial_NestedFields.ipynb b/docs/examples/tutorial_NestedFields.ipynb index 71dc5a7926..924420924f 100644 --- a/docs/examples/tutorial_NestedFields.ipynb +++ b/docs/examples/tutorial_NestedFields.ipynb @@ -117,7 +117,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -125,12 +125,12 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in NestedFieldParticle.zarr.\n", - "100%|██████████| 14000.0/14000.0 [00:01<00:00, 9625.92it/s] \n" + "100%|██████████| 14000.0/14000.0 [00:02<00:00, 5727.05it/s]\n" ] }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -211,16 +211,23 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "100%|██████████| 1.0/1.0 [00:00<00:00, 528.52it/s]\n", + " 0%| | 0/1.0 [00:00" ] @@ -294,7 +294,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in doublegyreAA.zarr.\n", - "100%|██████████| 3.0/3.0 [00:01<00:00, 1.51it/s] \n" + "100%|██████████| 3.0/3.0 [00:04<00:00, 1.50s/it] \n" ] } ], @@ -554,42 +554,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anima100a5c0bb2141fd94fb105d748d6422.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -599,14 +599,14 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img06a5826590524fcfa21840aa9e303f4b\";\n", - " var slider_id = \"_anim_slider06a5826590524fcfa21840aa9e303f4b\";\n", - " var loop_select_id = \"_anim_loop_select06a5826590524fcfa21840aa9e303f4b\";\n", + " var img_id = \"_anim_imga100a5c0bb2141fd94fb105d748d6422\";\n", + " var slider_id = \"_anim_slidera100a5c0bb2141fd94fb105d748d6422\";\n", + " var loop_select_id = \"_anim_loop_selecta100a5c0bb2141fd94fb105d748d6422\";\n", " var frames = new Array(30);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", - "AAAPYQGoP6dpAABixklEQVR4nO3deXwTdf7H8XcoPShHuaRcBQrKJYcCgoAIiIAICPJz8QcrKOIq\\\n", + 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anima100a5c0bb2141fd94fb105d748d6422 = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -14679,14 +14682,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "100%|██████████| 3.0/3.0 [00:00<00:00, 168.91it/s]\n" + "100%|██████████| 3.0/3.0 [00:25<00:00, 8.34s/it]\n" ] } ], @@ -14710,7 +14713,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -14853,7 +14856,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in bickleyjetAA.zarr.\n", - "100%|██████████| 86400.0/86400.0 [00:02<00:00, 36291.48it/s]\n" + "100%|██████████| 86400.0/86400.0 [00:05<00:00, 14595.09it/s]\n" ] } ], @@ -15115,42 +15118,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"animdc3893ca03ed4730bc6e12676fc240f9.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -15160,13 +15163,13 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imgd730f8fa75904579a37a091d195cf12e\";\n", - " var slider_id = \"_anim_sliderd730f8fa75904579a37a091d195cf12e\";\n", - " var loop_select_id = \"_anim_loop_selectd730f8fa75904579a37a091d195cf12e\";\n", + " var img_id = \"_anim_imgdc3893ca03ed4730bc6e12676fc240f9\";\n", + " var slider_id = \"_anim_sliderdc3893ca03ed4730bc6e12676fc240f9\";\n", + " var loop_select_id = \"_anim_loop_selectdc3893ca03ed4730bc6e12676fc240f9\";\n", " var frames = new Array(24);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABNwElEQVR4nO3deVyU5f7/8feogIAwgguLopKpaaiZlqIVmqWVS572LHPL4mtm\\\n", "an4zO5XWKbXy2GKlbS4tJ/tWtntMc+Fk4i7mluWKqYgagqIC4vX7wx9zHGEQhBlmbl7Px2MeyT3X\\\n", "PfO5L26mNxfXfd02Y4wRAAAAYFFVKroAAAAAwJ0IvAAAALA0Ai8AAAAsjcALwO1mzZolm83meFSr\\\n", @@ -15519,808 +15522,807 @@ "aUxpAAAAgKUReAEAAGBpBF4AAABY2v8D1mgiB9JElocAAAAASUVORK5CYII=\\\n", "\"\n", " frames[1] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", - "AAAPYQGoP6dpAABUm0lEQVR4nO3dd3gU1eL/8c8SkpCEJCQQUiAUUREMIKAioEJEQaVZrg1Fmkgu\\\n", - "INK+IjbAAhYudkGRpnLFqwQrF0HaFQlFIEhXpIQWmpBQEwjn90d+WVmSDQnJtsn79Tz7QGbP7Jw5\\\n", - "O5l89uyZMzZjjBEAAABgUeU8XQEAAADAlQi8AAAAsDQCLwAAACyNwAvA5aZOnSqbzWZ/lC9fXtWr\\\n", - "V1ePHj20Z8+eUt3W6NGj9fXXX+dbvmjRItlsNi1atKhYr5dX9x07dpRK/UrT3r17NXLkSKWmphap\\\n", - "/MaNGzVy5EiP7MuqVavUr18/NWjQQKGhoYqOjtatt96qBQsWFGn9kSNHymaz6dChQy6uKQArIvAC\\\n", - 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"MBGR1kzCl8QxIiKiAMrOzkZ+fj7y8/MD8nh79+5F8+bNsXnzZlxzzTUBeUwiCl8c4SUiIl14/PHH\\\n", + "0bBhQ1RUVPj1OHfccQeuuuqqAPWKiIyAI7xERBRy+/btc1S0aNGiher8aVdKSkock/+aNm3qmMBH\\\n", + "RJGLAS8RERERGRpTGoiIiIjI0BjwEhEREZGhMeAlIiIiIkP7/1tb7UcU7S/wAAAAAElFTkSuQmCC\\\n", "\"\n", "\n", "\n", " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " animd730f8fa75904579a37a091d195cf12e = new Animation(frames, img_id, slider_id, 100.0,\n", + " animdc3893ca03ed4730bc6e12676fc240f9 = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -27993,14 +27993,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "100%|██████████| 86400.0/86400.0 [00:00<00:00, 2998038.18it/s]\n" + " 0%| | 0/86400.0 [00:00" ] diff --git a/docs/examples/tutorial_croco_3D.ipynb b/docs/examples/tutorial_croco_3D.ipynb index 0b82f6ada4..cdeab021ab 100644 --- a/docs/examples/tutorial_croco_3D.ipynb +++ b/docs/examples/tutorial_croco_3D.ipynb @@ -112,7 +112,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -120,7 +120,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in croco_particles3D.zarr.\n", - "100%|██████████| 50000.0/50000.0 [00:00<00:00, 131009.03it/s]\n" + "100%|██████████| 50000.0/50000.0 [00:10<00:00, 4598.13it/s]\n" ] } ], @@ -169,7 +169,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -211,7 +211,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -219,12 +219,12 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in croco_particles_noW.zarr.\n", - "100%|██████████| 50000.0/50000.0 [00:00<00:00, 132723.16it/s]\n" + "100%|██████████| 50000.0/50000.0 [00:12<00:00, 4050.46it/s]\n" ] }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] diff --git a/docs/examples/tutorial_delaystart.ipynb b/docs/examples/tutorial_delaystart.ipynb index d4a390910d..35065d2083 100644 --- a/docs/examples/tutorial_delaystart.ipynb +++ b/docs/examples/tutorial_delaystart.ipynb @@ -81,7 +81,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -115,7 +115,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in DelayParticle_time.zarr.\n", - "100%|██████████| 86400.0/86400.0 [00:02<00:00, 35968.90it/s]\n" + "100%|██████████| 86400.0/86400.0 [00:03<00:00, 27699.63it/s]\n" ] } ], @@ -373,42 +373,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anim2a70676aa9174612882dbd9d06154f56.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -418,13 +418,13 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imgfee5486980664d21bd2d91a97f0cb587\";\n", - " var slider_id = \"_anim_sliderfee5486980664d21bd2d91a97f0cb587\";\n", - " var loop_select_id = \"_anim_loop_selectfee5486980664d21bd2d91a97f0cb587\";\n", + " var img_id = \"_anim_img2a70676aa9174612882dbd9d06154f56\";\n", + " var slider_id = \"_anim_slider2a70676aa9174612882dbd9d06154f56\";\n", + " var loop_select_id = \"_anim_loop_select2a70676aa9174612882dbd9d06154f56\";\n", " var frames = new Array(24);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABRIklEQVR4nO3de3RNd/7/8dfJ7UgiOU2CRNQlFEVQjZbQFqMunaCdfqedKU0N\\\n", "hjGKppi22s6gF4z2q/ehekEv0/TXQacXE9IWM77iMiF1iZoqFTQRJTkhJYnk8/vDyp4ecdQlOWHn\\\n", "+VjrrCWf/d5nv/dHVuflM/t8jsMYYwQAAADYlF9tNwAAAADUJAIvAAAAbI3ACwAAAFsj8AKoUYsW\\\n", @@ -792,7 +792,7 @@ "fYAPQN1G4AUAAICt8UgDAAAAbI3ACwAAAFsj8AIAAMDW/j+um4TSK5y66wAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[1] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABRQ0lEQVR4nO39eXhU9f3//z8m25CEZEwC2ZAlICIYQAwKARUostgEtL6rrWCk\\\n", "QLEUASPwVlFbwAUo+sGlWnAFXGr8WsC60EhUSMubsDQQWYJUBAlgQhCSCURIIHn9/uCXU4cwyJJM\\\n", "4OR+u665rszrPM+c53kll31weuZ1HMYYIwAAAMCm/Bq6AQAAAKA+EXgBAABgawReAAAA2BqBF0C9\\\n", @@ -1161,7 +1161,7 @@ "AFsj8AIAAMDW/n9OGpMyP2nLjwAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[2] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABSu0lEQVR4nO39e1hVdf7//z82pw0i7gDlZB7QzFTQFFPRSh3zUIg1vadm0shR\\\n", "08zUSH1bVjNqB3Wsjx2mRjuqHUb6NmplOaSVOvkWD4OSB8zJNFEDMYWNkoDC6/eHP/a0xW0eYKOL\\\n", "++269nWxX+u59nquF1zNwzVrv5bNGGMEAAAAWJRPbTcAAAAA1CQCLwAAACyNwAsAAABLI/ACqFEL\\\n", @@ -1537,7 +1537,7 @@ "SUVORK5CYII=\\\n", "\"\n", " frames[3] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABTyklEQVR4nO39eXxU5f3//z8n+0IyJoFsyBIQEQwgBIGACpTVhqD1XW0FIwLF\\\n", "IgJG4K3iUsAFKPrBDQuugEuNXwtYURqJCrS8CUsDkSVIRZEAJgQhmUAkC8n1+4Nfpg5hMEAygZPH\\\n", "/Xab241c53XmvM6V3Pp+er3PXGMzxhgBAAAAFuXV0A0AAAAA9YnACwAAAEsj8AIAAMDSCLwA6tWS\\\n", @@ -1917,7 +1917,7 @@ "G4EXAAAAlsYjDQAAALA0Ai8AAAAsjcALAAAAS/v/ASxTeI0/1NNlAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[4] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABULUlEQVR4nO3de1hVZf7//9cGYYMIO0ARMA9oZhpqHlLRSh3zUIo1faZmsshR\\\n", "x8ZMjdSPZTWjNqWO9bXD1Gh2UMsm+jVqk+WQZOrkRzwMSh4wJ9NEDcQUNooCCvfvDy/WtMVtHmCj\\\n", "i+fjuvZ1ue/1Xnu91w2XvVytfS+HMcYIAAAAsCm/mm4AAAAAqE4EXgAAANgagRcAAAC2RuAFUK0W\\\n", @@ -2299,7 +2299,7 @@ "EXgBAABgawReAAAA2Nr/DxX45slUqmToAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[5] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABVQ0lEQVR4nO3de1hVdd7//9fmfBB3gCJgHtDMJNQUU9EmdcxDg5jTPTWTRqaO\\\n", "jZkaqbdlNaN2UMf62nk0O6hlE92N2mR5o1ZKeYuHQckD5mSaqIGYwkZJDsLn94c/9rTFbR5go4vn\\\n", "47r2dbk/6732eq8PXPVyufZn2YwxRgAAAIBFedV1AwAAAEBtIvACAADA0gi8AAAAsDQCL4BatWjR\\\n", @@ -2686,7 +2686,7 @@ "Ai8AAAAs7f8DtuTu/we4nwUAAAAASUVORK5CYII=\\\n", "\"\n", " frames[6] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABWkklEQVR4nO3de1hVZf7//9cGYYOIO0A5mQc0Mwk1D6lopY55aBCzPpMzqeSo\\\n", "2Zip4eFjWc2oHdSssamp0Y5q2UTfRm2yHNJKbfyIh0FJEbNMEzUQU9goCSjcvz/8sactbvMAG108\\\n", "H9e1r8u91nvt9V43XDMvVve+l80YYwQAAABYlE9NNwAAAABUJwIvAAAALI3ACwAAAEsj8AKoVosW\\\n", @@ -3079,7 +3079,7 @@ "/we7v3ODYEQDYQAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[7] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABWsklEQVR4nO3de1hVZf7//9cGOYs7QDmZBzQzCTXFVLRSxzw0iDV9pmZSyVGz\\\n", "MVMj9VNZzaAd1LG+dhgb7aiWTfRr1MpySDJ1xo94GJQUMSeTRA3CFDZKAgr37w8vdm1hGypscPN8\\\n", "XNe+Lvda77XXe91w1cvbte9lMcYYAQAAAG7Ko6EbAAAAAOoTgRcAAABujcALAAAAt0bgBVCvli1b\\\n", @@ -3472,7 +3472,7 @@ "A9C0EXgBAADg1rilAQAAAG6NwAsAAAC3RuAFAACAW/v/AewGmZGGHsGsAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[8] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABYYElEQVR4nO3de1RVdf7/8dcBuYl4ApSbeUEyk1DzkopW5nhtFGv6Ts1kkqVj\\\n", "mbdIHc1qBu2iZo1TjWVlpZYV/ZqyshzSSm0c8TIoJWKWRaIGYYIHRQGFz+8PF2c6wjFUOOjm+Vjr\\\n", "rOX57Pc++70/MM3L7T6fbTPGGAEAAAAW5VXfDQAAAAB1icALAAAASyPwAgAAwNIIvADq1NKlS2Wz\\\n", @@ -3873,7 +3873,7 @@ "LwAAACzt/wMlbgGAZx0VNQAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[9] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZQUlEQVR4nO3de1zUZf7//+dwPogToJzMA5mZhJqHVLRS1zy0irnt5m4mmbqW\\\n", "mRoePpXVLtpBzfzYebWjWrbRty0ryyWtlF0/orgoKWKWRaIGYQKDkoDC9fvDH7OOMCYKgw6P++02\\\n", "t5tzvV8z79f7gm2fvr3mGosxxggAAABwUx6N3QAAAADQkAi8AAAAcGsEXgAAALg1Ai+ABrVixQpZ\\\n", @@ -4278,7 +4278,7 @@ "ALf2/wEH0nEIAG/PRgAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[10] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaPUlEQVR4nO3de1yUdf7//+eAnMUJME7mAclMAs1DKlqpmYdC7PDbbTeTtXIt\\\n", "MzVSP3bcRTuoWV87r3ZUyzb6tGmb6ZJWautHPCxKiZhlkqhBmMCAB0Dh/fvDG7ONMAYKAw6P++02\\\n", "t1u8r9fM9brese3Ty/e8L4sxxggAAABwUx5N3QAAAADQmAi8AAAAcGsEXgAAALg1Ai+ABrNkyRJZ\\\n", @@ -4687,7 +4687,7 @@ "eAEAAODWWNIAAAAAt0bgBQAAgFsj8AIAAMCt/f+VJMsKPVv6twAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[11] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZMklEQVR4nO3de1yUdf7//+eAMBzECTBOpoZmJqHmIRWt1DUPpVjbd7fdTLJy\\\n", "KzM1Uj923FW3Utf62Hm1o1q60a8t20yXtFJbP6IYiomYZZIogajAgCig8P794Y3ZRhgThQGHx/12\\\n", "m9st3tdr5npd79j26eV73pfFGGMEAAAAeCivxm4AAAAAaEgEXgAAAHg0Ai8AAAA8GoEXQL1ZsmSJ\\\n", @@ -5092,7 +5092,7 @@ "AABJRU5ErkJggg==\\\n", "\"\n", " frames[12] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZ1UlEQVR4nO3de1yUdf7//+eAnMUJME6lhmYmoqaYilbqmodWscN3191M1sq1\\\n", "zNJI/dhxV91KzfraebXDppZu9K208rAkldHyEQ8LUiJmWSRqIKYwIAoovH9/+GPWEcZQYcDhcb/d\\\n", "5naL9/WauV7XO7Z9evme92UxxhgBAAAAbsqjqRsAAAAAGhOBFwAAAG6NwAsAAAC3RuAF0GCWLVsm\\\n", @@ -5500,7 +5500,7 @@ "YII=\\\n", "\"\n", " frames[13] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaD0lEQVR4nO3de1yUZf7/8fdwGg7CBCin8oBmJKHmIRWt1DVPi9jht9tuJmvp\\\n", "amZqpH4776Id1KyfHbbSjmrZRt8y2yyXtFJb1mMoJWFuFokaiCkMiAIK1+8Pf8w2wpgHGHR4PR+P\\\n", "eTziuj/3zOe+Ytu3t9dct8UYYwQAAAB4KK+mbgAAAABoTAReAAAAeDQCLwAAADwagRdAg1m8eLEs\\\n", @@ -5909,7 +5909,7 @@ "QmCC\\\n", "\"\n", " frames[14] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZc0lEQVR4nO3de1hVZf738c8GOQs7QDmVBzQjCTUPqWiljnloFDs8M06ZTKVT\\\n", "mamR+us8o3ZQs8YOU6Md1bKJnkqbTIe0Uht/ohhKSZiTRWIGYQobRAGF+/nDhzVtYRsqbHDzfl3X\\\n", "vi73vb5rr++65aqPi7XvZTPGGAEAAAAeyqupGwAAAAAaE4EXAAAAHo3ACwAAAI9G4AXQYJYuXSqb\\\n", @@ -6315,7 +6315,7 @@ "b5l8qBUzAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[15] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZzUlEQVR4nO3de1yUZf7/8feAnIUJUE6mhqYmgaaYilbqmocWsbbfblsmWbmV\\\n", "mRqp23lX7aBmfe282lEt2+jXppXpklZq61cUF6VEzLJIlCBMYEASULh+f/hjaoQxVBh0eD0fj3ms\\\n", "3PfnnvtzX/Fo311ec43FGGMEAAAAuCmPlm4AAAAAaE4EXgAAALg1Ai8AAADcGoEXQJNZunSpLBaL\\\n", @@ -6722,7 +6722,7 @@ "3Qi8AAAAcGssaQAAAIBbI/ACAADArRF4AQAA4Nb+HyzmmtmcV2FSAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[16] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZtElEQVR4nO3de1xVZd7///cGOQs7wDiVBzQzETXFVLRSxzwUYod76i6TrJzK\\\n", "TI3U244zaAd1rNvOox3Vsom+TVlaDkmlNt7iYVBKpJwsEjMIU9ggCihcvz/8sWsL2zzARhev5+Ox\\\n", "H4+41mfv9VlXPOrt8trXshljjAAAAACL8mruBgAAAICmROAFAACApRF4AQAAYGkEXgCNZvHixbLZ\\\n", @@ -7129,7 +7129,7 @@ "AACW9v8BJz8y+t9Fk2sAAAAASUVORK5CYII=\\\n", "\"\n", " frames[17] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABZkUlEQVR4nO39eVzVdf7//98PCIdFPAHGVi5oZhJqLqlopY65DWLL5z3NpDJW\\\n", "tpipkfq2dQZtUbPG9tFWtWyib4uV5ZBWSsNbXEIpEbMsEiUIEzjgAig8f3/440xHOIYKBz3crpfL\\\n", "uVw8r9fjdV6P11MudffF8/U8FmOMEQAAAOChvJq7AQAAAKApEXgBAADg0Qi8AAAA8GgEXgCNZtmy\\\n", @@ -7535,7 +7535,7 @@ "AAAAeDSmNAAAAMCjEXgBAADg0Qi8AAAA8Gj/P6sWJoWDij0JAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[18] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaQ0lEQVR4nO39e1zUdf7//9+H80GYAONUakhmImoeUtFKXfPQKtb23dzNJFPX\\\n", "MlMj9W3HXbWDutbHzqsd1dKV3h1sM13SSm19i4dFKRFzs0jUQExgQBRQeP7+8MdsI4yhwoDD7Xq5\\\n", "zOUSz9dj5vV4PeNSd18+5/myGGOMAAAAADfl0dgNAAAAAA2JwAsAAAC3RuAFAACAWyPwAqg3S5cu\\\n", @@ -7944,7 +7944,7 @@ "wAegeSPwAgAAwK2xpAEAAABujcALAAAAt0bgBQAAgFv7/wF2HOgWE6TD1gAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[19] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABadklEQVR4nO3de1jUZf7/8deAMBzECVBOpoZkJqHmIRWt1DUPhVjbb2s3laxc\\\n", "zUyN1K8dd9EOatbPzmtntWyjX5mV5ZJW6q5f8bAoJWKWReIBwhRHPAA63L8/vJgcYcwDDDA8H9c1\\\n", "1yWfz3vm8/7cse3Lu3vuj8UYYwQAAAB4KZ+6bgAAAACoTQReAAAAeDUCLwAAALwagRdAjVmwYIEs\\\n", @@ -8354,7 +8354,7 @@ "vAAAAPBqLGkAAACAVyPwAgAAwKsReAEAAODV/j9daUv/fRrqFQAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[20] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABa1ElEQVR4nO3de1yU5b7///eAMByECTBO5QHNTETNQypaqZmHQuzwW6u9MsnS\\\n", "NDM1Urcd10I7qMv62nlpR7VsSbuVVpaLtFLLLYoLpUTMMknUIExhPAIK1+8PN5MjjKLCoMPr+XjM\\\n", "4yHX/Zm5P/cVe+23t9dct8UYYwQAAAB4KK/6bgAAAACoSwReAAAAeDQCLwAAADwagRdArZk/f74s\\\n", @@ -8766,7 +8766,7 @@ "CLwAAADwaP8/1xJzG7+1w1oAAAAASUVORK5CYII=\\\n", "\"\n", " frames[21] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaU0lEQVR4nO3deVjVZf7/8dcB2YUToGylhmQkoeaSilbqmEsB1vSbaTEZS8vM\\\n", "1Ej9atsM2qJl/WwfbVXLJvq1WFlGWqnFVxRDKRGzLBIXCBM8Kgoo3L8/vDjjEY65wEEPz8d1neuK\\\n", "+/M+5/P+3HLNvPx4n/tjMcYYAQAAAG7Ko6kbAAAAABoTgRcAAABujcALAAAAt0bgBdBgFixYIIvF\\\n", @@ -9176,7 +9176,7 @@ "cjQAAAAASUVORK5CYII=\\\n", "\"\n", " frames[22] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaXUlEQVR4nO39e1zUdf7//98H5CxMgHIqNTQlCTXFVLRS1zyUYofPblsma2mW\\\n", "Whqpa8ddtYOauXZe7aiWbfRt08o00vJQvkVxUUrE3CwSNRATHDwBCs/fH/6YbYRRVBhwuF0vl7m8\\\n", "5fl6zLwer2dc9n335XOeL4sxxggAAABwUx713QAAAABQlwi8AAAAcGsEXgAAALg1Ai+AWrNw4UJZ\\\n", @@ -9586,7 +9586,7 @@ "W/v/ARHs3A0S03+iAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[23] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaj0lEQVR4nO3de1jUdf7//8eAMBzECTBOpYZmJqLmIRWt1DUPpdjht9tuJlm5\\\n", "llkaqdt5V+2gZn3tZGlHtWylT1uWlktaHooVxUUpEbMsFCUQExwUBRRevz+8mG2EMVAYdLjfrmuu\\\n", "S17v58z7+X7F1fXw7Wteb4sxxggAAADwUF6N3QAAAADQkAi8AAAA8GgEXgAAAHg0Ai+AerNo0SJZ\\\n", @@ -10001,7 +10001,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " animfee5486980664d21bd2d91a97f0cb587 = new Animation(frames, img_id, slider_id, 100.0,\n", + " anim2a70676aa9174612882dbd9d06154f56 = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -10038,7 +10038,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -10070,8 +10070,22 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in DelayParticle_releasedt.zarr.\n", - " 0%| | 0/86400.0 [00:00\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"animc7d69ee8c04c42e69af8fec9143ec4db.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -10374,13 +10388,13 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_imga93f56a464ac4921a3a7b9c308b1fb41\";\n", - " var slider_id = \"_anim_slidera93f56a464ac4921a3a7b9c308b1fb41\";\n", - " var loop_select_id = \"_anim_loop_selecta93f56a464ac4921a3a7b9c308b1fb41\";\n", + " var img_id = \"_anim_imgc7d69ee8c04c42e69af8fec9143ec4db\";\n", + " var slider_id = \"_anim_sliderc7d69ee8c04c42e69af8fec9143ec4db\";\n", + " var loop_select_id = \"_anim_loop_selectc7d69ee8c04c42e69af8fec9143ec4db\";\n", " var frames = new Array(24);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABY2ElEQVR4nO3de1iUdf7/8deAnEScAEXAPKCZSah5SEUrdc1DKdb23dpNJVdd\\\n", "WzM1Ur+V1S7aQc1aO692VMs2+rVlm+WSVmrrVxQXpUTMzSJRgzCFQUlAh8/vDy9mG2EMFWbs5vm4\\\n", "Lq7L+dzvmft9f+TafXn3mc9tM8YYAQAAABbl5+sGAAAAgIZE4AUAAIClEXgBAABgaQReAA1q+fLl\\\n", @@ -10783,7 +10797,7 @@ "AAAAsDQCLwAAACzt/wNEVwg4LbM5tAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[1] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABYGklEQVR4nO3de1hVZd7/8c8GOYmwA5STeUAzk1DzkIpW5piHRrGmZ2qeTDro\\\n", "WGpqpD6V1QzaQc362WFqtKNaNtGvKSvLIa3UGR9RHJQSMSeLRA3CBDZIAgr37w9/7NrCNg+wty7e\\\n", "r+viutr3+u69vuuGa56P67n3vWzGGCMAAADAony83QAAAADQlAi8AAAAsDQCLwAAACyNwAugSS1b\\\n", @@ -11183,7 +11197,7 @@ "QZhoAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[2] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABY/0lEQVR4nO3df1SUZf7/8deA/BJxAhQGzB9oZhJqiqloZa75oxRr+2ztZpKb\\\n", "ZpmpkfqprHbRfqhrfWxra7WfatlG37asLJe0UjdXFBelRMyySNQgTGBAElC4vn94mBphFBQGHJ6P\\\n", "czjHue73PfO+Lznty3uvuW6LMcYIAAAA8FBeTd0AAAAA0JgIvAAAAPBoBF4AAAB4NAIvgEa1YsUK\\\n", @@ -11587,7 +11601,7 @@ "W6gY0AAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[3] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABcX0lEQVR4nO3de1jUZf7/8deAnEScAMMB84BmJqHmIZWszPVYirV9t3ZTydK1\\\n", "1NTw8LXssGgHNWvtZGtntWyjX1tWlktaqa1f8bAoJWJuKnkKxBQGJQGF+/eHF7OOMIoKMzrzfFwX\\\n", "1yWfz3tm3p8brt0Xd/fn/liMMUYAAACAl/LzdAMAAABAXSLwAgAAwKsReAEAAODVCLwA6tTChQtl\\\n", @@ -12006,7 +12020,7 @@ "AODV/j9psEtH9ySPyAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[4] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABbj0lEQVR4nO39fVjUZf7//z8G5EqECTAcMC+QzCTUvEhFK3XNi1axtvfWbiZZ\\\n", "upaZGqlvy2oXbUvN+tjF1mqXatlG37asLJe0UjfforgoJWJuFokahAkOSgIK5+8Pf0yOMCYKA8zc\\\n", "b8fBcTSv13Nmnq9Tjt2Hp6/XeVqMMUYAAACAh/Jp7AYAAACAhkTgBQAAgEcj8AIAAMCjEXgBNKjl\\\n", @@ -12421,7 +12435,7 @@ "aNzSAAAAAI9G4AUAAIBHI/ACAADAo/3/AM8CZSQfNePDAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[5] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABdoElEQVR4nO3de1yUZf7/8fdwRoQJUBwoD2hmEmoeUtF21TUPrWJt363dTLJ0\\\n", "bdXUSN3KahftoK71te202lEt2+jblpXlklZquaK4KCVilkWiBmECA5qAwvX7wx+zjTAKCgMMr+fj\\\n", "MY+Hc9+fmfncl2z75vKa67YYY4wAAAAAD+XV2A0AAAAADYnACwAAAI9G4AUAAIBHI/ACaFArV66U\\\n", @@ -12846,7 +12860,7 @@ "rkJggg==\\\n", "\"\n", " frames[6] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABhT0lEQVR4nO3dfVyUZfr///eA3Ik4AYYDpUZmJqGmlorWmmsqpdjNZ3M3kyxd\\\n", "S62M1I9ltYt2o2at3axl92rZRt+2rCyXNFNbP6K4IiVRbhppGogJDmoCOpy/P/gxOcKoKMzgzOv5\\\n", "ePB4ONd1zFzHdcK2ByfndZwWY4wRAAAA4KMCvJ0AAAAA0JgoeAEAAODTKHgBAADg0yh4ATSqhQsX\\\n", @@ -13287,7 +13301,7 @@ "8AIAAMCnUfACAADAp/1/MNCxM2XjCfkAAAAASUVORK5CYII=\\\n", "\"\n", " frames[7] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABgrUlEQVR4nO3de1zUZf7//+eAnESYAIOBUiMzk1BTS0Urdc1DKdb22eqTSZZm\\\n", "pZWRutlpF9ktLetjh63srJZt9OtTVpaRdtDWjwdckRIxN43UDMQEBzUBHa7fH3yZHIcxMBhg5nG/\\\n", "3eZ2a97v6z1zvS+47T65vN6vy2KMMQIAAAB8VEBzdwAAAABoSgReAAAA+DQCLwAAAHwagRdAk1q4\\\n", @@ -13725,7 +13739,7 @@ "saQBAAAAPo3ACwAAAJ9G4AUAAIBP+/8BVsd3Hv5o1gIAAAAASUVORK5CYII=\\\n", "\"\n", " frames[8] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABhn0lEQVR4nO3de1yUZRr/8e+AnESYBMUB80BmJoHmIRWtzMxDKda2W7uZrKVr\\\n", "pamRupXVLtJBy/rZYSutdkvLNvrtdrRc0srcdUUxkJIwSyNPQZjgeEhAh/v3Bz9mG2AUDGZg+Lxf\\\n", "r3m9mue5npnruaG6vL2f67YYY4wAAAAAH+Xn7QQAAACApkTBCwAAAJ9GwQsAAACfRsELoEktX75c\\\n", @@ -14168,7 +14182,7 @@ "gg==\\\n", "\"\n", " frames[9] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - 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"bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABnDklEQVR4nO3de1zUZf7//+eAnMUJMBwwNTQzCTUPqWitmnloFWv7frbdTLaD\\\n", "a6Wlkfqx4666W2rW2mFt7ayWbeyvLSvTJa3M1o94WJGSMLfM1AzCFAc1AR2u3x/cZnKAUdBhBmYe\\\n", "99ttbjd5v6+Zud4Xw/iaa17X67IYY4wAAACAABXi7w4AAAAAjYmAFwAAAAGNgBcAAAABjYAXgNcs\\\n", @@ -17389,7 +17403,7 @@ "gPb/A1fslaQcnzL1AAAAAElFTkSuQmCC\\\n", "\"\n", " frames[16] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABoa0lEQVR4nO3dfVzUVf7//+eAciHCBChXpoZmJKGWlopWauZFKdb22a3Nlc1y\\\n", "LbU0Uje72lW3VtP62MVWdrGbWrrRry1L00jTtPUjqAtSEuammZpCmOKgpqDD+f3Bd8YGGAWFAWYe\\\n", "99ttbjd5v8/MnPcRhhfn/TqvYzHGGAEAAABeyq+hOwAAAADUJwJeAAAAeDUCXgAAAHg1Al4AdWbh\\\n", @@ -17862,7 +17876,7 @@ "4NUIeAEAAODV/n8UPOst44VZiAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[17] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABng0lEQVR4nO3de1zUZf7//+eAchBxAkwHzAOamYSah1S0UjMPrWLtfnbdzWSt\\\n", "XEstjdSPHbZdtW21rI9tp9VqSy37RN/dsjJd0sps/YiHUErELM00DcIQR1MBHa7fH/xmaoBRQBjm\\\n", "8Ljfbtxu8X5fM/N6XyG83tf7ul6XxRhjBAAAAASokMYOAAAAAGhIJLwAAAAIaCS8AAAACGgkvADq\\\n", @@ -18331,7 +18345,7 @@ "AgAAIKD9f8pt/RuBorU8AAAAAElFTkSuQmCC\\\n", "\"\n", " frames[18] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABpSUlEQVR4nO3deViUVf8/8PeAMCzCBCgMmAuSoogrpqKWmooUYMvvydIkt8dU\\\n", "SsXlq23Po7a45aMtlpaVWpj0LbUyjSQXiq+gPiAlYpaK4gJiiIOigA7n9wfX3DnAsM5+v1/XxXXJ\\\n", "PWdmzhzg9nOf+3M+RyGEECAiIiIislMOlu4AEREREZEpMeAlIiIiIrvGgJeIiIiI7BoDXiIymk2b\\\n", @@ -18808,7 +18822,7 @@ "EZFd+/8jsrMPw58klwAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[19] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABpiklEQVR4nO3deVyU5f438M+AMCzCBCgMmBqSooQbuOGSmrklqKfnZGmSpsc1\\\n", "F1KPtp2DtGiaP9ssKis18URPRy1JQ82FDj9BPCAmYpZK4gJigIOiLA7X8wfPjA7DsDkMM/f9eb9e\\\n", "vF5y39fMXPclM3y57u/1vRRCCAEiIiIiIomya+kOEBERERE1Jwa8RERERCRpDHiJiIiISNIY8BKR\\\n", @@ -19286,7 +19300,7 @@ "IpI0BrxEREREJGn/D8oomt31nV/pAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[20] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABqTElEQVR4nO3deVzU1f4/8NeAMCzCBCgMmAuiogRumIpLaq6FqPW911skmXo1\\\n", "d0n9attNaXG/tqctN7X0St9urmkopVJcQQykRMxSSZRAlGVAFNDh/P7gN58chgEGmf31fDzm8ZDP\\\n", "58x8zuc4y/tzPue8j0wIIUBEREREZKMczF0BIiIiIiJjYsBLRERERDaNAS8RERER2TQGvETUYrZu\\\n", @@ -19767,7 +19781,7 @@ "bwx4iYiIiMimcUgDEREREdk0BrxEREREZNMY8BIRERGRTft/REaIX9PKkgoAAAAASUVORK5CYII=\\\n", "\"\n", " frames[21] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABo0klEQVR4nO3de1xU1f4//teAMFyECVAYMC9IhiJ4w1TUUlORQrT6nDxpkrdM\\\n", "xVS8fLSyc9Qu3vLYzdKyUkuP9K3UMo0kb8VHUAMpEbO84gXEEAdFAR3W7w9+s3WAAQbmvl/Px2Me\\\n", "D9l7zczaa2a27732Wu+lEEIIEBERERE5KCdrV4CIiIiIyJwY8BIRERGRQ2PAS0REREQOjQEvEZnM\\\n", @@ -20242,7 +20256,7 @@ "thrtY+1+RWEAAAAASUVORK5CYII=\\\n", "\"\n", " frames[22] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABq1ElEQVR4nO3deVyU5d4/8M+AMCzCBCgMGBqioggu4IZaauaWoNZzjqVJmua+\\\n", "kXq07RykRdN8bLO0rNTSE/160nILNReKRxAPiImYpZK4gBjioCiLw/X7g2fGhmFYZ73n8369eL3k\\\n", "nmtmrvuSmfnOdX+v7yUTQggQEREREUmUg6U7QERERERkSgx4iYiIiEjSGPASERERkaQx4CUio9m8\\\n", @@ -20726,7 +20740,7 @@ "D6gyn08qUt7qAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[23] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABra0lEQVR4nO3deViU5f4/8PeAMCzCBCgMmAuiogRumIpaau4han3P8RRJph7N\\\n", "XVK/2naO0uJ+bE9b1dIjfTu5pqGUSnEEMZASMUslUQJRlkFRFof79we/eXIYBhhk9vfrurgueZ57\\\n", "Zu7ndpj5PPfyuWVCCAEiIiIiIhvlYO4KEBEREREZEwNeIiIiIrJpDHiJiIiIyKYx4CWiFrN161bI\\\n", @@ -21217,7 +21231,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " anima93f56a464ac4921a3a7b9c308b1fb41 = new Animation(frames, img_id, slider_id, 100.0,\n", + " animc7d69ee8c04c42e69af8fec9143ec4db = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -21246,7 +21260,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -21254,10 +21268,24 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in DelayParticle_releasedt_9hrs.zarr.\n", - " 0%| | 0/32400.0 [00:00\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anim422b1c1206a74f819292f2b31f37ccfa.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -21567,13 +21595,13 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img0f919a6c7da64b15ba37d3f3895b918e\";\n", - " var slider_id = \"_anim_slider0f919a6c7da64b15ba37d3f3895b918e\";\n", - " var loop_select_id = \"_anim_loop_select0f919a6c7da64b15ba37d3f3895b918e\";\n", + " var img_id = \"_anim_img422b1c1206a74f819292f2b31f37ccfa\";\n", + " var slider_id = \"_anim_slider422b1c1206a74f819292f2b31f37ccfa\";\n", + " var loop_select_id = \"_anim_loop_select422b1c1206a74f819292f2b31f37ccfa\";\n", " var frames = new Array(24);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABY2ElEQVR4nO3de1iUdf7/8deAnEScAEXAPKCZSah5SEUrdc1DKdb23dpNJVdd\\\n", "WzM1Ur+V1S7aQc1aO692VMs2+rVlm+WSVmrrVxQXpUTMzSJRgzCFQUlAh8/vDy9mG2EMFWbs5vm4\\\n", "Lq7L+dzvmft9f+TafXn3mc9tM8YYAQAAABbl5+sGAAAAgIZE4AUAAIClEXgBAABgaQReAA1q+fLl\\\n", @@ -21976,7 +22004,7 @@ "AAAAsDQCLwAAACzt/wNEVwg4LbM5tAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[1] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABYGklEQVR4nO3de1hVZd7/8c8GOYmwA5STeUAzk1DzkIpW5piHRrGmZ2qeTDro\\\n", "WGpqpD6V1QzaQc362WFqtKNaNtGvKSvLIa3UGR9RHJQSMSeLRA3CBDZIAgr37w9/7NrCNg+wty7e\\\n", "r+viutr3+u69vuuGa56P67n3vWzGGCMAAADAony83QAAAADQlAi8AAAAsDQCLwAAACyNwAugSS1b\\\n", @@ -22376,7 +22404,7 @@ "QZhoAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[2] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABY/0lEQVR4nO3df1SUZf7/8deA/BJxAhQGzB9oZhJqiqloZa75oxRr+2ztZpKb\\\n", "ZpmpkfqprHbRfqhrfWxra7WfatlG37asLJe0UjdXFBelRMyySNQgTGBAElC4vn94mBphFBQGHJ6P\\\n", "czjHue73PfO+Lznty3uvuW6LMcYIAAAA8FBeTd0AAAAA0JgIvAAAAPBoBF4AAAB4NAIvgEa1YsUK\\\n", @@ -22780,7 +22808,7 @@ "W6gY0AAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[3] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABcX0lEQVR4nO3de1jUZf7/8deAnEScAMMB84BmJqHmIZWszPVYirV9t3ZTydK1\\\n", "1NTw8LXssGgHNWvtZGtntWyjX1tWlktaqa1f8bAoJWJuKnkKxBQGJQGF+/eHF7OOMIoKMzrzfFwX\\\n", "1yWfz3tm3p8brt0Xd/fn/liMMUYAAACAl/LzdAMAAABAXSLwAgAAwKsReAEAAODVCLwA6tTChQtl\\\n", @@ -23199,7 +23227,7 @@ "AODV/j9psEtH9ySPyAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[4] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABbj0lEQVR4nO39fVjUZf7//z8G5EqECTAcMC+QzCTUvEhFK3XNi1axtvfWbiZZ\\\n", "upaZGqlvy2oXbUvN+tjF1mqXatlG37asLJe0UjfforgoJWJuFokahAkOSgIK5+8Pf0yOMCYKA8zc\\\n", "b8fBcTSv13Nmnq9Tjt2Hp6/XeVqMMUYAAACAh/Jp7AYAAACAhkTgBQAAgEcj8AIAAMCjEXgBNKjl\\\n", @@ -23614,7 +23642,7 @@ "aNzSAAAAAI9G4AUAAIBHI/ACAADAo/3/AM8CZSQfNePDAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[5] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABdoElEQVR4nO3de1yUZf7/8fdwRoQJUBwoD2hmEmoeUtF21TUPrWJt363dTLJ0\\\n", "bdXUSN3KahftoK71te202lEt2+jblpXlklZquaK4KCVilkWiBmECA5qAwvX7wx+zjTAKCgMMr+fj\\\n", "MY+Hc9+fmfncl2z75vKa67YYY4wAAAAAD+XV2A0AAAAADYnACwAAAI9G4AUAAIBHI/ACaFArV66U\\\n", @@ -24039,7 +24067,7 @@ "rkJggg==\\\n", "\"\n", " frames[6] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABhT0lEQVR4nO3dfVyUZfr///eA3Ik4AYYDpUZmJqGmlorWmmsqpdjNZ3M3kyxd\\\n", "S62M1I9ltYt2o2at3axl92rZRt+2rCyXNFNbP6K4IiVRbhppGogJDmoCOpy/P/gxOcKoKMzgzOv5\\\n", "ePB4ONd1zFzHdcK2ByfndZwWY4wRAAAA4KMCvJ0AAAAA0JgoeAEAAODTKHgBAADg0yh4ATSqhQsX\\\n", @@ -24480,7 +24508,7 @@ "8AIAAMCnUfACAADAp/1/MNCxM2XjCfkAAAAASUVORK5CYII=\\\n", "\"\n", " frames[7] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABgrUlEQVR4nO3de1zUZf7//+eAnESYAIOBUiMzk1BTS0Urdc1DKdb22eqTSZZm\\\n", "pZWRutlpF9ktLetjh63srJZt9OtTVpaRdtDWjwdckRIxN43UDMQEBzUBHa7fH3yZHIcxMBhg5nG/\\\n", "3eZ2a97v6z1zvS+47T65vN6vy2KMMQIAAAB8VEBzdwAAAABoSgReAAAA+DQCLwAAAHwagRdAk1q4\\\n", @@ -24918,7 +24946,7 @@ "saQBAAAAPo3ACwAAAJ9G4AUAAIBP+/8BVsd3Hv5o1gIAAAAASUVORK5CYII=\\\n", "\"\n", " frames[8] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABhn0lEQVR4nO3de1yUZRr/8e+AnESYBMUB80BmJoHmIRWtzMxDKda2W7uZrKVr\\\n", "pamRupXVLtJBy/rZYSutdkvLNvrtdrRc0srcdUUxkJIwSyNPQZjgeEhAh/v3Bz9mG2AUDGZg+Lxf\\\n", "r3m9mue5npnruaG6vL2f67YYY4wAAAAAH+Xn7QQAAACApkTBCwAAAJ9GwQsAAACfRsELoEktX75c\\\n", @@ -25361,7 +25389,7 @@ "gg==\\\n", "\"\n", " frames[9] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjtUlEQVR4nO3de1jUZf7/8deAnEScAMUBUyMzk1DzkErWmmseWsXa9rvtZpKb\\\n", "rpWWhoevZbWLbq2atXZYWztsq2620a8tK8sl7eSuX1FckJIwN408BWGKg5qADvfvD66ZdYRRUJiB\\\n", "mefjurgu5/N5z8z7c8Nu77nn/rxvizHGCAAAAPBTQb5OAAAAAGhKFLwAAADwaxS8AAAA8GsUvACa\\\n", @@ -25813,7 +25841,7 @@ "/we+HruFuHVoTAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[10] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABln0lEQVR4nO3de1yUdf7//+eAchBhAgwGSg3NTEItLRWt1DUPrWKH3267mawd\\\n", "toOWRup23kXaVsv6WNth7bSpZRt9dsvKNNJK3fUjHhakJMxSSU0hTHBQE9Dh/fuDL5PDMAoKA8w8\\\n", "7rcbt5tc12vmel1vKV+853293hZjjBEAAADgowJaOgEAAACgOVHwAgAAwKdR8AIAAMCnUfACaDIL\\\n", @@ -26273,7 +26301,7 @@ "fIAPgH+j4AUAAIBPY0kDAAAAfBoFLwAAAHwaBS8AAAB82v8PJtVKqbdrGx4AAAAASUVORK5CYII=\\\n", "\"\n", " frames[11] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjmUlEQVR4nO3de1zUZf7//+eAnIUJUBwoD2hmEmoeUtFKzTy0irV9dtvNZK38\\\n", "dNDUSP103kW30rLWdttarXZLW9vou5WV5ZJW5q4rHgIpEbM00jQIExw8ATpcvz/4MTXCKCgMw8zj\\\n", "frvN7da836+Zeb0v0V5zcb1fl8UYYwQAAAD4qICWTgAAAABoThS8AAAA8GkUvAAAAPBpFLwAmszS\\\n", @@ -26724,7 +26752,7 @@ "NwpeAAAA+DSWNAAAAMCnUfACAADAp1HwAgAAwKf9fxDLLRA3DYVYAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[12] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABj3klEQVR4nO3de1zUZf7//+eAnIUJMBwoNTQzCTUPqWilrnloFTt8d9vNle20\\\n", "VloaqR877qK1qVkfO2ytdtjUso1+bVmZLmll7vIRD4mUhFkaqRmEKQ5oAjpcvz+4zeQIo6AwwMzj\\\n", "frtxu8n7/ZqZ1/sC6jXXXO/XZTHGGAEAAAA+KqC5EwAAAACaEgUvAAAAfBoFLwAAAHwaBS+ARrNk\\\n", @@ -27177,7 +27205,7 @@ "TkSuQmCC\\\n", "\"\n", " frames[13] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABmEUlEQVR4nO3de1yUdf7//+eAnEScAIWBUkMzk1DzkIpW6pqHVrG23267mayV\\\n", "a6Wlkbqdd5Gt1bI+trW12lEt2+izW1amS9pBWz+iuCIlYW4ZqRmICY6HBHR4//7gO5MjjALCADOP\\\n", "++3G7SbX9ZqZ1/WW7MX7el+vt8UYYwQAAAD4qIDmTgAAAABoShS8AAAA8GkUvAAAAPBpFLwAGs3S\\\n", @@ -27639,7 +27667,7 @@ "PcAHwL9R8AIAAMCnsaQBAAAAPo2CFwAAAD6NghcAAAA+7f8Hmkptw8vzOXcAAAAASUVORK5CYII=\\\n", "\"\n", " frames[14] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABj70lEQVR4nO3de1zUZf7//+eAnIVZQHGgPKCZSah5SEUrNfPQKtbuZ7ctk7Xy\\\n", "Y6Wpkfqx4y7aQctaO2ytVrupZZ/ot1tWpktama0fUQyiJMyySM0gTHFAE9Dh+v3Bl8kRRkFhgJnH\\\n", "/Xbjdov3+zUz1/sS8/m+uN7XZTHGGAEAAABeyq+5GwAAAAA0JQIvAAAAvBqBFwAAAF6NwAug0axY\\\n", @@ -28092,7 +28120,7 @@ "av8/F4xWJPTybqsAAAAASUVORK5CYII=\\\n", "\"\n", " frames[15] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjOUlEQVR4nO3dfVzUVf7//+eAXIsTYDBgamhmEmpepKK16ppKq1jbd7ctV7YL\\\n", "11JLI/Vjl7tqW2rWxy62Vqvd1LKN/bVlZbqkldn6EcUFKQlz08irIExxQBPQ4fz+4MbkCKOgMMDM\\\n", "4367cbvJ+31m3q/3EevJmfM+x2KMMQIAAAC8lF9zFwAAAAA0JQIvAAAAvBqBFwAAAF6NwAug0Sxf\\\n", @@ -28542,7 +28570,7 @@ "AAAAAElFTkSuQmCC\\\n", "\"\n", " frames[16] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABllklEQVR4nO3de1zUZf7//+eAnEScAOVkakhmEmppqWilZh5KsbbPbluurB3W\\\n", "UksjdbPTLrKVpvWxra21w25q6Ua/tixNI03T1o8oLkhJmJWRmkGY4nhIQIfr9wffmRphFBQGmHnc\\\n", "bzduN3m/r5l5zRXmk2uu9+ttMcYYAQAAAF7Kr6kLAAAAABoTgRcAAABejcALAAAAr0bgBdBgFi1a\\\n", @@ -29002,7 +29030,7 @@ "AAB4NbY0AAAAwKsReAEAAODVCLwAAADwav8/YCD9QOY5uO0AAAAASUVORK5CYII=\\\n", "\"\n", " frames[17] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjz0lEQVR4nO3dfVxUZf7/8feA3AsTYNyVGpqZhJo3qWilrnnTKtbud9fdTNbK\\\n", "rdTSSP3a7a6622pZa/er1ZZautFvt6xMl7QyW7+iuCAlYZZGmgZhgoOpgA7X7w8eTI4wCgozMPN6\\\n", "Ph48HnHONTOfcwnxPte5znUsxhgjAAAAwEv5eboAAAAAoDkReAEAAODVCLwAAADwagReAE1m2bJl\\\n", @@ -29454,7 +29482,7 @@ "AAAAeDWmNAAAAMCrEXgBAADg1Qi8AAAA8Gr/H5l8PzqWG4+JAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[18] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjVUlEQVR4nO3de1zUZf7//+eAnIUJMBgoNTQzCTUPqWilrqm0ih2+u+1m0snV\\\n", "0tJI/dhxV21Ly1o7bK0dttSyjf20ZWW5pJW560c8LEhJmJtGngIxxUFNQIfr9we/mRphFBQGmHnc\\\n", "b7e53eT9vmber7nEes411/u6LMYYIwAAAMBHBTR3AQAAAEBTIvACAADApxF4AQAA4NMIvAAazeLF\\\n", @@ -29904,7 +29932,7 @@ "AADApxF4AQAA4NMIvAAAAPBp/x94JxSxHCgjpwAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[19] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABlbklEQVR4nO3df1zUVd7//+eA/BJxFlB+mRqSmYRaaipaqZk/WsXaPte2ZbJW\\\n", "rqWmRuqV/dpFdkvTutzt12q1pZZd0XevsrKMNFNbL/HHgpSEWRqpKYQhjmYCOpzvH1wzOcIoGAww\\\n", "87jfbnNL3u8z8z5zhHxy5rxfx2KMMQIAAAC8lF9TdwAAAABoTAReAAAAeDUCLwAAALwagRdAg1m2\\\n", @@ -30364,7 +30392,7 @@ "RU5ErkJggg==\\\n", "\"\n", " frames[20] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABj20lEQVR4nO3de1jUZf7/8deAchQmwDiVGpKZhJqHVLRWzTy0ih1+u+1mslau\\\n", "pZZG6jc77aodtMy1w9Zqh00t2+jblpXlkpZm+RXFBSkJs1TyFIQJDmoCOty/P7iYGmEUFAaYeT6u\\\n", "i+uSz+eemXtup3x97rk/79tijDECAAAAPJRPU3cAAAAAaEwEXgAAAHg0Ai8AAAA8GoEXQINZunSp\\\n", @@ -30817,7 +30845,7 @@ "QmCC\\\n", "\"\n", " frames[21] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjxElEQVR4nO39e1zUdf7//98H5CxOgMFAqaGZSah5SEUrdc1Dq1jbZ7f3ZpKV\\\n", "WWlppL7tuKu2pWa9bWvrbadNbW1jv21ZWS5pZW6+RTGQEjE3jTwFYYqDJ0CH5+8PfkyOMAoKMzBz\\\n", "u14uc7nE6/WcmefrKel9nvN8PZ4WY4wRAAAA4KMCvN0BAAAAoCkReAEAAODTCLwAAADwaQReAI1m\\\n", @@ -31269,7 +31297,7 @@ "TyPwAgAAwKcReAEAAODT/n91/2rVq3V8+QAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[22] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABlE0lEQVR4nO3de1zUZf7//+eAchBhFlBO5QHJTMJzqWilZh5axQ7f3bZM1tK1\\\n", "1NRIXe20i+6WlvWx7bTaYVPLNva3n7KyjDRPrV9RXJASMSsjNYMwxdFMQOH6/cGXqRFGwWCYw+N+\\\n", "u81t5f2+ZuZ6X+L2nGuu9+uyGGOMAAAAAC/l19wdAAAAAJoSgRcAAABejcALAAAAr0bgBdBoli9f\\\n", @@ -31727,7 +31755,7 @@ "qxF4AQAA4NX+f3Kd09ZuR2qjAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[23] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABkMElEQVR4nO3de1zUZd7/8feAchBhAhQGSg3NTELNQypaqWseWsXa/e22m8la\\\n", "uZVaGql3512kLS3ztrattKNattHdlpXlklZmeYvigpSEWRp5CsQEx0MCOly/P7iZHGEUFAaYeT0f\\\n", "j3k84vv9zMznezW7feaa6/u5LMYYIwAAAMBL+TV1AgAAAEBjouAFAACAV6PgBQAAgFej4AXQYJYs\\\n", @@ -32185,7 +32213,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " anim0f919a6c7da64b15ba37d3f3895b918e = new Animation(frames, img_id, slider_id, 100.0,\n", + " anim422b1c1206a74f819292f2b31f37ccfa = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -32241,15 +32269,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "INFO: Output files are stored in DelayParticle_nonmatchingtime.zarr.\n", - "100%|██████████| 4.0/4.0 [00:00<00:00, 57.38it/s]\n" + "INFO: Output files are stored in DelayParticle_nonmatchingtime.zarr.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/erik/Codes/ParcelsCode/parcels/particleset.py:1045: ParticleSetWarning: Some of the particles have a start time difference that is not a multiple of outputdt. This could cause the first output of some of the particles that start later in the simulation to be at a different time than expected.\n", + " _warn_outputdt_release_desync(outputdt, starttime, self.particledata.data[\"time_nextloop\"])\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "100%|██████████| 4.0/4.0 [00:00<00:00, 25.52it/s]\n" ] } ], @@ -32319,7 +32361,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -32327,11 +32369,11 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in DelayParticle_nonmatchingtime.zarr.\n", - "100%|██████████| 4.0/4.0 [00:00<00:00, 65.51it/s]\n", + "100%|██████████| 4.0/4.0 [00:00<00:00, 33.97it/s]\n", "[[ 0 2 4]\n", " [ 2 4 'NaT']]\n", "INFO: Output files are stored in DelayParticle_nonmatchingtime.zarr.\n", - "100%|██████████| 3.0/3.0 [00:00<00:00, 95.96it/s]\n", + "100%|██████████| 3.0/3.0 [00:00<00:00, 40.84it/s]\n", "[[1 3 4]]\n" ] } @@ -32379,7 +32421,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": {}, "outputs": [ { @@ -32387,6 +32429,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in growingparticles.zarr.\n", + "INFO: Compiled ParcelsRandom ==> /var/folders/x0/1qxj679n55zcybylvdsb4bxh0000gq/T/parcels-503/parcels_random_bf17214d-c627-4572-b2ae-e7e951289434.c\n", "INFO: Output files are stored in growingparticles.zarr.\n", "INFO: Output files are stored in growingparticles.zarr.\n", "INFO: Output files are stored in growingparticles.zarr.\n", @@ -32488,7 +32531,7 @@ "outputs": [ { "data": { - "image/png": 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v7WuNByl2s4pq38JBIBICkP1lbqs1wT1ssoSBCunCQCCMtjPRFCgzKqkpk2tUWEyrbcyoRDMqQEYClcO9hwEA86rm4T+W/0faj5cxj18LtO0BvvQ4MOfvAEQLkGf+n5cRCEew+5+uxsSyghGfEgwGsX37dixfvhxWq1WJUaeExbSkC3LHT3mhDZXs+ElJaezL5vIMIhSOKDsYSs1AL+Bpj75dNVPRoaQjEhHxU9BT2ryxOHMZlUO9hwAA00qVq9EYRYihzNmwQyclSdJl5w8DFdKF+MZQTi77pKrYClhMEiJCf10DhiF3/BTXAfmlig4lHSd7B+ALhGE1S2hIpuNHFt9LJXMZlfNKz0v7sTLG0wkM9gGSGaicPuJDVTrcnZaBCulCs4uFtOkySUB17HBCtihrlE7qU+StBqZWFsFqTuHXVAa30VdloCJf5/KpgGVkBpmBCpFKtfCMn4yocfBwQk3TSX1K2oXx8aWf9PZR8Yf98UJaVS39uM5+RIKTSz9E6iT/BcZTk9MTP0WZBbXaFK9b0G59CjB8KTfFn+fhxbQi9UM2j/YdRUREUGwrRlV+VcqPk3Hx6zw6IJU3fevS0Tb6DFRI83yBENpOR5cquPSTHvkUZWZUNCr+l7a2MyppZ0jlpZ9wABg4k/I4hhfSqmq363EyKiymJVIh+TyQyiIbygttCo9G22pYo6JdA2eGajI0nFGJRIbO+Ek5Q2qxA3ml0bfT6PxRZX2KEEOnY4+ZUWGNCpHqxNezU00TU5ycUWlnRkV75I4fxwQgr0TZsaThZO8ABoJh2MwmTK4oOPcnnE0GWpRV2Zrsbgf87mjHT8XocTGjQqRCQxtDsZA2XXKg0smMiva4Ru+roUVyfcrUqkJYUun4kcl1Kmm0KMsZlaklU1MfR6bJ9SkV5wGW0Rlkp2MoUIlEUq/PURMGKqR58gvbNNanpE3u+nF5/Ahy0zdt6dJHfcpQx0+aP89pbqM/GBrEif4TAFSWUYl3do0dkFYURgOVUESgdyCYq1FlFQMV0jz5hW0GN3tLW0WhDVazBCGAU24u/2iKTjIq8Qxpuj/PaW6jf9Qd7fhx2ByozK9MbyyZFN8rZ+yA1GYxxWv1XDrp/GGgQprm9YdwspcdP5liMknxFmWeoqwxesmoZGqrgTRrVFTf8TNOQFpVpK86FQYqpGkt8Y4fO8rY8ZMRtY58ACyo1RTf6aFfyDrp+Em75iy+jX5qu9Oqt+MnVjQ9TkAq16m43AxUiBTXzELajKstlTd9Y0GtZsjZlJJ6wK7dzGLbGR8GgxHYLKbUzvgZLr6Nfmq708oZFVUFKn0ngIAHMFmA8rOPK55R6WegQqS4tI6CpzHVcNM37dFJfYpcb3ZeVRHMpjSXW9I870fOqKiqkFbOplRMG7PjR1als4yKRekBEKUj7TNBaJS6kujSj+Y2fYuEgfeeBbzdCX+KKRLGeac+gmnPEcBkzuLgEicAfNjhhnsw8Y6NSd27UQfg3UAN3tx1OKHPCYcj+KhdQvvuozCn0wacQW+1RneRzUiGtDgWqAz2AcEBwJqf8KcOhAZwwhPt+FFVRqUrsYBU3kZfL8W0DFRI05hRybxarRbTfrgNeP7OpD7FDGA2ALRnY0CpkQBckOLn/u5QIbY2f5TEZ5jxwrHmFJ8te2bWZODnOa8UMNuBsD+6/FPWkPCntva1QkCg1F6KiryK9MeSKQkekaC3Td8YqJBmeQaD8YLPGdyVNmNqSzRaTNt+IPp/1flA3UUJfUokEsGJkycwccJEmEzqyCq0uDx470QfCm0WVBQlXiDebymDtWolVprsCd1fRCI4cfIkJk6YAEklcwcAR54VX71kUvoPJEnR5Z++49FC4yQCleGFtKrq+Ek4o8JAhUgV5I4fZ7EdJQVWhUejH3IxbXe/H4FQtLBRE+SC0kv+Hrj0joQ+JRwM4p3t21G7fDlMVnV8D/1263v4Q2sbvnXFNHz/2uQ6eK5O4r7BYBDbt7dh+fI5sKpk7hlXPCxQSYIqt85PsOMH0F9GRSOvQESjcdknOyoKbbCZTdrb9M01/kZYWsG6qwxKsUVZla3JfW1AoB8wWYHy8bf0lzMqHn8IA4FwLkaXVQxUSLP4gp4dkiRpr/Mn4AV6j0XfHuNEWa0QQgxruWcAnrYUW5RVmVGR61MqpwPm8TNgRXYL8qzRX+96yKowUCHNaolvDMUX9EyrjQcqGun8kVPihVVAoYqKH5N0yu2HZzAEs0nC1Ko09xGhlFqUfUEfTvafBKCyjEqC9SlA9I8NPXX+MFAhzeKpydlTq7WMilyfovl9RKLf0w0VBbBb1NEurWnFyWdUWvtaAQDleeUozyvPxqhSk2DHj0xPdSoMVEiT3IPB+C/Raez4ybja0theKlrZnVY39SnygXz8ns6IFGpUVLkjLZBURgUYqlNxMVAhUkZLrD6lxpGHknyddiwoqI4ZFUXI39fMEmZICjUqh/tihbQlKgpUIpGEO35kzKgQKUxe9mEhbXbUxHen1UigkmRaXK0ydnIwRcmBitcV/WWfAHV2/BwHgj7AbAPKpiT0KUMZFY38DI+DgQppUvMpFtJmk6aKaf390RdyQNMZFSEEDvH7OrOKnNH/IyFg4HRCn6LKQEUOxCumA+bEtj+Ti2mZUSFSSIuLhbTZVBerUenuD8AfUvk+DHJKvKgaKFBR8WOSOvoG4fGHYDFJmFLJjp+MMFuBglgXWAJ1KsM7flTVmizXpzgTD8SrWKNCpKzmU0yRZ1NZgRX22I60p/pU/kKXZJGhWsnf05MrC7WzG7AWFNVE/0+gRflI3xEA0Y6fsryybI4qOXJGJYk9ghioECmobyCIU7Hjy6c7mVHJBkmS4ss/7Wpf/tFJxw8LabMkiRZlVW70BqSUUZFrVHr6/QhHRDZGlTMMVEhz5ELaupI8FOex4ydbarRyirJOOn7iWUK2JmdWEi3KqqxPiUSArtgJ10lkVCqK7DBJQEQAPV5tZ1UYqJDmyIW007jsk1V18VOU1Z5R0UvHDwtpsyKJFmVVZlR6jwKhAcBsB8oT6/gBALNJQnmhPlqUGaiQ5gxtisUUeTbJpyirOqMy6AbcJ6JvazijEu34YYF4ViSxjb4qMyrxM35mAKbkdivWy6ZvDFRIc4Y6fviXZzbJe6m096o4UJE7foprgfxSRYeSjpO9A/AGwrCYJExmx09mJVij4g160eHtAKCyjEoK9SkyvWz6xkCFNIenJudGnRb2Uol3/MxUdhxpkg/YnFJZCKuZL8sZlWCNipxNqcyvRIm9JNujSpwr9RosJwMVotzr9QXiP3RsTc6u2lhGRdVLPym0barR0AGb/J7OuHh78vgZFVUu+wDDMirJf48zo0KkADmbMqE0H0X2xHZopNTI7ck93gAGgyrd9C2NtLiaMEuYRfLutAEPEPCe9W6qLKSNhIHulujbaWRUtL6NPgMV0pRmnvGTM6UFVuRZoy8Rqs2qMKNC52IvBqwF0bf7T531bqrMqJw5CoQGAUseUDY56U93OvSxjT4DFdIUvqDnjiRJ8RZlVR5OONALeNqjb2u4RiUSEfEaFXb8ZIEkDWVVPGcPVFSZUelKveMH0M/utAxUSFPkF3TuSJsbNWouqO2ObYJVXKf5jh9fIAyrWUJDBTt+siJepzJ2oOIJeHDKF/2YqjIqae66zGJaIgXw1OTcqlVzRsWlj/oUud1+amURO36yRc6onCVQkc/4ceY74bA5cjWqc0tz12U5o+ILhNHvD2VqVDnHnwrSjDPeALr7o38ZTGNGJSdq1ZxR6dJHfQoLaXOgOJZROUuLsirrU4C0d10usFniTQcutwr/2EgQAxXSDLmQdmJZPgrZ8ZMT8u60HWrc9E0nGZVm1l1l3zm20ZfrU1QVqETCQ8ubaey6rIcWZQYqpBk8CyX3VF1Mq5OMCk9NzoFzbKOvyozK6VYg7Acs+UBpQ8oPo4eCWgYqpBktbE3OOdUW0w70Ap7oduda7/g5JBeIMwDPnuLxi2nV2fEj77o8AzCl/quaGRWiHBo6jJAv6LkiZ1TO+IIYCKho0zc5m+KYCOSpqPgxSSfODGAgGIbNbEJDeYHSw9GvcdqT3QE3XL7oktDU0qm5HNX4MrRHkB4OJmSgQprRwo6fnHPkW1Bgi+7f0KmmYjyd1adMrSqEhR0/2SO3J/u6o7UfwxzpjXX8FKit4ycz3+PMqBDlSE+/Hz3eACSJHT+5JEnS0PJPr4qWf9Js21SLZp4EnhuFlYBkAkQE8HaN+JAql32ADGZUoj+/Wt5Gn4EKaYLcwllfVoB8W/I7NFLq5OWfdjUV1Ka5EZZasJA2R0xmoLAq+rZ3ZOePKgtpwyGgJ3bGT5oZFT1s+sZAhTShJf6XJ1/Qc03OqHSqqaBWJx0/Q2dXMaOSdbE6FekTBbWqzKicPgKEA9EzikompfVQXPpJ0+bNmzF37lw4HA44HA4sWrQIL730kpJDIpXiC7py6mKBimoyKr7TQ90bVTOUHUsawsM6frj0kwPxbfQ1kFGJd/zMTKvjBxjKqJz2BRAMR9IdmSIUDVQmTpyIBx54APv27cO+fftwzTXXYMWKFXj//feVHBapUDNT5IqpLY0u/ajmBGU5m1JSHz0ZV6NOnPHBH4rAZjFhEjt+si+2l8rwjEqfvw9dA9GalfNKVBSoZPBU8LICGywmCUIAPd5A2o+nBEW39/zCF74w4v2f/vSn2Lx5M/bs2YMLL7xQoVFRLrjcgwgkEd3H91Bha3LOyUs/7WopppXrU7ReSBsLvs+rKoLZJCk8GgMojm365nUBiH7vyNmUmsIaFNlU9EdQhjp+AMBkklBZZEenexDdHgYqaQmHw/jjH/8Ir9eLRYsWjXkfv98Pv39onc3tdgMAgsEggsFgRscjP16mH1ftcjHvX+04gl/8z6GkP0+SgIYye9bGZtRrDow/d2dh9GWio29AFV8b06kPYAYQrpyBSJrjUfKaf9TeCwCYVlWgyPMb7fvdlF8JMwDh7gAKo/P+uOdjAMBUx1RVfR0srg8hAQiVT4fIwLgqi2zodA+io9cLQB3XPJkxSEIIkcWxnNPBgwexaNEiDA4OoqioCFu2bMHy5cvHvO/69euxYcOGUbdv2bIFBQVMnWrFgwfNONYvwSyJpNYeL64UuGWaNtdYtWwgBPxwbzRY+fmlIdgVbrq6rGUjqvo/xNuT7kBbxZXKDiYNT7WYsL/bhOvrw1g6UdGXYUOoPfMWLj26CT2F07F7xo8AAC/6XsSewB5cbr8cy/KXKTzCKEmE8Pl374BJhPHKhQ9iwFaZ9mM++pEJ758x4eapYSyqVsf3ms/nwy233IK+vj44HOPvX6N4RmXmzJk4cOAAent78ac//QmNjY3YuXMnLrjgglH3XbduHdauXRt/3+12o76+HkuXLj3nRJMVDAbR1NSEJUuWwGq1ZvSx1Szb8xZC4J63XwUQxv+/+nJVbYdv1GsOjD93IQT+77uvwhsIY96nP4upVYUKjTLK8tBdAIC5i7+MOXUXp/VYSl7zR/79fwF48PkrF+Bz5ztz+tyA8b7fpbYK4OgmlFmjyx9LlizBtl3bgFPA5y76HJafN/YfyDnX9TFMB8IQtkJcveLWaCo5TX8NvI/3959E1aRpgL9FFddcXhFJhOKBis1mw7Rp0bawhQsXYu/evXj44Yfx61//etR97XY77Hb7qNutVmvWvujZfGw1y9a8T/YOwOsPw2KSMK2mBFaL+jrkjXrNgbPPvbY0H4dc/ejyhjCzTsGvjbcnvmGXpeZCIEPXKdfXPBwRONIdTcOfX1eq6PebYb7fS+sAAFK/CxACVqsVR9zRXWlnVsxUz9fgTHT/FKlqFqw2W0Yesia2F1KPL4hpZnVc82SeX3W/JYQQI+pQSF/kNuMplYWwqTBIobHVquVwQrnIsHQSYFdPNi5Zx09HO37sFhPq2fGTG3LXT2gAlsgg+vx96B7oBqCy1uQMdvzIhvZSYTFt0u655x4sW7YM9fX18Hg8eOaZZ7Bjxw68/PLLSg6Lskju3uG+EdoyFKgo3KIc7/jRx0Zv05zs+MkZWyFgKwYCHuQFe3G4L9rxU1dYhwKrioLFDHb8yKpi2+h39fuB0ow9bM4oGqicOnUKt956Kzo6OlBSUoK5c+fi5ZdfxpIlS5QcFmWR3JKpptoUOrfaWOpY8UBF3kNF44cRMmBXSHE10OOBPdiHI33RZR9VnZgMAF3RTqRMBuNORzSj0q3R3WkVDVQef/xxJZ+eFMAXaG1SzdJPFtLiSmDArpCiaqDnEPJCvTjcF22PVdXW+aEA0BPbuqFqZsYetqooGqi4+gNQts83NYoX05JxRCICLS7uMKtF8u60Hb1KZ1QynxZXgrz0M4MbGOZWrE7FHuzF4b5OACqrTzl9GIiEoktUJRMz9rByjUogFMFAOGMPmzOsZqScOdk7AF8gDKtZQkOFsi2ulJw6NWRUvN2ArweABFRm7q/NXAuFIzjSFe34YWYxx2KBSt6wpR9VZVRcw874yUBbsizPaoYjL5qXcGuwnjbhjMrVV18NadgX7tVXX83KgEi/5BOQp1YWwWpmjKwl8jb67sEQvP4QCu0KJGPlF/GyBsCmouLHJB077UMgHEG+1YyJZflKD8dYYtvoD4Z7cHrwNABgaomKalSyWIPldOTBPdgPT1B7xdsJv9rcdtttWRwGGYG8Lj+Nyz6aU5xnRbHdAo8/hI6+AUxTYsmiSx/1KS3DOn5M7PjJrVhGpTPSCwCYUDRBXR0/Wexqqyqy45CrH316zqg0NjZmcxxkAFyX17ba0jx4TvWjo29QmUDFpZf6FBbSKiYWqJyQvAAkddWnAFnOqETrVDzKH/OTtKTz721tbThx4kT8/bfeegtr1qzBo48+mtGBkf4cYiGtpsm7WypWUKuTjEozO9+UEwtU2kzRNl1VBSohP9AT3dslWxkVAHAHtJfFSzpQueWWW/Daa68BADo7O7FkyRK89dZbuOeee3D//fdnfICkD5GIQEv8L0m+QGuRXFDbrkRBrRAjCw01LP5z4GTAnnPFNQCA1thagqoKaXsOASIM2B2Aoy7jDy9nVNxGyKj87W9/w6WXXgoA+M///E/Mnj0bb7zxBrZs2YInn3wy0+MjnTjZO4CBYBg2swmTK1S0JkwJkwtqO5XY9M3bBQycRrTjZ0bunz9DQuEIjnTLmUUG7DmXXw5hsuCwLXrOjKoyKvFAfFZGO35kcouyIQKVYDAYPxjwv//7v3HDDTcAAGbNmoWOjo7Mjo50Q053T60qhIUdP5pUF1v6aVciUIl3/EzWdMfP0R4fgmGBfKsZE0rZ8ZNzJhN6iqpwxmyGBMkwHT8A4Ixto2+IpZ8LL7wQjzzyCF5//XU0NTXhuuuuAwC0t7ejoqIi4wMkfWjmso/m1ZbKGRUFln7iL+Lark+RO36mV7PjRymHissBABPsZci3qChYzPI5Vk4NZ1SS3gzhn//5n/HFL34R//Iv/4LGxkbMmzcPALBt27b4khDRJ8W3zue6vGbFt9FXoph2eFpcw+IBOzvfFHPEXgAID84LhoC//lLp4Qw5uT/6f5YyKpVFNthDfoRDwOP/8yEsZnPCnzu1shBXX9QwYi+1XEo6ULnqqqvQ3d0Nt9uNsrKy+O3/+I//iIIC7aZkKbuaXfJfknyB1ir5YEKPPwTPYBDFedbcPblOMiryzwE735RzyGYF/MC0023A4R8pPZzRnBdk5WEdCOH5F++NvvNi8p8v3t4PSaHf8UkHKgMDAxBCxIOUY8eO4bnnnsP555+Pa6+9NuMDJO2LRARbk3Wg0G6BI88C92AInX2DuQtURnT8aDujwkM5lTd35pfQuf9xzK+ZBUxSWblC/aXxzqRMUyobkglJByorVqzAypUrsWrVKvT29uJTn/oUrFYruru78eCDD+LOO+/MxjhJw9rO+DAYjMBmMfGMH42rLcmHe9CD9r7B3GXH+k8Bg72AZNJ0x08wHEFrd/SMH272ppzrZzdCOl6Fy5YvB6w5zAoqTMrPx9Q39+Avr7yCa5cuhTXJuUv5ytXzJF1M+/bbb+PKK68EAPzXf/0XqqurcezYMTz11FP45S9VtN5HqiGvy59XVQQzCwg1TS6o7ejNYUFtvONnCmDNy93zZtjRbi+CYYFCGzt+KPckSYKpoADCZoOpoCDpf0pmZJIOVHw+H4qLo39JvfLKK1i5ciVMJhM+/elP49ixYxkfIGnf0E6c/CtS6+IFtblsUdZLfUr8rKtiTafhiXIt6UBl2rRpeP7559HW1oa//OUvWLp0KQDA5XLB4XBkfICkfVyX1w+5oLYjly3KOqlPaWbnG1FKkg5UfvzjH+P73/8+Jk+ejE996lNYtGgRgGh2Zf78+RkfIGlfM7cM1w1mVFLX4mLATpSKpItp/+7v/g5XXHEFOjo64nuoAMDixYvxxS9+MaODI+0LRwQOd3HLcL0YyqjkKFARAnDJhxFqPaPCU5OJUpF0oAIANTU1qKkZ2ULFzd5oLMdP++APRWC3mFBfzn12tG54Ma0QIvu1Fp4OwN8HSGagcnp2nyuLAqEIjsY6fhiwEyUnpUBl7969+OMf/4jjx48jEAiM+NjWrVszMjDSB3ldfpqTHT96IC/9eANhePwhOLK9l4pcn1I+FbDYs/tcWdTa7UUoIlBst8S/hkSUmKRrVJ555hlcfvnl+OCDD/Dcc88hGAzigw8+wKuvvoqSkpJsjJE0LH62CetTdKHAZkFJfjQ4yclW+lk+qC1X4gF7dRE7foiSlHSg8rOf/Qy/+MUv8OKLL8Jms+Hhhx/Ghx9+iK985SuYNGlSNsZIGsbDCPVHzgi056LzJ8sHteXK0FlX/DkgSlbSgcrhw4dx/fXXAwDsdju8Xi8kScL3vvc9PProoxkfIGlbi4uFtHojByqduSio7fo4+n/VzOw/VxaxkJYodUkHKuXl5fB4on8dTJgwAX/7298AAL29vfD5fJkdHWnayI4fvkDrRW1sV9Ws704rhG5ak3koJ1Hqki6mvfLKK9HU1IQ5c+bgK1/5Cr773e/i1VdfRVNTExYvXpyNMZJGHevxIhCKIM9qQn0ZO370oi5Xe6m42wG/O9rxUzEtu8+VRf5QGMd6on/EMWAnSl7SgcqmTZswOBh9gVq3bh2sVit2796NlStX4kc/UuGR2aSY+JbhziKY2PGjGzW52kulK1afUnGe5jt+wrGOnxoHO36IkpV0oFJeXh5/22Qy4e6778bdd9+d0UGRPrCAUJ/qclVMq8ON3tjxQ5S8lPZRAaJn+7hcLkQikRG3z507N+1BkT40u9jxo0dyjUpn32B2N32TMyoar0/hWVdE6Uk6UNm/fz8aGxvx4YcfQggx4mOSJCEcDmdscKRtLTw1WZdqHHl42vpTFGIQzT/9EbKVI5gQPoFCAD9/W8JfP/hrVp5DiAj6es14vG0PJCnp3oKEtJ2O1qcwYCdKTdKByu23344ZM2bg8ccfR3V1NVOZNKZQOIIjXdwyXI/ybWbMMx9FEbxAKLvPFRImvNBVi5PozeKzSEC/O4uPH7WwoSzrz0GkR0kHKq2trdi6dSumTdNuFT5l39EeHwLhCPKtZkyILRWQfoRWPo4DXX1Zf57BwnrcX5K915pQOIx9+/Zh4cKFsJjNWXueakceZk/gzt1EqUg6UFm8eDHeffddBio0rvjW+dXs+NGj0rnLcJHSg8iAYDCIwcMC18ysgtWa5XOLiCglSQcqjz32GBobG/G3v/0Ns2fPHvXDfcMNN2RscKRd8U4HdvwQEVEakg5U3njjDezevRsvvfTSqI+xmJZk8k6cLKQlIqJ0JF3m/p3vfAe33norOjo6EIlERvxjkEIytmQSEVEmJB2o9PT04Hvf+x6qq6uzMR7SgWA4gtbuaMcPD2EjIqJ0JB2orFy5Eq+99lo2xkI6cbTbi2BYoNDGjh8iIkpP0jUqM2bMwLp167B7927MmTNnVDHtd77znYwNjrRp+Bk/3GeHiIjSkVLXT1FREXbu3ImdO3eO+JgkSQxUCM2neKQ9ERFlRkobvhGN51DsjB92/BARUbqyc7gFGRozKkRElCkJZ1Tuv//+Ee//+Mc/zvhgSPsCoaGOH7YmExFRuhIOVIYv+bBAks7maI8XoYhAkd2CupI8pYdDREQal3Cg8sQTT2RzHKQT8rIPO36IiCgTWKNCGSW3JrOQloiIMoGBCmUUt84nIqJMYqBCGcWOHyIiyiQGKpQx/lAYR3t8ALj0Q0REmcFAhTKmtduLcESg2G5BjYMdP0RElL6UApXf//73uPzyy1FXV4djx44BAB566CG88MILGR0caYtcSDu9mh0/RESUGUkHKps3b8batWuxfPly9Pb2IhwOAwBKS0vx0EMPZXp8pCEspCUiokxLOlD5t3/7N/zmN7/BvffeC7PZHL994cKFOHjwYEYHR9rCQloiIsq0pAOV1tZWzJ8/f9TtdrsdXq83I4MibWrhHipERJRhSQcqU6ZMwYEDB0bd/tJLL+GCCy7IxJhIgwaDYRzt4Rk/RESUWQlvoS/7wQ9+gNWrV2NwcBBCCLz11lv4wx/+gI0bN+Kxxx7LxhhJA450eRERQHGeBc5iu9LDISIinUg6ULn99tsRCoVw9913w+fz4ZZbbsGECRPw8MMP4+abb87GGEkDWlxDhbTs+CEiokxJOlABgDvuuAN33HEHuru7EYlE4HQ6Mz0u0hjWpxARUTakFKjIKisrMzUO0rh4x4+T9SlERJQ5CQUq8+fPTzid//bbb6c1INKmFpecUWGgQkREmZNQoHLjjTdmeRikZYPBMI7FO3649ENERJmTUKBy3333ZXscpGGHu/oREUBJvhVV7PghIqIMSnoflb179+LNN98cdfubb76Jffv2ZWRQpC3DC2nZ8UNERJmUdKCyevVqtLW1jbr95MmTWL16dUYGRdrCrfOJiChbkg5UPvjgA1x88cWjbp8/fz4++OCDpB5r48aNuOSSS1BcXAyn04kbb7wRH3/8cbJDIoXJpybPcLI+hYiIMivpQMVut+PUqVOjbu/o6IDFkly3886dO7F69Wrs2bMHTU1NCIVCWLp0Kc8M0pjhm70RERFlUtL7qCxZsgTr1q3DCy+8gJKSEgBAb28v7rnnHixZsiSpx3r55ZdHvP/EE0/A6XRi//79+MxnPpPs0GgM2w924MQZX8L3D4cj+KhdQvvuozCbzx3HCgEcPx19fC79EBFRpiUdqPzrv/4rPvOZz6ChoSF+ivKBAwdQXV2N3//+92kNpq+vDwBQXl4+5sf9fj/8fn/8fbfbDQAIBoMIBoNpPfcnyY+X6cfNpfdO9OGbT6eyr40ZLxxrTuozKgptKLFLmv566eGap8qoczfqvAHjzt2o8wbUNfdkxiAJIUSyT+D1evH000/j3XffRX5+PubOnYuvfvWrsFqtyT5UnBACK1aswJkzZ/D666+PeZ/169djw4YNo27fsmULCgoKUn5uvdrdKeGPrWaU2wXOcyR9mRMmAbioQuDCsuw9BxER6Yd8VmBfXx8cDse4900pUMmG1atX489//jN2796NiRMnjnmfsTIq9fX16O7uPudEkxUMBtHU1IQlS5akFYApacOLH+I/3mzDHVdMxt3Xzkjoc/Qw71Rx7sabu1HnDRh37kadN6CuubvdblRWViYUqCS09LNt2zYsW7YMVqsV27ZtG/e+N9xwQ+Ijjfn2t7+Nbdu2YdeuXWcNUoBoIa/dPnpDMavVmrUvejYfO9sOdUWLkmfVliQ9By3PO12cu/HmbtR5A8adu1HnDahj7sk8f8Jb6Hd2dsZbiM9GkiSEw+GEn1wIgW9/+9t47rnnsGPHDkyZMiXhz6VzG9qIjUWuRESkTQkFKpFIZMy307V69Wps2bIFL7zwAoqLi9HZ2QkAKCkpQX5+fsaex4h6+v3o8QYgScA07m9CREQalfQ+Kk899dSIOhFZIBDAU089ldRjbd68GX19fbjqqqtQW1sb//fss88mOyz6BHkTtvqyAuTbzAqPhoiIKDVJByq33357vI14OI/Hg9tvvz2pxxJCjPnvtttuS3ZY9AlDm7Axm0JERNqVdKAihBjz4LkTJ07EN4Aj5fH8HSIi0oOEN3ybP38+JEmCJElYvHjxiO3yw+EwWltbcd1112VlkJS85mEnGhMREWlVwoGK3O1z4MABXHvttSgqGvoFaLPZMHnyZHzpS1/K+AApeUIItMgZFSczKkREpF0JByr33XcfwuEwGhoacO2116K2tjab46I0dPcHcMYXhIkdP0REpHFJ1aiYzWasWrUKg4OD2RoPZYCcTZlUXoA8Kzt+iIhIu5Iupp0zZw6OHDmSjbFQhrCQloiI9CLpQOWnP/0pvv/97+PFF19ER0cH3G73iH+kvGYXC2mJiEgfEq5RkcmdPTfccMOINmW5bTmZLfQpO+SlH26dT0REWpd0oPLaa69lYxyUIUKIeGsyO36IiEjrkg5UPvvZz2ZjHJQhXR4/+gaiHT9TqwqVHg4REVFakg5UZD6fD8ePH0cgEBhx+9y5c9MeFKVOzqY0VBSy44eIiDQv6UClq6sLt99+O1566aUxP84aFWXFO364fwoREelA0l0/a9aswZkzZ7Bnzx7k5+fj5Zdfxu9+9ztMnz4d27Zty8YYKQlDhxGyPoWIiLQv6YzKq6++ihdeeAGXXHIJTCYTGhoasGTJEjgcDmzcuBHXX399NsZJCWqRC2nZmkxERDqQdEbF6/XC6XQCAMrLy9HV1QUguhHc22+/ndnRUVKiHT/MqBARkX4kHajMnDkTH3/8MQDgoosuwq9//WucPHkSjzzyCM//UZjL44d7MASzSWLHDxER6ULSSz9r1qxBe3s7gOhBhddeey2efvpp2Gw2PPnkk5keHyVBzqY0VBTAbmHHDxERaV/SgcrXvva1+Nvz58/H0aNH8dFHH2HSpEmorKzM6OAoOXJr8gxu9EZERDqR8NKPz+fD6tWrMWHCBDidTtxyyy3o7u5GQUEBLr74YgYpKjC0dT4LaYmISB8SDlTuu+8+PPnkk7j++utx8803o6mpCXfeeWc2x0ZJ4qnJRESkNwkv/WzduhWPP/44br75ZgDA17/+dVx++eUIh8Mwm1kPoTQhRLw1mR0/RESkFwlnVNra2nDllVfG37/00kthsVjihbWkrE73IDz+ECwmCVMq2fFDRET6kHCgEg6HYbPZRtxmsVgQCoUyPihKnlxIO7myEDZL0l3nREREqpTw0o8QArfddhvsdnv8tsHBQaxatQqFhUN/wW/dujWzI6SEsJCWiIj0KOFApbGxcdRtX//61zM6GErd0GGErE8hIiL9SDhQeeKJJ7I5DkpTMwtpiYhIh1jMoANCCBxyyYEKl36IiEg/GKjoQHvfIPpjHT8NFez4ISIi/WCgogNyfcoUdvwQEZHO8LeaDgx1/LA+hYiI9IWBig7IhbTTWZ9CREQ6w0BFB5hRISIivWKgonGRiEALO36IiEinGKho3MneAfgCYVjN7PghIiL9YaCicS2u6LLP1MoiWM28nEREpC/8zaZxLSykJSIiHWOgonHcOp+IiPSMgYrGyUs/LKQlIiI9YqCiYZGIGLb0w4wKERHpDwMVDTvZO4CBYBg2swkN5QVKD4eIiCjjGKhomHzGz9SqQljY8UNERDrE324axkJaIiLSOwYqGja0dT4LaYmISJ8YqGhYc6zjZ5qTGRUiItInBioaFYkIHOIZP0REpHMMVDSq7YwPg8EIbBYTz/ghIiLdYqCiUXIh7XlVRTCbJIVHQ0RElB0MVDSqmYW0RERkAAxUNGqo44eFtEREpF8MVDRKXvqZ7mRGhYiI9IuBigaFIwKHu7jZGxER6R8DFQ06ftoHfygCu8WEep7xQ0REOsZARYPkQtppTnb8EBGRvjFQ0SAW0hIRkVEwUNGgeCEtW5OJiEjnGKhoUHwPFZ7xQ0REOsdARWNC4QiOdHsBcOmHiIj0j4GKxhw/7UMgFEG+1YyJZflKD4eIiCirGKhojFyfMs1ZBBM7foiISOcYqGiM3PHDQloiIjICBioa0+ySt85nfQoREekfAxWNaeGpyUREZCAMVDQkFI7gSBc7foiIyDgYqGjI0R4fAuFox8+EUnb8EBGR/ikaqOzatQtf+MIXUFdXB0mS8Pzzzys5HNUbXkjLjh8iIjICRQMVr9eLefPmYdOmTUoOQzPiW+ezkJaIiAzCouSTL1u2DMuWLUv4/n6/H36/P/6+2+0GAASDQQSDwYyOTX68TD9uOj7u7AMAnFeVn7VxqXHeucK5G2/uRp03YNy5G3XegLrmnswYJCGEyOJYEiZJEp577jnceOONZ73P+vXrsWHDhlG3b9myBQUFBVkcnTpsPGBG54CEf5wVxoVlqrhsRERESfP5fLjlllvQ19cHh8Mx7n01FaiMlVGpr69Hd3f3OSearGAwiKamJixZsgRWqzWjj53SeMIRzPu//4NgWGDHXVdmrZhWbfPOJc7deHM36rwB487dqPMG1DV3t9uNysrKhAIVRZd+kmW322G320fdbrVas/ZFz+ZjJ+PoaQ+CYYFCmxkNlcWQpOwW06pl3krg3I03d6POGzDu3I06b0Adc0/m+dmerBHxM36qsx+kEBERqQUDFY1olnekdXJHWiIiMg5Fl376+/tx6NCh+Putra04cOAAysvLMWnSJAVHpj4tLnnrfLYmExGRcSgaqOzbtw9XX311/P21a9cCABobG/Hkk08qNCp1iu+hwjN+iIjIQBQNVK666iqopOlI1QKhCI5284wfIiIyHtaoaMDRHi9CEYFiuwW1JXlKD4eIiChnGKhogFxIO626iB0/RERkKAxUNGDojB/WpxARkbEwUNEA+dRk1qcQEZHRMFDRAHnpZzoDFSIiMhgGKirnD4VxtMcHAJjB1mQiIjIYBioq19rtRTjW8VPjYMcPEREZCwMVlRu+0Rs7foiIyGgYqKgcC2mJiMjIGKioHAtpiYjIyBioqFxLbOmHhbRERGREDFRUbDAYxtEenvFDRETGxUBFxY50eRERgCPPAmexXenhEBER5RwDFRVrcQ0V0rLjh4iIjIiBioqxkJaIiIyOgYqKNbOQloiIDI6BiopxDxUiIjI6BioqNRgM4/jp6Bk/05lRISIig2KgolKHu/oREUBJvhVVRez4ISIiY2KgolLDN3pjxw8RERkVAxWVYscPERERAxXVinf8OFmfQkRExsVARaWGb/ZGRERkVAxUVGggMLzjh4EKEREZFwMVFTrc1Q8hgLICKyqLbEoPh4iISDEMVFRoeCEtO36IiMjIGKioELfOJyIiimKgokLcOp+IiCiKgYoKNcc6fqY7GagQEZGxMVBRGV8ghLbTAwC49ENERMRARWUOuaL1KRWFNlTwjB8iIjI4BioqIxfS8sRkIiIiBiqqw0JaIiKiIQxUVIaHERIREQ1hoKIyLbEalek8jJCIiIiBipp4/SGcOCN3/DCjQkRExEBFReSOn8oiG8oLecYPERERAxUVidencKM3IiIiAAxUVEWuT+FGb0RERFEMVFSEHT9EREQjMVBRkZb4qckMVIiIiAAGKqrR7w/hZC/P+CEiIhqOgYpKyDvSVhXbUVrAjh8iIiKAgYpqDC37MJtCREQkY6CiEmxNJiIiGo2Biko0u1hIS0RE9EkMVFRi6NRkLv0QERHJGKiogHswiI6+QQDcQ4WIiGg4BioqIBfSVjvsKMm3KjwaIiIi9WCgogJDyz7MphAREQ3HQEUFmmMZFXb8EBERjcRARQVaXPIZPyykJSIiGo6BigpwszciIqKxMVBRWN9AEJ3uaMfPNC79EBERjcBARWGHYss+NY48dvwQERF9AgMVhcULabnsQ0RENAoDFYU1szWZiIjorBioKIyFtERERGfHQEVh8VOTmVEhIiIahYGKgvp8Qbg8fgDAdCczKkRERJ/EQEVBzbGOn7qSPBTnseOHiIjokxioKIjLPkRERONjoKIgFtISERGNT/FA5Ve/+hWmTJmCvLw8LFiwAK+//rrSQ8oZZlSIiIjGp2ig8uyzz2LNmjW499578c477+DKK6/EsmXLcPz4cSWHlTPN8YwKAxUiIqKxWJR88gcffBB///d/j3/4h38AADz00EP4y1/+gs2bN2Pjxo2KjcsXCMHVN4DTfuBk7wAslmDGn6PfH0J3Pzt+iIiIxqNYoBIIBLB//3788Ic/HHH70qVL8cYbb4z5OX6/H36/P/6+2+0GAASDQQSDmQsm/nKwA9/740EAFmx4O7tLURNK82AziYyOPx3yONQynlzi3I03d6POGzDu3I06b0Bdc09mDIoFKt3d3QiHw6iurh5xe3V1NTo7O8f8nI0bN2LDhg2jbn/llVdQUFCQsbG92yPBKmV/VUySgHnFXmzfvj3rz5WspqYmpYegGM7deIw6b8C4czfqvAF1zN3n8yV8X0WXfgBAkqQR7wshRt0mW7duHdauXRt/3+12o76+HkuXLoXD4cjYmJYDuDsYRFNTE5YsWQKr1Th7nAQNOm+Aczfi3I06b8C4czfqvAF1zV1eEUmEYoFKZWUlzGbzqOyJy+UalWWR2e122O32UbdbrdasfdGz+dhqZtR5A5y7Eedu1HkDxp27UecNqGPuyTy/Yl0/NpsNCxYsGJWCampqwmWXXabQqIiIiEhNFF36Wbt2LW699VYsXLgQixYtwqOPPorjx49j1apVSg6LiIiIVELRQOWmm25CT08P7r//fnR0dGD27NnYvn07GhoalBwWERERqYTixbTf/OY38c1vflPpYRAREZEKKb6FPhEREdHZMFAhIiIi1WKgQkRERKrFQIWIiIhUi4EKERERqRYDFSIiIlItBipERESkWgxUiIiISLUYqBAREZFqKb4zbTqEEACSOy46UcFgED6fD263W/FTJnPJqPMGOHcjzt2o8waMO3ejzhtQ19zl39vy7/HxaDpQ8Xg8AID6+nqFR0JERETJ8ng8KCkpGfc+kkgknFGpSCSC9vZ2FBcXQ5KkjD622+1GfX092tra4HA4MvrYambUeQOcuxHnbtR5A8adu1HnDahr7kIIeDwe1NXVwWQavwpF0xkVk8mEiRMnZvU5HA6H4hdUCUadN8C5G3HuRp03YNy5G3XegHrmfq5MiozFtERERKRaDFSIiIhItRionIXdbsd9990Hu92u9FByyqjzBjh3I87dqPMGjDt3o84b0O7cNV1MS0RERPrGjAoRERGpFgMVIiIiUi0GKkRERKRaDFSIiIhItRiojOFXv/oVpkyZgry8PCxYsACvv/660kPKuvXr10OSpBH/ampqlB5WVuzatQtf+MIXUFdXB0mS8Pzzz4/4uBAC69evR11dHfLz83HVVVfh/fffV2awGXSued92222jvgc+/elPKzPYDNq4cSMuueQSFBcXw+l04sYbb8THH3884j56veaJzF2v133z5s2YO3dufHOzRYsW4aWXXop/XK/X/Fzz1uL1ZqDyCc8++yzWrFmDe++9F++88w6uvPJKLFu2DMePH1d6aFl34YUXoqOjI/7v4MGDSg8pK7xeL+bNm4dNmzaN+fGf//znePDBB7Fp0ybs3bsXNTU1WLJkSfxsKa0617wB4LrrrhvxPbB9+/YcjjA7du7cidWrV2PPnj1oampCKBTC0qVL4fV64/fR6zVPZO6APq/7xIkT8cADD2Dfvn3Yt28frrnmGqxYsSIejOj1mp9r3oAGr7egES699FKxatWqEbfNmjVL/PCHP1RoRLlx3333iXnz5ik9jJwDIJ577rn4+5FIRNTU1IgHHnggftvg4KAoKSkRjzzyiAIjzI5PzlsIIRobG8WKFSsUGU8uuVwuAUDs3LlTCGGcay7E6LkLYZzrLoQQZWVl4rHHHjPUNRdiaN5CaPN6M6MyTCAQwP79+7F06dIRty9duhRvvPGGQqPKnZaWFtTV1WHKlCm4+eabceTIEaWHlHOtra3o7Owc8T1gt9vx2c9+1hDfAzt27IDT6cSMGTNwxx13wOVyKT2kjOvr6wMAlJeXAzDWNf/k3GV6v+7hcBjPPPMMvF4vFi1aZJhr/sl5y7R2vTV9KGGmdXd3IxwOo7q6esTt1dXV6OzsVGhUufGpT30KTz31FGbMmIFTp07hJz/5CS677DK8//77qKioUHp4OSNf57G+B44dO6bEkHJm2bJl+PKXv4yGhga0trbiRz/6Ea655hrs379fcztZno0QAmvXrsUVV1yB2bNnAzDONR9r7oC+r/vBgwexaNEiDA4OoqioCM899xwuuOCCeDCi12t+tnkD2rzeDFTGIEnSiPeFEKNu05tly5bF354zZw4WLVqE8847D7/73e+wdu1aBUemDCN+D9x0003xt2fPno2FCxeioaEBf/7zn7Fy5UoFR5Y53/rWt/Dee+9h9+7doz6m92t+trnr+brPnDkTBw4cQG9vL/70pz+hsbERO3fujH9cr9f8bPO+4IILNHm9ufQzTGVlJcxm86jsicvlGhV5611hYSHmzJmDlpYWpYeSU3KnE78HgNraWjQ0NOjme+Db3/42tm3bhtdeew0TJ06M326Ea362uY9FT9fdZrNh2rRpWLhwITZu3Ih58+bh4Ycf1v01P9u8x6KF681AZRibzYYFCxagqalpxO1NTU247LLLFBqVMvx+Pz788EPU1tYqPZScmjJlCmpqakZ8DwQCAezcudNw3wM9PT1oa2vT/PeAEALf+ta3sHXrVrz66quYMmXKiI/r+Zqfa+5j0ct1H4sQAn6/X9fXfCzyvMeiieutVBWvWj3zzDPCarWKxx9/XHzwwQdizZo1orCwUBw9elTpoWXVXXfdJXbs2CGOHDki9uzZIz7/+c+L4uJiXc7b4/GId955R7zzzjsCgHjwwQfFO++8I44dOyaEEOKBBx4QJSUlYuvWreLgwYPiq1/9qqitrRVut1vhkadnvHl7PB5x1113iTfeeEO0traK1157TSxatEhMmDBB8/O+8847RUlJidixY4fo6OiI//P5fPH76PWan2vuer7u69atE7t27RKtra3ivffeE/fcc48wmUzilVdeEULo95qPN2+tXm8GKmP493//d9HQ0CBsNpu4+OKLR7Ty6dVNN90kamtrhdVqFXV1dWLlypXi/fffV3pYWfHaa68JAKP+NTY2CiGi7ar33XefqKmpEXa7XXzmM58RBw8eVHbQGTDevH0+n1i6dKmoqqoSVqtVTJo0STQ2Norjx48rPey0jTVnAOKJJ56I30ev1/xcc9fzdf/GN74Rfx2vqqoSixcvjgcpQuj3mo83b61eb0kIIXKXvyEiIiJKHGtUiIiISLUYqBAREZFqMVAhIiIi1WKgQkRERKrFQIWIiIhUi4EKERERqRYDFSIiIlItBipERESkWgxUiEgx69evx0UXXaT0MIhIxbgzLRFlhSRJ4368sbERmzZtgt/vR0VFRY5GRURaw0CFiLKis7Mz/vazzz6LH//4x/j444/jt+Xn56OkpESJoRGRhnDph4iyoqamJv6vpKQEkiSNuu2TSz+33XYbbrzxRvzsZz9DdXU1SktLsWHDBoRCIfzgBz9AeXk5Jk6ciN/+9rcjnuvkyZO46aabUFZWhoqKCqxYsQJHjx7N7YSJKCsYqBCRqrz66qtob2/Hrl278OCDD2L9+vX4/Oc/j7KyMrz55ptYtWoVVq1ahba2NgCAz+fD1VdfjaKiIuzatQu7d+9GUVERrrvuOgQCAYVnQ0TpYqBCRKpSXl6OX/7yl5g5cya+8Y1vYObMmfD5fLjnnnswffp0rFu3DjabDX/9618BAM888wxMJhMee+wxzJkzB+effz6eeOIJHD9+HDt27FB2MkSUNovSAyAiGu7CCy+EyTT0N1R1dTVmz54df99sNqOiogIulwsAsH//fhw6dAjFxcUjHmdwcBCHDx/OzaCJKGsYqBCRqlit1hHvS5I05m2RSAQAEIlEsGDBAjz99NOjHquqqip7AyWinGCgQkSadvHFF+PZZ5+F0+mEw+FQejhElGGsUSEiTfva176GyspKrFixAq+//jpaW1uxc+dOfPe738WJEyeUHh4RpYmBChFpWkFBAXbt2oVJkyZh5cqVOP/88/GNb3wDAwMDzLAQ6QA3fCMiIiLVYkaFiIiIVIuBChEREakWAxUiIiJSLQYqREREpFoMVIiIiEi1GKgQERGRajFQISIiItVioEJERESqxUCFiIiIVIuBChEREakWAxUiIiJSrf8HF3iaZWEYRc0AAAAASUVORK5CYII=", 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" ] diff --git a/docs/examples/tutorial_kernelloop.ipynb b/docs/examples/tutorial_kernelloop.ipynb index d5f59f7d8c..b793072a51 100644 --- a/docs/examples/tutorial_kernelloop.ipynb +++ b/docs/examples/tutorial_kernelloop.ipynb @@ -179,7 +179,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -187,7 +187,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in advection_then_wind.zarr.\n", - "100%|██████████| 432000.0/432000.0 [00:00<00:00, 1059409.81it/s]\n" + "100%|██████████| 432000.0/432000.0 [00:01<00:00, 228450.18it/s]\n" ] } ], @@ -216,7 +216,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -224,7 +224,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in wind_then_advection.zarr.\n", - "100%|██████████| 432000.0/432000.0 [00:00<00:00, 1317764.47it/s]\n" + "100%|██████████| 432000.0/432000.0 [00:01<00:00, 239943.63it/s]\n" ] } ], @@ -257,7 +257,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] diff --git a/docs/examples/tutorial_nemo_3D.ipynb b/docs/examples/tutorial_nemo_3D.ipynb index 9d9288e2ba..27d8f8255a 100644 --- a/docs/examples/tutorial_nemo_3D.ipynb +++ b/docs/examples/tutorial_nemo_3D.ipynb @@ -42,14 +42,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "100%|██████████| 345600.0/345600.0 [00:00<00:00, 55244158.02it/s]\n" + "100%|██████████| 345600.0/345600.0 [00:01<00:00, 245078.89it/s]\n" ] } ], @@ -135,13 +135,13 @@ "name": "stderr", "output_type": "stream", "text": [ - "/var/folders/1n/500ln6w97859_nqq86vwpl000000gr/T/ipykernel_56153/3089997373.py:8: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", + "/var/folders/x0/1qxj679n55zcybylvdsb4bxh0000gq/T/ipykernel_8301/3089997373.py:8: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", " plt.pcolormesh(\n" ] }, { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -233,7 +233,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -247,7 +247,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.5" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_peninsula_AvsCgrid.ipynb b/docs/examples/tutorial_peninsula_AvsCgrid.ipynb index f084997a3e..a3fedebbb7 100644 --- a/docs/examples/tutorial_peninsula_AvsCgrid.ipynb +++ b/docs/examples/tutorial_peninsula_AvsCgrid.ipynb @@ -121,17 +121,17 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in Trajs_A_linear.zarr.\n", - "100%|██████████| 100000.0/100000.0 [00:02<00:00, 39963.33it/s]\n", + "100%|██████████| 100000.0/100000.0 [00:05<00:00, 19241.54it/s]\n", "INFO: Output files are stored in Trajs_A_freeslip.zarr.\n", - "100%|██████████| 100000.0/100000.0 [00:02<00:00, 43447.65it/s]\n", + "100%|██████████| 100000.0/100000.0 [00:05<00:00, 19214.29it/s]\n", "INFO: Output files are stored in Trajs_C_cgrid_velocity.zarr.\n", - "100%|██████████| 100000.0/100000.0 [00:02<00:00, 43567.63it/s]\n", + "100%|██████████| 100000.0/100000.0 [00:04<00:00, 22020.46it/s]\n", "INFO: Output files are stored in Trajs_C_analytical.zarr.\n", - "100%|██████████| 100000.0/100000.0 [00:02<00:00, 44213.00it/s]\n", + "100%|██████████| 100000.0/100000.0 [00:04<00:00, 20195.86it/s]\n", "INFO: Output files are stored in Trajs_A_cgrid_velocity.zarr.\n", - "100%|██████████| 100000.0/100000.0 [00:02<00:00, 43377.32it/s]\n", + "100%|██████████| 100000.0/100000.0 [00:04<00:00, 20515.74it/s]\n", "INFO: Output files are stored in Trajs_C_linear.zarr.\n", - "100%|██████████| 100000.0/100000.0 [00:02<00:00, 44363.31it/s]\n" + "100%|██████████| 100000.0/100000.0 [00:04<00:00, 22079.42it/s]\n" ] } ], @@ -240,7 +240,7 @@ "outputs": [ { "data": { - "image/png": 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", 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tWrWKeDwedenShbZu3Uq7du2iDh06kEAgoMOHD3Pnj42NJQsLCwoICKCVK1fSwYMHafz48cTn82nq1KlcutmzZ5NAIKApU6bQkSNHaP/+/fTLL79opNGlc7raJQByc3MjPz8/WrduHe3cuZPatm1LAGjTpk2VlknFsldft0qVKvTJJ5/QgQMH6J9//iErKyuNfuTy5ctUpUoVql27NleOly9fJiKi/Px8qlWrFtna2tL8+fPp8OHDtGDBArKwsKAWLVqQUqnUuL6LiwsFBgbS2rVr6ejRoxQTE0P379/n7q1Ro0a0ZcsW2rRpE4WEhJBIJKLIyEjuHMePHyeRSER169alDRs20Pbt26l169bE4/Fo/fr1XDpd/fCmTZto8uTJtG3bNjpx4gStX7+emjZtSnZ2dlyfkJKSQrNmzSIAtHDhQu5+U1JSdNaLUqmkNm3akFAopEmTJtHBgwdp3rx5XJ9UVFTEpfXw8CBXV1fy8/OjlStX0oEDB6hnz54EgE6cOFFp/RERKRQKkslkVK9ePaPSExH17duX+Hw+ff3113Tw4EH65ZdfyM3NjSwsLGjw4MFcOkN9r642qu6Phw0bRvv27aO//vqLXFxcyNHRkZo2bWpU3gYPHkwA6LfffjP6fioyadIkAkDdunWjTZs20cGDB2n+/Pk0adIkLs3EiRMJAI0YMYL2799Pf//9N7m7u5OTk5NGXg31DbralLpcOnfuTLt27aLVq1eTj48Pubm5aemvLpo2bapxfbUueHp6Utu2bWn79u20fft2CggIICsrK8rKyiIiovj4eOrRowcB0LA/6vb24YcfkkgkovHjx9P+/ftp7dq1VL16dXJwcKDk5GSN61tbW5Obmxv99ttvdOzYMa4tenh4kIuLC7m7u9PSpUtp79691L9/fwJAP/74I3eOlJQUcnFxITs7O1q8eDHt37+fPv74YwJAo0eP1rhfXXZx9OjRtH79ejp+/Djt3r2bhg0bRnw+nyvnoqIi2r9/P9fW1PcaHx+vUQfPt021Dvft25f27NlDK1eupCpVqpCFhQXdvn2bS2esb2YsTD+1eRFf1di6GDJkCC1ZsoQOHTpEhw4dou+//55MTEy00lXUrwULFhCPx9NoA0RECxcuJAAUGxtbqS+rLtfnMaYP+uOPP2j27Nm0c+dOOnHiBK1YsYKCgoLI19dXw3fVVZe6OHHiBI0fP542b95MJ06coG3btlGXLl3IxMSEbt68yaVLTk4me3t7cnFxoWXLlnF67O7urtGfRUdHEwD6+++/Na6TmZlJEomExo0bxx2bOXMm8Xg8+uCDD2j37t20detWatCgAcnlcoqNjeXS7d+/n0QiEQUGBtLy5cvp6NGjtHTpUurTpw8RET169Ig++eQTAkBbt27lyjo7O1tn/RUWFlJgYCDJ5XKaN28eHTx4kCZNmkRCoZDat2+vkW91PxoaGkobN26kvXv3UrNmzUgoFNLdu3cNlq0hmH+torS0lJo3b05CoZC++OIL2rt3L+3cuZO++eYbWrduHRGpxrSNGjUiqVRKP/zwAx08eJCmTZtGVatW1crr8+O7CRMm0KFDh2j79u0a/z3P4MGDicfj0Zdffsnpm4uLC5mbm2v0m/pg/vD77w8bgtlibSr2p0QvrwdExtsBY9ra89fWVa66UOvK832puqx9fX1p8uTJdOjQIZo/fz5JJBKNGE5UVBSZmJhQ+/btuXatzvOTJ084H/7PP/+kw4cP0/fff08SiYSGDBmidX0XFxdq3rw5bd68mQ4ePEj379/ndM7NzU1rfGBubq5hg9asWUMAqHXr1rR9+3basGED1a1bl8RiMZ06dUqrfJ5vW8b4Fe+bnf2/D6KvXLmSANDixYuJiCg3N5dMTU2pcePGGunUjum+ffs0jo8cOVKnEwGAli5dqnW9ih31vn37CAAtWLBAI93MmTONdiKioqLI1dWVfHx8yMLCgs6fP1+pjC6MDaIDoI0bN2rItm/fnnx9fbnf69atIwC0ZcsWjXQXLlwgALRo0SKdeVAqlVRaWkonTpwgABQdHa11bV3lqgt9QXQAdO7cOY20fn5+1KZNG618Pl+vaqpXr061a9em0tJSjeMdOnQgJycnKisr07j+oEGDtM6h7hzHjh2rcVzdAa1evZqIiG7cuEEAaMyYMRrpzp07RwDom2++4Y7pClY+T1lZGZWWltLKlStJIBBQRkYG919ERIRe2Yrtok+fPiSRSOjhw4ca6dq1a0cymYwLjqjbT8WOauPGjVzApDKYfpbj4eFBERERGsfUZdykSRON4/n5+WRtbU0dO3bUOF5WVkZBQUEUGhrKHWvTpg25urpyRkjNxx9/TFKplGsnHTp0oFq1ahnM44sE0U1MTDSCYAqFgqpXr04+Pj4Gr6GW1+UsVdSTuXPnEgB68uQJd8zf31+nszd79mzi8/l04cIFjeObN28mALR3716N61tYWGjoEFG5I+Ls7EyFhYXc8ZycHLK2tqZWrVpxx+rXr0/29vaUm5urUQY1a9YkV1dXbpCiqx+uiEKhoLy8PJLL5RptddOmTXplK9aLOrg3d+5cjXQbNmwgAPTXX39xxzw8PEgqldKDBw+4Y4WFhWRtbU0jR47Um8/nSU5OJgBcEKIyYmNjCQBNmDBB47ja1ugaGOjqeyu20czMTJJKpdS1a1eNdGfOnCEARg0Mnjx5Qg0aNCBfX1/i8Xj0559/GnVPz3Pv3j0SCATUv39/vWkyMjJIIpFQ7969NY5HRUVp5VVf3/D8f+p2UVZWRs7OzlSnTh2NwXFCQgKJRKJXCqIHBARoDBzOnz9PALjgBBHRRx99pBVYeP6+fvrpJ43jjx49IhMTE/rqq680rg+Ajhw5onUeDw8P4vF4dPXqVY3j4eHhZG5uTvn5+URE9PXXX+v0D0aPHk08Ho9u3brFHaus/1coFFRaWkotW7bUaFupqal6ZXW1TfXg6HkePnxIEomE+vXrxx0z1jczFqafhjHGV33RulD7aNOnTycbGxsNXayoXzk5OWRmZkafffaZxjn8/Pw0AgSGfNmKAT1j+qCKqMvhwYMHBIB27NjB/WdsEL0iCoWCSkpKqGrVqho+8oQJE/TqcUU7V6dOHQoLC9NIt2jRIgJA169fJyKVHgmFQvrkk0800uXm5pKjoyP16tWLO+bt7U3e3t4adr0iP/74o977rVh/ixcv1tlG5syZQwDo4MGD3DEA5ODgQDk5Odyx5ORk4vP5NHv2bL35qQzmX6tQl0PFhy7Ps2fPHgJAf/zxh8bx2bNn6w2iT548Wes8FXVOPcbTNxZ8lSA684ffH3/YEMwWa/MiQfTK9OBF7EBF9LU1Q+WqC0NB9IptcMyYMSSVSjX8A7lcrrOvGDlyJJmammq0TSKiefPmEQAu2K6+vre3t8aDcKJyndM3Phg+fDgRlY8jAgICuDgYkaoc7e3tNexxZb6BIb/ifbKz//fLuSxZsgQmJibo06cPAMDU1BQ9e/bEqVOncOfOHS7diRMnYGZmprUhSN++ffWeu3v37pVe/9ixYwCA/v37axzv16+fUfm/e/cu2rZti7Fjx+LChQuoVq0aWrdujUuXLnFpZsyYAbFY/NJTeivC4/HQsWNHjWOBgYEa01l2794NS0tLdOzYEQqFgvvUqlULjo6OGtPI7927h379+sHR0RECgQAikQhNmzYFAK0py4Bx5WoIR0dHhIaGGsy/PuLj43Hz5k2uvp6/t/bt2+PJkyda05QM5bdivffq1QtCoZBrF+rvipu+hIaGokaNGjqnxD3PlStX0KlTJ9jY2HBlO2jQIJSVlb3QlMnnOXr0KFq2bAk3NzeN40OGDEFBQYHWtJ3np5gBqrIGYFR5M/00jor3EhkZiYyMDAwePFijjSqVSrRt2xYXLlxAfn4+ioqKcOTIEXTt2hUymUyrPRcVFXFLL4SGhiI6OhpjxozBgQMHdE6VfhFatmwJBwcH7rdAIEDv3r0RHx9v1FJFuniVtrZ7927UrFkTtWrV0iiHNm3a6Fz6okWLFrCystJ5rm7dukEqlXK/zczM0LFjR5w8eRJlZWXIz8/HuXPn0KNHD5iamnLpBAIBBg4ciMTERIPTHfPy8jBhwgT4+PhAKBRCKBTC1NQU+fn5OvtMYzh69CgA7b6mZ8+ekMvlWn1NrVq14O7uzv2WSqWoVq2aUWX9Mpw4cQKAqo98nh49euhd/98YHY+KikJRUZGWjoeFhcHDw6NS+dLSUrRr1w729vaIjY3Fhx9+iFGjRuGff/7h0pw+fZqbVqqPQ4cOoaysDB999JHeNGfPnkVxcbFWGdSvX19rKrIaY8rg1q1bSEpKQr9+/TSmmnt4eCAsLKxSeUNERERwU+6BF9dJHo+HAQMGaOiko6MjgoKCtHTSysoKLVq00Hkuf39/BAUFaRzr168fcnJycPnyZQAqHfDz89PyD4YMGQIi4nREH4sXL0adOnUglUohFAohEolw5MiRl9bJqKgoFBYWaumkm5sbWrRooaWTxvhmb4r/d/0EXsxXNbYujh49ilatWsHCwoI75+TJk5Geno6UlBS9eTEzM8PQoUOxfPlybnmFo0ePIi4uDh9//HGl5aILY/ogAEhJScGoUaPg5ubGtXN1XbxMW1coFJg1axb8/PwgFoshFAohFotx584djfMdO3ZMrx5XZOjQoYiMjNSwo8uWLUNISAhq1qwJADhw4AAUCgUGDRqk0b9IpVI0bdqU619u376Nu3fvYtiwYRp2/VU4evQo5HI5evTooXFcresVdbt58+YwMzPjfjs4OMDe3v6VdJv51yr27dsHqVTKLf+lC33925sqA/VY8FVg/vD/rz9siP+CLX4RKtMDY+0A8OJt7VXjVfryX1RUZNA/ULN79240b94czs7OGvfWrl07AOVt5flriUQinefSNz5Q15V6HDFw4EDw+eXhY1NTU3Tv3h1nz57VuVSYmtftVwBv387+XwfR4+PjcfLkSURERICIkJWVhaysLK6wn1/PKj09XSPgo0bXMQCQyWQwNzevNA/p6ekQCoWwsbHROO7o6GjUPcyfPx88Hg+ffvopLC0tcejQIVSrVg3h4eHcWkXHjx9Hq1atXtvmADKZTMuRlEgkKCoq4n4/ffoUWVlZEIvFEIlEGp/k5GRujaO8vDw0btwY586dw4wZM3D8+HFcuHABW7duBaDaiKHitY0pV0NULGt1/iteSxdPnz4FAHzxxRda9zVmzBgA0FoX0tDO1hXrWd0W0tPTAYD71nUOZ2dn7n9dPHz4EI0bN8bjx4+xYMECnDp1ChcuXODWnzXmfnWRnp6uNz/P51lNxfJWt8PKrs/003gq1oe6nfbo0UOrnc6ZMwdEhIyMDKSnp0OhUOC3337TSqfenEndnidOnIh58+bh7NmzaNeuHWxsbNCyZUtcvHjxpfKsqwzVxwy1a0O8bFsDVGV27do1rXIwMzMDEb2SXquPlZSUIC8vD5mZmSCiF9Kj5+nXrx9+//13DB8+HAcOHMD58+dx4cIF2NnZvZJeC4VCrY2EeDweHB0dK9VrwPh+FABsbW0hk8lw//59o/MHaOu0Lv1UY6iOKp7XUHs0xPbt23H16lVMmjQJAoEAixcvxsiRIzFixAgsW7YMgErHLS0tDQak1XthGNp0TF8Z6DsG/DtlYIhX1UkigoODg5Zenj179rXoJAANe/uyOjl//nyMHj0a9erVw5YtW3D27FlcuHABbdu2fSWdBIy3/8b4ZsbC9FOTl/FVK6uL8+fPo3Xr1gCAv//+G2fOnMGFCxfw7bff6jxnRT755BPk5uZizZo1AIDff/8drq6u6Ny5c6Xlogtj+iClUonWrVtj69at+Oqrr3DkyBGcP3+ee9j+Mm193LhxmDRpErp06YJdu3bh3LlzuHDhAoKCgjTOl56ebnQ76N+/PyQSCbfGbFxcHC5cuIChQ4dyadR+UkhIiFb/smHDBq5/MaZcXhT1vVRcH9ve3h5CofC129uKMP+6nNTUVDg7O2sEfvTl1draWuO4vjIAXq1/M9RvGgvzh98ff9gQzBa/GpXpgbF2AHjxtmZMub5q/g3x9OlT7Nq1S+u+/P39AbxavEp9zNh4lVKpRGZmps5zvwm/Qp2nt2lnX+0x6DvO0qVLQUTYvHkzNm/erPX/ihUrMGPGDAgEAtjY2Ojc6CM5OVnnuXVt1qMLGxsbKBQKpKena1SevvNW5O7du5DJZNzTRQsLCxw6dAht2rRBq1atMHnyZBw9elRjc6t/A/UGDvp2i1Y/6Tl69CiSkpJw/Phx7o0eAFobd6gxtlzfFLa2tgBUAcVu3brpTOPr66vx21Cek5OT4eLiwv2u2BbU30+ePNFy4JOSkrj86GL79u3Iz8/H1q1bNZ4SX716Va+MMdjY2ODJkydax9UbdRjK04vA9NN4Kt6Pug5+++03vTt+Ozg4QKFQcG976Hv7zMvLC4DKARs3bhzGjRuHrKwsHD58GN988w3atGmDR48eQSaTvVCedZWh+tirDh5eBltbW5iYmOjdDKhiu65Mr3UdE4vFMDU1hVAoBJ/Pfyk9ys7Oxu7duzFlyhR8/fXX3PHi4mJkZGTozVNlqNt6amqqxsCBiJCcnMxtUPe6EAgEaNmyJfbt24fExMRKAxTqNvH06VOdfaYujNFz9Xn11Zm+N7zV3L17FwC4oAGPx8OiRYvA5/MxfPhwZGdnY/78+fjyyy8NDuTVZZ6YmKg1y6diXtVOvzF5fR1l8LawtbUFj8fDqVOndJZdxWMvo5MANOzty9q21atXo1mzZvjjjz80jlfc9PBFeN7+68rT67K1umD6qcmL+qrGsH79eohEIuzevVsj4L59+3aj5H18fNCuXTssXLgQ7dq1w86dOzFt2jSNmR8vgjF9UExMDKKjo7F8+XIMHjyYO67ezPxlWL16NQYNGoRZs2ZpHE9LS4OlpSX328bGxug+ysrKCp07d8bKlSsxY8YMLFu2DFKpVOPNYbX+bN682eCblM+Xy+vCxsYG586dAxFp6EFKSgoUCsUb1W2A+dfPY2dnh9OnT0OpVOoNpKvzmpGRoRFIN5TXF+3fjO03/w2YP/zv+sOGYLb4zWKsHXiZtvYuxKwCAwMxc+ZMnf+rH1KpeRk91hWvqkhSUhL4fL7e2Spvwq9Q5+lt2tn/2zfRy8rKsGLFCnh7e+PYsWNan/Hjx+PJkyfcrsNNmzZFbm6u1i7E69evf6V8NG/eHAC4N0nUrF271ij5mjVrIikpSWNKgrm5OQ4cOAAvLy98/vnnGDRoEBo2bPhK+XxROnTogPT0dJSVlSE4OFjrow40qxt1xQ7zzz///FfzWxF9T/p8fX1RtWpVREdH67yv4OBgjakglVGx3jdu3AiFQsHtLqyemr569WqNdBcuXMCNGze4Xe91oatsiQh///23VtoXedLWsmVLbkD5PCtXroRMJtMbtH0RmH6+Gg0bNoSlpSXi4uL0tlOxWAyZTIbmzZvjypUrCAwM1JlOV0Db0tISPXr0wEcffYSMjAyN3duN5ciRIxrBwLKyMmzYsAHe3t6v9Y2viuhr6x06dMDdu3dhY2OjsxwqcxCfZ+vWrRpvHObm5mLXrl1o3LgxBAIB5HI56tWrh61bt2rkRalUYvXq1XB1dUW1atV0npvH44GItPrMf/75B2VlZVr3Chj3FF/dl1Tsa7Zs2YL8/HyDfc3LMnHiRBARPvzwQ5SUlGj9X1pail27dgEAmjRpAgDYsGGDRprNmzdr7DL/otSvXx9SqVRLxyMjI42awqdeGmDlypXcMR6Ph4ULF2L48OEYO3YsrK2t8dVXXxk8T+vWrSEQCLSCsM9Tr149SCQSrTI4e/bsK00b9vX1hZOTE9atWwfV0oAqHjx4gMjIyJc+r7Hoa6cdOnQAEeHx48c6dTIgIMDoa8TGxiI6Olrj2Nq1a2FmZoY6deoAUOlAXFwct7yLmpUrV4LH43H2QBc8Hk9LJ69du6a1vNmL6GSDBg1gYmKipZOJiYncsmpvEqaf0JABXq+vyuPxIBQKNYLehYWFWLVqldHn+Oyzz3Dt2jUMHjwYAoEAH374ocb/L9LejOmD3lQ5VDzfnj178PjxY41jzZs316vHuhg6dCiSkpKwd+9erF69Gl27dtUIyrdp0wZCoRB3797V6ycBQLVq1eDt7Y2lS5caXBbkRe1tXl6e1gMTdTt9k7rN/GtN2rVrh6KiIm7Wgi7UD84q9m+vWgbqsZ6+seCbhvnDunkb/rAhmC1+cxhrB16krf3bGNLjmJgYeHt767yvikF0Q+gbH6j7MF9fX7i4uGDt2rUa6fLz87FlyxY0aNBA78t2L+JXvC92Fvg/fhN93759SEpKwpw5c7gG8Dw1a9bE77//jiVLlqBDhw4YPHgwfv75ZwwYMAAzZsyAj48P9u3bhwMHDgCAwWlghmjdujWaNGmCr776Cvn5+QgODsaZM2eMdqK/+uorbN68GV26dMHYsWPRuHFj5OXl4dixY4iJiYGbmxs2bdqEDz74gOtY/w369OmDNWvWoH379vjss88QGhoKkUiExMREHDt2DJ07d0bXrl0RFhYGKysrjBo1ClOmTIFIJMKaNWu0nOR/G29vb5iYmGDNmjWoUaMGTE1N4ezsDGdnZ/z5559o164d2rRpgyFDhsDFxQUZGRm4ceMGLl++jE2bNhl9na1bt0IoFCI8PByxsbGYNGkSgoKCuLXMfH19MWLECPz222/g8/lo164dEhISMGnSJLi5uWHs2LF6zx0eHg6xWIy+ffviq6++QlFREf744w+d02kCAgKwdetW/PHHH6hbty74fD5nOCoyZcoUbp2tyZMnw9raGmvWrMGePXswd+5cWFhYGH3/+mD6+WqYmprit99+w+DBg5GRkYEePXrA3t4eqampiI6ORmpqKjdQXrBgARo1aoTGjRtj9OjR8PT0RG5uLuLj47Fr1y5ubcCOHTuiZs2aCA4Ohp2dHR48eIBffvkFHh4eqFq16gvn0dbWFi1atMCkSZMgl8uxaNEi3Lx585UHJZUREBCA9evXY8OGDahSpQqkUikCAgLw+eefY8uWLWjSpAnGjh2LwMBAKJVKPHz4EAcPHsT48eNRr149o64hEAgQHh6OcePGQalUYs6cOcjJycG0adO4NLNnz0Z4eDiaN2+OL774AmKxGIsWLUJMTAzWrVun940Ac3NzNGnSBD/++CNsbW3h6emJEydOYMmSJRoBAqDcaf3rr79gZmYGqVQKLy8vnQ9GwsPD0aZNG0yYMAE5OTlo2LAhrl27hilTpqB27doYOHCgkSVsPA0aNMAff/yBMWPGoG7duhg9ejT8/f1RWlqKK1eu4K+//kLNmjXRsWNH+Pv7o2/fvvjpp58gEAjQokULxMbG4qeffoKFhcVL67iVlRW++OILzJgxA8OHD0fPnj3x6NEjTJ061agpqhEREWjfvj1mzpyJR48eoVu3bhCLxbhy5Qq2b98ONzc33L17FwsWLMD48eP1nsfT0xPffPMNvv/+exQWFqJv376wsLBAXFwc0tLSMG3aNFhbW2PcuHGYPXs2rKys0LVrVyQmJmLatGlwcnJ66TLg8/n4/vvvMXz4cHTt2hUffvghsrKyjC6DV0UdDJ8zZw7atWsHgUCAwMBANGzYECNGjMDQoUNx8eJFNGnSBHK5HE+ePMHp06cREBCA0aNHG3UNZ2dndOrUCVOnToWTkxNWr16NQ4cOYc6cOZxjP3bsWKxcuRIRERGYPn06PDw8sGfPHixatAijR4/WO5AHVIOV77//HlOmTEHTpk1x69YtTJ8+HV5eXhoDVzMzM3h4eGDHjh1o2bIlrK2tOT2uiKWlJSZNmoRvvvkGgwYNQt++fZGeno5p06ZBKpViypQpL1DKLw7Tz3LehK8aERGB+fPno1+/fhgxYgTS09Mxb968F3oLLzw8HH5+fjh27BgGDBgAe3t7jf8N+bIVMaYPql69Ory9vfH111+DiGBtbY1du3bh0KFDL10OHTp0wPLly1G9enUEBgbi0qVL+PHHH7Uepn/++edYunQpIiIiMGPGDDg4OGDNmjW4efOmzvO2bt0arq6uGDNmDJKTkzWWclHf7/Tp0/Htt9/i3r17aNu2LaysrPD06VOcP38ecrmcs9kLFy5Ex44dUb9+fYwdOxbu7u54+PAhDhw4wAWV1P3YggULMHjwYIhEIvj6+up8sWbQoEFYuHAhBg8ejISEBAQEBOD06dOYNWsW2rdvj1atWr10eVYG86816du3L5YtW4ZRo0bh1q1baN68OZRKJc6dO4caNWqgT58+aNu2LRo2bIjx48cjJycHdevWRVRUFBeMedkyqFGjBgYMGIBffvkFIpEIrVq1QkxMDObNm/fKS5caA/OH3x1/2BDMFr85jLUDL9LW/m0CAgJw/Phx7Nq1C05OTjAzM4Ovry+mT5+OQ4cOISwsDJ9++il8fX1RVFSEhIQE7N27F4sXLzb6pbWUlBRufJCdnY0pU6ZAKpVi4sSJAFR94Ny5c9G/f3906NABI0eORHFxMX788UdkZWXhhx9+0HvuF/Er3hc7C+C5LaT/z+jSpQuJxWJKSUnRm6ZPnz4kFAopOTmZiFQ7+Hbr1o1MTU3JzMyMunfvTnv37tXaOXbw4MEkl8t1nrPiDtBERFlZWfTBBx+QpaUlyWQyCg8Pp5s3bxq9O3lKSgp98skn5OHhQUKhkKytral9+/a0b98+ys/Pp3r16pGpqSmdOXPG4HkqXk/XLtj67q3ijuNERKWlpTRv3jwKCgoiqVRKpqamVL16dRo5ciTduXOHSxcZGUkNGjQgmUxGdnZ2NHz4cLp8+bLOXd/1lasudO3+27RpU/L399dKq6te1q1bR9WrVyeRSKRVNtHR0dSrVy+yt7cnkUhEjo6O1KJFC26X++evX3F3c6Ly8rp06RJ17NiRa1N9+/alp0+faqQtKyujOXPmULVq1UgkEpGtrS0NGDCAHj16VOk97Nq1iyt/FxcX+vLLL2nfvn1a9ZqRkUE9evQgS0tL4vF4GnWpqx1ev36dOnbsSBYWFiQWiykoKEijrojK28+mTZs0juvahboiTD+18fDwoIiICI1j+spYzYkTJygiIoKsra1JJBKRi4sLRURE6KyTDz74gFxcXEgkEpGdnR2FhYXRjBkzuDQ//fQThYWFka2tLYnFYnJ3d6dhw4ZRQkICl0aXzukqUwD00Ucf0aJFi8jb25tEIhFVr16d1qxZY7AMnpfXtQt7RV3T1YclJCRQ69atyczMjABo5C0vL4++++478vX1JbFYTBYWFhQQEEBjx47l2tnz+a+Ium3PmTOHpk2bRq6uriQWi6l27dp04MABrfSnTp2iFi1akFwuJxMTE6pfvz7t2rWr0ntITEyk7t27k5WVFZmZmVHbtm0pJiaGPDw8tHZo/+WXX8jLy4sEAoGG3umql8LCQpowYQJ5eHiQSCQiJycnGj16NGVmZmqk09UWibR3RjeWq1ev0uDBg8nd3Z3EYjHJ5XKqXbs2TZ48WaMPKCoqonHjxpG9vT1JpVKqX78+RUVFkYWFBY0dO5ZLZ6jv1dVGlUolzZ49m9zc3EgsFlNgYCDt2rXL6PspKSmhefPmUUBAAEkkEpLL5VS/fn1atGgRlZaW0ieffEIAaMGCBZWea+XKlRQSEsLZzNq1a2v0lUqlkmbMmMG1rcDAQNq9ezcFBQVR165duXSG+gZdbYqI6J9//qGqVauSWCymatWq0dKlS3W2E11ULCu1Lvz4449aaSvqb3FxMQ0fPpzs7Ow4+/N8/SxdupTq1avH6Ym3tzcNGjSILl68qHF9XbadqLy9bt68mfz9/UksFpOnpyfNnz9fK+2DBw+oX79+ZGNjQyKRiHx9fenHH3+ksrKySu/hiy++IBcXF5JKpVSnTh3avn27zvI7fPgw1a5dmyQSCQHgdFZX2yRS1UtgYCDXJ3Xu3JliY2M10ryIb/aiMP1U8aq+qq66WLp0Kfn6+pJEIqEqVarQ7NmzacmSJTp9V333OnXqVAJAZ8+e1fm/Pl9WX9uorA+Ki4uj8PBwMjMzIysrK+rZsyc9fPhQr12u2J4rkpmZScOGDSN7e3uSyWTUqFEjOnXqlM57Vl9bKpWStbU1DRs2jHbs2KGzPyMi+uabbwgAubm5aemwmu3bt1Pz5s3J3NycJBIJeXh4UI8ePejw4cMa6aKioqhdu3ZkYWFBEomEvL29Ndo1EdHEiRPJ2dmZ+Hy+Rp503Ut6ejqNGjWKnJycSCgUkoeHB02cOJGKioo00unzN3TZe2Ng/rU2hYWFNHnyZM7+2djYUIsWLSgyMpJLk5GRQUOHDtXI69mzZ7X6DrVepaamal1Hl84VFxfT+PHjtfpNY+uX+cP/X/6wIZgtVqHreq+iB0TG2QFj25qhctWFrriIvn5EV71cvXqVGjZsSDKZjABolE1qaip9+umn5OXlRSKRiKytralu3br07bffUl5ensb1dfnr6vJatWoVffrpp2RnZ0cSiYQaN26s4YM/X4716tUjqVRKcrmcWrZsqdX/6roHY/0KovfDzhIR/d8G0V8XM2fOJB6PpxXQZDAMYcjJYrw+mH6+m+gzVu87hhwRxpvhzJkzBMDoBzD/j9y7d4/EYjHNnDnzbWflnUTfIJfx5mH6+eapW7cuBQcHv+1sMP5jMP+aaM2aNQSg0iD9fxHmD79bMFvMeBkqe1mPoZ//2+VcXobff/8dgGraQWlpKY4ePYpff/0VAwYMeKNr+DIYjMph+slg/H9z6NAhREVFoW7dujAxMUF0dDR++OEHVK1aVe9Gz/9vREdHY926dQgLC4O5uTlu3bqFuXPnwtzcHMOGDXvb2WP8h2H6+e+Rk5ODmJgY7N69G5cuXcK2bdvedpYY/8cw/1q1JvDjx48REBAAPp+Ps2fP4scff0STJk0QFhb2trPHYHAwW8xgvH1YEP05ZDIZfv75ZyQkJKC4uBju7u6YMGECvvvuu7edNQbjPw/TTwbj/xtzc3McPHgQv/zyC3Jzc2Fra4t27dph9uzZkEqlbzt7/wpyuRwXL17EkiVLkJWVBQsLCzRr1gwzZ86Eg4PD284e4z8M089/j8uXL6N58+awsbHBlClT0KVLl7edJcb/Mcy/Vu1nsX79esyYMQP5+flwcnLCkCFDMGPGjLedNQZDA2aLGYy3D4/ouS1WGQwGg8FgMBgMBoPBYDAYDAaDwWBwvNwWvgwGg8FgMBgMBoPBYDAYDAaDwWD8B2BBdAaDwWAwGAwGg8FgMBgMBoPBYDD0wILoDAaDwWAwGAwGg8FgMBgMBoPBYOiBbSyqA6VSiaSkJJiZmYHH473t7DAYbwUiQm5uLpydncHnvz/P25j+Mv7rMN1lMN5PmO4yGO8nTHcZjPcXpr8MxvvJ29JdFkTXQVJSEtzc3N52NhiMd4JHjx7B1dX1bWfDaJj+MhgqmO4yGO8nTHcZjPcTprsMxvsL018G4/3k39ZdFkTXgZmZGQAg/v4jmJmbv+XcMBhvh9ycHPh4uXH68L7A9JfxX4fpLoPxfsJ0l8F4P2G6y2C8vzD9ZTDeT96W7rIgug7U02HMzM1hzjokxn+c9216GNNfBkMF010G4/2E6S6D8X7CdJfBeH9h+stgvJ/827r7/iz6xGAwGAwGg8FgMBgMBoPBYDAYDMa/DAuiMxgMBoPBYDAYDAaDwWAwGAwGg6EHFkRnMBgMBoPBYDAYDAaDwWAwGAwGQw8siM5gMBgMBoPBYDAYDAaDwWAwGAyGHlgQncFgMBgMBoPBYDAYDAaDwWAwGAw9sCA6g8FgMBgMBoPBYDAYDAaDwWAwGHpgQXQGg8FgMBgMBoPBYDAYDAaDwWAw9MCC6AwGg8FgMBgMBoPBYDAYDAaDwWDogQXRGQwGg8FgMBgMBoPBYDAYDAaDwdADC6IzGAwGg8FgMBgMBoPBYDAYDAaDoQcWRGcwGAwGg8FgMBgMBoPBYDAYDAZDDyyIzmAwGAwGg8FgMBgMBoPBYDAYDIYeWBCdwWAwGAwGg8FgMBgMBoPBYDAYDD2wIDqDwWAwGAwGg8FgMBgMBoPBYDAYemBBdAaDwWAwGAwGg8FgMBgMBoPBYDD0wILoDAaDwWAwGAwGg8FgMBgMBoPBYOiBBdEZDAaDwWAwGAwGg8FgMBgMBoPB0AMLojMYDAaDwWAwGAwGg8FgMBgMBoOhBxZEZzAYDAaDwWAwGAwGg8F4jZSlF6Isq/htZ4PBYDAYrwnh284Ag8FgMBgMBoPBYDAYDMb/C4WRj5G/7x4AQNrAGfKWnuBJBG85VwwGg8F4Fdib6AwGg8FgMBgMBoPBYDAYr4GCU4nI33sPIAAEFEUmIfO3SyiJz3zbWWMwGAzGK8CC6AwGg8FgMBgMBoPBYDAYr0jBiUcoOHC//ICABwBQZhUjZ2UMiqJT3lLOGAwGg/GqsCA6452EiEBEbzsbDAbjJWC6y2AwGAwGg8H4r1Fw6hEKDiVwv2UtPWD1aV2IqliqDiiBvM23UHT56VvJH4PBYDBeDbYmOuOdgMoIxddSUHovC2UpBShLKwQpCUInUwhdTCHysoC4ug14fN7bziqDwahA6YNsFF9PRVlKARQpBaD8UgjsZBC6mELoZg5JgB34JszcMBgMBoPBYDD+PymMfIyCAwncb1kbT8gauwEAzIfURP7ueBSdTwYIyNt2G1ASpMGObym3DAaDwXgZWFSD8VYhIpTEpqHg8AOUpRVq/a94mAPFwxwURSVB6GwKeQdviNzN30JOGQxGRRTJ+cg/lIDSWxla/5WlFKAspQDFV1JQcDgB8nBPSOo6sgdhDAaDwWC8BMqCUhSeSoQiMdd4IR4PIh9LmDR0AU/AJiAzGG+KogtPVGugP0PWyoMLoAMAj8+DvKMPIOCjKCpJFUjffgcggjTE6W1kmcFgMBgvAQuiM94ayvwS5Ky9AcWDHM0/eADfUqpKk1nEHVYk5SH7r2hIguwh7+QNvoQ1XwbjbUBKQsHB+yg881i1YdJz8OQi8OUi1UMxpepPKlAgb0c8Cs8/gVl3Xwgd5W8h1wwGg5QExZM8KB7kgIrLjBcU8iB0MYPIzQw8keDNZZDBYGhBSkLRhScoOPwAVKh4YfnSe1koiUuHWa/qEFhL30AOGYz/NsUxqcjbGc/9NmnuDlkzd610PB4P8vZVwBPwUHj6MQAgb4dKjgXSGYz3H1IoUfowB8rcEqCkDFSqBE8mgqiKBQTmkredPcZrgkUhGW+FsowiZK+IgTK9/O1zoYc5ZC08VIN0sWqQriwoRWlCNgqOPEDZ0wIAQHF0CsrSC2E+yB98meit5J/B+K9CCiVyt9xCyfU07hjfXAxZCw+Ia9iAL1fpJJUqoUjOQ+GZxyiJUaUte5KP7H+uwXyQP5tRwmD8iyiLFMjfew8lcWmgohcInldEyIPIyxKmHX1YMI7B+BcghRLZy2OgSMh+pfMoEnORtfAyTHv4QlLD5jXljsFglMRnInfTLe6lEpOGLpC10A6gq+HxeJC18QLAQ+HpRADPAuk8HlvahcF4DyElofReFoqvpaLkRrreh90COxOIfW1g0tiVGy8z3k9YEJ3xr6N4kofsFTGgvFIAqgCcaeeqEFWzAo+nudQDXyaCxM8WYl8bFF18goJDCaCiMigSc5G95BoshgSAbyZ+G7fBYPznUBYrkLv2BkrvZqkO8AFZS0+YhDlrvZ3KE/EhcjOHqI85Su9nI293PMqeFoCKFMhefh3m/f0g9rb692+CwfgPkr8rHsXRqa9+IgWh9E4mctbEwnJMbbY8BIPxhik881gjgC4JsoOslSf4psYNwBXJ+cjdeAvKzCJQcRlyN9yA8OO6ENiavKksMxj/GUof5yJnbRxQpoqgS+o4QNbWS2s8WxFVIN0TAJ4LpN8BBDxIazu80TwzGIzXhyK1AHnb72ivrKCDstRCFKYmouhSMmQt3CENdQZPwJY5fR9hQXTGv4oiJR/ZS66DilRP6AR2JjAfXBMCS8NvtPEEPJjUc4bIwwLZy6+D8kpR9rQAWf9Ew2JYIJsew2C8Yai0DDkrYqF4+MxJEPFh3qcGxL7WlcqKvCxgOaIWctbEofReFlCiRM7KWFUgvVrl8gwG4+Upic8sD6CL+BD7WkPkZVGp3X0eZUEpSu9no+RWBihfZX8LIx9rrPfKYDBeL2XphSg49lD1gweYD64Jsc+LPXwWuZnD8qPayNt6GyVx6YCCkLczHuZDa1Ya6GMwGPopyyhCzspYoEQJABDXsIFp56pG6xUXSCfilkfM23obPD4PkiD7N5hzBoPxqpBCicJTiSg4/pB7iAYAPLEA4urWELo+W1lByEdZWgFK72VDkZgDKAEqVCB/zz0UXX4K84H+LI71HsKC6Ix/DWVuCXJWxnIBdKGr2QsvySJ0lMNyeBCyl12HMrsYyvQi5K6Jg8WwQG4JGAaD8XohJSF3y20ugM4zEcJ84IstycKTCGA+0B+5G26g5GYGUEbIXX8TFiOC2BrpDMYbgkrLNNZpNY3wfunp4tLaDlA8zkXW4qsAAQVHH0Lib8eWdWEw3gBEqmA3FKoAnbSBywsH0NXwpUKY9fBF5q+XoMwqVk07j06FtBYL1DEYL4OyoBQ5q2JA+apZ1UIPc5j1qq7zrdK0B/dwefcWWDu7oU7nnuDzy8erPB4PsrZeoDJC0VnVZqO5W24BQj4k/rb/2v0wGAzjURYpkLMqVuPtc76VFPLWnhBXt9a7d5AytwT5B++j+EoKgGfLnP4VDYuhARDYsNlh7xNsHi7jX4FKypCzOhbKrGIAgMDZFBZDA15qTXOBrQksPgwC30L11E7xOA+5W26DlFSJJIPBeBkKDiVw65pDzIfF0ICXWtOcJ+LDrG8NiP1U67FSSRlyVsWqNl9hMBivnYLjj6DMUG3QLfQwh6TOq00TF7qYQVrfWfWjVIm8XfEgYraXwXjdFF9L5ZZO41tIIG/p8Urn44kFMO3gzf3O33cPyoLSVzong/FfhBRK5Ky9gbJU1b5eAlsTmPf3A0+kGVYhpRJX927DpsnjcCfyBM5tXo0TSxZq2Uwejwd5RBVIQ5494FYCuRtvouR2xr9yPwwGw3iUBaXIWXa9PIDOA0waucLqkzqQBNjpDaADAN9MDLPuvrAYGQS+leoFFGVWMbL+joYiOf/fyD7jNcGC6Iw3DhEhd9MtKB7nAVANBiwG+oMnefk3xwWWEpg/d46S2DQUHHnwWvLLYDDKKbqYjMJTqvUawQPMe9eA0Nn0pc/HE/Bh1sMXQhfVOZTZxchZEwcqfYXNDhkMhhaKlAJurVUIeDDt7AMe/9WXb5C18gDfXLUXSemdTJTEplUiwWAwXgRlkQL5++5xv+UdvV/JZ1Yjrm4Dsf+zh9j5pcg/mPDK52Qw/ksQEfJ23eX2KeDJRTAfVFPrpbCSokLsmjsFZ9YsgVJRvslg3PGDOLP6H92B9I4+kNR+NjukjJCz9gZK72e90fthMBjGo8wrQfaSa1xMiycTwmJEEORtvbRWRCAiKJW6x7YiN3NYjgiCwEGmSptXiuzl19lLZe8RLIjOeOMUnU1CyY10AM+WdBjk/1o2AxU6ymHWqzrwLCZQeOIRim+mv/J5GQyGCsXTfOTtvsv9lnf0MWoN9MrgiQUwH+BfPpskMRf5e+9VIsVgMIyFiJC/9y63TqNJI1cI7V/Pskl8iRByjTda74NK2EMwBuN1UXDsIShP9Za42M8Gkuo2r+3c8ojygHzxpWQoHue+tnMzGP/vFEUlofhSsuqHkAfzAX5aS5qVKUqx/5dZeHT9CnfMu14j8HiqsEv0/h04v2Wt1rl5fB5Mu1SDuOazZVwUSuSsioPiKXtDlcF42yiLFMheeh1lTwsAADxTESyGBULkVj4zOzn+Fi7u2Ig986Zh6aj++GNgZywZ2Q9rvxyNXXMm48aJw1CUqFZl4JuJYTEsEEJXMwCqQHruxptsZYX3hLe6Jvrs2bOxdetW3Lx5EyYmJggLC8OcOXPg6+vLpSEiTJs2DX/99RcyMzNRr149LFy4EP7+/gbPvWXLFkyaNAl3796Ft7c3Zs6cia5du75Q/k4cO4qIjp3A5xv3rCExMRHbtmxGYWEBmjVviZDQUKM3F7l96xZ27doBIkJEREfU8PMzOp+XLl7EkcMHIZFI0bV7D7i7uxslR0Q4cfwYzkZFwtLSCt179oKdnZ1RsgqFAvv37cX1a9FwdnZBtx49YWZmpp0uOR/5B+5zv816V4fCQoDN69bi/r278Papik6du0AqNW5N1ZycHGzdvAlPniQhMKgW2rZrD3m7KlwALm/bHYg+MQPfVDtIn5KSgi2bNiI7OwthDRuhcZOmRtfPg4QEbNu2BaUlJWgV3ga169QxSg4AYmNisG/fHvD5fHTs2BlVq1UzSo6IcO7sWZw4fhRyuSm6du8BFxcXo2SVSiWOHjmMixfOw8bGFt179oK1tXHBz9LSUuzetRPRVy4blf5dpSA/H+bmxi05UlBQgO1bt+DBgwT4Vq+BDh07QSw27kFPZmYmtmzaiNTUFNQNDkGr8NZG9xlJSUnYtmUz8vJy0bhJMzQICzO6Td6Nj8fOnduhUCjQrl0EagYEGCUHANFXr+LggX0QicXo0qUbPL28tNJQqRK5G2+Wr8dazwnSEEecPnUSp0+dhLm5Bbr37AUHB+OWhygrK8PBA/tx9cplODg4onvPXjAf4Iesv6KBUiWKLiRD7GsNsY5gQXFxMXbu2I47t2/Bq4o3unTtBhMT49aOy83NxbYtm/H4cSL8awagfUQHCIXGmb60tDRs2bQRmZkZCK1XH81btDS6fh4+fIjtW7egqKgQzVu0QkhoqFFyAHDr5k3s3r0TABAR0RHVa9QwWvbihQvYu2eX0enfRRIfPYJfJTZeDRHh+LGjOHc2ClZW1ujesxdsbY1bR1ShUGDf3j2IuX4NLi6u6Nq9h047povCwkJs37YVCffvwadqNXTq3AUSiXEbA2VnZ2Pr5k1ITn6CWrXroHWbthAIjHvL9OnTp9i6eROys7PQsFFjNGrcRGebLLmZgdL4LACq2V+ypm5IuH8f27dvRWlJCcJbt0Wt2rWNuiYAxFy/jn379kAgEKBTpy7wruEDkY8lSuOzoMwuRuHpRMhaaC83QUQ4GxWFkyeOQS43RbcePeHs7GzUNZVKJY4cPoSLF87Dzs4e3Xv2gpWVcWtCl5SUYPeunbh18wbc3T3QtXsPyGQyo2Tz8/OxfesWPHz4ANVr+KFDx04QiYxbei4jIwNbN29CWloq6gaHoGWrcKPtwePHj7FuzWqj0r6rnD93Di1btTK6n7xz+zZ27dqBsrIytG/fAf41axp9rSuXL+PwoQMG7ZguiAinT53EmdOnYGFhiW49er6QHTuwfx+ir16Bo6MTuvXoCQsLC6Nki4uLsWP7NtyNv8PZMV2+ryKlAEVRSaofQj7k7aogNzcXWzdvQlLSY9QMCES79hFG27HU1FRs3bwJmZkZqN8gDE2bNYeshTvy991XbWS45x4sPgzUWWfP27GWrVqjbnCwUdcEgBtxcdizZxd4PB46dOgE3+rVjZIjIlw4fx7Hjx2BiYkMXbp1h5ubcRsYK5VKHD92FOfPnYW1tQ269ej5QvZg757diI25DhcXV3Tr0ROmpsbNuissLMTmTRuMSvuusmPbVvTu289o3zcrKwtbN2/C06fJqF2nLsJbtzHajiUnJ2Pr5k3Izc1Bw8ZN0LBhI6P7jPv37mH79q1QlJaidZt2CKpVyyg5ALh+7Rr2798LoVCosmM+PkbJEREiz5xB/PGraFcUCP6zt7dMu1bTCKABqiVcjv71KxdAF8vksA1riStJT2FdLRCKW1cBABe3rYPU1BRBbTtryPMEPJj18EVOqRKltzJAJWV4+PsZXPRJRYeeXV/Ijm3bshmPHj1EDT9/RHToaLQdS09Px9bNm5CenobgkFC0aNnqhWMhBQX5aNqsBerVr//C9kCpVKJ9+w5G+4EAcPnSJRw5fBBisQRdunWHh4dxy18REU6eOI7jR48Yfa13kdTUVKPHvGVlZdi/by+uRV+Fk5MzuvXoabRsUVERdmzfhnt341HF2wedu3R9qRhOQGAQ2rZrb7QdS0lJwdbNm5CVlYkGYQ3RpGkz42M4Dx5g+9YtKC4uQqvwNqhTt65RcgAQFxuLvXt3gwce+lo0gzjlWQDcQqJax9xWNRZNuR+PqPXLkRhzVescRXk5KMrLQWbSIzy8dhln1vyD6k1aIbhzL0jNzGE+0A9Zv1+BMrcEpfezkX8kAed48bhw/hysrW3QvWcv2NgY9yC9tLQUe3bvwo24WLi6uqFr9x5G27GCggLs2LYVCQn3Uc23Ojp26vxC9mDLpo1ISXmKOnWD0Sq8tdH24MmTJ9i6eRPy8nLRqHFThDVsaHTd3rt7Fxs2rDMq7WuH3iJt2rShZcuWUUxMDF29epUiIiLI3d2d8vLyuDQ//PADmZmZ0ZYtW+j69evUu3dvcnJyopycHL3njYyMJIFAQLNmzaIbN27QrFmzSCgU0tmzZ43KV3Z2NgEgAFQ/rCE9Tc+mwlIy+Fnw2yISCAQkFEtIKjcjANS1e0/KKSgxKFdQoqQvvvqaAJDYREYSEzkBoE8++5wKSpQGZXMLS6l33/4EgKRyMxKJJcTn82nuvJ8rzW9qZi41adaCAJDM3JIEQhFJpFJas35TpbL3HiZRDf+aBIDkljbE4/PJwtKKDh87pXlvBQpK+ukiPZpwkh5NOEmpO+LpcnQsObm4EgAytbQhAOTi5k7RMTcpJ6+Q7sbE0MUD++jg0j9p7x+/0qWD++nJw0QqKFHSwSPHydzCknh8PsmfyfoHBFLCoyf0dFkMd52ny2K0ym7lmvUklkhIIBSRzNySAFCzFi0pLSuv0vudPXce8fl8EkmkXN32GzCI8ooUldbt6I8+JgAkMZGT2ERGAOjrb76r9JrZ+cXUsXNXAkAmpuYkFEtIIBTSwj/+qlT2SWomhdZv8KxurYgvEJKJTE5bd+yuVPbW3Qfk7VP1Wd1aEQDKzs5+ZV3/N1Hrr5W1DZ2OulDpPUedv0y29g6qNmmlaldeVXzoxu17lcru3LOfZHJT4gsEJLewJgBUNySUHj9Nr1T2z7+XklAkIqFITCam5gSA2kV0oKy8okplv5s8VdVnSE1IIjMlAPThyFGV9hn5xWU0eOgH5X2GREo8Ho+mz5yt3Udsj+d0Kmn+RUrPyKNWrduo2qSZBQlFYhKJxbR0xWoqKC6jR3fvUfSJ43RszUra/dt8OrN1E92Pi6O8whJ6mJRCgbVqq9qVhTXx+HwyNTOnfQePUGZkEnedxOlRlJ9ZrJGP63G3yc3dU6PPcHBypotXrldaTsdPRZGVtaqPUsv6Vvej+ITESmU3bN5GUhMT4guEJDNX6UJYo8aUkpFTqez8X34jgUBAoufsQfeevSm3sLTSPmPs+C85e6DuMz4f94VR9qBHrz6q/uZZm3hfdZfP59NPP/9aaTmnZORQoyZNtezYuo1bKpW9++AxVa/hX27HeDyytLKmoyfOVCp76WoMOTq7aLRJN3cPuh53u1LZ/YeOkpm5hcqOPeszAoJq0cOklEpll61cQyKxWNVnmFkQAGrRKpwycgo021FBGT3+4TynV1lXUmjG7DnE4/E07NjAwUOMsmMjRo3m2pVYakIA6NtJUyj3cT49mnhKdZ3vTlNeaqGGbFZeEUV07KRhx4RCIS3+a0ml95qUkkHBofWes2MCkslNacfufZXK3rxzn6p4+3B9Oo/HI1t7B4o8d6lS2TNnL5KtnT3xeDzOHnj7VKWb8QmVym7buYdkMrlGnxEcWo+SUjIqlV20+G8SCoUkEInfa90FQB06dabs/OJK7/mb7yaX27Fnvu+oMR9V2tflFSlowKAhWnZs5g9zK71menY+tWgVrtFniMRiWr5qbaWyDx4/pZqBQRq+r5m5BR04fKxS2Wuxt8jV3UOjz3BycaVLV2O09C3572uc7qbtT6Ajx0+TpZW1hu9bw8+f7j1MqvS66zZuIYlUquH7NmrSjFLSsinpxwvcdTIvPtWSnTd/gcr3fc6O9ezd1yg79tnY8Vq+7/gvJ1RatzkFJdStRy+NcY1AIKBffl1Y6b0+Tc+msEaNNXxfqYkJbdyyvVLZO/cfUTXf6hr2wMrahk6cPlup7IXL18jByZlr/++z7rp7eFHMjTuV3vPeA4fJ1Mxcw/cNql2HHj1JrVR26fJVWnYsvE1bLTum6zN9xizOjqn9nCEfDKP84jKDcvnFZTR8xEgNO8bj8Wjy1OmVXjMzt5Dato8gU7GMokZv4nTm2A87dKY/umoZzesVQfN6RdDP/btQm4ZhnO/LFwiohb8v9/+8XhF05ehhneeJi71DR0as4q63pvdP5OjoTGcvXKk0z6ciz5ONrZ3Kjj3rM3yqVqNbdx9UKrtl+y4yMZFp2LHQ+g0oOS2rUtnfF/1JAqGQhGIJN67p1KVbpfagoERJEyZ+qxULGfPxJ0bZg779B2rYAz6fTz/M/anS/KZl5VGzFi25cc37rL8isZhWrd1Q6T0nJCaTf0Cghh0zt7CkQ0dPVCp79foNcnF117Bjzq5udOVaXKWyh46dJAtLK0075l+T7j96Uqns6nUbtWI4TZq1MCqGM+fH+VoxnD79Bhjl+3786WecHRsdNqB8rDrlDOUlq/qrtNQM2j7/Bw2dVn+mdQ6nz1s3oYkRzWlmtzZa/y8ePYTu37hJhaVEOXey6NFE1fkffHWcwtzrlMdwTGS0edvOSu/19r2HVLWaL1c/PB6PrG1s6VTk+Uplz128SnYOjhp16+nlTXG37lYqu3vfQZKbmmnYg9p1gykxOa1S2b+XLC+PhTzTwTbt2lNmbmGlslOmfc/Zg7ehu281iF6RlJQUAkAnTpwgIiKlUkmOjo70ww8/cGmKiorIwsKCFi9erPc8vXr1orZt22oca9OmDfXp08eofKg7pLYTfiOp3IyGfTjCYCWevxRNAKhm2740fM0FGrXpOrX6fC4JBEL6ftYPBmU3bd1BAKhe/89p5IarNHLDVQobrAqirF630aDsjz/9Qjw+n1p8PJNGbbpOH665QEEdBxOAShVmzMefksREThHf/kGjt8TSBysiyadhWxKJxXT3wWODsu0iOpCZjQN1/2EdjdkaR4P+Okou/sFkY2ev0eg1gnA/X6L8fAVV9/MnW49q1Pe3PTRmaxz1+XUX2bp5U/cmYfT7B310dkLzekXQohEDqVnN6uQaUI8G/X2MxmyNo26z15KplS117NyV8jOLKXF6VPmAILJ8cHH73kMSikRUtXEEfbAikkZviaX23ywisdSEPhs73uC9HjsZSQCoVueh9OHaizRq0zVqNkaltJU59ctWriEA1PCDiTRyw1Uasf4Khfb5hADQ9l17DcpOnT6DBEIRhY/7iUZvjqHhq8+TX+texOPx6HJ0rEHZQUOGktTUnDpNW0qjt8TSkKWnyCukOZnI5JUGdxs3bUYWDq7Uc95mGr76/HvtUNh7+5OLq7vBAV9ekYI8PKuQg48/9V90gMZsjaNe87eRpaMb1Q9raLCsnqRmktzUjDzqNqEhS0/S6C2x1Hn6cjIxs6R+AwYZlL0We4v4fD7VaNmdhq06R6M3x1CbL34moUhM306aUqmxAkDBvUbTiHWXaeTGaGo8XOV8/rN0hUHZ3xf9STwej5qOmkqjNl2jD9ddotrdhhMAOnTsJJcu+0YGp0uPvj1FuYl5NP7LCSSSSKnd17+p+oyVUeTbtBP5ONrRX5+N1Ku7vwzsRuN6diYrG1vqOnM1jdkaR4P/OU5uQWFkbmFJKRk5lLxU90OwghIl1apTl6xdvKjPLztozNY46vf7XrLz9KWq1XwNDpyy8orI3tGJnGvUoYF/HqYxW+Oox9yNZG7rSK1atzFYTgmJySSRSsm7QWsauvwMjd4SSx0m/UUSmSmNHDXGoGzU+cuqwGj7/pw9aPnZD8QXCGjWnB8Nyq7ftFX18HbAOM4eNBikCkZUFhj+Ye5PqgHaJ7PpgxVR77Xu+rVWBVEqC3qOHP0RSWSm1OG7P2n0llgauvwMeTdoTWKJpFLHvHXbdmRm60Dd52ygMVvjaOCfh8nZry7ZOTgafJBVUKKkqr7VydazGvX7fa/Kji3YSdauXhRUu47BAV9aVh5ZWFqRW2B9GvzPcRqzNY66zlxNcksb6tq9p8H83oxPIKFQSNWadqQPVkbR6C2x1O7r30kkkdK4L77SSJt+6AGnT8mLo+nw0ZMqp7bLMPpw3SWVHRs9jXg8Hv22cLHB6y5ZtlIVeBv2DY3cGE0j1l2m4F5jCADt2nuAUnfcLdfdVZoDqUlTppFQJKbWX8yn0ZtjaNiqc+TXqgfx+XyKjrlp8Lr9Bw4mEzNL6jxt2TM7dpI8g5uSTG5aaVA6rFFjsnR0pV4/baUxW+Oo/6ID5OBTk9zcPQwOnHILS8nV3YMcqgbQgD8OquzBT1vI0tGVGjZuYvCaSSkZJJPJyTO4GWcPOk1bSiZmFjRw8BCDsleuxRGPxyO/8J408K8j77Xutvh4JglF4kqDUzt27yMAFNLnYxqx/gqN3BhNjYZNJAC0dMVqg7ILfltEPB6Pmo2errJjay9SrS6qh8NHjp82KPv5uC9ILDWh9hMXcr5vtSYdSCgUVhpg6ty1O5la2VLXWWtUvu/fx8g1oD5ZWlkbHMwXlCgpIKgWWbtWoT4LdtKYrXHU97c9ZOdZjXyr19DoM7KupXH69Hj2OcrIyCdbewdy8atLA/86QmO2xlH3OevJzMaB2raPMJjfew+TSCyRkE9YG873jfhusSog8NEnlB2bXn6tmWepIL9cN05HXSAAFBgxkD58ZsdafDKb+AJBpS/qrFm/iQBQg0FfcHas/oCxBKDSgPbMH1Rjp1afzaFRm67T8DUXqGa7fgSAzl28alD2wxGjSCo3ow6T/1bZg2WnqUq9ViSRSunBY+2HBM9/Woa3JnM7J+oxd6PKHiw+RE7Va5ODk7PBAGB+cRn5VK1Gdl7VqeePm99r3e02ex1ZOXtSneAQg2WVkpFD5haW5BYURoP/OUGjt8RS15mrSG5pTT169TEoe+P2PRIIBOTbrLPKjm2OobYTfiWRWEJfTphoUPbgkeMEgOp0+5A+XHeJRm6MpqYjpxAAWrT4b4Oyf/2zTBV4+3BSuR3rqXo4vPeA7iC2+jPx20kkFEto/VfbOH3ZPWYtCQVCrQfnF/bv5Xzfn3p3pFF9epHM3Io6f79CZceWnCCPOo2pQ+2a5en6dKS4s9oPa0LrN6AaPrUpbuJx7rqzuk4iTy9vg3Ysp6CEnF3dyLFaEA1YfIjGbI2jnvM2k4W9CzVp1sLgvSYmp5GJiYy8QprTkKWnVHZs6hKSmprTkA+GGZS9eOU68Xg88m/Tm4avPk+jN8dQ+Lh5JBCKaNr3Mw3Kbt2xWxWs7/upyh5suEoNh6peMFyxep1B2fm//EY8Pp+af/Q9Zw+COqkeslb2EOyTz8aS2ERG7b/5g4atOvde62+V+uEkFInozv1HBu+5Q6fOZGptR91ml8dwXGuGkrWNrcEHWQUlSvIPCCQbdx/q++tulR37dTfZulelGv41Dfq+GTkFZGNrRy41Q2jQX0efxXDWkam1PUV07GQwv/EJiSQSi8mnYbvnYjh/kNhERh9/+rlB2ZNnVHUa1HEwF8Np/tEM4hnxos7KNetVMZyhE2jmPxfpgXpMPOEkHVmmepkj8X4CLR49RGPM+9dHH9CscZ+SvYU5hX8+l4vh+LfpTR42VrRq+nf0c/8uXPr5fTvTud07qaBESelHH3LXOP/1IfpoUwwNXXaavEJbkNTEpNKHlE2btyRze2fq+eNmGrM1jgYsPkROvkHk5OJq8KXevCIFeVXxIfsqftR/0X4aszWOev+8naycPSikXn2D13yank2mZubkUacxDVmisgddvl9JMnMr6t23v0HZ63G3SSAQUPUWXWnYqrOqWMhXC0gollT6wum+gypfuW6PUTRkycm3orvv1Jro2dmqTTrUy07cv38fycnJaN26NZdGIpGgadOmiIyM1HueqKgoDRkAaNOmjV6Z4uJi5OTkaHwAwDWgHgI6DMLa1atRUqJ/of9VK5fDzNoejYZNhNhEDr5AgGpNOqBqkw5YtnSJwXtesWwpHKsFom73ERCIxBCIxKjVeShc/IKxfJlh2WXLlsAnrC2qt+gKvkAAkYkcDQZ9AQt7Z6xasUyvnFKpxMoVy+Hfrh886qqWNJGaWaLpqGkAj48N67XXaVOTkpKC/Xv3oG6vj+BQLQgAYGrriKajpyM9NQX79u4BACiS8lB0tnw6qllPX1y6egk342IRNnQCrFxU026dRcDHTUPQwNEKRXn612UsyMpABz9vfBBWG5ZS1dQSR99aqNNzDPbs2oHM4lyYdq3Kpc/bdw9lOaopN+vXrgZfKEKzUVMhNbMEj8eDZ3Az+LXpg+XLlmpt7vI8q1Ysg6WjGxoMHA+RVAa+QAi/Vt1RpX44llVSP8uXLYVbYH0EdRgIgUgMoViCuj1Hwb6KH1YsW2pQdumSf1CtWWdUbdQOPD4fYpkpGg/7BjILa6xetUKvXFFRETasX4egTkPhGqCaQieztEHT0dNRXFyMLZs26pVNuH8fp04cR2j/z2FXxfjlhN42+vQ3bMgEPE58iOPHjuqVPXXyBB4k3EOj4d/BwlE1XdjW0xf1BozD2cgziL9zR6+serpis9HfQ2ZpCx6PB5eaoajVdRg2bVyP/Hz9axiuXrUCUlMLNBkxCRK5GXh8PrzD2sC3RVej+gw7z2oI6f0xhBIpBEIRAtr3h3uthpW2yWXLlsAzpDn8W/cCXyCESGKC+v3HwtrFCyuftUlSKJG3K56TkbfxgtBBjmXLlqJGeC94haqWNJHzCH1qV8eoJqHIeZKo95qK4mI48xQY26oRqlipppTJre3RbPQ05GRnYffOHTDrWhU8uWqaacnNDJRcSwWgWgrp6uVLqD/4S1i7q/Tb0tkTYcO+wZ3bt3Du7Fm91z108ABSkp+gyaipMLNTLR9h71MTwX0+weGDB5CUlKRXduP6dShTEpqOngYTcyvweDy4126EgIiBWLlyBRTPbRJVkVUrl8Pc1gENh07g7IFv007wadS+0rpdvmwJnKrXQp1uwzl7ULvLMDhXr22cPWjYDtWbdwbfyCl0bxt9ulu//1iY2zpi1crlemXLysqwauUK1Gw/AO51GoPH48HE3ApNR0+DklR1qI8nT57g4P59CO79CRyqqpZBMrNzRpNRU5H6NBkHD+zXK3vu7FncuXUTDT/4BpbOngAAazcf1B/0FaKvXEbM9et6ZXfu2I7srEw0HfM95NaqzcOcatRBnR6jsHP7VmRmZuqVXbdmFQRiKZqOnAKpqQV4PB68QlvAr3VvLHvOnpTlFKPg5CPVD55q/eOVK5bB2tkT9QeOg0hiorJj4T3hFdrCqD7DPSgMgREDIBCKIJRIEdL7I9h5+mLFsqWQNXcv192YNJQ+22wNeGbHmneBT1hb8Ph8SORmaPzhd5CaWhi0YwUFBdi4YR1qdRkGl4B6z+yYLZqNno6iokJs27JZr+zd+HhEnj6F0AHjYOulWj7CwtENjT78Do8ePsDJE8f1yp44fgyJDx+g8YjJMHdwBQDYetVASL+xOHPqJO7f079vw5ZNG1FUXIRmY6Zz9sA1oD4COw3FhvXrUFhYqFd29aoVMDG3QuPh30IiM245obeNPt2tUj8c1Zp1NsqO2VepgeCeoyEUSyAQihAYMRBugfWxvBL/aNmyJfCq1wp+4T1UdkwqQ4MB42Dl5G7Q9yUiLF+2FDVa94ZnSPNy33fkFAhEEqxfq38pnYyMDOzasQ11eoyGU3XVMkimNg5oNmY6sjIzsHvXTr2y16KjcT36KhoM+QrWbqrlI6xcvNBg6Ne4dfMGLpw/r8qfQqm5mWi7Kjh45ADSUp6iyejpMLN1Aq+sFNUU6fiobQtUKczA+u/GYuv0r3R+Nk/9Ah82rIuBtarC8/Jm2J9dD+9q/vBv3x8rVyyHwNsComd7nChzSsr7DTyzY3ZOCBvyFUTP7Fj15p3hHdbWCN93CZz96qJ2lw84O1an24dwrBZUad0uXfIPfBpHoFrTjuALBBCbyNHog69hZuNg0B6UlpZi9aqVqBkxEO61VFPBTSys0WzMdJSVKbFpw3q9somJiThy6CCC+3wKex/VckJm9i5oMnIqnj5JwuFDB/XKRkVGIv7ObTQc9g0snIxbSvNto093rd28UX/QF7h88QLiYmP1yu/cvg25Odlo9tH3kFvbgcfjwalGXdTqNhLbtm7mxvK6WLN6JURSGZqMnKyyY3w+qtRrherhPTXsmC5WLFsKa1cv1Ov/OUQSEwiEIvi36Q3P4GZG2TGPOo1Rs13fcjvW52PYelStdDy2bOlSDO0yDg15quUUivk8nKjvC5FMjjWrV3LpHl67hJPL/+B+h/Ydgn+2bEOtrsPh4h+ismNWdmg25nvsiY6DyLUKAICUSuz/dTYeRF/iZG/fuoXzZ6Pg3m0Itle3QtmzlQ36V2sFfnYJzpw+pTe/x44eQVLiIzQZORnm9qolQO2q+CGk32c4efwoHjx4oFd288YNKC4pQbMx30NmaaOyY4ENENhxCNatXYPi4mK9sqtXrYDc0gaNhn0DscwUPD4fVRu1R7WmHbG0Ut93KRx8/BHcc5TKHojECOo4CK41Q43yfb3rh6NGy+6cPQgb9AUsHV0rtQcrli+Df5u+8Aw2fnnXt40+/W30wUTwBUKsX7dGr2xaWhr27t6Fuj3HwNH3uRjOmOnISE/D3j279cpeuXwZsdevocGQCbB61natXKugwZAJuBEbg8uXLumV3btnN9LTUtFs9HSY2joCABx9g1C31xjs3b0LqampemXXr1sDHl+AZqOnPRfDaQr/tv2wYvkygzGclcuXwtLBFWGDv+RiODVadoN3g9ZG2THXmqFo0HYguiUUcptI/nNjL37Z/hcexVzF1qlfIi9dlXepmTkaDxqJvj/+gd3HbqBt+EQ0tm0Mt2vZ8IkrRq+Gn8LFpTGuZCgx4Ke/4VRNFWdRlilwauWfuLh9PQSh9ricFAcAcCIJaqcVP7Nj36O0VIHNG/UvGfbw4UOcOHYEoX0/g5236tzm9i5oPGIKnjxOxNEjh/XKRp45jfv34tHow+9g4aiyYzYe1VBvwHhcOHcWt27e1Cu7fesW5Oflouno6ZBZqeyBs38wanUdji2bNyI3V39sb+2aVRDLTNFkxGRI5OaqWEj9cFRv2d0oe2Dj7oPQvp9AKDFuOaHXzTsTRCcijBs3Do0aNULNZ2siJierNu6ouFahg4MD958ukpOTX0hm9uzZsLCw4D7Pr71n6eyJwsICFBQU6L1eWmoqzOxdwBdorutk7uSOtLQ0vXIAkJqWCjNHbcfL3MnDYKeivq6Fk4fGMb5AADMHN6Sm6ZctLS1FXm6OlqxEbga5pS3SDFw3Iz0dRAQLZ01ZcwdX8Ph8pKWmgpSkCsI969dkLdwhdJAjPV1VFurrmt6/BKdjf8K0pFzBvEPC0GTwKHT5dha6Tp6D+r0Hw7VmrfLrZD6C6755kCXGPDuXO5RKJTIzMiCpbgNJ3Wf1XqJEwcEEAKp1wkyt7CAy0dxUzdLZE9lZmSgr078hmrp+eBXWgjN3ckdKSopeOdV1U7TqlsfjwdzJAymphmXT09NhWaF+BCIxzOyckWrgunl5eSguKtKqHxMLa5iYmiPNQLtQt9WK7eJdR5/+mj8LihsqL7WOVbxni2fBMUM6mJaeBqnMFDIrzfU2LZw8UFpSwjk2OmVTU2Fm5wSBSHOtMUtnT05P9MqmpcLM0UPL4bNw8jCiTWr3GTweT6PPKDydCGV6EQBA6GEOaX1nEBEy09O4NinKSYHLoV9hllQ+0LL1qIIGfYag/fhJ6DnjFzQb9jGqNWwG/rM1GGVUCqfjf8P6yk6ACKa2ThBJpEhNTQXfVAzTzuVrU+YfUG1UWLHP4MrJyZMrC73lpK7bCjqoPle6gb45PT0NMnMrSE0tNGWdPVBYkI+ioiL9101LhZm9m5Y9sHDyqNQepKWlwdxRW/+Mswdp/ze6q7Jjrkg10E8WFRWhID9P656lphaQW1gbbBsZ6aoNqC0r9JPqtmKoz1CfV6tNPjuXoeump6VBJJbAzNZJ87pOHigrK0OWgSB6amoqTK3tIZJqrodq4eyBzPQ0KJWqvQsKDj8ASp7tYxDqBKGjHGlpaTB1dNPoM/jF+XB3dkZZbjbSHybo/ShysmDjpM+OpYJvIoS8VXlZ5O+7x22K9LJ2LDc3F6UlJVplbGJpC4nM1Cg7VvG66gcehvpItY5pyT77bUgH09PTIJWbwcRCc91KS2dPlBQXGxxIpKWmwtzeWcsevMsY8pstjPJ901S+VQU7Zu7kaVDvAT12jM+HmYO7wbZBRMjKzNCqX5GJHHJre4P1m5WZCaVSqXVdMztVvRnym9V50m5Xnhr/F55NgjJDZVtEXhYQ+9mU2zEHV8gfXYPr3h9hE70XtqU5qGJnjfT7d/DkVpzODz8vG162VpCn3YfsyS2YPbgMh9MrYeXkjvy8XJSUlMC0XRVAoKqDwtOPUZZVxOXJ3MFN64GshZO7Qd0Fnq3Nq3dcU7nvqz2uEcLM3sXgdQsLC1FYWKBVxlIzS5iYW72UPVD/NsYeVLzuu0xlY16gEt8qLQ0iiRSm1prjbEsnd5QpFMjKytIrm5qaCjNbR4gkmnvaWDp7IiMt1WBALC097ZV8X3Odvq97pW0yIyMNQ9wacb8PecqRb2oCMzsnTj/THyZg/4IfQM/scK2IbnCuXR+K0lKt9iyzsoPERI4cG2dUa9gcAKBUKLDv55lIjI1W3etzdizRTITTLiq7zwcPYxsOMTw20TeuefbbUF+Vnp4GEzMLSM019x6xdPZAcVGRwZeD1LEQgVBz3XULJw+D/jagHi+/nO+rs275fJg5uBkcaysUCuRkZ/3f+M1imSnkVnYG6zczI0Nlx5wr2jFVDOtl+jpjfV++QAAze1dNWScPEBHXB+u8bmoqZJa2EMs01/W2dPZAbk42SktL9cump8H0WXzqeSycPIyzY04eaPkgH6alqn7pnoUI6zNjIM3LxO65U1BSqIoN2nn5oPu0BRDJamPnj1fQL/RrhNqEwvpRAcyfFsE0vQQ2j4vQr8FnqFLYEifXPESTod+gVvvyvRrPb16DuJNHMOXwAu5Y48QCSBRKlR0zs6i0jAFo1a2FEXZMbyxE7fsasgfpaRA/86Gex9LZE4rS0spjIbaOEIo195NS9RmVjHnT0mCuw4f8N3lngugff/wxrl27hnXrtN8eq1hARFRpob2IzMSJE5Gdnc19Hj16xMncjdwPb5+qBjcOCg4JRfKd68h5Wv42prJMgYSzhxESEmIwnyEhoXh89QyK88sHWKWF+Xh05STqhdYzLBtaDwnnDqNMUd6B5KUlI/nmFQSH6N/ETiKRoIZ/TdyN3K/hsDy9cw1ZTxMNynpVqQIraxvcPaP5pt7dqEMgpRIhofVQfDUFikeq+xHYmsAkTPUkPKhWbQgEAsSf2Q/T+xdhd24DeM8i7Y8ys9H802/Q9vNvENC6A1z8AuHs64+6nXqi88QZqNapL7IKVG9y8RUlcIhcDZMnt3A38gBs7Ozh/mwDEXkbL/BMVMGr4qspKH2Yg+CQUGQkPUDq3Tguv+q6DaxV2+CmFiEhoUiOu4j8jHJlListwcPzR1GvXn29cgAQGhqKR5dPoLSo/AFMUV42Hl+LRGgldVs3OAT3zh6E8rkAf/aTB3h6NxYhBmRtbGzg4emFu2c06/ZxzDnkZ2cYrFvf6tUhk5tq1e27jj79vXdO9dTV0D0HB6v0Mz5S857jz+yD1ERmcFOb4OAQFObl4FG05gyXu5EH4OrmYXCjsuCQUKTcu4HMx/e5Y6RU4l7kAdQNNtxnBIeEIun6WRTlZnHHFMVFeHjpuBFtsh4eXDiKstLymTUFWWl4EncBISGhKMsqQsGJZ2+j8QHTjj7g8Xjg8XioXTcY96IOQJiVDKejiyEsUul4blExZAEh6DnjZ9Tp2ANederB3ssH/i3aInzMF+g181c8zCrv3yxvnYL11d1IuHAMpcVFXP1I/GwhqqZy3NVvxfnXDIBYItFqk/GR+8Hn81Grtv4NftXnvRt5QEvW3MISPlWr6hIDoNK/nLRkPLl5hTum6jMOoKpvdcjlcr2ywcGhSL4djdyUx9wxZZkCCeeMsweJV0+hpCCPO1ZSmI9HV05V2meEhIZo2YN3HX26m5v2BMm3ohESov+eZTIZfKvX0LJjybeuIjv1iUG99/bxgYWlFeIr2rFnbcVQH1urdh0IBALc1eoz9kMkFqNmQKBe2brBISgtKUbCxWOaspH7YefgCFcDm+cFh4QiPfEe0u6XvxFCRLgXeQC16waDz+dDkZSH4itPAQA8qYDb6DM4JATJcRfBi78Im0vb4brvJ3hum4oOogwMDKqK9RM/1vvpUc0Vfc1y4HTgF1hf3Q1xxiMU5Wbh8bUohD7bLFdS1xECB9UgX/E4D8XPZpLUDQ7B/Qp2LCspASn3bxgsYzs7O7i5e2iVcWJ0FApzsw3WbQ0/P0hNZFp1q/4dbKB/5eyBjv7GRCY3uOF73eAQFORk4fF1zdkxd8/sh7uHp8HNDYNDQvH0bhyykhL0pnnX0Ke7yrIy3D97yGAdAUBISAgeX4vSsGOlxYV4dOk41670obJjRzTtWGYqnty4aPC6fD4fQbXr4F7UAY0+I+3+DWQ8vm9Q1s3dHbb2Dlq+wv3zKntqSDYwqBaEIpHOdiUQCBBUqzaU+SUoPP5Q9QcPkLevAh6Ph+CQUAj4fJjv/gkOZ1ZBlK//QZsxSLKSYB53DDX8/GFiYgKBrQmk9Z9t9KtQouBQAoBn45pbV5Gb9oSTLVOUIuHcEYRW4mfUC62HxCunUFJYHnArKchD4tXTldqx4OBgJJw7BGVZ+WyvnJTHSL59zWCfYWZmhqrVfLXswZMbl5Cb/tRg/fhUrQozcwv9fYYB2dp16oLP52u1i3cZfboLqHxfsUQC/5r6N6qvGxKCkqJCPLh8UuN4fOQBODg5w8XFRa9sSEgoUh/cQfqD8lmeKt93P+oEhxgc2wcHh+BJ7HkUZJUH3BQlxXh48ZhRvu/Di8ehKC5/AaIwJxNJMecMtisA6Nu8O9yFqhlCj02FuG4rQUbiXaTev4XgkFAU5mRjz0/TUVqkGqNWCQlDWJ8hcHBwgLOLm5Yde3TlNIrycxESWg8tR34O79CGAFRjyz0/TUfSzRj4+ftDKjXh2uAFRxPkC1Vl06lGS4R4BenNb109duxu5H7ITc0MbvBbNzgE+VnpSIq9wB0jIsSf2Q+vKj4GN/YODgnF0/gYZCc/5I6V2wPDvm9oaD08jo5EcX55wK20qACPLlceCwkNrYcH5zXtQX5GCpJvXDZYtyKRCDUDg7T6jHcdffqbev8GMp88NNhfeXh6wtrWTqtt3D93GMoyhcHyCqpVGwKhUGc/KRAKEVRL/0b1dYNDoCwrw71zhzRlI/fDysbW4KbgwSGhyEp+hJT4GO6YejzmHxBocOPLusEhSL55BXnpT7ljZaUlSDhvnB1zSc5AzXTV7ItCAQ9bnHhQ3r+KUBs559d61glFWP+vse/XW4jccBuZSfofNKl5cjsLO+ddgdCkCUJ7DOKOn139F2R2Qhx6qprRKlMQwpIKkRR3EXmZaQbrtpqvL+SmZtp6b4Qdq1s3GDweTzu2F7kfUqkJ/P31b/geHByC4oI8PLyiOTsmPnI/nF1c4ejoqF82JBSpCbeR8ah89jsplbh/9qARsZAQJMWcR2HOq/lErwKP3oGe45NPPsH27dtx8uRJeD2nSPfu3YO3tzcuX76M2rXLlbNz586wtLTEihW6pwO7u7tj7NixGDt2LHfs559/xi+//GJwGpOanJwcWFhYwDO4ORIuHsPSFavRt19/g+nr1g5ETlEpAjsOgdTMEjcOb0byjUvYf+goGjVuolf2QUICQoNrQ2xpj5oRA8Hj8RCzbw0KUhJx9vwlg4Ge8+fOoWXzxrD3CYRf614oKcjDtV3LIOUTLl25xi2Lo4ttW7egX+8e8AxpjmpNOiA3NQnXdi6Dp5sros5dNLiD98/z5+GbCV+ievMu8AhpjvT7N3Ft13K0aNECW9ZvR+YvF0H5qkCO+ZCaEPuUG93PPhmDKwd2o1dwINS+0pn4B3Bs0Azzf/lN7zWJCN06tIN9fjoCXVTBSQUBfx6LxOivJ+OTzz7n0haeTUL+7rsAAKGLKUw+8EOD0Lp4mJSMwE5DYWbnhFvHd+LBpRPYsHkbOnXuove6aWlpqFs7ECU8EQI7DoHIRIa4AxuQdi8Wx06cQd3gYL2yt27eRIN6wTBz9EDN9v2hLCvD9T0rochJx/lLV+Hurn/q54njx9C+TSs4+4eiRqvuKMzJwLWdy2ElN8HFK9EGd1pevXIFPhw2BN4NWsOnYTtkPXmA6B1LEeDvh+MnzxjcYX3G9KmY+f00+IX3hLNfMA4vmIDs7Gyjd+1+F1Drr0AkRrdu3bFytf7liQBg2NDB2LhhPQIiBsKhWhAeRUci7uAGfDlhIqZ9P1OvHBGhZfMmuHI1GoGdh8LK2Qt3ow4i/sw+/PHnPxjywTC9sgUFBQiuHYS0nFwEdhwKmZUtbh7ZgsfXz2Hnnv1o2Spcr+zjx48RUicIPJkFAjoMgkAkRuy+tch5fA+no84bDPxHX72KJo3qw9rDF/5t+6G0uADXd62EQFGIi5ejYXI0HSWxqgGKtIEzTCO8Odl9e/dg1IA++Ci8MeRCVRt6kpOPgw9TcPLcJYO7s/+x8Hds+f0ndKntz+n94VsJKLR2xL4Dh7iBU1laATJ/uwyUESDkwerTuvj2h+/w64JfULNtX7jUrIcnNy/j+p7VGDxkCBYt/lvvNQGgV4+u2L9/PwI7DoZtFT88vHQSN45swfQZs/DlhIl65RQKBRqF1cOdu/cR2GkozB1dEX9qD+6dO4IVq9ehV+8+emWzsrJQt3Yg8kuUCOw0BBJTC8Qd2oint67i4OHjCGvYUK/s/Xv3EBpcG1IbR9RsPxA8HhCzZzUK05/g3IXLqOLtrVc2KjIS4S2bwqFaEKo16YTji6e8t7prbucMU4kAl65cg6Wlpd70mzdtxMB+veEV2gJVm3RA7tPHiN65DN6e7og8e8HgA9J5P87BpG++RvUWXeER3Axp927g2q7laNOmDTZt2W4wnx+PGYllS5cioH1/ONWoi8cx5xCzfx0+/uRTzJ33s145IkJEu9aIjIxCYKchsHavivvnj+D2iV2Y/8tvGP3Rx3pli4uLUS+4Dh4/TUFgp6GQ2zji9vHteHD5FDZv24n2ER2Qs/Q6Su+rptLL2npB1kj11k9KSgqGR7REm2qv/saVEsCWm4m4nZiI85euwtVVdY2S+EzkLFcNcvjmYlh9Hozjp4+jQ7vWcK4Zihotu6MgOwPXdi6FjZkpLl6JNvgwasWypRg1Yhh8wtrCO6wNMpPu49rO5QgKqImjx08ZtGPTpkzCnNkz4de6F9yCGuLpnWu4vnslevTshWUrVhm8vyGDBmDLls0qe1A1EA+vnsaNQ5vw9TffYfLU6frLRalE86aNcC0mFkGdhsLS2RPxkftxN/IA/vpnGQYOHqJXNi8vDyF1aiEjNx812vbDudXz31vddfYPRvKNy9iz/xCaNW+hN/2jR48QWrcWBKZWCOgwCHyBEDH71iD3yQNEnr2A6jVq6JW9fOkSmjdtCBvPGvBr2welhQW4vnsFhGXFuHTlGuzs7PTK7t61Ez27dYZH3Sao1rQz8tOTcW3nMrg6OuDshUuQSCR6ZRf+9iu+GPcZfJt2gmdoC6Q/uI3ru1agYcMw7N57wGAA8Mvxn2Ph77+hZrt+cPEPxZMbl3B97xp8MGwYflu4GHm74lF0ThWwltRxgFm3apzs+J4dUUX83EsRJTysO3YCn3z9HT4fO17vNRUKBRqH1cODxMdo0q4nmpQ+BA9AqaIMTu16oPcQlY+iLCxF5s8XQQWqwLXFqFrIkytQt3YgChRQ2TGZGeIObUTKnWs4fPQk6tXXH4C4Gx+PeiF1ILNzQc32/UEExOxdheKMpzh/8YrBgMmZ06fRJrw5HH1ro0Z4TxTnZePazuUwFQtw6eo1gy80bVi/DkMG9kOVeq3g07g9cpITEb1jKXyr+uB05FkIDCxzNveHWZgy6VvUaNkd7nWbIPVuLK7vWoH2ERFYv3GLXjkAGD1yOFatXAm/1r1wfe+a91Z3/Vr1xI2jW/DZ52Mxe848vemJCG1bt8K58+dVdszNB/fOHsKdU3uw4LdFGDFqtF7ZoqIihNathSdpGSo7Zu2AW8e24dHVM9i6YzfatmuvVzY5ORnBdYJAYrnK9xVLEXdgPTIf3sLJ02cRGKQ/sBwbE4NGDUJh4eYD/7Z9UVZaguu7VwKFObhwORrOzs56ZW//egzWKSpf4m/FXRzJuIVrO5fBztIMZ89dxKEFM/HkluolLfsqVdHlu9kQPVteYOk/f+Oj0SPg26gDwmv3hXWBCHtO/wWJXTEOHz0BHo+HMoUC+xfMRsLlcwAAsYkMXb6dhd+WLMW8uT/Ar3VvuAWFoUFqKT6wVwWWxH42MO+n/6HugH59sGPHdgR0GAh7nwA8unIacYc24bvJU/HtpCl65ZRKJZo0aoC4m7cQ2GkoLJ08EH96H+6ePYh/lq5A/4GD9Mrm5uYiuHYgsgqKEdhpCEzMrXHj8GY8ibuIvQcOo0nTZnplHzx4gHrBtSEyt0XNiIHgCwSI2bsGeU8fIurcRVTz9dUre/HCBbRo1gi2Vfzh16Y3SgvycW33CkigwKUr12BjY6NXdsf2bejTsxs8g5uhSv1wHP392/dWf2UWVvBwdcHZ85cMBpZ//eVnTPhyHHybdVbZsYSbuLZrBZo1bYodu/YavNa4zz/Bn4v/QM22/eDsH4KkuIuI2bcGH44YiV9+XWhQtkunCBw7fhyBHQbDxqs6Hlw4hpvHtuOHuT/hs7Hj9MqVlpaiQWhdJCQ+fhbDccbtE7uQcPE41m3cgi5du+mVTU9PR93agSgmgSqGI5PjxsGNSIm/jqPHTyPEwAP7OzduIWvhFXhZqh4K/lN4C8t2/4TB/q6wMFH5CTWahsPWszMu7r7PzcAEAJmsEImnV6IaZUMuEUBRVoq0MhOkWVaFY62OyM8pf7HEwkEGC5uzuH1G9eIfTyzBH/vPY/+QFZAIRCilMjRfMQw2bjY4eTrKoB2bPfN7TJ86GX7hPeFWuxFS42NwffdKdOzUGWvW6V8KBgA+HDYU69auQUCHgXCsVguJ16IQe2A9xn3xFWbM+kGvHBEhvGUzXLp8BYGdhsLKtQpnD35f9CeGfThCr2xBQQFC69bC04xsBHUeCpmVHW4d3YZH0ZHYsXsfwlu30Sv75MkTBNcOBEzMUCO8N84s++Hf191/Yd11vSiVSvroo4/I2dmZbt++rfN/R0dHmjNnDnesuLjYqI1F27Vrp3Gsbdu2L7yxqLtnFVq6fJXBhe3Vn5vxCdShUxfi8/kEgGoGBtHOPfuNkj174Qo1btqc8Gx39IaNm9DpqAtGye47eISCatchAMTj8ahdRAeKvRlvlOzKNevJ26cq4dmuzn36DaCHSSmVyhWUKOmnn38lR2cXAkAmMjmNGvMxpWfnU9rue+WbjK3U3gAz9tw5+vG5DRh6169D3343udJdkgtLVZuyjRw1hoY2DinfxKFvZ3pwS3Njl4IiJSXNv1i+yejZJ/Tg8VPq1acfCUUiAkBVq/nSmvWbjCqn63G3qU279sTj8VSb2gSH0IHDx4ySPXnmHDVo2Iir26bNW9L5S9FGyW7buYf8agYQABIIBNSpSzejdlYvLFXtduzh6UUASCyR0MDBQyrdjK2wVLVJ0swf5pKtvQOX5/d1k5VRYz42uEGg+pOdX0zjvviKzMxVu0Lb2jvQ9JmzDW5aqf4kp2XRkA+GkUSq2hna3cOTFv+1xKg6ik9IpC7depBAICA826XcmN23C0uJLl2NoeYtW3F1VK9BGB07GWmU7KFjJyk4tB7XZ4S3aUvRMTdVO4Ordx6fHkX5OZobsqanZdLPg3tyuvd5eCPq3bOXUTurF5Qo6beFi6lt3SCNDViOb1qvree7nutDVsRSXpGCJk+dTlY2tgSALCyt6KuvvzG4SYr6k5FTQB998hnJ5KYEgBycnGnuvJ8NboCj/iQmp1G/AYNIJBarNu3x9qFlK9cYVcY3bt+j9h06cfYgIKgW7d530CjZqPOXqVGTZlzdNmrSrNINNtWfPfsPUWCt2u+97oa3aWfUjvCFpUTLV62lKt4+nB3r239gpZvvqNvkjz/9Qg5OzgSAZHJTGvPxpwY3VlJ/cgtLacLEb8nC0ooAkJWNLU2eOt0oO5aamUsjRo4mExMZASAXV3f69fc/jGqTCYnJ1KNXHxIKhSo75lud1m7YTIWlFTYknHOeCgrL+6/Up6n084BunN7N7dGeJnZuTUsnf017//jV4Gf37z/TwgobJ33fvT2dPXtRK3/PbxCcfiCBCkuJtmzfRTX8a3J2rHPX7pVufKX+/Pn3UnL38CQAJJFKafDQDyg5LatSufziMvp+1g+cHTMzt6Cx4780yh5k5RXR5+O+IFMzc84ezJg9xyh78CQ1kwYNGcrZAw9PL/rrn2VG3evtew+pU5duXJ/xvuqubw0/2rpjt1H3fOHyNWrWoiXXX9UPa1jpRnDqz8Ejx6lOcAhnx1q3bUfXYm8ZJbt2w2aq6ludAJBQJKKevftSQmKyUX3Ggt8WkbOLm8r3NZHRiJGjKTUzt1LZvCIFTZoyjaysbQgAWVpZ09fffEe5haWU+ziPHn39bNOySacpP6N8I8vkxCT6uZ9qE7I5PdpTgIsjOTq50Lz5C4zqMx49SaU+/QaQSCymTrVqcDq8btpEDfmMU4853X2y8CoVlCgp7tZdahfRgfN9g2rXoT37DxlVxmfOXqSGjZto2LGo85eNkt219wAFBNUiAMTn8ymiY2e6eee+UbJLV6wmryrl9qDfgEGUmJxmVN3O+XE+2Ts6EQCSm5rRx59+bpQ9yCkooa++/obzId9X3bWytqGp02cYZcdSMnJo2IcjSCo1IQDk6uZBvy/606g2ee9hEnXv2ZsEz+yYb/UatGHzNqPq9+r1G9SqdRuuXYXUq0+Hj50ySvboiTMUWr8BJ9uiVThdjtYepz7/yc8qpkffnKJHE05SzNi9JBGISSAQUJduPejO/Ue0Z+EvnE79MXIgpaVot7VFvy6nb3r/Tb+PPEK/jzxCv404RFdOa47l8gpKaOOMydy5fh/WlxLvJdD0GbPIxs6eAJCdtT3d/Oogp6e5D/T3O5m5hfTZ2PGcHbNzcKRZc340qn6SUjJo4OAhJJZICAB5ennTP0tXGFXGt+4+oI6du3J2zD8gkLbv2muU7PlL0dSkWQuufsIaNaaTZ84ZJbv/0FGqXTeYswdt2rWnmBt3jJJdvW4jVa3m+977zV2796x0A2V1X/fzgt/J6bkYzsjRHxncHFv9yS0spW8nTSHL5+zYN99NptzC0kpl07LyaNSYj8lEJicA5OTsQvN/+c2oNvkwKYV69+3PxXB8qlajVWs3GFW/MTfuUNv2EZwdq103mPYdPFJ5fvcncLq2pf/vJODxaUKXtpyOrv7uS9r1+xVOr38feYQ2jNtJF5p0pjjf6no/12vUpANDfqQ/xpTLrZpyhtZOnsid+9exH9Oczl9z11/10e9GxXAKSpQ0e+48snNw5OzYp5+Po8zcwkpls/OL6YuvviZzC0sCQNa2djTt+5lG+b5P07Np6LDhnD1wc/eodLNn9efug8fUtXtPLhbiW8OfNm3dYZTs5ehYatEq/K3p7lt9E33MmDFYu3YtduzYAd/nnjJaWFjAxES1XtqcOXMwe/ZsLFu2DFWrVsWsWbNw/Phx3Lp1C2ZmqulVgwYNgouLC2bPng0AiIyMRJMmTTBz5kx07twZO3bswHfffYfTp0+jXj3D04KA8qd6yWlZBt960EV+fj6Ki4thZWX1wuv0qDdjedFrAqpNj8RiscE3lHVBREhPT4dcLufK3FjKysqQkZEBc3NzSCQSKPNLkfHTedV6rAIerD4PhsCq/O3UnJRkbPzucxTnq5Yq8GncCi2GfWTwrXddFOTlYd/PM5F8UzXdxczWHr1m/QqpvPzeS+5lIWep6n++hQRWY4PBE/JRUKBa397GxuaF6yc3NxcKhcLgdDZ9ZGVlgc/nv/ATMiJCRkYGpFKpwbf2dKFUKpGRkQFTU1ODbwnroqysDA8ePIC/r/d7+1T+afqL5bu0tBRZWVmwsrIy+AarLoqKipCXlwdra2uDb0jqoqCgAIWFhbC2tn6pNllWVmbwbV19ZGZmQigUcv1o9tLrKL2XBQAw7VIV0uDyKVjKsjLs/GESHsddAwBYuXqg3RdTYGVnr3VeQyiVSkRuXovoHapNvng8Pjp/MwMufuVLYCiLFKrZLHmq2SyWo2tB6GIGhUKBzMxMWFpavnCfUVJSguzsbFhbWxt8iq+LwsJC5Ofnv1SfkZeXh5KSkn/VHhARHj58gOo+Xv8Z3X0ddszCwsLg2zu6eJU+Q705lI2NzSv3GaQkZP12CWWpqunkZn1rQOJfvnzIgV/nIP6caqpllfqNUadbfzi4uOo8tz4Kc7Kx79cf8OSGyq4Gtu2ExgM13zBRpBYg67dLgBLgiQWwGh8Cvlz01uyYus94mbp9lT7jVexB8pMn8HJ3fm9192X85pycHCiVytdix4xF3WfIZDLIZLLKBZ5DqVQiPT2d831fBF12LGddHDcDTNbKA7Jm7lwed8+diofXVBu2BbTphBrtur60HcvKSMehuZORm6ZaG7XFiM9Qo6lq1huVKZH1++XyPqRfDUj8VH3I27JjmZmZkEgkL9xnvC17kJ6eDldH2/dWdx8/TTc4g1kXr9OOvQivOh4TCARG9RkFpx6h4EACAEDa0AXFoar4hEwmQ8yRfTixVPX2rUAkRtdJP8DBu5qGfMLVFJxcfQOlRZp7bwmEfLQZEwSnauX5Ly0uwq45U/DklmqvIbmVNbpNnguZtS3XZygupXIzrUW+1rAYqH/mKfB67NjL+L6vEgt5VXsgEoleKhaSkJAAv2pV3lv9fVG/uWIM50V4lfGYus94G+Ox0tJSo/qMsvRCZP56STUrms+DcHBVXD2zA7EHVBuIyyys4F7nYyRcLV+6pUruBXhcWsEtUwwAxFNFd/k6Iq0FJvaIbjgRhQqVnTG3J2Q9/JNbZ73rF7Mh3p4NlBF4EgGsvgwFX2rcOONtjWuKioqQm5v7r9uDx4mJ8PFy+9d1960G0fUV0rJlyzBkyBAAqo5t2rRp+PPPP5GZmYl69eph4cKF3OajANCsWTN4enpi+fLl3LHNmzfju+++45aEmTlzJrp10z/l43letkP6r5N/8D4KT6rWhZfWc4Jpx/KNAhUlJdg67UukJqiMv1fd+mj3+Tdamz0YS2lxEXbM+hZP42+Vn2/stxptKntlDEpvq9ZKMu1aFdK6+tdlYmiTk5MDBxuL/4xD8V+mNCEb2f+oAuR8aymsPgsGT1CuS5HrluHKbtWUZpmlNXrNXAC55YsPXtSc3bgKl3ZseHY+K/Se9StkFuXnKzyXhPxdqr6ismmrDG2Y7v63KLqagrzNKlsodDeHxYeBnC18eO0yds2ZDAAwMbdAvx8XQ2r6YgFHNTkpyVg34SMoSorB4/HR4/v5sPfy0UiTt/MOis6rNnE3aewKeRv9SzcwtGG6+99C8SQPWQtVe2/wTEWwHhcCnlgVWIg/dxoHflVNoza1tkXfH/+AWPpiQeGKPIi+hN1zVcs5SM3MMeCnvyB59gJK8c105K5WLUshcJTDckxt8Phvb9Ou9w2mu/9fkJKQ+fNFKDNV66hbjQ2GwEalf6n347F56hdQKlRLIIV/9CWqhTXVkE+6lYH9C6O5ZR7M7Uxg6SjHw+uqDQBFEgHafVobdh7lZV5ckI8dM7/hxsoWDk7oNuVHyCwsVXlSKFV5ylat02z5cR0IHV/sIRNDN0x/GWpyNtxEyXXV3j4mTVxRVIOHDRM/BZESfIEA/q0/xZ2zKtvI5xFqXv8TtmmqF0yUfOCsLw8XqvJwtQoP+SY88JUEqzygYRyh+TWCS7qqTyiQ2uJq6Fco4qt02NTqNtLu7QYA2Lh7IiLkExRfVj30lrXxhKyx/n2T/su8Ld19qxuLEpHOjzqADqgC7VOnTsWTJ09QVFSEEydOaATQAeD48eMaAXQA6NGjB27evImSkhLcuHHD6AA64+VQ5pei8GyS6oeAB5Mmmop+csXi/7F33uFRVekf/9zp6b33AoEQeu+9K4q9K+ja3eKuq2t3i65l7WvviNgVsICi9JZCIHRCSCG9J5NMpt/fH2dyJxESEP3pIvfzPPM8c8u590w595zznvf9vt0GBdNv/NMpG9AB9EYTs39/F0aPMaA4bxsFq1Z0O6fTmwfAsv4osutXl/9XUfmfxLLWmwjId0piNwP6kZwtigFdo9Uy5/d3/SQDOsCoCy4jPmuIuHdzE2teeBLZ7VaOm4ZFowkQq+f2fQ04q0+cqEVF5UxEdsnd2+/0JMWA7rTb2fDWi8qxcZcuPmUDOkBgZDQjFop8ALLsZt3rz+N2d/ew85mcCJ7nR8e2Stxt9mOuo6KiIrB8583T5Ds5QTGg2zssbFrizfkx4arrf7IBHSBp8HD6jBV5mqzmVnI/9+qkGjJC0cWL54Oruh37vvqffD8VldMVR0mLYkDXpwUrBnSbpZ1Vz/5bMaAPnHX2MQb05up2vnttj2JATx0eyTl3jmT6dVkkDBAa3Q6bi29e3EVrnUUpZ/T14+y7/k5IrJhDt9RU8eUTD2H3JC2VdBp8JngTt3Zs8CaFVVFR+ek4q9oUA7rkp8d3ciJb3nsDWRZz1PQxCxQDOkD/PW8oBvSSSPjbVVqePlfL5gEa2n3EeW6NREOgxIoxGv70Ow1LpmlwSeBrrWdIzuMYXWKOa25Mxz9ctP2GshLKNIfBcyvrlkpkp3eerPLr86sa0VV+O3RsrhAyLoBpRDTaIG9o0JGcLexf9w0AOoOROX+8G6PvT185DwiLYMaN3mQUW5a9SU3RIWVbnxiIPjUYAHejFZvnoaiiouLFUdaKo6gZAE2ICeNgr0SLpaWJ7199Vtked9liYjJ+ule4RqNl5s1/xtdjjD+6J5+8FR8pxyW9Bp+JXrkJy/qyY66hoqICtl21uBvEBFufEoQhLVg5tvPrz2mpEckKYzIGkDGx50SPJ8uQeQsJjRcJSuuKD7N3zdfdjmuDjJhGxogNh5uOjeU/+Z4qKr9FHOVm7AcaAZGM1zQiRjmW/+WntDcJiZekISNIHTH2Z7vv2EuuQasXi9QFq1fSXF0BCKcl32ldnE++L+uWLE1F5UzCtqNGed9V3nD9my/QWiuirSJT+zD+ssXdynWY7Xzz4i7sHcLInpAVxuSrB2Aw6dBoNUy7NouoNCFvZG1zsPqFXXSYvYvNPgFBnH3nQ/iFCGN77ZFCVj/zCC6P0d40PBrJT0ho2HbX4fL0/yoqKj+d9jXdF7bLDuykrGAHAH6hEZQfSlKOpx5ZQVSdOLZ8jMTfrtFSHCOR6HBwW2MzH5dXsepoBd+XlfNCdS0XtJoJcrtZOVrDg1doafQH3446+u19CxASp273JOX6ud99hD5DzJPdZju2AtWO9b+EakRX+cm4O5xYu3qhdwk3sVnaWf/WS8r25EU3E57Yc3h3e7ONA5sq2LzsAPmriinZVUdLrYWeVIeSh45k6Fnni3q4nHz/yjPKQAPAZ4q3Lh3r1QmBisoPsazr6oWe0M0LfdOSV5UcBmmjJzBo9oIer+OwuSgtqGPrx4fI/vwwhdurqD9qxuU4/sq5b1AIM2++A0kS3VDOp8torPB61ZhGeCcK9j31OLt466ioqAgd4x96oXfS0drCDs/ClKTRMHnRTT9aZ/B4aHU6plx7q7Kd/cl72CzdI0V8JyeATrTrju1VuM2qN7qKyg/p6oXuMyURSS/aTHtTAzu/+gwAjVbHxKtu+FnabicB4ZEMPUtE57pdTjYvfUM5pu8Tgi7B441ea8G+V/VGVznzcFud2Dz/fcmkw9BPGLTLCnZQuGU9ILzGZ//+LrRdNKHdLjffvbYbc4PwYA+N92fqogFousgi6QxaZt4wiOAY4UzWWtfBty8X4LR7o7oCwiM5+86HMHgczsoKdrB56euiPgYtPmNjxYky6kK1isrPhKO0BcdBz8J2kBHDsEil3QEEREzD7RT9dHRNNkllqwH4bKzE0qlajJLMv2vr+aK8iutbWunrdBMTmEy4fzwTO6w80NDE8vIqprRbOBgv8a9LtFgMENa4j5iqzQC45Sh8g/sB0NZYT11QrXJ/67bKHu1hKr88qhFd5Sdjy69B9nT+pmFRaIO9XujbPngbS7N4ICUNGdGjJ9zh7GqWP5rD+/duZvP7BzmwuZIdXxTz3au7+fjv21j5nzwaK9qOW3b0hVcS4dFlbSwvpWC1V9ZFnxKEzqM356rrwO55OKqoqICrvkPJG6AJNmIc4vVCL9mZQ+HWDQAY/QOYfM3xjXD1R81889Iult65kTWv7GbfunJ2ryljw5L9ok3fv5mi3JrjdvzxAwYxbMEFgJjMb3jzBeU8yaDFZ7wnbFX2RLuoqKgo2HbVdQs31yd7k/flfPY+Dk8IeOaUWYQlJP9s943p258+Y0X4urWtVTHWd6IJMGAa7fGqdbqxbFIn+SoqXXFWtuEo9Pa9pmFRyrHsj5fitAnN46yZ8wiKijnuNX4KQ886H78QkUSyZMd2ju7ZCXi80bssxlnWqs4nKmce9j314HEAMQ6KQNJrcNptrO8ijzb+iusIjIjqVi778yJqikQyXd8gA7NuGITeeGxyPqOvntk3D8Y3SESE1JW0svbNvbi7tLWwhGTm336fYqTfs+ZLmqvEONg0OhbJKKSfrPk1uFptP9dHV1E5I5FlmfZvu3ihT01k/6ZvaaoQjiohsWk01YjFK6Ojlb6H3kcCVg+TWDZZQ4bNzocV1cxvt+DOOAvbou+x3VWN/eYd2G7bjfX2YuwLXyckKIlna+u5r76R8nB45hwNbgn6HP4Uo1XYqJyuwUo9cjZ9jDZWLKY5K9twlpt/oW9E5USoRnSVn4TslrFmVynbps7VcaDq4D72rPkKAJ3RyKRrbj7GCOd0uNi4dD/r39lH/dGeHwx1Ja0sfyyHHV8ewfUDTSitTsfkRTeD59rZn7yHucGjZyVJ+HaRhehaVxWVM52Orm13dCySVnQJdmsH6994QTk24fLr8AkMOqb8oW1VfPGfPI7uaTimXXZiNTtY99Ze1ryym/bmYwf6I869mMBIESpbsX83hzav61KnGGWiYNtVi9vqPKa8isqZiCzLdHQxTnc1fDVXV7L3O2/fO/K8y7qVtXc4sbU7ftSrq5ccwJiLr1Im97tWLae1rrbbcd+J8aATfbItt1ptuyoqXejadn0mJSB5IjcaykvZv34NAAYfX0ace7G3TKud5Y/m8MZt3//o18r/5NJS443mMph8GHPx1cr2lvfeUPKS6NOC0SV6nE9qLYqxX0XlTMHaRcrF6Fngylv+Ia0eebTYfln0mzSjW5mi3Br2rhXRlBqtxPTfDcQvxNTjPfxDTMy+eQh6kxjjlu2uJ+fzw93Oie2fxYhzPXlI3G6yP1kqru+j8y5Uu2SsW1QnExWVn4KzrBVniVgA04T5oBsYSs5n7yvHZc0ExYaVVvgxOpeNnD4Sb8zSMNBmZ0lVDQmBydgWr8Vx4VLkuOGgNXhv4BuKe8AF2G/YjnPqA1zYZuGvjc3kpwuNdJ3LSkahyFGi0cWh9xW2q8byMtpjvHNn6zbVjvW/wrHLoyoqPwLHkWZc9V49Vl2kWC1zu1yse+N55bzRF15JYERkt7JtjVa+e2039WVe43lYvD+JA8OJ6RtCh9lOc1U7R3bU0lJjwe2Syf+6hKN7Gphz2xCMvt4Quqi0vmRNn8ueNV/htFnZvORV5vzxblGvvqFogo24m204DjfhauxAG/rTEzSpqJzOyHaXV/NRp8E03OtRk/PJe7R5FqLiBww+JoLE5XSz7ZNCDmz0Dtx9gwwkZoWTkBWOpJFormqn8lAT5fuErmvZ7nqqDzcz++bBRKZ4DfI6g5FJV9/IF48/CMDmpa+TPHQkRj9/NEYdxiGRWLdXgcONbWctPmNiUVE503EUNuGqFUYxXWIg+kRvRvrtHy7B7RJG7yHzzlM8TmW3zPev76Fk1ynoKkoQkRhIfGYocf3DiEyJZNDsBeR/8Qkuh4NtH77NrFvuUE7X+BswDYnCmluNbHNhza3Gd0J8LzdQUTkzcDVZse3xJi4zDfWOjbe9/5aSwGzYggvxCRB9peyWWffO3l6dTXqjtriVr5/LZ/6fhhHgSZCYMX4qBatWUFdSRH3pEY7kbSNt5DgkScJnYjzmpfsAYfA3ZISe8udVUTmdcNV34CxrBUAb6Ysuzp+2hnp2rPwEAI1Wy+RF3Z3Cmqra2fTeAWV7zAV9iUw+1vHkh4TG+TP9uoGsfmEXsltmz/dHCYrypd94b/LQQXMWULB6BR2tLRRu3cCwsy8gPCkVn3FxdGypAKcs+tepSYrTiYqKyo+jY1OX+ezkBA5u/l5RUghNHIzFLCSdgpsLiarNo80Er8zREON08WxNHcaYYdgv/hD8wnu/kc6Ia/ztyEEJXL78emq1Wt4aGcDY/dCncg8BraWYA5NAGgaIxfa83SuZ4HM2cocT2546/OamoPE39H4flf93VE90lZ+EdXsXT9Yuxq0DG7+jsVyEwESkpDNo9tndyrU1WlnxRK5iQNfqNUy+OpNz7xrFsPmpxPQJIXVYFMPmp3LuXSMZMicZyaMpV3/UzHev7TnG83X0RVfhExgMQFHOFiURhKSRvInOZLDmVP98X4CKymmKraAO2eMdahwYgcazKNVaV0vBNysB0OoNTF58S7fJgtsts+aV3d0M6P0mxnHRg+MYf2k/EgeGkzAgjIEzEpl982CmXZuFT4Do7O0dTr59uYDWH+ibJw0ZQerIcQB0tDaz/eOlyjGl7SIiSVQ9OBWV7jqoPhO8E+6aokMc3r5R7A8MZuj8hcqxvevLT82ADiBDXWkr+V+X8MWTeWz54BDDF1yIyV8Y7wu3rO+W2BvAND4OPI8O65YK5B6iVVRUziQ6tlSApyn4jI5B0gvDV9Wh/ZTk5wDgHxrO4DneHCS7vyuj8oDwCDf46AhPDDjpl2+g6H/bm218/Wy+EhEmaTSMuvAK5R7ZHy9VvNENGaFow4Wx3VHcgrNCDSFXOTOw7vJGVRmHRSFJEgc2fY/bJcbLg+acQ2i8NwGv0+Fi7Zt7lGitPqOj6Tfh5J094vqFMu6ivsr2lg8OUdlFetRg8mH4ORcp29s/WgKIhWrjILEAJ1tdWHd6vedVVFROHmedBfsB4fClCTSgzwol/4tPlOPW9oEASLKbvoUfIgFvT9fg8pX5b00dIUmTsF+x8sQG9C64sy7EsfAN/tBsZrTVyhuztMhASsmXoh76NHQGYbgvP1iA3McT1eISi2Yqvz6qEV3llHE1W7s9dDoTrzjtdnI+XaacN/HK69FovKvjTruLNa8U0NEqko0FhJs4+8/DSR8ZzfHQ6bUMPyuVBXeMwOQvDH1Vh5rY9N6BbgY1k59/tyzp2z9aohw3DY8CT8JEa161OplXOaORZZmO7ZXKtmmM11Cd+9ky3J7kvIPnnkNwdPfJQO7yIsW7XKvTMPGK/oy/OAOt/vjdScrQSM6/bzQxfYMBsLY5WP3CLjp+kGxwwpW/Q2cUg4S933+NuV5MZHTRft1Cy52lraf6sVVUfhM4K8w4ir1hp519L9Ct7x258BIMPr4ANFe3k7uiSDkWnxlK/ICwk36FeDQZOzmwqYLGKgcjz7tU2dcZat6JLsJXqZu71Y5t9yka8FVUfiO4LQ7vBFiv6eZ8ktsldHzk+ZehM4j8QrUlLeSuPCIOSDD9uizO+evIk36d+7dRBEWJ54C5wcrXz+Ur/W/S4BFEpWUAIqfQ4e2bxG00EqZx3sU5NSeJypmALMvYO/spSeihy7LMgQ1rlHMGzpzfrUzu8iKaKkVy7ZAYP8ZdnPGjEwH3mxDHgKkJog5ume9e39PN2WTAtLn4h0UAUJKfQ9Wh/QDeBKN4kg6q+QtUVH40HZsrwNN0TGPjOLJjGy0e6aagmAzcbrFYFVO1Gf/2SnYlS6wfKHF3fSNpPtE4znsLDH49XL1n3JkLcU/8K/fXN1ERJfPdUImwxr0EtpaIZ4jWq41+qDlXeW/dcfw8Yyq/LKoRXeWUseZUex86I2OQPEbqvd9/rUhBJA0ZSUxGplJGlmU2vLufhnKRJDQg3IcFfxlBWHzACe8XnhDAzBsGKca6w9nV7PiyuNs5fcdPISwxGYDaI4WUerx6NP4GDJlihVC2eLOuq6iciTjLzbiqxKBfFx+APk60v6bKcg5s+A4Ag68fQ886v1u5wuwqdn8nIkwkjcSsmwfTd8yJk54ZffXM+N0gQmLEIKO1roNvXy7oprMcEBaheN65nU7yln+oHDON6u6NrqJyJtPVoOUzPk6J0qorPkzpTo8na1gEmdNmA+B2udmwZD8uT6K0AVPimX3zEGbfNPikX+fdPZpL/jmewbO82us5nxeROW02AeFiglG2K4+aooPd6uozvrshTh34q5zJWHOqlYSFpuFRSgRYTdEhygryAAiIiCJjgpBQs3c4WffmXsU4NnhmErE/UlrFJ8DA3NuGEhAuFqlbaixs/7QQEHmDRnfxRs/59D3cbtEvm4ZGIvkK1U/bnjpcniTGKiq/VVyVbV6J0uQgtIFGag4foKVaOJ3E9R/YLZlo+b4G9q4TUWFanYYpiwagMxxfUsVRWYHb1nMC0FEL00nIEovOdouTNa/sxmETDi06g+G4C9a6GH90yR4nk7oOHEXNp/KxVVTOWNxtdmyeKA7JqMU4IoodKz/2HncNFW9kN4lHv8OpgVfnaBhmszHfYsO+8DXwCTnl+7vG/5m4yMHc0NzKskka2k1eb3StsT+SxpNYePs3aJPFXN3daMVZojqU/dqoRnSVU0J2y9jyPaFjGjCNEF7kdmtHN+PX6Auv7Fau4NtSincID1O9UcvMGwZi+hG6TpEpQUy5ZoASIr5zVUm38HRJo2HU+Zcr29mfLFUm7T5dDXGqpIvKGYytS9Kkrgbq7I+XKnqsQ886H5Ofv3KsrrSVze95DWRjL+xDbN+THzgYfHTMunkwvkGivdeVtLL1o+7yD0PmLURvEiHk+9d/S2udqKcxK9w7md9bj9viOOn7qqj8lnCb7dj2iEVgyVfXTU85t0vfO+zsC9DqxOC74Nsy6jwRHEGRvoxYkHZK9/YLNjLsrFSCPYthdSWtHN3TzLAFFyrn5Hz6frcyuqRAdJ5Fcld1uxpJonLGIrtlrDmeRWAJfMZ6F5hyP/9AeS/arujvdnxVjLlBGK8jUwIZNj/llO7tF2xk7m1DMXr60aLcGhorhDNLfNYQxdmlqbKcwi0bRBX1Wm8OEjfeuquo/EaxFXjnk8ZBwvN7v8exBOiWTNTaZmfDkv3K9shz0wiN9Y6ZO5EdduruvYfyWTOoWDAfZ/Xx558ajcSUqwcoUSNNVe1seGe/soDWb+J0AqPEeL18z07qy4QTWdfnSMdWNWJEReXH0LG9Cpwe1YIR0VQU7qa+RERtBkYmYbeLNhdRvwvfjjo2Z0rUB8PfGppwTb4bOWHMT6uAVo/jnFe4ut1BlM7Bt0MlQhv34dtehSQZ0ej6AeCwdtDo630+WXeodqxfG9WIrnJKOI404/bIsej7hKLxaB4XrBLJTwDSx0wkIjlVKVN1uMkbkgpMvjqTkJhjBxwnInlwBKPP66Nsb152oJs0RMrwMYQnCyNBXUkRxXnbAdAlByoaj86SFlyNqleNypmH7HB5ZRUMGowDRIRGXUlRNy3lrnkM7B1Ovnttt5KHoN/4WPpP/PFJAv1DTMy6abDiqXNoaxVlu71RISb/AAbPPQcQyYnzPIYFSafBONTj/eOSu010VFTOJKy51eDuHPB79ZQbyks5krMFAN/gUPpPnglAa30H+V+LybYkwaQr+/foKXcyaDQSI7sY4XNXFJExYZoSal66M4faI4XKcUmSuklWqJEkKmcq9kONuD165Po+IWg9CT7rS49QskOMU/1Dw+nvMdS1N9uU3CNavYYp1wxAoz31aVtAmA+DZyeLDRnyPONxSZIYfYHXG33Hyo+9UogjY7xSiLmqFKLKbxfZLXvHxloJw4BwnHYbh7eJcbHOaCJ11Djl/G2fFCpzz/jMUDInHzsmdrW0UH3D9bR9/ikAzooKav/8R2S7/ZhzQTibzLx+EAYfsdhVsquOnd+UACKh6ZA55yjn7vp6uSjTLwxNkJB+chxqwlXfPeeQiorK8ZFdbu/isEZIuez+9gvluMYwQpFmSjwqFtNWjNFwobmNvkF9cI37089Tj7B0pEl3cmtTC1+P0ODSQFylkFbTGgcp5+3Y+xWSSYzfbXvqcXvymqn8OqhGdJVTwpbvTbzS6QnntNvYtUp06pJG021Q7rS72LT0gCL/Mmx+CkmeVf5TYcCUeBIHCeOftc3BpmVefXRJkhh1/mXKudmfiGRJkiRhHOL12rN1SR6jonKmYD/QiGwV4drGAeFIRtEhd02iMvycizB4PMIBcpYX0d4kJv9RqUGMubAvp0pYfABjLvAugm18b3+3RbDBc8/F4Cs8XfdvWKPo0pmGekNobTvVtqty5iG7unuymrrkEekaATb0rPPQGcTC9s6vi3G7RN+YNT2RyJSgn1yPhKwwotODASHNdDi7juFdvdE/W9bt/GMiSdqOb0BQUfktY93uXUDyGd1FC72LF/rQs85HqxcRJDtXlSgL15mT4gkI8/bJp0r/iXH4BguDW9meemqOCKeXuMxBRPcRHm+N5aUc3b0DAE2AAUOmkJhQpRBVfss4S1u8zmHpIWh89RTnbcNuEdKH6aPGK+Pisj31FOWISEmDj46Jl/c/RgfdWVVF1RWXYc3e3m2/bdcuGh59pMd6BEX5MuWaTCXiOv/LYqWdZkyajtEzPj60ZR3tzU1I2h8sVKtJB1VUTgr7/gbkNhHZbOgXhsXZQmm+0B43BYTQ0SbyFAS1FBHUWkxeukR9mMytTS04p9wDmlN3SPkhrhHXM1XyJ8TgZGOWRHTNdjQuGxpdFBq98IavLSnElexRb3C4se9R++NfE9WIrvKjcVud2PZ5wsl9dErisENb1mM1i1Dt9NETCY7xhpjt+KqY1jqhMxeZEuj1hjlFJEliwqX9lESjZQX1FG73DhySh44iMlUY6hrKijm6ZycAxiFRysDEulNNzKBy5mHN90q5dHp3tzXUKwnFfAKDGDBtjnJO1aEmDmwS3nA6g5bJV2ei1f20rqPv2BhF+9FqdrD5/YNezzc/fwZ7vG1kt5tdq1aIe0f7ofXISDjLzTjrVG8blTML+8EGZZJvyAhFG9KpcVzF4a3CW84UEMiAqXM8+y0czhb9osFXx5Cf2O92IkkSI8/xeqPnf11Cn7HT8A8VC9slO7KpK/FGnUk6DabhHoO/S1Yn+SpnHK6GDhyFTQBoQkzo+wgptJbaaoo8ESQ+QcFkTp0FiAiSg1uEDrPepGXQzMSfpR46g5Zh87ySMDnLDyt975D55yn787/4VHnvM0qNJFH57WPrYpDqlHI5tGW9si9j4nRARGZuft8rbTj6/D74ejzBO5EdDmr//EccxaIf1ISGEvbAQ0iexW3zB+9jXv55j3VJGBCutFNZhvXv7MNhc2Iw+TBg+lxA5A7as0ZoJ5uGRXojRvJr1YgRFZWToOvCtmlUDPvWrlYkTf1ChyFJYq6b4PFC/3yMhrPa2gmMGoy77/xjL/hTMPjhHnc7i1taWTlKg97ZQVStMOhr9AOV04rNu7317yLNqvLLoxrRVX409r31SmIk46AIJJ0GWZaV0DKAwXMXKO/rSlvZ40lGqNFJTLy8PxrNj8tcfjx8AgxMuKyfsr3t40O0eSRaJEnqptPaGZ6jDTaiTwkGwN1gxVmm6rOqnDm4Wm3eiXywEX2y8Erd/e0XyG5P0sHp8xQvVqfdxcb3DijlRyxI/Vm84SRJYsJl/TD6iUWw0l11FOV6BwOD5ixAZxCTkgMb1mDvEAbzbt7o+ergQeXM4ocD/k4KVq9QBv6D556L3iSM6/lfF9O5TjxweqISIv5zEJkSRNJgYWjoaLVTlFvP0LO9iYh3rfq82/mmkTHeBeycakXnVUXlTKAju2vbjVaSAe9evZLORjpotrffy/+qWGkjWVMTflTuoBPRZ3Q0QZFCd7mmqIXyfY0ApAwfTVCn5vLeXdR5dGF1yYFoPec7S1txVrf/bHVRUflfQHbL2Pc1iA2dhKFfKNb2Nsp2iYgMv5BQ4vpnAULCzOKRZYrrH0qf0dHHXK/55RexFRSIy8XFEbv0fQIvvIiw+x5Qzmn4+4PYDx48pmwng2clEZkqxujm+g62f3oYgIEzz0KjFR6we9Z8hdNuQ+NnwNDfEzHS7sB+oOFUvwoVlTMCZ50FR7GI8NCG+6BJ9Gffum8AoabQ3poOgMHWTHjDbg7FwsEEiUtb23BOuVfoI/7MuIYvZp4UiCPERX6qRFyFcI7RGvoiSWK+vDt/NZoIjzRxWaua8PtXRDWiq/xojufJWr53F43lpQBE9+lPVFoGAC6nm41L9ysT+aFzUgiO9jvudWVZxlqwi/qHHqRq8TXU3XcPLW++gWXTxh7145IGRdBnjBj0O6wuclcUKcdSho32esbl59BSW+2pcxdJl3xVFkLlzMG2q06RVDIOiUTSSDhsVvZ+vwoAjVZH1ox5yvk7vizGXO+JIEkNInNSzzrozqoqml56gaprF1H75z/R9N/nafv6K1wNxx/M+wYaGX9JhrKd89lhHDah72by86fv+CmASKZycOP3os6DIpRey7azVjXEqZwxuBo6cBQ1A6AJNaFPF56sdouF/evXAKAzGMnyeKk1VbVTlCf6apO//rh6rT+VIXOSlfcFa0rpO346Rk8y4sItG2hvalSOa0NN6PuGAuBusWE/1IiKypmA7HR7k3nrJEzDhNHNbrEok3at3sCAabMBaK5upyjHG0GSNa27F7rscmHbXUDH1i0nfuXm4Gpp7lZeo9Uw/CxvviKx2Caj0WgZMm+hsn/nV58BnrwGXRbtVG90ld8aznIzbo+soCE9BI1Rx5GcLbhdYkyaPmYikkZDc007BzaLCBGdQcv4SzOOkXGx5uXS/MrLYkOrJfKJJ9EnCFmIgIXnEXDhxQDINhu1f/4j7vbjL0pptBomd8lhcnBzJWW76/EPCydt9ARxL3MrBzetBURSRKUOarSXikqvdO3HTCNjKMnfjqVZOJmFJgwChK0qpnobGtnNmqEaRnVYSYsahjt1+v9PpXQmpPF/5poWM98OlQhsO0pAaymSZEDSC6O+rb2N9rAOpYiaI+zX4+dzS1I5I3A1WXGWCO9tbYQPujgxYS5Y1dUL3Zv45ODmSpoqxQAhNN7/uCGpstuN+aMPaV22FMfhw8e9rz4llYjHHsfYP/OYY6PPS6dsdz22dgdFuTUMmJJARHIgGq2WATPmsf3Dd0CW2bPmK8ZfthhjZjhtKw+D3Y1tTx1+89OQ9Op6kspvH9tO7wJYp1f3wU1rsbW3AdBn3CT8gjvDzC3sWXsUAK1Ow8TL+inec13pyM2h5bVX6di8SfGo64rk60vY3ffif865x0w2UoZGkjgonLKCeiytdnavKWPYfDG5HzjrLPatXQ0IT/msmfPR+BvQ9wnFcbARd6sdx5FmDB5joorKbxlrnndSbBoZo7TF/RvW4LCKAXXfCVMx+QcAwjDWuWA2cEYiBpN3uOc2m7Fs3IBtZz6y48SJiTT+fviMn4Bp+Agkj14zQHhCAAkDwji6t4H2JhtlBc0MmDaHHSs/xu0SoeajL7xSOd9nVAyOg8J4bsurweiRglNR+S1j39+A3CHamTEzHI0nAqtr282YMBWfAOF1uuubUqUrHTQzqVsEiWXzZpqefAL7wQP8GHRxcRgyBxB4+RX4jBhJ8pAIQmL9aKpsp66klerCZmL6hpAxcRrbP34Xq7mVwq0bGHPx1QSERWAcEkn7N8Vi3LyrFr85KUg/IUGxisr/EvYuWv+GTOF8Vbh1g7Kvz9hJgEjG2+m8MWhWIgGh3SMzXa2t1N71V/BEdobcfCvGgYO6nRN619+w7d2Nfd8+HCUl1P/9QSL+/dgx42OAwAhfRp+fzuZlwmN98/sHiOs3jiFzz6XQIzWz+9svyZw6G31qMJoQE+4mK46iZlxNVkXyTUVFxYvscHmdKHUajEMj2fv0C8pxl2uA8j6maitWPWztJ/FokxnnjMX/L17oyr0HXcbZ6/7Bcykyzb7CiG8OTEJrGIDbvh+AgxVbGIJIcmwrqMV3csL/W31Ueka1HKr8KLom4zQOjkSSJJqrKyjJzwHAPyyC1BFjAXDYnOSvKlbOn3BJPzTa7n852emk/r57aPjHQz0a0AEcxUeovPQSWt56U5GdUOrhq++m8bj900JF43HA1NlodGICsn/dNzhsViSjFuMAMUiSrS7sB9WwN5XfPs7qdlw1QhZFlxCANswHWZYp8GiOAwye7ZVhyvuiy2RhZuJxI0javlhJ9bWL6Ni08bgGdADZYqH+3rup+8vtuFpajjk+6px0xSBYsKaMdk+YbHhiCrH9RPhsU2U55Xt3Ad5ExqAmB1Y5M5BdsnfAr5GUNiC73ez+ZqVy3qBZZwHCk7V4hzjfJ8CgRJBYd+ZTfeP1lE4cT91f/0Lre0sxf/TBCV8tb75B9XWLKZs8gdq7/oqzztvuuuY32fVNKQNmdA01/xqn3aYc16eHoAkQshT2gw2K55+Kym+Zrl6hRo+3qNvtoqBr2519NgBtjVZF2szoq1ParqOslKrfXUvNDdf9aAM6gLOiAsu331Bzy024mpuQNBKDZyYpx3d9IyJJ9UYTWTOE1qvsdrNvrfCU15h0GLOEfJNsc6kJRlV+M8iy7P0/a4SUi6WliYq9Qo4lMCKKyNS+1Ba3ULJTeH36BBjImnqsU1jj44/iqhIerqYRIwi67nfHnKMxGol84kkkPzGmbv/yC9o++bjH+mWMiyU+U0RxWVrsFOfXEpnaR4n4bigrpubwQSSNhGm4R/JQ7r7wrqKi4sW2rwHZ6lnYzgqn3dJE+T7R3v1Co+hoE2Ps4KaD+Frr2dZPIlTjYrJTh7vf2f+/lTP44TfgQqbZrGwYKBFVm4fkdqLRJSBpAwE4tGczmlixgOeqseCsUSXWfg1UI7rKSSPL8jFGdID9675V9g2cOd87gf7+KFazyHqcMjSSiOTA7tdz2Km78w7auiRXMQ4dRvg//kXiuo3Evv8R4f96BEP//uKg00HjE49Rc+vNyA5Ht2v1mxBLUJRH4/FIl4FOYJDiQWBrb1NW7jvrDh6JCxWV3zi2nV3a7hDx/686tI+mSuFtHpORSUSKCBerL2tVjHAmfz1Z04+dLLR+9CF1f7sTXC4AdLGxBN9yK/Fff0Pcii+JfPpZ/M/2GuXbV6+i4oKFOMrKul0nKMqXzEkiCbHL4SZvpVeSaaDHKAiw+xuR18CQEYZkFM8Y+74GZIfrVL4OFZXTBnthozfUvF8oGo8+cunOXFpqxIQ9fsBgwhKSAdj9nbeNDZyRiM6gxVFRQfXia8SCl7N7/3myuFtbaf9iJdXXX4fsafdRqUHE9BXRIK11HdSVOEkfMxEAa5s31BxA0koYh3km+W6R3FtF5beMy+MVCp6Eop48JKU7c2ntbLtZQ5S2u2ftUWXxOnNyPHqjFtlup/r667Bu3aJc15A5gKDrbyD4hht7fQVedjnGocOQfMSEW25vp+WttwBIGRZJQJjwVK040Ej9UTMAA6bNRtKI6eG+tatxOT0ya8O9OUmseWrbVflt4Kpqx+1x3tCnBKHx1VO0fbOSZyTdM4fMWe4dmw6dl4Le2D0So2PLZto+Ewl5JT8/Ih55FEl7/GgNfWIS4Q/9Q9lueORf2A8XHvdcSZK6LVbvXXcUWZYZMH2Od59HktE4LErJPWLbUaNKHqqoHAdbl/7LNDyaQ5vXKY5g/mFDlKiQ2KqtAKwdpGF+WztknguG40sS/5y4hi3iPHMbawdp0DvbCW/YjSRJaPQiD6DsdtNg8i5kq5Iuvw6qnIvKSeOqasdVJ0JPdUmBaENMuN0uZZKs0WrpP3kmAB1muzKRlzRSN/1FALfVSu3tf6RjgyfzuU5P5ONP4DdzlnKONjwcY1YW/nPn0fTcM7S8+Ya49ob1NP7nccLuuls5V6PVMOrcdL59Wawk5nx+mMSscLR6DQNnnqVoKu9du1oJe5P89chtDuyHGnFbHGh8vWHqKiq/JWS3jK3A68na6VHW2S4ABkybq7zP6ZJbYMic5G5SEAAt77xF42OPKtsBF11M2D33dZswGFJT8ZsxE98pU6l/6AHcra24qqqo+cNtxC5dhsbXVzl36NwUCrOrsVucFG6vJnNyPOGJgaQMH4NfSBjtTQ2U7MimvbkJv+AQDAPCxQTB5sJ+oBHjwIif54tSUfkfxNbFk9U03Kt7WrC6iyfrHLFgZWm1cbhTT9lHR8b4WABaXntFyS2ijYrGb/oMfKdMQRN6YkkVR/ERLGu/x7J+HXJ7O47CQtq/WY3/XJE/YcicZKoOCS3Jgm/LGHfxOWJSAuxatYLMqbOVSYlpWBQd68XCnS2vBp8J8ccNY1dR+S1g3dF1sh6lRF3t/e5rZX9nBJit3cFBj96yVq+hv8cL3fzZpzjLy8X+mBhC//Rn/ObMVQzdJ4OzqpKjc+eA00Hre+8SdPU1aENCGDgjkS0fHAKg4JtSpl2bhX9oOCnDRnMkdyuW5kZK87NJHTkOXWIg2nAfXPUdOEtacDV0oP0ZEo2rqPya2PZ1kXLxRCkXbtuo7Os7djJ1pa1UH24GIDDCh4xxMd2u4ba0U//g/cp26F/+ii4mttf7+s+ZizUnG/MH7wt99Dv+Quz7H6IxGo85Nyo1iLB4fxrK26gvM1Nb3Er6mIlsevc17JZ2CrduYPwV12EK9Efft4vkYUkLhtTgH/uVqKj8ZnE1WXEcaQZAE2ZCmxTAgf9658JtTSJCS+e0EFG/k+pgOJAA/6iw4Bp0+S9SRzkqi6Hhg5Ao52CcRHT1duoihqI1ZOKyZgOwr3gD46W5IAsjuu+MJHUs/QujeqKrnDTW43ihV+zbTXuTkENJHDwcn0CvpqPDKjzVMsbGKF7inTT84yHFgC4ZjUQ9/99uBvSuSAYDoX++g6iXXwWPHmvru0to++rLbuclZIURmyE84swNVsWQEJXWl7BEIfdSW3SI5uoKJI2EcZDHG90ld9PDU1H5reEoacHdKgxo+j4haPz0OO02Dm/fBIDOaFJkmCoPNlJ5QBjE/MNM9Bsf1+1a7atXdTOgBy1aTNh9D/ToceM3ew5xn3yOPkUspDkKD1H/0AOK5BKA0U/P0LleSab8VSUAaHU6+k2aAYAsuzns0ajsHkmiSrqo/HZxm+1KEk5NgEFJKNpaW83RPfkABEZGkzRkBAD71pXjdoq2lTE+FoNJh7OqEvNnniSB/v7Effo5YXffg8+48Rj79Tvhy3/uPCIfe4Kop55R6tX80guKtFpMn2Al0qyxog23M5yYDJG/pKmijKpD+5Ry2jAf9ClinOCq78BZ2vr/88WpqPzKyG7Zm1BUQonCMDfUUbZrByAkEBOHDAdg38ZynHYxbu47NgafAAOyw07za68o14x66ln8583/UQZ0AF1MLAHnny/qZbHQ8pZwSukzRtwHoHhnLS0eybcB072L6ns8Bn9JkjCq3ugqvzHsB7xJro39w7C0NCl9VkhsPKEJSRzJ844zB81MOkaatOnpp3BWigUw06jRBFxw4UndO/SOO9H36QOIsXHTk/857nmSJDFgilf3eN/6o+iNJvpNnAaAy2FXnGJMg71OJer4WEWlO90WtodGUVdcSHOVWKQOjc/A5RK5/iLqdqJ1O9iYJZHqcJDuH4+cMOYXq6d76GIWmttZN0hDWONe9HYzGm0okla07/IjBUjxYhHb3WTFVa1KuvzSqEZ0lZNCdneRctFKGLPEav3Bjd8p52RMEJ15e7ON/Rs9XjN6DUO6GMcA2lZ9rUi4SD6+RL30Cr4TJp6wDr7jJxD2t3uU7foH7sN+6JCyLUkSI85OU7Z3rynD7Qll6zt+irL/0GZhvO860LCqAw2V3zBdpVxMHimX4h3Z2C2i000bNQ69SYR1531xRDl3+PxUtF2S7jqrq6l/6EFlO/jmWwm5/S8nXP3WxcQQ+cxzSB7v8/Yvv6B16bvdzuk/MQ7fYOGBU1ZQT7NnQNCt7W5ZB3hCbju1lQ814bacmjyFisr/OtadteBJA2IcFoWk9SQUXe+VUcucMguNRovD5mT/pgoANFrvpLv51VcUCZegy69AGxR0SnUxjR2HcchQABxFRbR/IxL//nCCv3d9ebfIls4EwZ0Yu3jTd53QqKj8lnAcacbd4pGJ6BuKNlD0bwc2rFGkIvpPnolGo8Vpd7FvnRg3SxIMnCYk1NqWL1c0ln0mTsKYlXXK9Qn+3Q1eR5T33sPV2IhOr2XANE/blYVUBEBC1hACI0U7Pbo7X5GNMg2JUmaOtnxVLkLl9MbV7DU+6eID0AQYKM7brkg7pI4cBzIUe3KSaLQSyUO6Rz5aC3bRuuw9ACSTifAH/37SHqEak4nIx55AMojxbOvSJVg2bjjuuSnDIzH5i/ZbnF9He7OtWz+797uvkWUZQ78wJemvfU89ssN93OupqJxpHG9hu2tEttHf279G1eYBsKW/hrntFtwDL/l/TSj6Q9yZC1lgl8jOAJfGTVRtLgBafYZyToPWO35W85T88qhGdJWTwnGkGblNTMINfUPR+OqxWzsoyhEajUZfP5KHjgJg/wavJ1zm5Hj8gr2hac7qahr+/pCyHXbf/fiMHHXS9Qi48CL8zz0PALmjg5o/3IbbbFaORyQHEtMnGICWWgtlHp2ovmMnKw+/Q1vWIcsy2lh/tBFiFc9Z0oqryXryX4iKymmC7HArkRaSUYshQyQo6jpw6FwAqznSQm2x8AwNjvEjbYTX60x2u6m792+4W0VyUL/Zcwi+6eaTniwYUlOJ+NcjynbjE49h3ZGnbGt1GrKmeg1xBWuEHFRoXAIRyWJxrPZIIU2V5SKSpHMRzC1j263qwan89pBlGVsX3XCTx5PV7XKxf/0aACSNhn6TpgNwaGsVdovQL04bEYVfsBFnVRXmTz06rb6+BF551SnXR5Ikgm+6Rdnu6o2eMjQC3yBhCCgrqCMybShGX6EdeXjbJqztbUo544AueQ321iPb1bwGKr89ui1ed0kG3Nl2kST6TxaRVkW5NVg9Y+yUYZEEhPsgOxw0v/qyco3gG2/6SfXRRUcrHrJyh9cbvf+EOHQeo1vh9mrsHU4kjYYB047VXNYEGDBkCAkot9muhMWrqJyO2A96vdA7x8ZHcry5B1JHjqOmuAWLRzM9rl8oxi7Sn7LLRcM//6EY3UNu+wP6xGNzCPWGoU9fQv58h7Jdd8/duBoajjlPp9fSb4KIDJXdMvs3lhMan0hMxgAAmiqPUnVgL5JBi2GAaKOyzYX94LHXUlE5E+m2sN0nBHw1HPJEOGsNBlrqhQST3m4muPkQZeFQES4xt82CO+OsHq/7/4Leh/C+Z5OJnfw0STHqawx9lVP2Fm9QciCoigq/PKoRXeWk6Jq0oNN4VZyzFadNPIzSxkxEZzDgtLs4cBxPODiOEW7O3G6JB08GSZIIu/c+DJkiVNx5tIzGp5/sds6gmUnK+13fliLLMv5h4cT1HwhAS3UltUcKRWjqoC6yEHtUQ5zKbw97YSOyTRipDP2Fh4qlpZmyAtEh+4eGE5cp2sbetUeVcgOnJyr6rQCtS97Bum0bIDSVw+5/8Efrr/nNnEXQ4mvFhtNJ3b134/Y8Q8AjP+Ej9NeLcqpp9yxsHc8bvZuki5pUReU3iKu6HZdHXkGXEKDoD5cV7FBk1JKGjMQvJAy3W+7WfrM8nqzNr7+qeKEHXnYF2uCQn1Qnn3HjMA4eAoDj8GEsa4RHvEarof9EoeEsy1C4rZ6+E7yh5oc2d0kwqtcq2rNikt+IispvCdnuUrSWJZNWMTyX7yvAXCcWxhIHDiMgPBJZltm3oVwp29l2275YibNCjKd9xo3H5Gl3P4Xg6673er0uew9XcxMGHx3po4TXudPuonC78DrvN2kGGq3ojw9s/E5JMNqZmBy6LxSoqJxu/NCIbmtvo3yvyK3lHxZBRHIaxTu8//GU4ZHdyps//QT7vr0A6Pv0IfDyK06pHoGXXY7PRJHA1N3YQP3fH+wmedhJvwlxyrj84OZKXE53twSjBzzR4d0lD9XxsYoKgC2/y8L2sCiO7tmJrU04YkYkD8HtEgtkkXU70MhutveTyLTZiPePQ44c8IvX1511IfPa2tmUKRHYWozR2ohGG4ykFQ41lSV7IVo4qrrqOnDWWn7xOp7JqEZ0lRMiO93YOycDBq8n64FNXk/Wfp7JcuH2amweT7jU4VHdvNBb3/2BEe6+B04pCYLGZCLyqWeRfIQ0hPnDD7AW7FKOx/UPJTROaFrVl5qpKmwGejDEDeqiHaca4lR+g3RbAPP83wu3rlc8SPuOn4JGo8Xc0EGJZ0LsE2AgrYv2qf3QoW6LVREPP3LKkhAhv/8jxqHDAHCWldHyqlfv1WDS0X+S8LRxu2T2eIyCfcZO8kaSbPZEkkT7eSNJSltxNdtQUfktYe1ioOpquNq3ziuPkjlV5BKp2N+IuUEsOsX1E32gs64W8ycfA0I6Lejqa35ynSRJIvhmrzd604svKJP9jPGxaHViWHlwSyUZE2Z467x2dfc8CF0+j1U1xKn8xrDtawC76GMNWRFIHlm0rtJGnW23rqSVxnIRqRGeFEBEUiCyy/UDL/Sbf5Z66aKiunijd2D+4AMApd8F2L+hAtkt4xsUTMowESna0dJM2S6x8G7oG4pk0no+pxpJonJ6Ittd3gSDgQa0MX6U7MzB7fLMYUeORe4q5aKTSOqSxN7V3ERTl3Fx2D33Iel0p1QXSZKI+Me/0ISIRW7Ld2toW7nimPP8go2KnIy1zUHZ7npSR4xFbxJj4cPbN+GwWdGnBiN5pF/shxpVyUOVMx631eld2PbRYegXpuTZAtDovDIpnV7f2/ppmN7eIbzQf4Wkne6kiUyXAihIA6sBompFLhWtwVvXxi6SLvZ9qjf6L4lqRFc5IfbCJmRrF09WvZaO1hYqPKv1gRFRRPftj+yWFT1FgAFdpBmctbU0Pfessv1TjHAA+rg4Qm69TWzIMg0PPYjs8ZKRJIlBM73hdAXflgKQNnIcGs8Ap3DLBtwuF9owH3Qeg7urqh1nnbqKp/LbwW1zKkmTJF8d+rRgQMgrdNJ3wlQA9q0v74xIpf+kOEULXZZlGh7+Bzg83qxXL8Jn9KknV5F0OsIfeBA8bbH59VexFxcrxwdMSVDufXBzJTaLA7+QMOIzBwEioWLN4QMikqTLhEaNJFH5LSG7fpCHxPNfb29uomRHNgC+waEkDRYJRQ9srlDKdhrEWpe95223l1yCNuSneaF34jNuPMZBoj06Cg9h3SrC330CDKR6JKDsHU4aK01EpYnBfkNZCbVHvDlM9MlBaIKMnms04m6z/yx1U1H5X6CbDJNnwcjaZuZI7lYAfAKDSPYYqPdv7NJ2PdEclrXf4ywTkmam0WMwDRv2s9Ut8KprwJOYtPW9pbhtNkJj/btJIVYeFMnF+02eqZTbv0FEnUh6DYYsT99rd2Pbr8pFqJx+2I80g0d61JARiiRJFOdsVY6njRhHzeFmOlpF3xSfGaZESgI0PfsM7hZPZPX8s/AZMfIn1UcbHk74/Q8q242P/AunJx9CV/qNj1XeH9xcid5oIn30BAAc1g6K87Z7JA89C9VdxxIqKmco9r314MkPYBwYgcvt4EiucOw0+PjSVCscRI22JoJajlAeBkfDYXJHB66+836dSmu0+GVewGiHley+EpF1wriv7SLpcuCoV37Ktk/ti39JVCO6ygk5nifrkdytSmKk9DETkSSJ8v0NtHhCz6PTgwlPCFDKNT37NHJHBwABF1/yk4xwnQRefgWGjH4A2A8eoPU9b6LClKGRBISJRIkV+xtprbNg9PNXdNs7WpupPLDH85lUWQiV3yb2/Y3g9AwasiKQtBraGuqpLtwPQGh8ImHxSdg7nBzcUgkIbfJO3UUAy5pvseaKhCa6xERC//DHn1wvQ3ofgq5eJDYcDhr++XfFS9UnwECfMTHikM3F4exqoHskSeciQNdIErvadlV+QxwvDwnAoc1rlSiSfpOmo9FqaW+ycnS38EDxDTaSMCAMt9WK+UPhZYpOR+AVp66F/kMkSSJo0bXKdss7byvvB0yJV94f2lJJ5rTZyvb+dd5kqN3zGqDmNVD5zeA223EUNQOgCTaiSwwEoHDLetweZ4++46eg1emxttkVuQiDr47UYWI82rLE26aCFi1W3ttcNpbse5Mn8x79Ua+n8h5jc8VGAPTx8fjOEMZxV0M97V9+AUD/Sd622ykvkzhoGL7BwrhQmp+DpUV8LtNgVdJF5fTGcaC7lIvTbqPUI3PoExhEdEZ/irv8t1OHev/z9qIib5SXry+hXTTNfwp+M2fhN/9sANxmM3X333uMrEtMnxDv/PZgI+aGDjImTlOOH/RIunTmUAHo2FqpJgFWOaOx5nsXto1DIyndlYfDKuxSEalDkV0iuiqibhcSMtszJKJdLvpoA5ATfrrN6lRxZV3IvHYLmzIlAsxlmDrqkDSBiqTL0ZLdSBEeSZfKNlytalT2L8WpxR2pnDHIdhf2A2JlS/LVoU8PBkTIWCdpo8YDKNILAFnTvF7otr17aVv+OQCawEBCbv39z1I3Sacj7IEHqbr8UpBlmp57Dr+Zs9HFxKDRasiYEEfu8iJAJFwbsSCN9DETlaQxRdmbiR8wGMPAcNpXHQEZ7Lvr8J2WeEoyMyoq/2t0NUx1GpyLcjYr+zrbbuH2KhyeaJP0UdH4BAjNVNlup/E/Tyjnh95xp6Kn+lMJvvEm2ld9hbOiAuv2bbR/sVLJkZA5KY4DHu+8Q1uryJwcT8qIsWhe/y9ul5Oi7M2Mv/xatOG+aGP9cVW24axsw1XfgTbc52epn4rKr0lXz7FO6RNZlr1JCYH+Hi/Rg1sqlSiSjHGxaLQaWj9dgbu5GRBJgHVRYsDtdDvJrclmbdkammxNP6pOEhIjo0dzQd+L8Z02HV1cHM6KCjo2bcRedBhDWjph8QGEJwZQX2am/qiZ0RcMQWc04rTZKNy2kQlX/g6dQQz4jYMj6fAY62y76vAZG9fb7VVUTgtsu+vA0x6NQyIVDeP9G7q03Umi7R7aVoXLs9Ddd0wMOoMW29692PKEMU+fkorPONFPu9wu7tl0B+vLvfkFfgzLDrzLW3OWkRk2gKCrr8HyjZCWaXnnLfwXnkfSoHD8go20N9so21OPubGDgFAf+k2cxo6VH+N2uTi0eS1D5i1ElxSIJtiIu9mG43AT7jY7Gv+fZ2ygovL/jSzL2As9/Z9OQp8aTNm+fCXPV9LQkUiShtICsTit0UkkZIUr5ZueeQpcYswcfN316CK7a6X/FMLuvgdrbjaumhqsW7fQtmI5AeecqxyXNBJ9x8WSt1LMWw9trWLYvAEERERhrqvh6O6dtDc14BcVhj4tGEdRM+5GK/YDDRgzw3u+sYrKbxRXYwfOklYAtBE+6OIDOPzZRuV4V3mU8HohD5zbR8NkSxty+hzQ/HrmUjl6MBNNcfw9xEK7SUi6lCbNRqtPw+kSCwMtpmYCEXNfx8FGtCNjfrX6nkmonugqvWI/0OANfxkQjqTV0GFuoWKfkHIJiIgiIiWdtiarEv4ZEG4i0TPYkGWZhsceUTKXB994088WUg5gGjSYgAsvEvfqsND03+eUY31GRyuTl8LtVbhdbpKGjECrFwP9opwtuN0utIFGdElCWsZV34Grqv1nq5+Kyq+F2+LA4ZkkaAINijdcUXYXI7onBPTQNm/I6ICpXm+0lneX4CwXi2Om0WPwnTK1x/sdNZexuuQrnsp7nNu+v4F/bX+Q/Q17ezxf4+ND2N33KtuNTz+pJBkNifEnIlnUt7GijfoyMyY/f+KzBgPQ1lhPzZFC4Ad5DVRvVpXfALLDjd0jkSCSEgpP0NojhTRVCImHmIxMgqNjcbvcShSJJEHG2BhkWaZ1yTvK9YKuvJpGawOP5zzMvE+nc9v3N/Dp4Y9Ye3TNj3p9f/RbHs35JxvL1yNptQRecaVyj6736zvWO4Avzm8mfZR4ztgt7Ur4LIAuyg9tjB8AznIzrkbrz/o9qqj8GnRfvBbGtYayEuqKDwMQkZJOWGIyslvmwCavlEtnBFhXL/TAK69C0miQZZknch85ZQM6gIzMs/n/QZZlTIOHYBwyFBAJgjs2bxLOJ51SETIc3i6iwPpN8uY22L9+DbIsd5eLkMG2R9ViVTl9cNV34G4R4019UhCSQUvpzhzlePLQUdSXmbF4cu3E9g1VpFyseblYvhfe3trISAKv/PmivAC0QUGEP/h3ZbvxP0/gNpu7ndNndIwyvz20rQpZhgyPNKMsuzm0ZT0APuO9C9MdWypQUTkTsXXLLxSFw2alJF/IIpoCAmmsEnYpndNCcMthmn3hSAxMsXTgSptx3Gv+YkgSxv4LmWCzkpcuEVG/EwCNIV055UjNDuV912TJKv+/qEZ0lV6x7fYOjA0eTdbi3G1KOHn6qPFIkkRRdrXiedO1c7es+VbxqNElJRF46WU93sstu9lauZm/bvgT8z6dzu++uZrn8p9iY/l6LI6etcpD/vAnNIHC4Na2cgWOMqGB7htoJCErTNSjxU75/kYMJh+ShggN2Y6WZqoO7gPUBKMqvz3s+xrAE75pHBiBpJFob2qg6pCQcgmJTSAsPonGijYlqVlEUiAhMZ4cAfX1NL/8oriYRkPYX+86boRGm93M7etu47wV87l38528d+AdtlVt4fPDn3DVqktYvPoKvi1ddUxIKoDv5Cn4TJ4i7ldTQ5snPBaER20nh7YKI3+n7iN4FwOMWV3brhpWrnL6Yy9sRLZ15iEJR/Ik6zyw4TvlnE7DVtmeBiwtQrM1YWA4fiEmOjZvwnFERGEZhw/HmJXFw9sf4sNDy2iy/fQB9nP5T+J0OwlYeD6Sv3hetK1YjqtRXDt1eJSS16Aou5o+47yh5ge6eOPCD9qvmtdA5TTH1WTFeVQYvLTRfugifYHuXuj9Jk0HoLqoGXO9WDiKzQghKNIXZ20t7atWAaAJClKis97Z9wYfFwp5Jq2k46FxD/PG7HdP6vX6rCUkBIg8QXk1OWypFB54XRMNt7z1JiDG73i6+cLtVciyTEhsPNF9+gPQWF5KXYnn2aLmJFE5TXEc9kZh6fuEIMsyJTuFbKFGqyMhawilXeaCSYO8jmGNT3qjM0Nu/T0an58/+tF34iRFcsnd2EDTC893O+7nkW0DsDTbKN/XqBjRwTtW0KeHoI0Q9XOWtOKs6G6MV1H5rSPLMlZPcmAkER1Wmp+N0y4WyKLSh+O0iflpeH0BGtlNfpqESZYZabXiTpn8a1VdwdV/ATPaLWzrJyRdjNYmJE0YkjYYgEOHtiD5iUU+e1EzskNN9v1LoBrRVXrEbXViP+RJSuivR58svLW7SbmMnoAsyxR6dItByEEAyC4XjU/9R9kf+pe/IumPDfeUZZkPD77HwhXz+P3aG1l7dA11HbXsrNvBO/ve4Pb1t7JwxVx21e08bj21QUEEdk4GXC6aX3pROZYxtoshzuOt1ylhAV0McQPCldZg21N3XIOfisrpRFdvuM4FsKLsLUpUSKcXeuF2rxd6+uho5X3zq68gt4uojIDzzseQ4Q1366TcfJTFq69gY8W6Huuxu34Xd2+6g8dy/nXcdqUkCAaaX3sFt1UYFVKGRaIzCI26otxqnHYXKcPHoNF69mVvRpZltF00Z111HThr1EgSldObbp6sA8Xk3Wm3U7hVeJfpDEbFu/vQ1krl3P4eT9bWLhrlQVdeTWlrieLBatAYmJ44k0cnPsWXC9fw1cLvTvo1MFxEghS3HmH54U/R+PsTcP4FgJB+av1gmaizr57kIeKZY7M4cTgiCYzw6Dfu2Ym54djP98PPraJyOtLVmGz0RGS6nE4ObV4HgEano+9YMSk/3GXc3Bm90fr+e+AUuRACLrwYjY8P35V9w/M7n1bOvW/MQ8xLOZuB4YNP6jUoYgg3D/bKKD6X/xQut0tIMiUI47p121bsRUX4h5qI7Su88sz1Vqo92u6dhn+AQ5vEs0Qb5es10JW2qlqsKqcN9sPNyntDeghNFUcx1wlphNj+WRh8fCnzSLkgQaLHiN6xfh22XULuQZ+ejn8XmZWfm9C/3olkEtrnre8txX7oULfj3R1NKgmOjiO6j8gT1lheSkN5KZJGwmec6o2ucubiLG3F3STmlfrUYLRBRg5v90Zk64zeuW1EvVBZ2JEuMbrDij5yIPhF8GsjR2YxzhjNwUQZmx4i6nchSRIaXZo4LruxBHn6X4cbx5GWX7G2Zw6qEV2lR+z7G8Dl8WTNEp6s1jazV8olPJLI1D7Ul5q7JRQNCBOD6vZvv8FZJkLPTSNGHlcKQpZlns1/ksdzH6Gyzdu5m7TdV/YbrY3c8t11fF/27Q8vAUDQ5VeiCRJG/rYvVmIvLgYgPjMU30BhuC/b00BHq53kISPR6kWStqLsLchuNxo/PfrUYADczTacFW0/8ttSUfnfwd1ux1HcDIAmxIQuTniLdpVySR89HrfLTVGumDhotBKpnkRErsZGzJ98BIDk43PcPAb5tXlcs/oyiluPABBkCOL6QTfzzNQXWXnuN/xt1P2kBXnDzT4u/ICXdj13zHWM/TPxnSYm6K7aWswffQiAwaQjxZNkzWF1UZxfi8k/gLjMQQCY62q6eMSphjiV3wYiD4ln8dpXhz4tGICS/Gxs7aJfSh05DoOvLx1mO+X7xLm+wUZi+4ViLy6mY4to57r4BHynTuP9A96k2zcOvpV/T3ySaYkziPSNIsI38qRffxz2F+U6r+z+L22ONgIvvwI0Yihpfv99ZIcwAPbtsoBduLWGjIkeI5wsc3CTV5JCG+qjPJ9cVe246jt+tu9SReWXpmv0Zqen9tGCHXS0NgOQMmw0poBAnHbRpwHoTVqSBkUg2+1K/4dOR+Cll+Fyu3g2/0nlmjcP/j3zUxf86HpNT5zFgLCBABS1HOar4pVCkunSS5VzOvv8vmO8ckyF24ShP230BDQ64el2aOt63C4XkiRh6IwkkcGuSrqonAbITjeOI82AcBDTRvlS0lXKZchIWussNHmkPSOTA/ENFHk8mt94XTkv5Pd/RPI4dfx/oI+NI+h314sNl4uGh//ZzRGl6/z26N4GbO0O0sdMUo4XeRzejEMikXxF27XtrsfVrC52qZw5KF7ogHFoFHZrB6WeqBOfwGAaKoUTlsbtILRxH04NFKRIjO2w4k6ddtxr/uJIEqb+5zDKaWNHukS4x9ivNfRRTqkwH1Te2w82/OJVPBNRjegqPdJV47DTSFWyIxu3J5lKmkfKpasnax+PJ6ssy7S88ZqyP/iGG48rBfHanpd4d/9byvaYmPE8Nulp1l60ma/P+55HJz7JsEghv2Jz2bhr459578CSY66j8fcn6OpFYsPtVrzRNVoNfTwTAtktczi7GoOvLwkDhwFgaW6kqnC/5zOq2soqvw1sextAKC5hHBiOJElYWpqoPCg0yoNj4gmNT6LiQBMdrR4piKxwTP5ican1vaXIHo/wgPMvQBvePRnRvoa93PLd72ixNQOQHJjCW3OW8buBNzEudgLRfjGc1+dCls3/lPvGeLUd39j7Ku/uf5sfEnzzrcr7ltdfxd0hDGnHk3TpFknSOUnIilBC0O176tVIEpXTFvvBRiUPiSFT5CEBOLixq5SLMEgX76hF9kg2pY2IQqORukkiBV56Ga3ONlYeWQ6Aj86Hc9PPP+W6DYoYwozEWYBY2F6y9w30sXHeRbCGeizr1wEQkx5MQJjwoqs42EjiYK8U08GN33Vrowa171X5DeBq6MBVKRa6dLH+aD0OJYe2rFPO6edZTCrdVack804ZKqKu2r//DneTkJnwmzETXVQUmyrWKw4mI6NHc82A606pbpIkcdvQPynbL+16DqvTiv855yrJwtuWf47bZiNpcAR6kzAOFu+oxWFzYvLzJ3noKEBIIR7dsxNQF7BVTj8cZa3ePjY9BEmSuumhJw0doSQUBUj0yH1ad+3EtsOT8DctrdccQT8XQdcs9kaL5ObQsWG9ckyj1ZA6Qji+uF0yxfm1pI0aJ5KjAIe3bRL5C/RaTKM8C2NuGes21Rtd5cxAdriwe6LDJIMWY2YYpfnZuBxi3hvbfwRWsxOA0Mb9aN0O9iVKdBglxlqtuFP+/9v4yeLqdw4zLBa295UIbilE57AgaaORJDHO2Fu4DrSi7dsPNanz4F8A1YiuclzcHQ5FM04TaECX4ElKmLNFOSdt1DhcDjdH8oQnq1avIXmI8By1bt2CfZ/QGzdkDsA0Zuwx93hv/zu8UvCCsn336Ad4btpLTE2Yjk6jJ9wngmmJM3l+2ivMTxGeNzIyT+U9xrIunnWdBF5+BZrgYADav/oCe5HwUu3TxavmSL6oa3oXQ9wRz2cy9A8Dj5a7fU+9YpxQUTndsHeVg/B4ihXnbfdKuYwahyRJHM4+dgHMbWmn9b2lYqdO1003FcDqtHL/lrtwuIXH6ZiYcbwx+13iAxKOqYckSSxIW8gdI/6m7HtmxxOsKPqs23nGfv3wnSmMc676eswfCu3XyJRAgqKEpmx1UTOWVhupI8YiSZ16y0LSRRNg6J4cuFqVdFE5PekmB+ExUFnNrZQViMRBfiFhxGUKj9LDP5BRkx12zCs+Fzv0evwXnMOnhR9hc4kFsQVp5xFgCPxJ9btlyB/RaYRX29ID71BjqVaSe4PXm1XSSN6+V4a6UhEmD9BcVaEkWQSv7MUPP7+KyulEV8cTg8fwZu+wiL4XMPkHkjBIOHAUbu/Sdj19r7nLAlhnm1p20DvWvbzfVcd1RjlZhkeNZEKckJKp7ajlq+KVaIOC8Z01GwB3SwuWb1ajM2hJHS6Mc067i5Kdok121Vw+uOl7AHSRfmg9fbTzqBlXs5ocWOV/G0dhFz309BBs7W1Kfqyg6FiCo+OOq4fe8uYbyr6gaxYjaf7/TSgao5HQP3sjwJRIFQ9pI70SjIdzqvEPDSembyYATZVHaSwXOcJ8xsSCTjw7rDnVuK3O/++qq6j86tgPdMkvNCAcyaDtJuVi8OunvA9r2A3AzlSJKKeTJFmHO/FY29WvhRwzlEm6cHangkvjJqxhD5KkQdInAWDtMOMKF88kd7MNd4Ma1fn/jWpEVzku9n1eKReDR8rFbu3g6G4xkfcNDiUqLYOj+xqwWURnnDwkQsle3tzVC/3a644Z+K8q/pKndjyubP9p2B0sTL/guHXRa/U8MPafXJt1g7Lv+fynONJS1O08jZ8fQYsWiw1ZpvXddwAIivQl1BMuXl9qpq3RSvKwUYq28pGcrcIQ56tHnx4MgLvFhrNcTcCicvrhNttxlAg9NE2YD9oYP0D8zztJHTkOu9WpeNsY/fTEZ4okReZPPsbdKsr7z5uPLia26+V5fufTlLaWANA/dABPTXn+hIa5izIu44ZBtyjbj+X8i3Lz0W7nhNzkPd6y5B1kpxNJkhRtZWThvecTGKQY41pqqpRJQnePODWsXOX0Q7a7sB8SE3zJT48+ORiAw9mblQiwPmMnodFoaamxUFfaCkBovD+hsf5Yvv8etye5p9/0GbgD/fnokNApl5C4JOPyn1zH+IAELuorJCBsLhufFX6Mz9hx6GLFc6Jj0yYclcLTrVMeCuBIbg19x01Rtjs1ogG0wSZ0CQEAuGosqqSLymmJfV+X6M0Boj8qztuuJDBLGz0erU5He7ONyoOinfqHmYhODcZRXo51q3Do0MUnYBo5ikNNB8mrER6yiQHJjI2dwE/l+oE3Ke8/P/wJAIFdFsFaPxZGuj6ju0i6eAz+SUNGYPQX7bQ4dxv2DiHj2DU5sH2fGkau8r+LLMtCqhRAAkN6MOX7CpDdwjM9acgIbBYHtR5N4aBIX4Kj/HCUlmD5TiQH1kZE4D//rF+szr5TpqKNEsZyy4b1OGtqlGNh8f4ER4tFrJqiFsyNHaSP9j4nOnOYafwNGIeI/li2ubDleRfxVFR+q1jzvW3FODTyGCmXltpg5Xh4g4jU3pUqpFzk+NGgM/2i9e0VScKv71kMctvYmygR0eCRdNGnKKc0yt7P2zXvg8r/D6oRvRdOJRSira2NhoaGUyrb0tJCc3Pzjy4nyzKNjY20tf14HW9Zlqmrq8NisXTbfzwpl7Jdebg8eqepI8bilmUObvcawtJGiE7etns31m3bANAlJioZxjup76jnsZx/KdvXD7qZy/pf1Ws9JUnixsG3clm/KwGwu+08tOUenO7uq+mBl1yG5CsGFG1frMTVKowMiiEO2Lu5GIOvn1dbub6W+tIjns/ac1i52Wym0WOg+LE0NzfT6qnLj0GWZRoaGmhv//GetW63m7q6Ojo6frxBwuVyUVd3ZnkE2u12amtrcTp/vIeG1Wqlrq4Ot2cg/mNob2+nvv7UJEhaW1tpamrqts+2tx48lzJmCSkXW3sb5XtFMiT/sAgiktM4mFOGyxPSmjIsEq1Og+yw0/LWW8q1ghZf2+3a26u28sFB4aVu0Bj5+7iH0Wn0J1XXa7NuUBbKbC4bj2T/vbukQ9+++EwSXnKu6ipFFqIzugXgUHYFDoeD1BFe74AjuWJxwDggXJF0se3unhy487d1uX58xvKOjg7q6k4t2fBP7Q9aWn58chhZlmlqOrXn1OlKZz92qs+62tpabLYfrxPqcDhO+Zlhs9mora3t9sywFzV7w8z7hSF5QjMLt3hDuPuOn4LFYqFg/RFlX7rHG63144+UfQEXXMi3Zauo6xB6kJMTphEfkIDZbD7mmXGydPZjl/e/Go0nGmTlkc9xI+N/nkcmRpZp+/RTAIKifAnzGMfrj5oJiM1UdJULt23A7fa2R0Nml0Ww/V5DXGc/ZrX+eA9Xp9NJbW0tdrv9R5f9tfoDyyn09f9LnGo/dipjX4DGxkbM5h/v8CDLMvX19ceMfU8Gt9t9zDPD1WxVculoY/zQhojJd9fFor7jp+B0Otm17nBnUBh9RkUjaSTaPvtEOS/g/AuQNJpuuQwuzrgMh93xk/uxfqGZZIT0B2B/414ONh7AOGw4+lSRoMyWl4e96DCRKYEEepKGVhc2UVlag0arUwx0TruN4lwxzjcMCFPuY9/f3Yj+U/qxhoaGnzSv+Sn9wak8Mxye+dHpyuk+9j0Zuubd0CUFofE3cHR3vnI8YeBQKg40Ku0z3vPfbnl3iRLJabroYkUC6WT5Kf2YC9DMnt15Icyff6ockySpmzf6kZyaH0i6bKSmpgaXy4XP+K4JRiuRXb1/753PjFP9bX9pWwj8tP6goeHMWgD8Oca+p/LM6xz7nko/ZrFYTno+5m6zexUVgoxYwzXs3bhWkXJJHDSKxgrR/we0HcVob6HRH46GI/TQk7yLUc3Nzf8T/Zi7zxwmWzrYkS4R0nQASXah0SXTOfktrPDKUrXtqT7lfux0s4WYT8G+9nOgGtF7YdTwobz37rH628ejtLSUC847l6iwIOKjwxk5fAjffrP6pMru2rmTmdOnEh0eTExECNOmTCQvN/ekyq79/jvGjh5BXFQYkaGBnLtgPkeKik5cEPjoww/IyswgMTaSqPBgrr7ycvHntzhwFDUD4sGjixeT4CNdpFz2VFTTJzWFg9kicagLB8EJIvFKy1tdQt4WX9st8YrT6eTat67A7BCdnCWvg+rPqk/qYdre3k7R20XYq8RDYV/jXm598/puDU7j54f/gnMAkDs6aFv+OQCBid46fP7WNwwa0I8WrVHZ103SRdtd0uVwYSELzppLVFgQcVFhjB09kg0eA9+JyMnOZsqk8cREhBAVFsTsmdPZXVBwUmVXff0VI4YNJj46nKiwIC664DzKPIlaT8S777xNZkY6ibGRREeE8LtrF53UgNPtdvOfJx4jOTGOrH7pJzz/f5n77737pAYHdrudu+/6K/ExkSTFRZGcGMfjjz5yUp1AS0sLN15/LdERISTGRtKvTypvdUk81BsVFRVcctEFRIUFkRATwbAhA/nyi5UnVXbf3r3MnT2DqLAgYiNDmTRhLNu2CmNy9wUwsShUsjMHt0t0iKbYRCaMG81//+mNFtGFioF929df46oRHiq+U6ZiSPcmLTHbW/nbWm9YadnSMu658W9UV5/Yo0WWZV575WXeuOoN7PWi/WZXb+Oz/R93Oy/w0suU963L3gMgOMYHl1YMImqKWumTlMqna71GxU4Pe42/AX1KMADuJiuuqnY6Ojr485/+QExkGElxUaQmJ/Ds00+dVCfd0NDA4muuIio8mMTYSAb068uyTpmbE1BSXMx55y5Q+oNRI4ay5ttvTqps/o4dzJg2hejwYKLDg5k+dRI78vJOquz3361h9Mhh9EtPOfHJ/8NcfulFFB85cuITgQ/eX8aAfn2VfmzR1VdSX3/iSARZlnnumadJS0kkKS6K2Khwbv/j70/KqOZwOHjw/ntJiI0iKS6KxLhoHv7n30+qH2tra+O2W24kOjyEpLgo+qQm88pLLwoPuS5enMbOyJCGOioP7AEgIDKa2+++m8iwILZ8sbPzk5A6POoHnqzxmEaNVjxNASb6Tubs+XOIDA0kNTaUZy5Jp3LJjejWP3LCV/XSW1hyTTr/PT+KWZkhXL3wcgYGDAGg1lLD9uqtBCw835tg9LNPkT0DcLuv9zP9adF91NrFc9XS3ETFXm9faOx/rCHu7TffoF+fVKUfu+F3i09qIuN2u3n8sX+TnBhHUlwUcdER/O3OO06qP7DZbPztzjuIi44gKS6KlKR4nnj80ZPqD5qbm7n+ukXKM6N/3zTeeevNE5YDOHr0KBddcB5pyfEndf7/KpMmjOXrr748qXP37N7NnFmiH4uJCGHyxHFs9zhgnIiNG9YzbsxI4qLCiAoLYsFZcyk8dOikyn76yccMzupPQkwEkWFBXHn5pdR08e7sCVmWefnFF0hPSSIpLoqYiFD+cOvNtLW1dTMeGz0LQpaWZo7uEQY6/7AI3vzgIxLjolm9bINybvKwCGSnE/NnHsOYVov/uefSZG1kdclXoqzen80vb1T6sbSURJ5/9pmT6sfq6+u55qoriAwLIjE2kqz+fUloTlSOLy/6BEmSuksyffQhkiQRkmrwfG5YdM4NjBk1nDajv3Le4Wzh5aqN8EXj0X93lLTgtjjYkZfH9KmTlH5sxrQp7Mz3Git749tvVjNqxFBl7Hv+wnMoLSk5qbLL3ltKZkYfpT9YfM1VJ2Uck2WZZ556ktTkBPHbRobxl9v/eFKGeIfDwf333k3/vmknVcf/VQb068O/H/7nSfVjZrOZW266npiIUBJjI+mblsJrr7x8Uv/JqqoqLr/0YqLCg0mIiWDooAEs//yzE5YDOHjgAGfNm62MfSeMG82mTRtPquzWLVt4666nle1X1y1l/759lHv0/TVaHbH9sijf6/2/xGeGIrvdNHrG5h1uN4P//CcuuegCKipOTlv8zddfIyPd24/ddMN1J92PPfbvh0lKiGXyA/fh9ny35o8/VjznQeRD6eRwTg2+waFE9xELZc1VFYwZ0IfkxDiefee/6DNCxLVbbNj3H3+c1NTUxO+uXaTMazIz0nn3nWNzGR2PsrIyLjx/IZGhgcRHhzNi2GBWr/r6pMruLihg1oxpii1k6uQJ5GRnn1TZ9evWKraQqLAgzjl7HkWHD5+4IPDJxx8xaEA/MvumntT5/6vc8Ltrqa2tPeF5sizz4n+fJz01SXnW/fG2W07KWc/pdPKPhx4gMS5aGfv+/cH7T8rg2t7ezh9/f6vSj6WnJvHC88+d1DOjrq6Oq6+8XBlbDczM4COP7GdP2ArqlNxgKwvXEh0ezMv/vF857hsyQHkfXifGogUpEkgSozqsyAljyc3JYerkCcREhBAdHsysGdMo2LXrhPUF+Gb1qm42nAvOO5fS0tKTKrt0yTtKPxYdEcJ1i6+hsbERd+I4Jrp07EiT0Ds7CGo5gqTxQdKKyLGj5QVYJDHOtRyqIykmmr/+5faTWryz2+3ce/ddytg3KSGWx/798EmNfVtbW7nphuuUZ0ZGeipvvPbqSX3WyspKLr34QsUWMnTwQFauWH5SZffv28e8OTNJTzlWTvaXQJJV5fljaG1tJSgoiJQR0yjO/Z433n6XSy/rOQy6tbWV4UMHYbY6GbTgGkwBwexf8zFV+3JZ9e33TJg4qceyJcXFjBoxFGNoFAPnX4kkadj91bu01xxle84O0vv06bHs9m3bmDFtEpHpg8icdRH2jnYKVryJUXKxY+duQkNDeyz76Scfc/klF5Iycip9Jp+NubaSghVvkJwQz/qXvqJjhTBgmMbH4T83Fafdzhs3XY7D2oGs1XHn+yuYOu8WFsYvBCC/eAMVulw+fvMdyqZNAacDTWgYCd9+h8boNVZfee/FHOgvtOc0TiPyV33Zu/xDbrjxJp58+rke6yvLMgvOmsvGjZvIuvI8bGN3giTjdrpZYD6PB279h3Ku/XAhFecKDXV9cjIRH3/G2NEjuHDwnUQGxiEj8+Kupzi6cw0PLJgBQGh8Ipc+KvTZW5bsxeEJteWiJIbPH4NDY2Dg2VdjMPmx75sPqCvaw9r1mxk+YkSPdT544ABjR48gICaJrHlX4Ha52PPFOzha68nO20liYmKPZdevW8u82TOIyxpFvxkX0NHSSMGKNwn2NZG3swB/f/8ey777ztv87tprSBs3m/Txc2mpKmXX8jcY0L8f6zduQdOLjt8///4gD//z7/SfeSGx/Yez5pk7aWlpITDwp+no/pJ0tl+t3sDCheexZOmyXs9ffM1VfPThBww86yqi+gyivGAre1e/zx13/o2H/vGvHsvJssz0qZPI37mLwecsJjguhSNbv6Fw01e88NKrLLq25wRgFouFEUMHU99qZtCCxfgGh3Pgu08oL9jKyq9WM/0H0RtdqaioYOSwwWj8ghl41tVodHr2rnqPlqOH2bp2O+HLm0EGbbgPwX8YjiRJfP30w8pC0SubcmkLjOUvk/+NAR0dDguPf3E92Tvycf31z9g8BtuYt5dgGu79f9/40bXk2cWA1tAWgylvKAXL3yQ2IoztufmYTD2Hvb30wn/50x9upe/ks4me3ofGRGFQlqwSqy9fT4hJDOxlt5vy+XNxHhWLRXErv+K+F56jbFs7MwZfDMCGlq188vFDPHDBfHw9uuxXPvUagZHRdGRX0b5CDJx9JsWz6JXbWbVqFYMXLCI8pT+leevZ/90n/P2fD3PHnX/7YTUVnE4n48eO4vCREgafs5jAqHgKN37Jke1rePvdZVx08SU9lm1ubmb40EG0O2QGLbgGo18g+7/9iOqD+XyzZh3jxo/vsWzxkSOMGjEUn7AYsuaLqJs9X72Lpa6C7Nx8UtN6nqRv3bKFmdMnE5UxhL6TFrDuxftP27YbFBmLr17Djp27CfbkuTgeH334AVddfgmpo6eTPnE+5toKdi1/k7TkRLZsy0Hn8Xo+Hk88/ij33X0X/aefT9LwydQX76dg5VvMnDmTjz/tfQB3y03X89abbzJw/hXE9B9GxZ5s9q5axi233sZjTzzVYzlZlpk/dxZbtm5j0IJrCE3sQ8n27zi4fgVPPvksF5lHIFucSAYtoX8bg6TXsOOLT9i6TBhic6ub+GJPIdPO+SOzDGMA2H80l6m/68+44iM0v/wSACG//yPGxVcy7aPxON1OYn3i2HHbTlw6HwadfRUPha5isuFAr5+xJ9rcRga/548l1kb4tWKMMT1xJv+e+CQ1t96MZd1aAKKef4FtLhdXXngFf79MLIi1yO0s3/hXLhoo/sf9Jk5n+o3eZIdNz+bhqrWABGsSj7Do5mtIHz+XtHGzaa4sYdfyNxg8MIvv123stR976IH7ePSRf5E562IShoyjprCA3V8s4fzzL+Ctd47Np9KVq6+8nE8//YSBZ11JVPogju7azL5vPuSuu+/l/gf/3mM5t9vN1MkTKNizV/QHsckUbV7F4S2rePnVN7jqmkU9f6dtbYwYOpimNguZcy9j25InT9u2G5c1kqp9eXzx9TdM9SScPR5Hjx5l1PAhaANCGTj/KjQ6HXu/XkprRTFbtufSr3//HsvuyMtjyqRxhKcOIHP2xTisFnavfBudy0ZefgERERE9lv1i5QouPO8ckoZPJmPKAtoaaihY/gZx0VFsz8nD2GW8+kP++9yz/OX2P5Ax5RySR02jsayQguVvMn78OJZe8ATOYmEYC75tGLooP3Z/8wUb3hZtstk3mIeXvM+4+TdwSYyI2jhaX0h96A4eu+gSam69GQDfadOJevZ5Xt/9Mi8VPA9AwKFA8p7MZ9CCa4hMzuCixleZ4FNKWFgIgYFBPdYXxATV6XRi8PWnSRPCHzYHsnbbdga/OBgHDvz1AXx93nfo220cnTYF2WZDExxMwGcrmDt1AddPEWOgeo2ZV9b/g9pDu/jPlefjaG9Do9Nx7YvvYfD1pX1VMR2bygGwTAhi2KUT8I2II2veFYDM7i+XYGusITs3n+SUnhd5N2/axOwZU4juP5zMmRdibWuhYPmb+Bu05O0sICio58/7wfvLuObKy0gdM5M+E+bRWlPOruVv0Dc9jU1btqHt4tDzQx7798M8cN899J9xAUnDJlF3ZB8FK99i7ty5fPDRpz2WA7jx+mt5d8kSMmddxO6vlp62bTdz5kXs/+5j/vDHP/HIo0/0eL4sy8yZNYPsnBwGLVhESEIaxdu+5dCGL3j62f9yw00391jWarUyavgQquqbGHzOIvxCIznw/WeU5W/isxVfMmfuvB7LVldXM2LYYGSDLwPPvgadwcTeVctoKjvI+o1bGTxkSI9l9+7Zw8Sxo9nwu2VE+4bglN1M+/g2ZGsDt04YCkBsvyzOvecRlt27mY5WOzqDhssfnciWJW+R8KT4PvZEJvJMn+EUrHiDiKAAcnbswtcT/Xw83njtVW656Xr6TJxP6piZNFUcoWD5mwwdMpjv1m7oNcfBfff8jf88/igD5lxK/KAxXP3tMga3C2eoqJdfxXe811P2i6fyqCkSz59z7xrJw3+9mlRJOKwcCUplXWkN+775kBfvfYazHOLz6pIDCb5ucLd7ut1uJk0Yy74DBxl8zmKCohM5vPlrirZ+w2tvvM3lV/YcNW42mxk+ZCAtHXYGLViET2AI+9d8QtW+HL5avYZJk6f0WLa0tJRRw4dgCIog66yr0Gg07Pl6KeaqUrZl59E3I6PHssLQOZ7I9IFkzrpY2EJWvoVBdrBj527CwsJ6LLv888+45MLzSB45ldQxM/n+ubtP2/brGxRCUnwc27LzMPQSKfHs009x5x2302/quSSNnEpDyUEKVr7F5EmTWPFF7wsef/rDrbzy8ktkzb2c2AEjqNqXx56vlnLd9dfz9LP/7bXsuQvms3bdOgadfQ3hyf0oyfmeA2s/55HHnuCPf/pzj+UcDgdjRw2npLySwecsxj8ihkPrV1KSs5ZlH37CuQvPO265phfylUTfCz6/g+BJM5jTsgstMmarjZQRd9NWIUygI3L/TWDbUZ5ZoKGmj5NPqxrYe+73jB43Hv+oRLLmXY7b7WbPl0uwN9eSnZtPUnJyj3XeuGE9c2dNJyZzBP1nXIDV3MyuFW8SZNKTm1/Q6/9r2dJ3WXzNlaSNmUX6hLm0VB9l1/I36J/Rhw2btmJafi0XtGzlprc1uH1mUJS2EGfHdpxWofUeLY1jcvJEAO6t+Jb3PnyMs85ewHvvf9jjPQF+d+0i3l/2HgPnX0lUxmDKC7axd/X73P7nO/jnw//usZwsy8ycPoW8HfkMOmcRIXGpHNn2LYUbv+S5/77Eddff0GNZi8XCqOFDqG1qZdCCRfiGRHBw7Wcc3bmZz1d+xazZc3osW1VVxYihg8AnkMzZF7Pp9Ud+8barGtGPQ+cD6dol21n7/N1IDWXs3newx87uheef446/3M5lz39FYJTwInK7nHx216VkpcbxxVc9e6Tf8ec/8cbb73Dp819j9BMe346OdpbdNo/LLryAZ55/oceyF5x3Ltt37eP8Jz5GqxOSCm311bx361we+vs/uP3Pd/RYdtiQgViMIcy75yXlc9UUFvDJnZew61/fEtoqJhJBNwxGnxBISX4OXz7xEAC7KuvI90/jwom/J6xMeO3lGkt469lryXvon/i8JyapQYuvJfR2r+dqUVkR5302D0O4eLj3Nd1MtGEKOz59ldwPnudw8VGiorwr6l3Jyc5m0vjRzP7rM6SNmUmxdRlH7cJzwVHhYOsf8vEx+ijnVy26GmuOMPgdvPxKFt5/D3fc9QVJTeKcyv6BLHnz91ya6Eekj/islz/xMsExcVh31ND2qfBo2quv4OzHruGyF77BL1RMzFwOOx//+TwmjhrGsg+84fM/5KYbruOTFV9wyXNfoffUzdrWwrJb5nDj9dfz8L8f67Hs7JnTOVhRx8KH31O021uqSln2+7N4+pnn+d0NNx63nCzL9O+bhi62L7P/4jXmlO/exooHFrPiy1XM9CSR+iFms5nkhFgyZl7M2Kv+jN3SxmtXjDptBxQTrruHTa/9i117DvQ4ADtSVMSAfulMvuEBBsy+WNm/benT7PvqXYrLKno04q39/jvmzZ7BWfe/SuIQr2H026fuoKNkDwcPH+nR0PPm669xy03Xc8mzXxASJyaUstvN5/dcQUpEAN+t3XDcciA87J97/nkue2E1pgBRN6fNygd/OIt/nfcHzgkSUic+kxPwm5mMw2bljRsvx2m34UDi8U27uea+j0jdKaJBGsIk/vXkfP55082c5fEg1KemEbd8pfJsONJSxMUrzgUNaPFhuP9/MGnCqS85yIe3L+SNt5Zw6eVXHLe+TqeTtJREQjPHMO1WMSHfZ3mSeqfwOBztP47nz3lZOb/lrTdpfEK0Df35F5L5xKPMvPAu5vkLqRdzuJEvqr7EuPUj5g0Uv+v4y69lyLyFuNvsND66HWRw+mtIuW8CM/7wKH0nn61cf+PrD1O66QtKjlbi4+N9ZnRl5YrlXHT+uSx8eCkx/cSEQ5Zlvv73rehbq9i1e1+P/cFzzzzN3+76K5f992sCIoROtNvl5JO/XsTQjBSWr/zquOUAbv/j73ln6VIufX4VBl+xUGbvaGfZLXO48rJLeeqZnhcaF55zFnn7DnP+4x/htFlP67Z78dPL+fgvF/DwI4/y+z/+6bjnyrLM0EEDsPpFMu/uF5Tfo/rgTj7922V88PFnLDjn3OOW7ejoICUxjsRx85h43T3K/kMbvmDN039le+5OBg0efNyy5eXlZKQlMfbqvzL4bO+EMvejl8j/5CWKSsp7NOJt3bKFaZPHM/eu50gZ5TUwfv/fe0mub+bVOQ8CYMgKJ/ASYUT84J4/UF8iosse+Wot0x96lwHWGKXv/bLwY6qbs3k/MBBXVRVotSSs+Z5c52Fu+14MXlPMqay+41sue2E1011buaK858XBk2FJ+K1cf/dzZD7VF7vOhk6j46uF32HctksxBvrNnsNl+fkcqW3mj+c+h1+zWPDalWohcetz+Bj06E0+LH7xXXQG0Qe3f1tCx3ohEfdo9husdtQy83avMefozi2s/Pt1fLnqW6ZNn3HcurW0tJCcEEvm3MsZc4X3v7P3mw9Z/9KD7NlfSFr68aOsDhcWMjCzL1Nu+juZM705WrYueZIDq5dRcrSyx/a05ttvOHvebBY8+Drxg7xyU988cTv2igPsP1TUY3/w2isv8/vbbubSZ7/ANzj8tG67i9/eylf/upE+MaF8s+b7Hs+/52938sJLL4l+zF8YRh22Dj64bT4Lz57HS6/0HNF12SUXsX57Lhf+5zO0ejGetDTVsfTm2dxzz73c+bd7eiw7ZtRwGl0GznrgdeWZUV+8nw//fD5vLXmPiy+59LjlHA4HKUnxRA6exNSbvYspR7atYftz97Hr9yuRAE2YiZA/jkCSJD77511U7hdRJE9/t4W42Vcxe9jlRBaKvjffeZC33rqNPdcsRvZ400b990V8J0/hopXnUNx6BAmJA385wJSrHqHP+LlcXPE4kxp6N+r2xvbgOVz8bjV+UxrQDBSf/8Gx/2J+6gJq/3I77R6v0W0zZ3H9yy/x8M1f4+txYts/PoQP77+Ey4b2JUEvpo4zbv4zGeOn4ihrpeUV4aF3wFHOwrf+wKXPfYXeR+RksVvaeO+WOSy66kqeePLpHut39vw5FBwu47xHP0CjFYugrbUVvHfLXB57/D/cctvvj1tOlmUGDeiHKySeOXc+p/y2Vfvz+OyeK/n4sxXMP+vs45a1WCwkJ8SSMukcJiy+S9l/cN0Kvnv2LnLzdzMgK+u4ZcvKyujfJ4Vxi+6i39RzT+u2e9272exa+Ta7Pn+NI6UVPRofN23ayMypk5h39wskj5ii7P/uubtpPpDN4SOlPS5gL13yDtctvpqLn1pOWJJwEpPdblY8cA0xflo2bu45EuWff3+Qx594nMv+uxrfYFE3p93GR386h5mTJ/D2kp4jBa9ddDVVuyp4Z94DABwO1rMkVubgI1excJAYR46+4AqSR8xn+aNCEiEhK4xZNw7myZHDWOiJSFh77g3sHT2bxvIiPvjDAl58+TWu7szF9QNcLhd901LwTxvMjD9653tlOzbyxT9vYNW33zN5ytTjlm1ubiYlIZYBZ13N6MvEfz51zzbmLfVcZ9x4Ul7xRpPu31jBlg8OAhA/zJ8r/zCJ+xfMQALsQVGUz/0LW95+nMLvPubg/d8hN4hGHXzLUHQxXqes1au+5tyz53HO398iLmsUINrWN4//CVdNEfsOFvY49n35xRe4/U+/59LnviIoWniGul0uPvvbpfRPjOLr1WuOWw7grr/+hVdee53LXliF0U+0HYfVwvu3zeeihefw/Isv91j24gvPZ3PeLi544hOlP2hvrOW9m2dz/4MP8Zc77uyx7MjhQ2jV+DP/vldwdLSf1u33nH+8zfL7rmbJex9wQZfIoq7Y7XZSkuKJHjaVKTc+qOwv2rKa1U/8iU1bc3p0DqyuriY9JYFRl/6BoQu9Up/5n71O9rJnKDxSRkxMzHHL5uXmMmHsSGb95UnSx3kNo+tffojK3O8oLi3vcQH7k48/4opLL+KCxz4kMl08h2VZ5st/3kCAs5XcHcd6hjtr22l+VuTwK6g5xAfj04gyVxK1TTh05Ne0MCrjXrSSHqOrnXEb/4oEXPd7LfOdbdzlm8EN2Sl88OnnXPLcl+hNYqHM1m7mvZtn87trF/Po4/85bn0B5s2Zyb7SKhY+8r7XhlN9lGW3zeM/Tz7DjTffctxysiyT1b8vRKQw+46nlbZWsTeH5fddzWcrvmRevJnnN/wVe74f03dHkz3yXtzOGuxm8fzz8xnIWdFiMXJLjA8vH/6G75+/h/yCfT06J5QUF5OZkcbE6+4la653DJS97Dl2r3yT4rJKQkJCjlt2w/p1zJ4xlfn3vkTSMK/T8Jpn7sRcuIPCI6U9LmC/89ab3Hj9tVz8zApC44Vzjex2s/z+q0kIMrJuw+bjlgPhLPPU009z2Qur0er0v0rbVeVcekGSJNLGzaHocGGvoVe5OdlE9xmoGNBBhIUljZ5OTk5Oj+UAcnKyiRs8TjGgA+h9/EgYOont2dt7L5u9neTRMxQDOoB/eDTRGUPIzek5BMpms7F/7x5Sx87u1hlG9RlEYkIGQS3iel2lXIpzvUkJdxwpJW3cHAJqRciILIHv2OFIGg2uLmFb/ud2Xx18Nuc/igE9WJtFlF4YxdLGzcHpcLC7oOcQmdycbLQ6PSkjpwGQZLwAP43w5NbH6Vm2o7vsTldZCP233xAam4SrnzfcI7DGStq4OWw/6JW+6dRW7irpEmsJJCZzpGJAB9DqDSSOmsb27b2HHWdnZ5MwbLJiQAcw+QcRN2gc2Sf4bfNyc0gdM0t5+AIExSQRmZpJTi9lGxoaKC0pJm1cd0N5XNZo/IJCe/1fHDxwAEt7G2nje175O51IHS2MLHm5PbfBvDwhm/TD7yt9/FysHRb279vXY9nc3Bx8/ANJGDyu2/60cbMpP1raa3h4bk42PK+zfgABAABJREFUkan9FQM6gKTRkDpudq/17SwbO3CMYkAH0BlNJA6fQpLDG31izBIh5Ud371QSmx2sbSRx5DSCG7zhuh3xQcRkjsRni7ezClh4Xrdnw/P5Tym9RYJxISaNuHZ4cgbhCWne/7MsQ0cTyN7wr4rycmqrq7oNnNJMi9AiBiXb27awu97b9v0XLkTyDKZsX32BzuEgaPRoHCZRAf8GGxmjZrO7vEop013SRRhkdG1uBkT2Ofa3HTeH1pZmDhcW9vANi/9MYHi0YkCHzv5gNoUHD/Qa9pibm01038GKAR1Ef5A8esZJ9QfxQyYqBnQAg48fCUMnnvCZkZOdQ/LoGYrh4XQmIDyG6IzB5OT0/JktFgsHD+wnbdycbv/V6IwhBEXE9PqsO1JUREtzE+k/eNZ1/ld6K7szfwdut/s4z4w5OOx29uzuWa4rLzcHvcFI8ojuE+f0cXMYE+410nRKm7TW1SgGdJvOCMHRhCdnEFgjJsBuCex9omnfu0cY0AGf0WPQRUSSU+397lr3mInOHEGSj4ULK59U9j9RMYgrVvtjv/STHl/XrQ/nhgOjWJJwr1JuYvv3xGWNRbNf9E9Ot5OvilfiM2EiGo+nqGXzJnbl5pAyZhatMd4+ME6O4HCrqL/D2sHR3TuVY4ZMr9FmZFgmaeO6/z7xg8fiExDU6+9zYP9+rB2WY37bzu3cXp6vnceOKTtuDh2Wdg7s399j2bzcHHwDg4kbOKbb/rTxcygrLelVYig3J5uotEyCY5N7POd0QaPVkjJmRq+/EUBOTg5xg8YqBnQAvdGHhOFTyD5BCH929naSRk5XDCYAviERxPQf0et93W43u/J3HDP2DU/pT2hcSq9lj5aV0VBX260fA0gZNY3ZGZM603FgzBR5SDrMLVQdEOMHfUAQ5Q3ieRNY7ZUHkYZkoHG7cXo+ryYkBJ8JE6mz1FLcKqJBI11ROOodpI2dxdnVLykGdBcS1W1uHMZQZL/I475aZR9qLBKtulDcng48vX0naePmULzcK5fVKfvk38XI7Ju9neiMIbTFefuikHonSaOms2G3d1xUtF2MG3TxAUj+Yu6QookkbdgUxYAOYPD1J37IhBP2Y7m5uSSPntmtHwuMjCO676Bex75ms5nDhYdI+8FvG9N/OAFhUb3+tocLCzG3tvT8zOilbP6OPNxuN+njju+ccrqRPn4udpuNvXt293hOXk4OBpNPN4MJQPq42dRUVfYqc5KTk01EUh/FgA6dY9857MjN6VXaITc3h5gBoxQDOoDOYCRxxNSTmI9t56LR3oXRfWFGTAHBZKV5F1TjBw6lfF9XKRdxn7RmrxRmacYwAELj04hIyej1v1FTU0NlxdFj+rGEoRMw+QWQ00vZfXv3YrV2dPtPlvQfQbvHwCxv24qrS5+SPCQCSdNpcGvGbLVhDRVzXkNLDfrWWtLGzaG9zUx9fJfx/9bKbvfNy83BLziM2AEjlX2SJJE2fjYlxUW9yoLm5mQTlZ6lGNChsz+YSe4Jxr7Z2ds9thCvAUxv8iVh2IltIdnZ20ka1b0/8AuNJLr/sF6fGQ6Hgz0Fu47pD05XIlL6ExKT2Ot/srSkhMb6umOedSmeuUNv31fBrp24nM7jjn1dTicFu3b2WDYvNweNVkvq6O5R1unj5tDUUE9JcXGPZXNzsgmOTlAM6OCdj+3dXXBc3W/bTq+szXcN+/EPi8L/qHeeqY0ZhVYS/VVozU4k4EgUtPpJjLRacSeOY3v2dhKGTVIM6ABGvwDih4w/CRtOZz/WxYYTnUBUelav33FzczNHig4fM6+JzRyBf0g4uTnZuNNmMqnDSl66Br/2KozWRiRtJEhinG1zeGV/k1sdik2nt//Fjh15yLJ8jP0nbdwcbFYre/fu6bFsbm4ORl9/EodO7LY/fdwcqiorepV8zc3JJiK5r2JAB9EfpIyZdRK2kBxis0bhE3h84/4vgWpEPwHNlSX4+Pji5+fX4znhERG01pbjcnZPsNBaVUZ4eHgPpQQR4RGYq4/VuW6tKu01JLXzvi1VJd32uV0uzDVHiYyIPH4hQK/X4x8QSEtVd20mW7uZ8eEZaD0JwwwDxGRAdrspzheNT6s3UFhbD5V1GKyiI24PNdDcUEmWwYB/oxiAGIcMxZDq1RcrNx9lm1XISUhuLX18rlceEC2V4jOEh/f8ecMjInA5HZjrxOBMI+lJM3nDoz+p/BCby6t36jt1GtpI8R2k1NXi29pIq86G3Uc80Pya7FiqKikxeyc0nUZ0jY8OfVowACH6AFJchm76cyB+28jInr9jgIiIyGN+W1mWaa0q6fX3AQgLC6PZ87104nLYMddVENHLff39/TGaTLRUdv9tO1oa6Ghr7f079vxXW35w39OVFs9339v31dnGftgWOr+D3tpgeFg4VksblqbuCVhbKkvRGwy9roaGR0TQWlepGLc7aa4sISys92dGeHgErVWlx0w2tA0NDAoTExNNmA/aaPHMKt7hnVw0uDW0VJYQUOc1wpnDDLRXlzGq0zCs0+F/9gKlTF5NDhsrPBrkFj1xBm+4rcNqwdxQQ3REGJqC9zG8PAbTf5IxPhaP4Y1p6L64jcjG7Wi1Wpq7PKuMmhBiHHOV7VcKvBE32qBg/ObOF5+jo4P5gYG0VJfSGinkYiQZdKW11JnbMYWISU5V4X4sLWJwb8jy/mZn9Zty7G/r2Q7r5dkcFhaOpbUJq7m5e9nKUnx8/XqVrgkPj8Bce1TRoO963xM+08PDaa0+VjPv5PqD8GOeGacrbpcTc005Eb08J00mE75+/sf8vta2FtpbGnt91oV6POx++H2dzDOj87o/vG+z55nb233DwsNx2G2Y66u67W+uLGFWH080i1ZCnyEWw4rzuhgGQiNpa6zFUGNGbxP9UXu4kfrKI8zr8j35ejzbcmu8A+ZYVxxt1aVcU/oARrfo8zaHLuCFAgP7nXG402b0+DroTmDVAQvbQs/iqKkvAMkd+4jpOExMg3ehaHnRZ6DV4jNBGFbktjYmR0TSXFlCa7QJ2TMfCKjqYFdpuVLuSJcFel2sP5pAMREenzSMjipv4nIAS1M9NkvbSfVjP/xtO7d767c729gxZT2/dW9tMCwsHGu7mY6W7vrLzZUlGIxGAgICeijZOYasVBJene60nNTYNxxzddkx/VhrVUmv7R7E7/DDcYrsdmOuKeu1rCRJhISGKb9nJ46Odtoba3v9fYNDQo7pxwDMdZVMTvJ67hk8C2AlO7KRPYvJkf0GivscrcRkFv1CR5Ce2sZSRvj4oPWMA3wnTETSasmp8U6y0z1tbnjxm8yp9eoS/7t1HrFPtlNx5VZsfyo87usF/ztIeMbK7cnvc9hPRNaEOarR1+5DU60jOVCM0XfW7aCyrQKf8RPQeCLvMs1mnDVHaY70GqaCqq20VJVhM/riGywmrmUFedg7LEgaCUM/8dmNWgP9XMdGeZmrS0/424aFhR3z2yr9QS9t18fHBx9fv2N+W6u5mY7WplPqDzq3T6Y/+OF9T1eaT2Y+Fh6O3dpBW0N340hzZSlana5XCbaIiAjM9dU4bN215psrSwgNj+jVmBkeFo65+tixb0tV6QnnY1ERUYwPSALAIUFhiAHZ7SLO8/c2+PoRmZLezYiekBmGq7GRLE+kVH10Em3B4ntx2m2Y66oI7+WZERgYiE6vP+Z/1d5Yi62jnYiT6ce6/K/cWh15KcKQKLndtK1coRzzCTAQ0ycYANmmIz68D7V+3shu3/I9ypjFNDQKySTmwraCOtztXttFWFg4HeYWrK3djeXNlaUYTaYT20Jqyo/px1qqSnv9nqBzvnxqY98e+4Pq3m0hOp2OwKDgY8Zypyt2SxvtTXW9ftchoaFoNJpj/pPm2nLcLucpPetOduzrdrlorek+pmuuLEGSJOUZfNz7RkRgaa7HbumenLO5spSAwCD0en23/bJbxrZLzMvdspvPdn2FbG3Hp0pEajhNARidXo/58EZhIN6dIp49I6w23Enjxf/qB/09dP4ne3/ehB6nH3M5HZhre7fh+Pn5YTL5HFPW2tpEh7lFfMe+oQyKGEp1tIt2E4Q17kWSJDQ64VjqdLZQbxD2ueh2J7Zyz/j1FMa+nW2j12dVWDh2zxiqK82VJej0+l4l2MIjIjDXVeG0dddsb6kqJTy89+9YzJePHUP+kqhG9F44unsbu794h8uuuOKYRtqVq65eRHtTPZvf+Dd2Sxtul4tD61dSuOELFveiiwxwzeJrqT5UQN7HL+O023A57OR//gYV+3K5ZtG1vZZdtOhaDm9ZzYHvP8PtcuHoaGfL24/TUlvJlVf3rL+p0Wi4+ppF7Pl6KaV565FlmY7WJta/9ABz070rSZ2erDVFB+loaQYgcdAwps+eC3u8Htx1fnbWv3g/l0V5M4QHnHd+t3u+vudl3IhGbd5gw1opQtEby4vY+vZjZA0a3Kue3fyzziYkNIz1Lz5AW70YuHUctmPZJyYftdYaPj70vnK+pNcTcP6F4r0sM8tkZP3LD9EU7DkuAweKOfeSywlLSPZ8zkO0ezwOjF0McVMiMtnyzhM4rBbcLif71nzCkW3fsuhEv8/iazlasI1dK9/B5bDjtNvI/ehFao/s7zH8r5PF117HofUrKNz0FbLbja3dzMbX/oWlpYkrrry6x3Imk4lLLr2MXSvepLxgK7IsY2muZ90L92MyGjm/hxAvgOSUFCZOnkL20qepO9KzB/bpwpY3HyU+MYkpU6f1eM7ESZNJSk5l02v/VAxo9cUH2P7uk4wZN77XnAQLz78AX18/1r1wH5YmkS28Yvd2dn7+OhdedEmvg80rrrwaW1srG1/9B7b2VmS3m8NbVnHw+89O6plRX3qInPefx2mz4nI62P3VUgbaTWg8C2DGLLEA5na7KM0Xq7k6o4nZF12Os7gcvVVM7ttCdGx5/xkyW+oI8GRZ9500Ga1nAO+W3Tyb7/VcrfrgKKXZG5DdbqxtLax/+UGuGeDgbr8PMKy4AU290FmWHO1oKvPQ7XyHkK+uZ9UtGez9/CWq9ovV7vbGWva+sBpnvTAobKvaws7aHcp9AruE1F8SF8+2tx+nEu/kRt5zmD59M+g/wePRK8uUeD6nMTOsM1E5CwbMYMPLD2GuFYtvNYW7yX3/OWbOnkNsrNcA+EMuuuRStBqJdS8+QEdLI7IsU7ZjI7u/XMJVV13dq9b2VVcvorW+RvQHHe24XS4OrlvB4U1fsWjxiZ4Z11F1YCc7Pn0Nl8Mu+oPPXqfyQP5J9QdFW1ZxYO1y3KeQ9f5/iW3vPk1rfTVX9dKPabVarrr6GvZ8uYTSHRu8/diLD6CRxG/YEzExMcyaM5fcD56nplB4jpvrKtnw0oNEREX3qsM3eswYMvr1Z/MbDysDzsayQra98xiDhw4ja+DAHssuOOdcgkNCWf/CfbQ11CDLMlX782j8dgUJQWJQr08KRGMS/6/iXK8RfdalV+OyW7Gs8yb4PmwpYt83H3BOvDcKzmfyFNrsZg40imd4WlA6115+A+lSBckdwpO6xpDAP/YnUZKz9oT92OLF11G2awsFXy5hS5D3ezknooLrL7qJIRHCM6+4pYji1iP4Tp6snHPtkMEcWrecgznf0B4irBVGq5uWNj1aj2GieMd25f8qSRIGzwKCUWfAZ0ceFbu3i36sqY51L96HyeTDeRdc2GN909LTGTdhItlLn6K+WHzeluoyNr36DxKTknvVZZ08ZSoJiUlsfPUftFSLyV7dkX1kL32KCZMmk9LFMeCHnH/hRZhMPqz7731YmuuRZZny3dvYtfwNLr7k0h6lo0D0B1ZzMxtf+xc2i7nH804HirZ+y8G1n59UP1Z7ZD+5H74g+jGHnV1fLOFowTauOcH4aNGiaynO/o59336E2+XEYbWw9d0naaoq63XsK0kS1yxazL7V71Oc/T2yLGM1N7PupQdxOe1cctnxJckAQkNDOWvBueR//BJV+0Vf1dZQw8YXH2RSivDalHx0SvRm18Wh0fPOYdCQoTi3eT3hqn0sbHnj35ybkKTs85kk2k7XKJKLx15GeGQUM2reUfa9pr+UR9/5ntlz5xEd7R13/5CLL7kMSYJ1L9zPIV1fZX/Ywc+56uprmJXsbc/5tXlIej1+c8Tits7tZrStnbUf/YcOPzGu8Glx0LhrB9csupbUESICz+VwKH2voZ83Em6gLoz8z19Xxr55n7xC1cFdJ/xtF197HYWbvuTg+hW4XS7sljY2vf4I5sZarrzqmh7L6fV6rrzyKnZ/8Q5l+ZtEf9DSyLoX7ken03JhL3lM4uPjmT5zFrnLnqX2sDComGsr2PDyg0TFxDJj5qz/Y++7w+OozvXfmdmu3nvvxZZkuTeMTTcGYwwk9Bpy038pl0uSS3LTSSCVEEI1hBqaAWNj3Hu3JVuS1XvvdfvO9/vjzM7MyrLlgNxg3ufR88zuztmZWc2Zc877vd/7nbbtvPnzkZ6RiT0v/AZDHacKoi4l9LfUYf8rT2DGzFnIzcs77X43rLwJgUHB2P70Yxjr7wYRob3iMI699yxuWrX6jKTJHXfeDZfDhp3//AXso0MgUUT9/s2o3PQ27p9kfnTPffejv7UBB177M1wOGzxuF8o2vonGw9snHcd+cNs3EWJgWRU1wXqMuR2oefNPsOgZmRyfOx1uJ6G7YRgAEBRlQUC4GdZdO8FLxH6Jf4i0HhvGzmd/AcfYCO648/Qe4f7+/lh9y20oXfsC2soOSnPfHmz/x2Pw8/PHTTevPm3bzKwszJk3Hwf/9SR6Gxn5N9TZjH+WKM+VkbXv+RBIKUUK6bS44Hp8uvEj+bWx7hAOvf4XXHb5MiSlp8A4Q3puuEXYjylZs6tvvQ1Gg4Gtawb7QERoKd2L4x++hK/efscZa0bcdfe9sA71Y9cLv5G5kJpdH6Nq+4eT/m/vu/8BdNWW4/Dbz8hcSOlHL6O17OBZzX3rD2zGyS3vsvFA4kIGu1rPajwo/+R1NB7efkHJuKnA7hd/CxI9+MpXT1/DLzw8HNddfwOOvv0PdFaVAGA2wDv+8TOEhUfguuXXn7Zt0YwZyJs2Hfte+h36WxkH1N9ah71rfofc/GmYUVx82rbXLb8eYeER2PHMz2QRSWdVKY68/TSuu37FGQMlX/nqHSDRgx3P/Az2kUEQERoPb0f5J6/jnnvvOyXw5m4ahjjEuCF7lA4NzSfR8e8nwItsvdkKCxIMcQAAHiJCBlj/Op7MIcPpRDABYtws3Hf/g2grO4SSD9coHM47z6CrtuzsxrGd61C9c51qHPsNxgb7zjiOGQwG3H7nnTj+0Rq0lOyVOJw+bP/HYzDo9fI4xmVcjXkOB8qSOIT2s3kur1fq7DVZW6XrA+zr3kNMXPxpLRABYMHCRUhJTcee538tE+e9jVXY/68nMHvuPGRlZ5+27cpVN8PPPwDbn/5fjPVLXEj5IZS8/zxuXn3rGWv43XHn3XDaxqTnKeNC6vZ9isot7+K++8/8G997/wPoa67FwTf+ekpQ9ryBNJyCoaEhAkAAaN6ChdTVN0Q2F53x769P/YMEQSCdwUgmvwACQDfdfAsNW51nbGd1ivSjRx4lAGQwmclgthAA+s73vk9Wp3jGtiM2F33l9jsJAJn8AkhvMBLP8/SHJ/886fn2DIzQ4iVLCQBZAoNJ0OkpLDCUmv5nB7U8spPafr2frA52/K3/eomeuHU5PXHrcjq6+VNqaOmgx+5YQ089vIWeengLBftHUGRwCJUVFFFFVjadLJxBY4Oj8rGq+hpp+svTKX9NPs3+1xyKS0sgAOQXHEYAKD4xiUrLKic9501bd1BgUDBxPE9+QaEEgPKXTqdpa6ZR/pp8WvD6AuoeU/5XQ9X1VJGVTRVZ2XTw8mVkMBopJ3G2fN4/+uqfqW9ojLa99op8fUc+/YRsLqKxYSe1PLqLWh7ZSScf3UQ8z5Ne9b+94657aNTunvR/+41vfZsAkNHsRwaTmQDQoz/530mvdWjMQTesXCX/b3UGI+l0Ovr7P56dtG1HzwDNnjtP+t+GEC8IZLH40fsffjxp26q6JkrPyGRtg0IIAA0NDV3oLvkfwdt/Q8PCafe+Q5Ne876DRykiKtrnnkxJTaeT1fWTtv3w40/I4ufPfuNA9nsVz5pNbV19k7b953Mvkk6vJ53eQGb/QAJA112/ggZH7ZO2/d+f/Z/8zDCa/QgA7fj+v6nlkZ3U8shOGmkaIZuLqK6sTL633/vDr2nM4aFHH/yT3AcWT1tJHMfRpiuvkvtK36at8nE+qNlA+WvyKX9NPt34/kpadvVVBIDMAUEk6PT0x2ssRD8L9PnzPL2APH+afsr7pd+OoNgAjvyCQonjeQoIDKJfrP2N/P33bnjAp+9UX3U1VWRlU3l2DhUkpZDA6+iJ+z+ipx7eQr+/by0dOnKcGipOytf3zu9+IbfvfKZU/i1mp88gjuPk/212Th7VNrZO+hu/9c77ZDKbiRd0ZAkMJgC0YNFi6u4fnrTtn/7y1Cnjwc233EYjNtekz4zv//C/2f/WbJHHg+99/4dnNR7ccttX2fPG4n9J912e5+mPf/7bpL9zd/8wLVy8RB7HeEFHJrOZ3nz7vUnb1jW1UU5uHuv3QaHEcRyFhIbRtp17J217pKSMomPjfJ4ZCYlJdKKietK2Gzdvo4DAIJ9x7NEV35bv176tzWRzEQ30D9GTt62gJ25dTs995yGyOkV66ZXX6bd3v0tPPbyF/vTAejLqzXTj0mVUkZ1DFVnZVHP9CnaMhm1yv/rlvt+SzUW0/pe3yn3xuwvY/XH3vffRmMMz6T358H99gwBQbKgfOX4aQPSzQBp5LJpsdic9W/qSfKxXy9+i0d5BqsjNo4qsbKq68ipavuIGAkCXF66Wnzt//9m7tPbJ38l9t6akRD7eYEmP/Fs8ffuvfccxP3/6YN2GSX/jypoGSk1L9/n/hEdG0d4DRyZtu/fAEQqPjPJ5ZqSlZ1BlbeOkbdd+tJ4sFj+f8WDWnLnU0TMwadt//PN50ul0JOgNl3TfBUDX37CShsYck17zj3/62Cnj2Ne/8c1Jn3Wjdjfddc+9PnNfjuPoN4//YdJj9g2N0dIrrvQZxwxGI7386huTtm1q66JpBYXKM4PnaUHGbPl+7fpXBdlcREMjVvrTHSvpiVuX09Nfu5OsDg8dL6+in93+sjJv9ougmLh4KrtsCRt7c/NotG+IrE6Rlv37Cspfk0/F/5pJg3Y77dz8idx39z3E5go5uXlU39w+6Tm/8e93yWgy0fJMg/wdbz+QTj0DI7Sr5YDcd3+y6zH23Dl0VJ4L7Fh2BfE8T9cU3yWf9/+7+zc0YnNRbWmp3H/XPvk79qwYdVPLj9m8+fh/rz9lHPvBjx6Z9H87bHXSqtW3+sx9BUGgP//175Nea1ffEM1fuOiU8eDf766dtG1tYytlZefKzwyO4yg0LJx27N4/adtDR49TVEysfP9fyn03KTmVyk7WTHrNGz7dQv4BgT7PuoKiYmrp6Jm07Ytr/kV6g8Fn7nvl1dfQwIht0ra/+NVviOM40htN8jzn3vsfmHQc63qrUu6nK6ZdRXqjiRZmJMv38IF1H1J1SY98n299vYr1+e98T+4PM8xmMvsHkk5vIJ1eT8+9sGbS823r6qMZM2f5jGN+/gH00fqNk7Y9WV1PKam+41hEVDQdX3GjfE4DR5Sxs7/fQX//Ojv/Z3+4lcLCI+j7Vy2Sr7EwL4+q69n8YrRjTP492v9wyKdfvvfBOjJb/HzmvnPmzafO3sFJz/mpp/9Jgk7nM/e98aabz4oLeeTRn5wyHnzz2985q/Hg9jvvPoUL+d3vn5z0fHsHR2nJ0mWsrXQvXqr9V28w0L9ef2vSa25s7aS8adN9xrHAoGDatG3npG1LTpykuIREn3syNj6Bjh2vmLTt5m27KCg4xGfum5c/jRpaOiZt+9qbb5PRZCJBpydzQBABoMsuX0a9Kq7J+9fzTrV8bw8c6qLH//BHunfBTLkfzErNk/v5G3c+SxVZ2VSSm01Fz+XRb/6SRJ6nF8j35Le+891TOJz//p8fn9U4tnLV6lPGsb/9/ZlJr7Wzd5Dmzl/gM46ZzRZ6d+1H8j721uO09g8x9N3v5VJpXhE99bVN9LeH3pev8Y833S//Bo9f/wjt2ntw0uMeOFxCkdExPv/b5JQ0qqiqm7Ttug2fkp9/gM94UFQ8k1o7eydt+/yLL5/ChVxz3fKzGg9+/otfEcdxpDMYL0jf1QqLTgBvkYZ33vsA112/4qy9slpbW7H2vXdhtY7h8qVXYOasWWfdtqa6Gh999AGICMuXrzit+f9EOHrkCLZs/hRGowkrV92MxMTEyRuBWYvs2rkD+/buQXBwCFblXwVuI4sQmubFwn858yh6/Udfx0B7KziOx31P/wtEJrzxE+aD6NKPwlLQh2v9/TH688cAMC/0iF8phcse2/MoNjSuAwD8V8G3cXv63fjwg7Woq61BekYmbrhx5Rmj22oMDw/j/XffQUdHO6YXFOLqa67FLw78L9Y3sIj7vXkP4puF35X3b7v5JjirmDrW/PqbWLtzD3RVGeBIgMlfj9t/sxDdDTV457HvAwCSi2Zh+Q9/BgAYerkMrhqmTLetjML7uz+Gw2HHlVddg8KiIpwtKsrLsX79OgiCgBUrbjyjulkNIsLBAwewY/tWWbVwJvWsGqIoYtvWLTh08ADCwyOwavUtCA0NnbwhmE/c+o/X4diRw3j8d7+5ZIusNDS3I/o0RU7Gw2q14oP330NTUyOysnNw/Yobzph9osbAwADee+dt9PR0o3jmLCy74srTFpAbj46ODrz/7jsYHR3BosVLMHfevLN+ZtTX1eHDD9fC7XbjusuvReSHQ4AI8CEmhHyfFTbb8/qLKPmYeahe8fXvI2vRUnzw+0PobWZqx7Gkcqy4chFw712A2w0hPBwJm7eB0+lARLht3UrZm/Wvlz+DuTHzsWfPbuzZtRPL9Mew0L5JPh9P2hVwL/gBKFHyiHeOQjj5AXQbvg/OzVK17LpgvOy5AWJ0AVatvgV+AX64dd2NaBlhCq5nrngRxVFM1df/1z9j6FlWTCjov/8H2ywWdO4nmOxMJb/iB8WISArAS9+6G7ahQegMRtz/zGvQG02w7W/H2DqmlBAWRGNd9x60tbUiL38arr1u+RmV5Gr09fXh3bf/jf7+PsydNx+XLbn8rP8/LS0tWPveu7DbbfJ4cLaorqrCunUfgohw/fU3nFEFMB6HDx3ChvXr8Jtf/eKS7btHS8uRk5t7Vm2ICDu2b8P+fXsRGhqGVatvmdRKwgu3241PNqxH2YnjiIuLx003rz6jakINu92OD9a+j/o6lhWx4oYbz3ocGxoawvvvvoPOzg4UFs3AvN5EuKrYWOMt9FW5cwu2/PNPAICi5asw//b70VbZj0+eKgEAOEx9mL4yGgW9vej96Y8BAEEPPITQ//d9/PHI43ijkhX4/sPiP2NJwjLoPv4OdMeYHcRLuruQe82DZ8z+Go/ysjJs2PAxVrvfQ7aHjanOr76HE0GRuHcjq0FyVdK1+PXC36Pj3rthl/wM4z5aj6Odndi1dRdCOorBgUNAuBmFVzmx6e9/AABMu+p6LL6HFcsWbW70/3Yfe5ZFmHE0t5/5JkZEYtXqW05b3Gg8XC4X1n30IaoqTyIpKRk33rQKFotl8oZg48Ha995FU1MjcnLzsPz6FZ9pPJg5azaWLrvirMeD9vZ2vPHaq/jpjx+5ZPvuug2bsHTZsrN+TtbW1OCjjz6Ax+PBddddf0YF7HiUHDuGTZ9+AoPBiJU3rUJScvJZtSMi7Nm9C3t270JQUDBWrb5lUjsILzweDz7d+AlKS44hOjoGN8YsgmcPU3L6r8yAaWY06g7uwSd/+S0AIG/pNVjywLcw2DWGd3/JFOYu/TBC5tiwvGgGem5eCQAwzZyFmDWvoHm4CTd/xNSAc6Ln4allz4Jv3AnDq8yv/CCK0FzwfVxz7XVnPY719vbi43+/jIf7WUFUMboQzgd3wO624fK358MtupEYkIx3b/iIZVBcezXcrS0Az4N/5VV8tGkfzE1sDIpIDsQNP5wJ0ePBi/91BxxjozCYLbj/mdch6HQYfP443I2shlT/DSH4aOd6cByH66+/4bQF3ifCoYMHsW3rZlgsfli56mbEq7JtzgQiwvZtW3Fg/z6EhYVj1epbTlsgczzcbjc2rP8YZSeOIyEhEStX3XzW44HNZsObb7yGbzz80CXbd599YQ1u+8pXYTAYJm8ENo69987b6OrqRNGMYlxx5VWnLSA3Hl1dXXjvnbcxPDyEhYsuw/wFC876mdHY0IAP1r4Pp8uJq6++9rRFwL0gt4j+3+0H2T0QdcBrlv3g9DwSbAPoLC8BANz667+goYRwYjObiy57MB9J+aFoXjQf4sgI+MBAtD/+BHbt2QV//wCsWn3LGbNA1BBFEZs3fYqjRw4jMjIKq1bfckbLGzWcTifWffQhqqsqkZSUjJWrbob7kw3o/V9WPDngltsQ/rOfy/uv/+tRdFQPAgCu/k4+Nr72JOy15QCA+Xc8iKLrVsr7qvtq0IPToU9WMgj6+/vx3jtvo7e3B7Nmz8HlS5ed9TjW1taGte+9i7GxUVy2ZClmz5nzH40HH364FqIoYvnyFWc9DwSAY0ePYvOmjTAaTbjxplVISkqavBHYM2P3rp3YumUzfvebX12y/be8qg6pZ8iWU8Pj8WDjJxtwvLQEMTGxWLX6ljNazqnhcDhkDic1LR03rrzprOe+IyMjeO+dt304nLN9ZvT09OC9d97G4OAA5s1fgEWLLzvlviK3iP7HD4BsbkDPI+x/5sJFTrzw8O0Q3S6QTo/Uy36AjqPMciij5m0ktG3H8WQOv/qqgD929eDy3LvgvuYP8neerKjA+vXrwHEcVqy4ERmZmTgbEBEOHTyI7du2wGLxw003r0ZcXNxZtRVFEdu3bcXBA/sn5nCIMPy3bNym0+Pppz04POOHGA5MgWPoJZA4AD1vxMqk74IHBy7chLDvnd3602azYe3776GxoV7mQs52PBgcHMR777yN7u4uzCieiSuuvOqsnxmdnZ147523MTIyjEWLl2De/Pln/cxoqK/HW2+9gf977Kfnve9qJPoE8D6QuvourQfp58XwaxVwnmSWCd4BdaC9Fa//iC1uY7LysOqxx1G9rx27XmOL6IKrkzBzRRq6vvcdWDczQi36pZdhnsWqejcM1eMrH98EkUQEGYPxwY2fwE9/epuLz4L20Tas/mgFXKILRsGEdTdtQrAxGAAw+NyzGPgLIyJCvv9DBN//ADY/exxNx1lBlhU/LEZEYgDWfPteWAf7IegNeOCZ16E3mWA/3InRtaz4oHlRPPyuTpnw+F9UDA8PIyos6JKdUHyZ+u9E9yoR4bUffA1DXR3geB73/+M1kGjE6z/eDQAIjfPHTY/Oxsja9xUS7t77EfrDHwEA9rXvwXe2sb5fGDEDz165Rh7UhCMvQL/h+/LxXdf9BZ4Z9054blxHCQxv3wlumNkjiEGJcH5tD2Bk/5v1DR/hZ3vZ8Ysii/HPK14Cx3FwVlejbdWNAABjcTFiX37V59lTeE0yiq9Pxbbn/oqK7Z8CAK77/v8ipXgOPMMODPzhIECAEGlByHdOn2b4RYTWdy8dkFtE/2/2g5wecH56hD4yBxzPYf0ffyV7ot/88z8gOiMHe96oROUeVghs6f35SJkRia7/911YN7H7P+aV12CaMQO3r1+NmoEqcOCwefUuBBqDYHhhCfiOYyBwcPx3K2A4O3JoPPiyt2FYy6w6XIsfhWPhD7H07fmwuW2IMEfi45s2Y3jNS+h/ki1CQv/7EQRJ6avr/3oMHdUsWHDdd/Ow9lcPQ3S74R8ajrv/+pL8fBl8thTuZpZWH/LD2RCCz26B9kWA1ncvLUx0r256+klU79kGAFjxyP8hcXoxSjc24vBHLCA9+6Z0TFuWiKFX1qD/94+zttL89J3qt/D4oV8BAL5V+D3ck/cAhP1PQb+ZkWau5X+Dp+j0FhJnguGfc8H3nARxAhw/agYM/rh/451yYe9PVm1DmDkcA0/9FYPP/AMAEPrI/yDornvw3m8OYKCd1U35yi/nwy/EhE///gfU7GX1Um788W8Qnzcd1u3NsG5m6eB+N6TDPPvshAxfBGh99+KE42QfRl5j9mbGwkgErM4CEeHlb9+DsYF+6E1mPPjsm/joyaOywOSO3y0E6irQcQezhfO7+hpEPvmnC3YNaojWMTRfthhks4Lz90fitp3gJbuwk7tasfetagBAwVVJSCkU8Oaj3wIAxGbn46b//Z38PfbSboy+zawsjAWRCLjl7INcX0Ro/ffSh7OyD8Ovsr5umBaBwNuyUXtgNzb+ld33ecuuxejQXHTVseDR3P0/g8Xei9eW8PhgHo8dTa3wv/F5iHk3n/YYFwt0H30Tt/Vsxn+t4eEIvB6NydfCZd0Cj4ON56tn/A+EAUbxhj4yB3zA2ZHhlyIuVN/VPNE1AABEhxvOmn4AAOevhy6R3YQNRxVvxpTiOQCA1op++b2EvHCIDgdse5gynQ8JgWmGQlg9f+IZiFJxpbtz7puUQOdaDkDY/QfotjwG3YbvQ7fjN8Bw+xnbxPrHYWU6e+A5PHZ8WPue/Jnf1UoV6bFPNrBzzldUii1lfawS8AxG+ntcTrSUHQMgFYiSeoijvPeS90vT8MWFo7xX3jbksft7oL0VQ10ssyQ2Kw8m/wC0nlR8xeNzmTrLunWL/J5F5Zn2euW/5O3bc+6WCS6+8kPoNvxA/sy19P9OS6ADAMUUwvHAdoix7LnADzVDt+nH8udXJ12HpMBkAMyX9bi0oNdnZECfwlQVjqNH4e7qks8ZAFrK2DWnFM+V3/M+r4RAI3QJ7Bnm6bbC3W097flp0HAh4W4ZATmZJ7ghPRgcz8HtdKDlBBuHzEHBiErLgiiSHPwV9Dzi88JATidse6WxNzgYxoICDNoHUCN5PGaH5iDQGAR4XOC62cKCQtM+M4EOABQ7Q97m249Cx+tQEMEys3ps3WgdbYFZ5Ttu3bZN3lZ7tradHEV8HlMQjvb3oqehVv7MkB4sb7vqBj7zuWrQcC4h2txwtzICXYgwQwg2QhQ9aD5+BACgN5kRlzsdANBYohQgTy5g/q/WHTvk97y1BNR+6LOi2djGdx5Xjhk9/bOfbzybw3PkAd/OfN2LIpX+XNrDnjnewt4AMCaJY9R9t1Eq2pZcNFt57xgrZKzPUDJFXLVa39Vw4eEsU/qecRrreyM9XRgbYGvZ6PRsuJ2EvhZGoIfE+sHkb4B9v1KTxDRv3nk84zODt/jBT6rbQqOjsG7ZLH+WXBAJr4Cz4Vg3QuITERzD1K/tlWXob1MKOxpzw8GZWTaLo7wXok0pMKpBw6UIx3Glr5ukcbbu4B75vcRpc9Bdzwh0P4zAYmdz6uPJHNKdToSKIsSEubgUIKYtwwKbHaWpHEIGmLjMW1wUAAYFZb3vqh8836f3pYBGomsAALiqBwA3I4mNueHgeDYKNx49KO+TUjwXokdEWyWbeBgtOkQkB8K+fx/Ixkgqy2WXg5NSc7qtXdjSzBRyIcZQ3JJ1+sI+GO2G/v0HYXz5Kui3/wq6fX+B7sgL0O16HMani6Db9BNgrPe0zb+SdSc4qZrgv6vfgFsqIKFPTIJBSgdzVpTD1dzsS8SVs4dMshQgAICGI2wRw/vp5fQ2sd8OT+fY6c9fg4YLBNHmgqtuEADABxmhi2MEWaNPAIxNCrz3OwAk5IVBtNlkEk4IC4dxOlug1w/VYX8Hez/WPw6L45awRrZ+6D/+LjiwZ4V73nfhmf+9yU/SLxyum14ESeSdruRf4KtZUEvgBdybpxShe6/m3wBY0R/vQgFEGPt0IyxBRoQlsJTDvtZRjA06EJ9fAJ2USth49CBEkRGSRlWwzFl++meHBg0XEk4V0aRPZwRU28kyuJ2sMFJy4SxwPI+ehiHYRlgKalxOKPRGAbZ9e0FjbFyyLL4MnCDgSPch+fuKoxjJxfXVgPOw76PPQcIBAIWkgkzBAAC+4yhAhBmRM+XPj3UfgT4lBTopldp+5DA8AwPStUTIC/zGkh6fAJi3OKH6dwB8fx8NGi4muOoHAaYRke/Z7vpa2EcYsZ4wrQiCTo+Rfht6JYIuLN4fAeFmeAYHZMsjXXwC9Klp8IgeHOlic+5AQyCyQpiFCtfFSHTidaCIs7d6HA+KU/opJ5HohRGK6OVoNyP/DWlp0KcyO0fH0aNw9/YguVAh0RuOdQMAEqfPACelazeVSNcS4w/OopN+nyGQRxOfaLhwIJcHzpOSQMysgz4tGADQUVUh7xOTlYvOukF4dVIxmawv2w4oJLp57vzzc8JniYBVq+TtkfcV4Zg50IBoKQg93GPDcLcNecuulT8/8ek6eZvT8zB6+7VbhKNUISA1aLjUQE4PHJJQjDProE8PgdvpRFPJYQCA0T8AIsXI/TysqwQAMGoCGqOAYrsDYlAiEHh2lisXGmLKEsyzO1CawiFouAGCxwFep9ietfSWy9tOKXCgYWqhkegaAIxXsjKS2T4yjM5qVvU3JDYewdGx6GoYgtPGCOq4nFDwPAfrtq1yW8vSpfL2B3XvwUOM0Lo581aYdRP7kfLl78D4zEwI5W9P+DnntkN34CkY/1EMru3IhPskBiZhQewiAECXtRM7WxX1m981ygRi7NON8As2IiyekXl9LSOwDjkQn1sAndEEgC0GvEScV9U7/jfSoOFigbOyHxDZrMCQFyYrxr3KMABInjHbJwBmMOsQmRII2/59IDvzKzcvWSIHwN6qfE1ue1vWHRB49r5u2y/B2dh3eLJvgHvp/531eVJIMtxX/lZ+rf/423Jg7IrEqxFkYAGrzU0bMeSQlALXXCPvP7bxEwCM/PeitaIPOoMRCdOYEtY2PIjuOmZrY1AFyxwVWt/VcHHCGwADAINExDWXHpbfSypkxFdj6alK1rFNSk0Cy5VXAQAOdSr9fqaXRJ8iJSv7Mg6ipEbnxnqA4VYURaqIuK7DLADmzWoRRXmOYA4wIEoiMYa6rQiJVfxOm1TXrIsLAGdizxxX3SBI1Ig4DRcf1Ooub9/1LtgBpe82qVXoEmll3bYN8LB5pt8VV4LjOFQPVGLIyca+mVFz2LjrsoHrZfYMFJ4N6D67tZGoziLpYCR6QUShLEA52q2cu+UKqf8Swbp1K0Ji/BAUxebwXfVDsA47YPIPQEwm68ODHW0Y7GgDx3MyUUl2N9ztI5/5fDVo+Lxw1gwomV45YeB0jPboqFZI9OjMHHTWDMqvYzJCINpssB9jfUQXHw/9WXryny8Yi2YogeoD++FqbZU/88m2Lu9DzuIrZKFJ5a4tcFgVQZhppuLr7jjada5PW4OGcwZnVT/gYlFtQ144OB2PlhPH4LLbADA3hbZKhUwO7WCZV2VJHIjnMNPuAF0iKnQAgDkURWH5aIgniJwHwYM14HgzOJ6tfeuaDgMCG9s1Jfq5gUaia2CR+mopUm/RQZ8cDABoOn4EJFmxJElpm63lipVLfF4YSBTldG3OZIJ5HovWu0U31ta+CwDgOR43pk3sL8VXb4D+/QfB2dmDjcwhcF3zBJx3roPj/q1wz/sOSMfIbc4+CMObN4PrOTnhd92WfYe8/aZUVA0A/K5SiDhv2pt6ktF6sh86gwEJ0woBALbhIZmIM+aGQ1pfaGpWDRcl1PelUQr6sAAYS+8KiY1HUFQMehqH4bSqAmAC72Pl4nc5C4ANOgbxsVSo10/nhxvSbgIAcB3HIBx9CQBABn+4rnocOMvCH154Cu+CJ4MFtbixHtnn1aQzYXnqDex6RCc+rv8AAGBIz4A+PR0A4Cg5Bk9vLxLyfUl0YHxaOVPECcEmWZXv6RiDp9/2H52rBg3nGqKKZBIiLbJnoZeI4wUB8fmFICI0SSQ6x3NIzA8Hud2wbmP9lzNbYJ6/AABkJavACSiUrBp4abEAABT1OUl0ABTja+mSG5YPo8AW6Yc694OIYLniSnmfMVW6eeI0ZeztbQXCEpMBAN31NbAODbLrETg5C4ysbng0OyYNFyFcDdKCnAd0ycw+TB0AS5zO+olPAKzQGwD7VH7PciXrKwc7FeXrrGjJeqWrDJwkRvncWSThWSA9I8L5dvZMCDQGISuUKd5rBqrQZ2PzCT9V/7WOt3QhoKmU7ZdUpBQs8wbuDanB8nsuTQGn4QLCcUI1P5asXACFROd4HlHpWXKtDgCITguG49hRwMXsTUxzLj5ijeM4BKxU1OhjHysKc7XQpKW8D0Y/f2QvWgYAcDvsqNyhjMe6KD/oYtk82d0+CreWca3hEoXjxKm2TfWH9srvpc6cL68ZdbyI4KE6AMCJZLaOnWm3XzJWLl7oUpYiT3SiNhYIGWTBdl6fAABwi054Qtm1iQN2eAbsF+w8v6jQSHQNcNYMAE4pepcTBk6KXDWp0quTpYmy9wEEDojPCYPjeCk8fWySYp43Xy5usqd9F7qtLKq9MG4xov1OrWLOdZZC//4DsjWEJ281HF8/DM/MhyAmLwLFFsO97JdwfLMUYuJC1sY2AMNrK8ENNJzyfXOi5yElkHkoH+s5iqp+Rrbr4+Ohz8gAADjKy+AZGkRcjlLleCIizpuaygcYZH94T48N7m5tgqHh4oHocMt2B3yAQfYBnygA1lKhsnLJDQN5PLDu2A4A4MxmmOYyz8d19R/A4WGD7Yq0m+Cv9wdIhP6THyo2Lov+GwiM/c9PmOPgWv5XxQ7ixFvgulnK2U0Zt8i7vVvztlyDwHLZ5fL7tn17EZ4YCKOULt5eNQDRIyKpQElTVyvwfTNJlOvXoOFigLtpWLGDSGGk8WBnm1zLICYzF0aLH/rbRjHSx/pkTEYwjH562A8fgjjECCrL4sXgjUb0WLvROMzGxtywfLkGCd+m9Akx7vMX2VV/B99+BAbBIFu6dNu6UTdUC2P+NAiRjHSz7d0DUbKdSZqu9MnmE71K3yWSvaQBQK8m4hoGP/c5a9AwlRBHnHJwRxcbAN6og3VoAN31TIARlpgC/9Bw2Iad6JKI5OBoC4Kj/SCOjsK2jy3uhagoGKcxclzthz7b64fu03eVce4zgdeBolkdAm6oWc4EmxuzQN7lQMc+AIAhJxe6WDbG2w4egGdoyLfvSjVJkgsVEr35OFPu6lOC5fc0BZyGCwVyeuCskuwdLDroU9kYax8bRX9rMwAgPCkVID36WlkwOzTOHyZ/va+Vy0VIogOA//XXy9tjn26Ut4OiLAgIY+KzrrpBOG1uTLtS2ff4pnUgUZRfG2dEydv2Y5oaXcOlB9HuVsSg/nroU4Igih5ZVKU3mWEOSoN9lAXGwlyt4ImJyk4kc0h2uhDuuXT80L3wJF+GuTY7ypI4BA+yuYfa0mUASmBBG4unHhqJrgFOFbnkVbJ63G40lbIFrdHih+iMHIwNOtDfNgoACE8MgDnAMM7KZZm8/W71W/L2qvRbTz3ocBsMb90GzsUW1p7cm+Fa+TzgF37qvgHRcN72JsQYZtnAjXZC/8ZqwOWrTuM4Drdm3S6/fqdGOQfzfEbCQxRh27cPkcmBMEgFVdor+yGKNI6IUwIIRhUR59SIOA0XEdS1DAy5YRPWMvAGwNpUBYHjckPhKC2F2M/eMy9YCN7EJt0bGz+W97s5k/Vdvuxt8G1MYSeGZcIz+78++0n7R8K9gBUm5UDQbfslO8/AFNl+onmkEUe6Dsnn5oVt7x7wPIfYbBYEc9rc6Gkchl9IKCJTWaCsr7kBI31s4uDbd7VMEg0XF9STWi9p3FSiEMmJBYysbppIybr5VCsXtZLV25fgssl2LmJ4FiAFsD4PRLUSXbJYmxer9NN97XvA8bxSqNjlgnUnK6IYGMGIRADobhhCdGaR3K7pmKLi9QYVAE3NquHigzqw4+27zaVH5fe8Vi4t5b2QYs9Imu4tKLpdVrn6LbsSHM/D4XGgpIe1j7bEICGAFQjj25S5qBinENafFRNZusyNUfye90m1UDiOU7JJ3G5Yd2xHWEIALEEsW6ajagAuhwchcQnwD2XjbHtlOdxOB/gwE/hAtp+reRjkVgg7DRrOF3wFYuHgBEZ5dNVUyvvEZOagp3FY9kmOSmPjjm3/xU+i62Ji5QCcs6oSrqZGAKzvxktqdNFDaK8eQGh8IuLzCwEAw10daClTstOM0yNk2wdHSTfIo/VXDZcWnCf7lLp++ayuX2dNJeyjrD5J4vQZaK8alvcPaWT9uzcQ6AxhKnQyBn2umiMXAhQ/C7PczJLGf7QVgtvmQ6I3q3zRtXn01EMj0b/kILeoROpNgrwY6KyugFPyTUssmAlBp0N7pcrKJYcN0F4lK3gelsuWAABaR1qwv4OpbGL94nwm6OygBP1H3wQ3wtR2YvxsuG54+szWEMYAOL/6LsRwlnbK99dCt+M3p+y2PHUFzDqmht/avAkuD1uoeFPdAYmIE3jESsVjHFY3+ppHfIi43qZ6jEoKex9vZY2I03ARwaeWQa4SAPMqwowWP8Rk5sI24kRvq1LYzBJohHWHUjfAIlm5NA43oFLK4MgJzUNyYApAInS7n5D3dV/9e0AwfK7z9sx8CBTAVG5CzQZwLWxCs0qlRn+/9h0AgKmoEJyZpaDb9u4FiSLi1ZkkUtEon0wSr6VLmBmCRNi5W0fgGXR8rvPWoGEq4WxQJrVe0ri5VCHRZU9lVUp64rQIZqMmWaRwBgMsixYDAHa37ZT3mxfLxjyusxScVGh7Kkg4AEBANMRg5sfKtR8G3A75eACwr2M3gIktIQCVGp0AuzUURj+WTt584ihEySdaiPJTChQ2DGm+6BouKqgLdXkVrk0T1DJoLlNlgEk2gr4BMNZHjveUwCEV/50VPUeubcK3srGM9H6gSKWGwGfFRAGw6eGFsEg1iw507IMoZbH59N9Nn4LjOCRKafIeN6uxwnEcEiTbGo/LifbKcnAcp6jRXSLcrZovuobzD0eZ2spFEVR01iiWoNEZOehSjcNRqUHwDA3BWcHIJ0NmFoQwZQ14scHvqqvl7bFPFYsoX0sX9jtMu3K5/F7Zlg3yNm/Rw5DN9qcxF5wqaxsNGi4FTGTl0nBEyexKmTEHrSoRZGh3KQDgRBIHcMwPXYyfBXCXGC0qGJARPRud0SLcArOo4XiL7Ite33gI0LNrctUPyhneGqYGl9jdomGq4aofBNmloitZStGVxgmsXNpUJHpcTijcvT1w1dYCAIz5+RBCGbG1oXEdSJLerExfLRcl9IKveBdCAyPwKCAOzlveACTf8zPCEgbX6n+BJAJPOPB3cO1HfXYx6yxYHLcEADDsHMaBTpaaaiouBicVVrHt2QMi8rV0OTmBt3LJBN7KnWPw9GneyhouPMg5vpYBW8iPD4DxgoD2qgFZDee979VKG8tCVpT300ZlYn1N8nUAAL5qHfg+5rUmJsyHmKrYq3xm6M1wL/4f5eXW/wOIsCR+GYKMwQCAXW3bYXfbwekNMM1m/dLT1wtndTXicpQFQptMoqu9WVWZJKogmFMrMKrhIoFoc8HTwTK7hGg/8BY93E4H2k6eAAD4h4YjND6JZYC1ShlgCQHwCzbCUVoKTw9bNJjnLwDv5we36JKD14GGQEwLZ7YNfKuSlUJTRaIDoAQWHOfcdnAdx5AUkIxY/zgAQEn3UVhdVpiKZ4IPYs8l684dEK0seyxRZQvRWjYge0c7rWMywcHxnBxYILsbHs2rVcNFBDmLROCgTwwEiSJay9nC3GC2IDo9G26XRx6fTP56RCQHQrRaYdvFgl18aChMM1i2iToA5rVywXA7uGFWMFCMnQHwus993qSyYuJaGcmgF/QoljJXBhz9qBmoAgAYCwohhLO+atuzG+LoqE9NgxaJpPQW9gZUli6pqkySBk0Bp+H8glwqKxezziezqVOlRI/OyEa3KiAWmRoE+9Ej8ErTTXPmnKcz/mzwZqEBwNgmxdIlJiMEgkSetZb3gYiQXDQbfiFs/t945KAsFAMAk8rSxVHafa5PW4OGKYNodcFVOwgA4AMVW9PGo2x84zgeURkF6GlmSvRAgw0mB9u/TPJDL7Y7IMZfnBknk4FLWYIitxNVcWpLFzYX94hueMIkX/QRJzy9Gn81ldBI9C851JF6g6rYptcTnON4JBYUg0SSSXS9SUBkciDsB5Qon2nOPHl7W7NStOTaFMWHDQBgH4J+04/ll65rn5jYwuU0oPBM5scMgCMR+nXfBiS1uRdXSeQfAGxsXA8A4E0mmIqZMsjT1QlXfT3ichUSfUIi7uhpvJU1Ik7DRQBn7fhUVcnKpUSlhiti93zbSSUCH5cdOqHShojk/sKBw5VJ1wBE0O15Um7rXviD057PwJgT7xxuxi8+KsPftlTj3SMt2F/fiyGba8L9PQV3QAxlRUP5lr3gmvdCL+ixJJ6p4m1uG/ZLqeXjM0n8go0IiWEK857mYdhHXQhPTpMXCK3lpXA5mIe0ry+61nc1XBxwNQzJgS0v4dRRfRIelxMAkDB9BjiOk4kqAHJR3YmsXEp7SjDqYorPeTELoJMINx87iHglSPx5ISYqGWZ8815wHId5MczSxSW6cKTrEDidTlbKkc0G63YWPI9IDIRZsntoq+pHXK5CwrWUlcjbam9lp+bnqOEigWfADrGfjS+6+ABwBgG9zQ2wj7BFelzudPCCgM6aQbidTKSSkBcGnudg27UTZGdt/ZZdCU4QQETY2cr6hsAJmC9ZI6n77lQFwCg4GeQfrXy/lKWizhjd2y5ZugiC/HwhpxPWnTsQkxkMnYEJY5pP9EIUCQn5hXImacsJZhOh+aJruJA4tdYXoztE0YOuOiYK8QsJgyUkHN2NUm2RQAP8Q0xwHFGywbzrxosV+vh4GPLyAQDOigq4WloAADqDgBgp29o65ER/2yh4QUDu5dJ4TCIqtiukuz49GJyfnn1PZT9Eu/t8XoYGDZ8Zzoo+QMpUNEyLAMdzGGhvxWBHGwAgJisX/W1ueb4dNlwtty1L4hDnciPa4wElXNwBs9NBTLkMsyVf9JBxJDoADPLK+l8bi6cWGon+JQZ5ROYjBQAGHob0YADAUHcnBtqZ+iU6Ixsm/wD0tY3KBRliMkPAC/y4wivs4dM83IQaqUJwftj0UwqK6rb/CtwoK1ziybwOYuZ1+E/hmfc9iJFs0sB3l0E48oLP53Nj5iPAEAAA2Nm6DXY3i7z5eivvRkCoGUFRLIW1u3EYTpsb4clpsAQzIq6t4jjcTpZe6+OtXKYRcRouPNT3oVGVuum1MuE4HknTi0GkBMAEPY+o1GDYDx86RWlzsr8CzSNNAIDiqFmIsESCr98KvqMEACBGT4eYqtQ9AABRJLx7pAX3vLAfC363CT9dewKvH2jC37fV4CfvH8e9Lx7Akt9vwV83V2HUMW5SzuvkgBgA6I48BwC4POEK+b2tUkDOskBNojOrCDmThID2KpZW7q1r4HE50VbBFL1CpAVCBLN4cjcPQxxxTvLLatBw7uFUFfr12qi1qgjkhHymJG8ZZwdBRLKVCwQBliVLAAC72nbI+y2Mu4xtEMlKdDIEgMKzpuz8x5PoAHwsXfa0M2Wt33VKCvnox+sAMJW5N93c4xJh8EuR92k5rni1qouLqn8vDRouJHxs1DIYUeUljwEwUhmMZPbCq+BWFwD0u4oR1I3DDWgdZeRXUWQxAo0sqKbOIhHjpyiLhOMgJjLRC+ccleslzFfVNNjVpli9+V2ptovYCJ1ekMde+6gLPY3DMPkHyFaI/a1NGO3vhRBqAh/Msj9dzcMQbRopp+H8wWd+rBKI9bc0wWVna8LojGwMdVrhkrKxI1ODwHEc7MdUJPqMz1+I+1zD+xwBgLFPP5G3E1RZmN5nUe6Sq8FJlhUV2zbK9mmcwCuWN25RqyGk4ZKBo2wCK5ejKiuX4jmy7ScABNXsAgC0hgEDARyK7XYQJ0CMvfj7+kSgqGmYTUacTOTgP9oCwW33IdFb+yrkbS0rbGqhkehfYrgahkDSxNaQFQpOz9QlXhU6oPg6+li5SEX97BKJzhkMMBYyJdnWFkUhtzRRIcMAgOuvlwlv0lvguurxz3bigh6u6/8qv9Tt/aNPkVGDYMDSBOblaHVbsaedPTDN85VFv20vU9p4FwMkkkLESdfMUuvL2CHDzBAk5au7bRSeAftnO3cNGqYArJaBZOVi0slk03B3Jwba2WI8Kj0LpoBADHaOwTrEiGNviqf9wKlFk9QFRa+WsjmEfX+R33Mv+IFP3YIBqxNff/UQfvL+cRxo6MPpLIttLg+e3l6Lq/+4DW8caIJHtaOYsxLkxyY9/MkPgeF2zI6eC389C4LtatsBl8cFXVIydLHMQ91+5AhEm02uywAovuhJqkySJkmRz3GcokYnLZNEw4WH6HDLRBxn0sGQdioRF59XCLfTgzapn5sDDQhPCICzqgruVtbHTbNmQQgKBgDslkh0nuPlIp9cfy240U52zPjZwDhrtc8DCk1T+m7rAUD0YFbUHBgFRpxtb9kKj+iBqXgmhCgWTLft2Q3PAPNbjVct8HtbRITGs0KK3fU1sI9JNjcRZghSoNvdPAxPr28xcQ0aLgQmIuhay0rl9+LzC0FEaJb243WsGLZos8kFdvngYJhmscwQrwodABbFL5G3+aZd8rYYP3UqOTFRCXbxLczyMD4gAenBjAg/0XscPVZm6WAqLgYvWTXadu2EaB2b0NLFa8kEKM8xg3eM9pBGymk4byDXxPNjYJyVS2YOulWkUmRKEESbDY5ylqWpT0mRbUovZvgGuhRf9MRp4YA0Za850AESCf5h4UiewZ47YwP9aDymBOqMBZHytmbpouFSgDjmlNXVfLBRtt5tUll6JhXNVoRkAhA0wNTa5Ymsc8y0O0DR0wCD33k88ykExyM5di76Iz3w8CICRxoBPgDg2G9R23AYnJHN/V31g1p9oSmERqJ/iaGe1KqV1k3H1HYQkh/6SXVR0VC4WlvhbmOpMsbCIvAm5mm+VWXlolaUAoCw90/giEW93fO+BwQnfuZzp9hieLJvAABwo10Qjrzo8/mVSdfI2582ssi8Pj0DQiSbJNgPHQI5nT4FCtuq2OLeS6IDvgEFHzW6porTcAHhqh0AOaRaBjmhci2DppIz913ZD91LogsCTDNngYiwvWUrAEDH67A04QpwAw0QGtmCXwxJhZi1Qv6eE22DuPnp3dhZrSgAEkMteHBRKtbcPwdP3zkTP70+DzfPiIeOZxOVvjEn/u+jMvzg38cUIl1nhKfoXgAARx7ojr4EvaDHIklJO+oawcHO/eA4TskkcblgP3wIUelBsudje1U/iAjxeQXgBZ30WxySi6homSQaLiY4y3oBF0s1N06PAKfnYRsZQk9TPQAgPCkV5sAgdNQMwiPtl5AXBo7nfAp0egv/NQ83oWm4EQArEhjkVbI2Kj7LYvKiqb0IjpPV6JxjGFzXcVj0FsyLYQRdn70Xx3tLwPE8/K+TMs7cblmJG5cdCk56NrSW9yEhnwXiiUS0VRyXDsHBWKR4tdqPaQt7DRcWnn67XChTiPGDEG6B2+lEexUj3vzDIhAcE4eB9jGMDbBMxpj0EBhMOth27wLZmArWsuwKcDo2Vu1s3S5/v7emD2wDskpcjMwHLFNX3FBMUOwXvVkkALAkQck0297K5gOcIMBvGXvOkMMB265diFdZIXoD2GpfdK83vEbKabgQcNVNPD8GxhUVTc/2IdGjUoPgOHECcDNxmfESUKEDgD4xEYacHACAs7wMrlaWSe4fakKsZOky0mtHh+QbnbdUWR+f3K6Q7rr4APBhbC3vahiCZ9hxPk5fg4bPDEd5H8CmyDBOi2CZJGOj6Khm6uug6FgAQbAOsns53DAEQbIwK09i888ZdgfEuKmzOrwQoKSFmOZ2oi4aCBqqB8dxshrd7bBBjGJzDbK64enWxChThQtKou/cuRMrVqxAbGwsOI7D2rVrfT6/9957wXGcz9/cuZMb/7/77rvIzc2F0WhEbm4u3n///XN0BZcuyENweIlgPQ9DJpsUu+x2tJ1kE3f/0HCEJSTD5fCgS4r0BYSbEBhh8VGyeu0gOkbbcbKfLSSyQnIQH5CgHHCoBcLxN9ixjYHwzH74c1+De/GjICnMrtv7J8CpFB4rjpqFUBO7pj3tO1mBQo6DeS5bPJDdDseJ44hOD5YX8u1SpDIhr1BFxB2WiTjNW1nDxQLHaQJgjeoskoJTs0jivQWB6+qktnng/f3RNNyA9jEWFPOmkwulr8vtPIV3ySrW3TU9uP3ZfWgfZGRAqJ8Bz90zGxv/3xL88OoczE0Nx9LsKNw5Nxm/XlWAj797Ga7OU2ydPinrwK8/Lpf7lXvGfSCOfbdw7CXA7fDJYtnWwgJz3r4LAPZDB6HTC4hKY2Th2IADw902GMwWxOYwq6eR3m4MtDHFrhDtpywOGocgjmqWLhouHOzHuuRtYxEjmlrLj8sWS/GSHYSvH7pkB7FF5Ye+lPWTzc2KRcTi0ylZkxdP0dkrEJMUYp6vZ6Tb5Ymn2jH5LVcCcKPrmaWLwaxDlOQFP9xjQ1hijrxPy3GlYLipIFKeqTqOdWkqGg0XFI5yVep4PsvE6KiukGsZxOcXgOM4uVg9oKpl4GPlwoisfnsfTvQy0jk1KF2eN/PNe8FJJq5THQCjyFyQSQq0teyTnztq4Yt33GXnqraL2AhLoBFh8Uzl1tcyAtuwE1FpmdAZWRZKW8VxEBF0cf7gw5iVmqtxCJ4hjZTTcO7hKFf6nnrdBihKdEGvR0RyGrqkoqKCjkdYfADsRxUhyqVg5eKFWo1u3bFd3s6cFytvV+9rBwAkTC+Cfxh7djWVHMHYgFSAlePYeAsABDhPKM86DRouRqjvUa+VS8vxoyCRMevJhbPQWqGsgUN6y+XtikQOYW4PEt3uKa0XdCEgJs5Hkd2BygQOQUNMjKO2dBkSlN9A80WfOlxQEn1sbAwFBQV46qmnTrvPNddcg46ODvlv/fr1Z/zOffv24bbbbsNdd92F0tJS3HXXXbj11ltxQFUEUwOb0NIY8zg3ZISAkwoFtVUch8fF3k8snAmO49BVNwjRzSbZcVnjlKxQ7CDOZOWi2/dXcCL7Xs/MrwGm4M99DRSZCzF3FQCAs/b6eKPreB0WSYoeh8eBkh62KPemzwKA7fAh6I06RKawSs7DPTaM9NtgsFgQk53L3uvuxGAHi+rrIiy+qeXagkDDBQC5lVoGnFGAXrKCcDnssg+4X0gYwpNS4HGJ6KgZBABYgo0IirJMWBB4b/tu+b35sYsAEpWgF8fDM/2rAACb04PH1p6Ay8MmKIUJwXjvGwuxKIMpACZCUpgf/vLVYvzjzpmyKv31A0345w5G5CMwDmI2K0DMjfWAr1qHuTELYNaxxff2VskWYqZi1WI/zIIF3ucRANn2Qp1J0igXSOaUYANBCSBq0HCe4emzwd3IChAKEWbo4pl10Xg/dCJCq3Sf8gKH2KwQuBob4KphqajGgkLopMyqTxs3yG2vSJQW00TgGxmJTsZAUHTBlF+LukaCUMdI9EVxl8lFTbe2bIJIIgxZWdCnpQEAHEeOwN3FgghqRavLGS0Hr9XFRfkAA/QZbD9x2AlX3eCUX4cGDWcDIoLjuJpE91q5lMjveTMqfLM3wyDa7TK5xQcFwTybzUW3Nm8GSWT5aQNgSVOdRcLLanTO2geumxELGcGZiPOPBwAc7TqMQccgADZv5oODAQDWXTtZFqfKjqm1sg+CTo/YrDwAzCZiqLNdIuUYsQGCz2+nQcO5AHlEOCul+bFBkK3SAGCgvRVDXR0AgMjUDLgchOEeJgYJSwxgVofqoqKXEIluuWyJvG3brWSgJRWEw2Bh42pjSQ8cVhd4XkD2YjZ2E4mo3LlF3t8gEZEA4DihicU0XLwQR5xwSUWB+TCTbLnrY0lcNMtHSBZUuR0A0BwODPtxmOFwgMPUFe6+UKCoaZjhEVAZzzE7FxJ9fdEHFBsrjUSfOlxQEv3aa6/Fr371K6xateq0+xiNRkRHR8t/oZP4k/35z3/GlVdeiUcffRTZ2dl49NFHsWzZMvz5z3+e4rO/tOEsPzV6BwBNpSo7CEnJ2i7ZnABAbHYoiEgm4jiLBUapMvjuNmXgXqq2crH2QTj2MgCA9H5wz/nGlF2He/Ej8rZw5AWARPn13BjFA32fRBKqSXT7IeYF5/V4B4D2SsnSpUBt6aL8Jj62EJoaXcMFgKtuECQVQjJkh4GTLE3aTp6Q1XBJBcXgOA7djUOyHURcVgg4jpuwIPC+jj3ye/NjF4Jv2AFumKm4xdRlQEAMAOC5nbVoH2KLjrmpYXjlgXmIDjKf1Xlfnh2FX980XX79581V2FHFUrw9M+6X3xcq3oNJZ8JcyRZiyDGIqoFKCGFhChFXXg5xbAyxPn2XTZSSC5XJULO67+YrzzlnmbaY13BhYD/UIW8bi6Lk4JOXiON1OsRk5WGk14aRPlZ7IyotCAaTDtZtineyZRkbY+sGa1E3VAsAmBZegBh/pjzjek6Cs7IxSkycD0jE9lSCQlMhhrCioFzrfsAxggBDIGZHs8B6t7ULFX1l4DhOVt4CkH2hE1TjaUfNGKIzswGw4PVQd6f8mWmGytLloPL7adBwPuFuG4Wng2U86uL8IUgqa2/wGgDi86bD5fCgUwr2+IeZEBhphv3AfpCVpVFbLl8GTq8HAGxsVIRBV6lsCOUAGDifIr5TBTHlcuVY9YxE4zhOVqN7yINdks0Mp9PBsohlspDVCvuRwz4kepuk9IvLVcb3CS1djnTKGWgaNJwLqGt96bNC5PkxANQdUqyLUornord5RH4dkRQIcrvhKC0BAAiRkdDFx5+fk54C6DMzIUSxcdJ+8CBEO5s76PQC0meyTFCPS0T9ERbAzlmsrNErdmyS+6UuwqLU/2odgaffdt6uQYOG/wSO8l5I8WcY85mQSxQ9aCplgTC9yYyo9Bx0SjZGZjNgGWEZ114rl0K7A+QXCQpOOu/nP6XgBWRGzURzLEHvtsFvrAOcEAZwLDusvv4wOD8253A1DIE82jg8FbjoPdG3b9+OyMhIZGZm4qGHHkJ395l99fbt24erVKmHAHD11Vdj7969p2nx5QN5SEl3U1m5EJFMGPM6HeLzmXLNq/AExwoTuurr4elji3NT8Uxwej3sbhtKe1gxoVj/OCQHpcrHE068Cc7DVNueonum1NuRwrPgkRYD/GAj+HqFZJgdPRe8VIV8XzsjCXVxcRCiGSHoKCkBuZyIValZ26VrTVYVKFRbZBjy1VF6jYjTcP6hvu8MqgJfzRP4ofsEwKT73H5QKiSk18NYWAS724ajXaxtlCUaKYGpEEpfk9t5Cu4AALT0W/H8bpYmphc4PLYiHwbdfzaE3FgUjx9enS2//vPmKhARxKRFID+22OZrNwGOYcyNUexbDnay4meyGt3jgf3YUYTF+cMoTQw6agYhekQERcciMIr18Y7qCjisjPQQYvzAhyp+j5qli4bzDXJ5YJcWsRA4mIrZonektxvDPez96Ixs6I0mnxRUb6DXSz4DgOXypQCATU2fyO9dlXStvM03KvueCysX+bslNTonumX17LJEZQ7mPT/LEoW0s0mK3JBYP1iC2SS/o2YAcTmKWt7riw4AhuxQ8AEGAICzsg+eQS0LTMP5h/1Au7xtms3GGKfNiu4Glh0SEpsAS1AIOmoG5OzN+OxQcBw3ru+yvtAx2i5nSaYGpSM9OJPtMNYLvpsVtafo6YBZUdNOFcQ0JYuEr1OUqOos0k9UxcbNKqWrdcd2RKYEQm9iGaytJ/shiuRDonsDC0KYGbpkZh3j6bXBVa94UGvQMNVwVkxsdQgAdQcVsUja7AU+JHp4Iiva7Q10mYpmnDa78mKEum4QORyySAwAMufHyNtVe1kQOjAyGvF5bLwd7upA+0klEGjM19ToGi5+OCawcumuq4F9hGV6JuQXor/VJgvJwoU+b51dmUQvsjuYlcsl1NdPBz55IdJ4F5ojgKDhBnAcD15gfd82NAjEsDk0OTxwd4xewDP94uCiJtGvvfZavPbaa9i6dSuefPJJHDp0CEuXLoXDcfoFVGdnJ6Kionzei4qKQmdn52laAA6HA8PDwz5/X2S4GgcVK5fMELlq70BbC0Z6WZAiLnsaDCYzbCNO9LeyzhYWHwCTv162UgAUZXdJzzG4JLsWrwoNAEAEoeRf8kvPjPum/HrU3ykce0neDjQGIT+MTeobhuvROdbBJhqzGBHHfNHLEJEUIC8G2qsGQCIhOCYegRHsPuqorIDTxiZWukiVpUvLiLaYvwjwZeq/461cDOlscU1EaPQGwASdPDlWp7HFZIbA3dkJdytTmJsKCsCbTDjcdQhOkRHK82MXgnPbwVezxTOZgiFmsqKAf99WA6ebTUbumZ+C1Aj/z3QNDyxMRX4cW1Sf7BjGlpNdAC/Ak3Mjuy6PA3z1J5gdrSbRmXreN5PkEDie2VwAgNPmRm/LCDiOQ7Jk6SJ6PLLCl+M4ZXGgWbpcFPgy9V2ALUi9KjljfgR4PzapbT9ZJu8Tmz0NgG/fjcsJg2d4GPZjjHDTJSRCn5wMIpJJag4cliVeKbfhaxT/ZbXqdKoxERl3WfxS6HkW3Pqk8WO4RRcMOTkQIlj/s+3fB9HO6pR4AwQelwhzYIr8XWp1LyfwMM2S6ioQYD+sqdEvNL5sfVccc8mLds6kkxftnTUnZf/VuFyp76qLeeeGgYhg3SGR6Ho9zPPY2PZpk2LDdE3ydTJpx9cp1ohi6rnpuxSaDgpKZMdr2SfXFMoPm454f+bLfqjzALqsbO1knr8AkAqhWnfsAMdzsp2aY8yFvpYRRCSnwWBm8+O2k8dldat5rkLi2Q8qgQgNFwZf1L5LoqrWl46HIUMRSA11daC3kVkIRqZmIDAiCr3NynWHJwbAcbxEfn2pFBVVw5stAgC2XYodVFh8AMITmG1cX8sIeprYdedergS7K3dtlbeNKnGOQ8vavOjwRe2//wk8gw64mxRbRC8v41WhA0xM1l6tCMmCuxRhxskEDiZRRLbTCfESt3LxQkyYj2K7HTWxE/uiD+sH5W3NFnFqcFGT6LfddhuWL1+O/Px8rFixAhs2bEB1dTU+/vjjM7YbHz0mojNGlH/7298iKChI/ktISDjtvl8EOFWRZXXE2cfKRSKhOmrUSlZGVtmPqAqvzGT7HejYJ783R0V+ce1Hwfewauhi/BxQeOaUXIMaYuZ1IH9GePNV64ERJWAyN1Zl6SJZVoz3VuYFHjEZ0rWNutDfPgqO4+TfQPS45dRUYJwthGbpcsHxZeq/ztoBkEOycskJAycpwQc7WjEiKVljs/NgMFsYqSwpbYKj/eAXbPTtu8Xs/t7brky258cuBN+4A5yLBY08WdcDOiPaB21YV8rS4ILMenx9ScZnvgaO4/CtpUr7v2+rARHBk6vYegkV7yHOPx6xfmwCUNp9DHa3XX7eAID9MFPaeJ9LgGLHlHg6OybV4kArmnTh8WXqu8A4JeschVhqq1RI9LicafC4RXRIk3+Tvx5hcf6w7d0DuBkBb7nsMnAch4r+cjSPNAEAZkTNRIRFsk5wjIBvZuMdBSaAIpSinVMNMWkRSLKK4Ws/BYgQZAyS/Z377f3Y074bHM/DvPgydk52O+wHmSVcnKr/2kZD5OKE7SdP+Fg/GGdGA1JNBfvhTpBbsW7TcP7xpeu7R7sASV1unBGlqiOkBHtis5m1oZdE53gOsZkhcNXUwNPJAj/mWbPBW5hdglrpfVWykkUi1CoBME+6UjBwSsFx8EgEPedxgm/eK73N4bpUVgiYQNjQwAoBC4GBMBXNAAC4W5rhamxEnKqmQWtFH3hBkAt724aH0N/Knk2GnDBw/iyo5jzZB8+wJj65kPii9l136whoVBKIpQfLAjHgVBU6AHl+rDcJCIqwwHFcIdlM05WsiksF5rnzlECXyhcdALIWKgVGK/ewuXxK8VwYpGdR3cE9cEkWMEKoUqvF0zEGd7umWr2Y8EXtv/8J1MEd4zSlJlezisdKnD5DnkcDQEAFC2S3hQIjFg75Dif0AMQ4Zb14KYNiClHgEhmJPtwAAOB1Sr9vG6qWtzVf9KnBRU2ij0dMTAySkpJQIxXWmgjR0dGnqM67u7tPUaer8eijj2JoaEj+a2lpmbJzvthAHhEOb7qbysoF8CWbEgtYFN5LSgGMrCIimYjjzBYYc1gBTq9SlAOHmVGKWlQoeUXe9hTeNcVX4z2IHp4C9t0ceSAcf13+aH7MQnnba+niU1z00BmIuMKJiThDvipKrxFxFxxfpv6rJn7V9+FEfbejhmVVAKoA2GF1AIwFk7z9QuB0mBU9F3y14tEqZi0HAKzZUw+39F13zEmCv/Hz+Stflhnpo0bfXdMDSpgLkrzX+fot4BxDmCVltThFJ0p7jkEXHgF9CrOKcpSVQbSO+RYXldS7cTn50BkYGddUekQm44RoP/BhkqVL4xDEEc3S5ULiy9R3XW0jcLexxagQ4wedpAwDWD0DgNmoRWdkobtxCC4pWBaXEwqO52BT20FIZPTa2nfk965JXi5v8w3bwXnYve3JuPrcpqoaA+TCh/xQM7gudi3Xp66Ud1lX/wE7b7UlxHZmvaa2U+uoHUZMBptTjPb3ykXgAEAINMKQw6zgaNQlZ+RouDD4MvVdEsnHi988WxUAU9kgxOZMw0ivDUPdLAgdmRIIg1nnY+XiDSTVDFShdpCtZaaFF8gFPeFxgZeK9JIpGBSvzFddHhH763uxuaLzM//V9yiEmLowMF+3Wd6+LmWFvL2+/iN5/PQpXrhjO+Jy1FaIbN7sY+ki/TYsk0T6zUTAfuj0mcEazj2+qH1XbeViyD2DlcuchbAOOzAmZRKHJwSA4zk4yqS+rNfDkJWNSw18QABMhaywsbu5Ga7mJvmztJlRcsZ1/eFuOG1u6AxGpM9ha2SX3Yb6w4oYzlio1DIY26J8j4YLjy9q//1P4FPgezoTNlqHBtFdz8bUsMRkmPxD0N3A7MP8AziYxlibygTJysXhAHE8KKbwPJ75OYTOiNzgTNTEcjDbuqFzjYHTRcNL9TY3lIAPYutiV/OwJkSZAlxSJHpfXx9aWloQExNz2n3mzZuHTZs2+bz36aefYv780xfmMRqNCAwM9Pn7osJVNwiyMjWbITtUjtQ7rVZ0VFUAYF5pwTFMAer1COd1HKLTguFubYWniylejYWF4PR6DNj7US1V/s0KzUawSSKk3Q4IFe8BAMjgD0/uTefsujyFd8rbQuUH8nZ2aC6CjMEAGNHvFl3QJSTIBVgcJcdALpevL7qkvo/LmQZBz9Ltm0oO+xZeidYKr1ws+LL0X3J64PQq3Ew62coFGJfCVjiRH/q4LBKdDsaCQnRZO9E6yiZg0yMK4KczQ6hh9hCkM0NMWYJBqxNvH5YsYPQ87pyX/LmvheM4PHxZuvz634dbAI6HJ2cl+9zjBF+z0ccaSrZ08fFFL0FAuBkBEjHe3TgEt9MDncEoL+atg/3obWqQj+tj6aKlql5QfFn6LgDYD/iScF7lzGhfL4YlsjgqLQs6g1Eu1AcwP3TyeGDdxZRlnMUC08xZsLqs+LSR2UFYdBZfP3SVklXMOFXJSkToHrGja/g/+xu0Thx0ErOvl7eFyo8AsMLeYSZGZOxq3YEBez/Mc+eCM7Ax1bpjB4gI5kADQmLZeNrbPIKo9Fz5u9Q+rYCvet92QLN0uZD4MvVdV+0AxAGm0tSnBUMIZwVFnXYbehpYUd+Q2Hj4BYf4pI97SWarVAMAUAfA3pXf8wmAtewH52ALfzHtCp+CwL9dX4F7XzyAb71+5DP/bTih9Bsx5TI5i0SoXg9Ic9w4/3gURbJgfMNwPSr6ywEoAQCA1WcICDUjQPotuhtY4C9OUuMDzArRC9PMaHnF6TjcCfJoC/gLhS9i3yVSWbnwbH3rxXBPt0yuhSelIigyGr1Naj/0QHiGhuBqYPNEY3aOPE5dajAvWiRvW1WWLnqjDmmSJZrb6UGtFMjKWrRU3qdKZeliKo5WCLeqfrgatVoGFwu+iP33P4Gn1wqPlB2hi/WHEM6sXFqOH5X3SSqYia66IYhSAc1wnTKnPpmgKioang0YPps16cUI/7g50Ae6YTcAQcON4Dg9OIHxXQPtreAT2G8FlwhX85fPBmiqcUFJ9NHRUZSUlKCkpAQA0NDQgJKSEjQ3N2N0dBQ//OEPsW/fPjQ2NmL79u1YsWIFwsPDcdNNChl7991349FHH5Vff/e738Wnn36Kxx9/HJWVlXj88cexefNmfO973zvPV3dxwid6N02xJWktL4HoYeR6UuFMcByHkV4bRvrYwiEqJQg6g+Drhy5ZKxzqVAqYqEkvvnEnOAfrpGLWinP6oKKQFIjRzAea7ygBN8gi5wIvyOc05hpF1UAVOI6DaSZT95DNBkd5GYKjLTAHsklTVy0rUKg3mhCXwzwuxwb60NfSKB/PG/kEtMIrGs4PnNX9IKdk5ZKnWLk47Ta0S3YQARFRCIllijYvic5JBYE9fX1w1TNPSGNuLniLBSXdyqSjKLIYXPsxcKMsSCamXg7oLfiotA02FzvuqhkJCPUzTsn1LMmKREQA+65tlV3oHrHDk6Uo4IS6zZgVrajwDsm+6Co7JimTJEYKEohukpUHSepMElWKn0/fPa6R6BrOPUSbyk/ZKMBYoKi82ioVojhOskKQi3mDkeiOshMQB1h/Ns+bD85gwKdNG2B1M8XrVcnXwqKXJsckQqhlQgLSmWWVuBfHmgdwzZ93YPHjW3DZ7/+zv//7sAwTwZN5PUgq2cRXMRJdx+tkRauH3NjQ+DF4ix9Ms+ew97o64axiwXc5iE2AwZKk/DbjSHR9ShCECEbauRuH4O4em/B8NGiYSqhV6OpATmf1SYgeNjZ6rVx8gteZofAMDsBRWgIA0KekQp+YCKvLio8bWD8xCWZcl6IEofjTWLm4PCI+KGmbwqsCYAqWiw5zQ83gOhXbwutTb5S3P6pbK51/CnQJzEfdfvQIxJEROUAveghddYMIS0yB3sT6aHtVuZIFFmSEIZtlkogjTjhVNR80aPi88HRZIfZLga6kIPAWvfxZg0phnTaLCerG+6E7y5WxzTjt0rNy8cKyUO2L7mvpkr1AZemyuw1EhJjMXLn+V0t5CUb72XqW0/OwLE2U9x/7tNHHXk2DhgsFHx6rQG1JrIjJEguKx/mhK/3bS6JPdzghxs44l6d63iHGzUK+y4G6aA6BE1i6jBiUYJhm6fL5cUFJ9MOHD6OoqAhFRSz96Pvf/z6Kiorw2GOPQRAEnDhxAjfeeCMyMzNxzz33IDMzE/v27UNAgJIG3dzcjI4OZYI7f/58vPnmm3jppZcwffp0rFmzBm+99RbmzJlz3q/vYgO5xhUlzJjEykX1AIqZyA9d8lT2KkSBcSR61Tp526NSqp0reLJvUI4tqeEAyIoaACiVSEMfb+WjR8BxzLsSAFwOD3oklULSaSxd1AEIx/HuqboEDRpOi9MGwMpKIUpeyUkFxeA4DtZhBwY7GcEUnsRSyu1HlQmGt++OJ9EFtZVLBlO2rj2mLNy/MlshuD4v9AKPVTMY4e8WCe8fbQXFzwZJwTa+YRtCjMHIDGFptZX9JzHoGPStaSBdk7fvAgqJkVSg9PtmVd/VRfn5FgeWFIYaNJwrOI51Ay6mvDQWKX7KwLiiojnT4LS50eetZRDjB0uQ8TRWLoqSdWX6anmbaz0EbpSpzMSUywC9Wf6spmsEd7+wH019U0w+B0TLthN8z0lwfUz1d32aQsR9WPseiEg+fwCw7dkNAIjLVvrv2HCw7IveVuHri85xnGILAV9yU4OGcwHPoB1Ob0ZmoAGGrDD5s/bKcnk7NmcaiEj2YNWbBEQkBcC2dy8gFR712qF82rQBYy6mpLs6+Vr4G6Q1DZE8dyWOZ0p0CUebBjDmcMuvf3BV9mf6m5emnD8gCVwkCKp589LEK2ES2LPjk8aPYXNbwXEcLF6lq9sN26GDvlaI1QPgBQHRGWzMtg72Y7hbsW4xqWxw7FomiYYphNrey5Dre4/XHVKsXFLH+aEDjES3n1D80I3Tpp2r0zzn0GdmypnW9kMHQU4leywsPgCRKUy1PNA+ht6mEXAcp6jRiVC9Z7u8v7EwSglaNw/DqYlONFxgEJGyFuYAg7QWFkUPWk4cAwAYzBZEZ+Sgs1bhsPxPsCyL/gAOPUFAosuFYFEEfUH80L0Q42ZhusOJ2lioSHSluGjbSK28rRUX/fy4oCT6kiVLQESn/K1ZswZmsxkbN25Ed3c3nE4nmpqasGbNmlMKKGzfvh1r1qzxeW/16tWorKyE0+nEyZMnsWrVKmiQlKzeooS5YeD07N9PRLJSU9AbEC/ZIKgLMsRK3uleT2XOYJCj9Ue7mTpdz+tREMECIiARQg1LNSedGWKqkjJ2riCqSHSh8kN5u9B7TgBKethD1qSqvO44yojEGDURV80WTacj0YUQk+xp6+mywt2lKeI0nDuIdjec0j3J+emhTwmWP/MtCMwIZt++e3o/9JIedu/zHI9p4QXgvVYu4ODJuAY1XSMob2eR67zYIGRGKQHMqcAtxYrS5d0jLSBepyjjxnrAdZXJNRYIhOM9JdBFRkIXz8YBx4njEB2OcX2XXXtgZLSsyu+sqYR9VFk0+QbBtIWBhnMHIoL9kErJOjva5/OOKkbEecmnztpBr6uC3Hdte/fK+5sXLUbtYA3K+5hKOyMkC7mhefLnXgs1APBkKyQ2AHxQ0gqXZKMQG2zGlblRuDI3+qz/psUHn/Y6PdkKGcdL429qUBqmhbMMsbqhWpT1HYd5wQJ5P9seRm5EpweDk4qGdlQPISaTWbqMDfT5kHAAC0JAmrs4jnXL2TkaNJwL2A93AlJ/NM2MBico9QU6qxW7ktisPAx2WmGT6mxEpwWDF3hWEFiCeSHzH36v5t/ye6sybpW3uY5j4AcbAYCNgxZF6LKrRhFr/GF1IR5anPaZ/mYkKd8JAJ6s5aosEkX44q/3x9VSsdMx1yg2NTGFvHm+uv/uRkzGqQHs2CzleeS1iQQAfWqwUpOkfhDuHis0aJgKONQkeo5Coo8NDqCj+iQAZrkUGpcAIpJJdINFh4BwM5wnlKwn4yVYVNQLjuNgnsPEbORwKD7vErLmK6rU6n2s0HnWQmV9Xr1XCdhzAge/a1Ll12OfNEC0K4E8DRrON9xto/D0MgtdfXIQhEAmuOiur4V9lGWXxOcXQvRwshgyMFiAYYSNnyfjAXAcpjnYOC3GFuMLhaAE5Av+UnHRRoBEHyV6a/1xJTDWNqL158+JS8oTXcPng6NUmYQbpyvp5H3NDRgbYARdfN506AxGEJFMRukMTFHj7uyEu7VFaj8dvNGIfnsfWkaaAQC5Yfkw6Vjn5NqOnGILca5B4ZkQw5kChm89AIww4iI1KB3+ekb+lfYcBRFBn5oKPjgYAGA/ehQkij5qVi8JGRQVI/vDd9achH1MKcqk2UJoOF9wlvcCbraSN04LlxfyRCSrrAW9HnG5TEHjk0WSOS6LhONgLJqBYccQ6gZZVDorJBt+Thv4bqaKpZhCwD8Sa4+1yt+zskiJZk8V4kMtmJPCFjzN/VZUdY74BNz4+q1KYA7AiV6Wbm4qliY+Lhec5WWwBBoRLNUp6G0ahtPmtaZiwQIiES0nFNW9b9/VMkk0nDu4Gobg6WGTfl1yEHSRfvJn9pFhDLSzPhaenAa90XRK3/UMDcoLYX1GJnSRkdjWrBQBvDHtJtlfHaIHwsm1AAASDHJhYC8ONSgWCm9/fQH+dvtM/O324rP+u39hKk4HH0XriX/L/so3qVTy79e8A11iEnTxLLhlP3oUotUKvVEnK+SGe2wIT1KKunWoiEoA4M06OQhGDo829mo4ZyCPyEh0AOAB40wlAOZxu9FVVw0A8A+LgH9YuE/wOiYzBEQkk+icyQTTjGJU9JXjZD+7p3NC85AbNnEATMzxrSG0o1qyg+KAhRkRmDL4R4HiWaYu31sJrrda/mh83wUA0+zZgI5ZZdj27oU5wIDQOJY91tc6AseYCzHZyjW1VylqfY4fl0ly2DdApkHDZ4Fn0CF7JAsxfhCCTfJnDYf3yWNR6iwWALIOOeVgV7gkhrIfZ0p0PjAIusSpy7i8EDDNUmwQbYcO+nyWMiMSOikTru5IF9xOD4KiYhCVlgWA8QH9rc3y/oasUNlfXhxxwratGRo0XCg4jnXJ2+rit83qumAFxehuGAKJkh+6UbFuqoyXrFzsDpDOBIrIOdenfH7BcUiLLEZLNEHnscPP2gWOt4ATWB/uaaiDkCyJ4US2PtHw2aGR6F8SiDa3nJLK+emhTw2WP1MrrJMKmPJ6qMsK27CkqElnihq1HYRRUnKf6FE8FKeHF8rbQvXHyrEzfRfy5xJitq+nMsB80adHMDVcv70fraMtLC1cugZxeAiuuloEhJvh7y1QWD8Mt6Rw86rRSRTldCFAUrN6CyWVdssPbA0aphqOUrUHnDJx6G9pkj0M43KmQ29k9693Mc/rOESlBkEcGZH9hw2ZWRACA1HaUwKSJHYFETPANyuKOTF5EYhILkKmFzhcP33qSXQAuDpfISY2VXSOI9G3yH0XAI73lAAATEWKj51dyiTxppUTAZ21gwDOkEkSavbNJOnUMkk0nBuoVejmcSr0zppKeTsmk03mO6TC1uCAmPRg2Pfvl0kArwp0R+s2ud2ShGXyNteyT7FySbsCMAXJn4053CiTskrSIvwR5j81tQ28oJBkiAnzAEhkXAcbK69Iugp+ekaybWraiDH3mKJmdbuUugYqRavOqDxr1EpWL3xsIQ5pthAazg2clf2gURcAwJAdJqveAKC3qR5upwMA5MwJdQAsNisErrpaeLpZkNY0axY4gwEbGxXLtFUZtygHI4JQsZZt8jofe8KuYTtqupiqbnpcMEL8prbooTqLRChXbKJyw/JlO7WyvuOoHqhidQ0KCwEA7pZmuJqbFUsXYr9BVFomeIEVLO1QkegAYCqKAnSMyHAc7QK5tEwSDZ8PzkpFhW7M8bVyqffxQ2fj03g/dHdHO8R+9h3GadOUoPQlCh/Lw0OHfD7TG3VILWZrCJfdg4YS9nzKmK94qdfs2+HTxu+6NECqwWTb167VItFwQUBuUa4tBB0PQ164/FnzcZUf+vRieQ0IAEEDNfJ2dZzih05R0wBBqZ3wRYEQPxsxRhf6/VWWLgJTo4seN8bMSv/VLF0+HzQS/UsCZ3kvIFUpNk6P8ElJ9bWDYKRT+0R2EMcUJafXU/l4b4n83jQV2cV7C5tJthDnCx6VhyTfoEwECiMU0s3rA622dJGJOOlaPW5RVaBQmZA0lSgTEt7fAH2aVFRp0AG3VulYwzmAZ9gBV8MgAIAPNUEXr1iqTNR3R/ptGOllPt+RyVJB4NISmYjzqrhLepRJR1HkDPBNu+TXYtIiVHWOoH2IKWjnpIZP+cLdi2U5viQ6haRCDGZKIL5lP8IFC2L9GKlW3lcGt+iCsVhV00BS2E9k6RKTlSsXOWsqPQJRVBbs6mCEOktHg4apgjjqhLNCqkPip4chN9znc7XKOiYzF/ZRF/pbmaIuLM4fRj89rGo7iPkL0DnWiaoBlp6eE5qLKIvSf3ysXHJ9beyONQ/AIwV6Z6X4WjpMFTzTv6qcy/E32DnrLLg2mQXS7R4bNjasH2cJoVi6eGG3hoIXmFrOm4qvhi7OH0IsI+bdbaNwtY2cso8GDZ8Xat9udeAGGNd3s3IhiiQHwIwWHUJj/X2tXOYvABFhpxQAEzgBSxOU+SrXdhjcMMv0FFOW+Fi57KtTitcvSPd9hkwFPLmrQBxbDvIn3gCIWT5xHDdOjf42u5YFC+X3bHv3+Piid9QMQGcwIjI1HQAw2NEG65CynuD99DDmSZkkNjccZcq1adDwWeA8jZWLY2wUbRVMYR4QHonw5DQAQF+LMl6EJQT4Wrlcwn7oXuji4yFEs+eVo+QYyOX0+TxzrvIsq97LnnHpcxaBk54B1Xt3+NQiEUJNsCxm2WMQCWPr6rQioxrOO5w1AyAryzI25oaBN7FArX1kWM4KC41Pgn9YuA+JHlDF1rZOPYfmSMAgErKcTojRBfgiwjP9q8jOWo26GG5CX/T24VqZ/XXVDUz0FRrOEhqJ/iWBj5WLijyyj46gs5qp4UJiExAYyRbkHRMUFfV6h4PnYSooBOCrRPd6n8Lap7KFKAD8pn7SfzpQbLFSmLBxh0wcqi0hSiVfdOMMtZqVEYoTEXGxWXnQSQrf5tIjIKlIFKARcRrOPRzHe2RPVmNBpI9KpvGYEtRJKvL6oQ/K73kXtz5ZJJKKu6RbyaooiCgC38SK/BEnQEyYi22VStrc5VnKfT7ViAo0oSAhGABQ3TWCpn6rrEbnPE7wLfvkAJ3DY0f1QDX0ycngQxnJ4Cg5BhJFxGQEQ7J2lZ9fgk6PhGms79tHhtFdrxRVMU4LByQfZi2TRMO5gP1Ilxy8Ns2IAqfznXKpCeLozFyfQkiyHYREMnMGA0zFxdjVtl3eZ1H8EuXL3HaZRCedCeK44PWhRoVomJXsq9abKnhyVoJ0bKwUyt8BPGzxri58+kHde8yzVSLJbfvY9UWmBMm+6N31VpnwGGhrhn3EN0DNcRzMajX6Qc0WQsPUwtNrg6t+EADAh5l8sjcBoLNKHQDLQX/bKJzSAj8mMwQcz/nWMpi/APVDdWgdZUR5UWQxAo1Kpohw4g15WxwXANtbqxDN89LOwXw6MJYR9wD4wSZwLfvlj65Jvg5GgfXpbS1bIJLoGwTbuwdRqcHwTku85EVsdr68T1uFry+zaY5WHFjD1EC0u+FqZIInPtgIIVqxS2ssOQTRw4QTKTPnynNnn6KiCQFwVCh92ZCn3LeXKjiOg2mmlEFtt8NR5psNEpkahKAoZrHaWTuI4R4r/EJCEZfHvOCHuzvRXV/t08a8KB58MMvEcdUPwakFvzScZziOTmzl0lJ2TOZ6EguK4XZ50NPI5owBIQbomhjHVRtN8AgccpxO6AHQF5REh38UsuPmo9briw6AU5PodWXQxUmZ2D02eIYcF+IsvxDQSPQvATyDdnmSIYSboZP8CwGg+fhRkKQ6SSxgClUSSSahDBYdQuP8mR1EDRtUDRmZ4P394fK4UNHPBuc4/3iEm9nk3kvGAUzRel4h6CEmsgk+N9YNroeRFLlh+dDxLGrpLaZozMkFZ2YqVfsRiUTPUCtqBqWv1CMhvxAAYBseQneDkhpkzA0DDFKRsxO9ILdCsGvQMBVwlCjBGVOB4oVqHxtFZw27v4Nj4hA0UQBMCgo5jimEualoBuxuOyr6WaArMSAJYSKBl/oKxRQCxkBsq1KOu+QckugAcFWuoqbdWtkFMUlRuvEtB3ysoo73lLBFghQMEEdG4KqpgdGiR5ik0u9vG4VdSsP3tXRRZZL4GaCX+rs47NS84TRMKUgkH89f0yxfKxeP24XuejaWBEZGwy84xCcAFpMRAldDAzydjGQyFs8EbzJhZ+t2eZ/L4lXWR1XrwNlY3xezbwCMvkWA1UTcuVKiwxQEMet6AABn65cLFWeFZsu2ECf7y9Gvc8AoBeJdDQ1wtbdBb2S1VwBgqNuKiOQs+Ws7ak5VoxunRYAzMiLecbxbK5CkYUphP6xSoc+MkQM8AKtF4r0nDWYLQhOSfJRvMRkhEB0O2A+z8UaIioI+Nc2n7y6Ov1w5mMsKoYypvElv8bFXISJZiW4xCChIUOaoUwnPtFOzSADA3xCAWdHMM73P3ouagWoYcnLAh0hFjw/sh15H8tg70D4Gx5gLcblKccbWckVsAwC6hAAIEonnbhnR7NQ0fGa4agbkQLUhJ8xHZNJwWAkGpc6cJ2/3Skp0g1kqKlqpjC/G7C+GR7JZ5YtuH+eLznEcMlRq9FopCJ0xT2Xpsnenbxu9AL/lafLrsQ31WlFvDecN4qhTtiTmAwzQpyvjYHOp4pKQOH0GepqG4ZG4mPBAhSCuiWXPhjxvUdGYLyiJDiA3NA+1MYDfWAcEtx0cHwROYAHGzppK6NKUAL6rVlOjf1ZoJPqXAI5j3adVsqpJpeQiNuj2t4/C4VXUpAeD5znYj5cCkgLbq+CuHqiEw8MeUGqSy8cWIlkZlM8XvIoaAOAbtgMATDoTckJZsaOm4UYM2PvB6fUwTmcPUU9nB9wd7fALNsoR+p7GYbgc3gKFChHXeEyx0OAMAow5LHhAdrePN58GDZ8X7o5ReKQFpi4+AEK4UqC35biSFaEU0FQXBOYRkRQIcrngOMFSWnWxsdBFR6NqoBJukd3bahU6AIhJC9EzYsfx1kEAQFZ0AOJCzm1h4MtUJP3+ul6I8XPl11zrARREFMqvTykuCsB+jAXBfIoDS6n1SQXKfk3HfP0hTSo1g6OkCxo0TBVcdYMQB5itkj49GEKo2efznoY6eKQ06+gMyQ9dmsxyHLM3UdtBWOYvwKhrFIe7DrA2lhhkBGfKnwvHXpa3PYV3+xyrf8wh+6FnRQcgMsCEcwUfS5fDz8vbC2KVgPqBjr0wz58vv/ZepzqIbbAkyNudE1i6cEZBUSO5RC0TTMOUgdwi7F7Vm8DBNMM3iDzc3QnrIOurUelZ4HkBXSoSPSotCI5jR0F21v/N8xaA4zjZygUAFquySPiTH4BzMOWcJ3cVYAyUP6vpHkXPKJtnz0oJg0F3bpZtYtZyOYtTOLkWcFnlz+bFKMrzfR27wfE8zPNY/6WxMTjKyhCdESzv01k3iJisXPA6JlwZT6Jz3LgCo1pdAw2fET5WLtlKcNjtdKBJKjZoCghETBarW2Adcsj1vsKkujiOk2x84YODIUT7BrsvVZhmqXzRDx865fP0WdFy5mbtwU4QEVJnzZdrGdQd3OOTdQ2w31ctPLHuaDlHZ69Bgy8cpd2AlC1sLIqUg9okimiS/NB1RhNis/LQVasIokKsSiFcrx96rtMJEgxfvKKiKiQGJqMj3g8cCAEjTeA4DhzP1OhOmxU2f5u8r+aL/tmhkehfcBAR7F5yiGMPHy9E0SNPMgxmizzJmFjJqvJDlxSgpafzQ29kJDqzhVCi/+cLYsplqnNRfNHVli7HvUScukDhODU6iYSuOq8v+sRqVgAwqhZY9qMaEadh6qC+n4wzonw+U1u5JEtWLsM9NlgH2YI7MjUIgo6Hs/KkvJg3FjFCubz3uNw2P3zaKdkjag/Wc61CB1ihwwip0OGhxn64/GNBAWzA59sOIy0wBWYdIyGV4qIqEt3bdzOD5fe8JLpfSBgiJGuInsY6jA2oF11h4EySmrWsF6JDU7NqmBqoiaHxfsoA0F5ZJm/HZObAYXVhoIMFzELjA2Aw62Dbp9hBmObNx/72PXLwa3H8EjkgzvXXQ2hkyjExJNUnkwMAdtf0eLNdsTjj3PZnMXUpxJBUAIDQuEPOBpsXqybi9vhYQtgPSIEBlS+606GcZ3ulbzq6Fz5E3MEOzadVw5TAWd6reK/mhYMfVw+k8aii7IzNmQYiQqe0EDWYdQiJ9ffpu+b589Fr60FZHxt304MzEOcfL3+uO/aKvD0+ALazWgkOzT8XVi5eGPzgyVkJAOAcwz4FRufHKs+Tfe0s4GWePUd+z37wgE/f7awdhN5oQnQGyz4Z7u7EcLev5ZKxMBLQS1mcJd2aqlXDfwzyiHBK61XOJECfrKgrW8pK4HaweW/KjDngeTbP87FySQyAp6dHLipqyM655IuKeqFLSIQQxdYM9mPHQC6Xz+d+wUbZ7nGkz46u+iGY/PyRMK0QADDa34uuuiqfNhzHwe+6VECqqWbb3QpPnw0aNJxLEBGzRpRgUq2Fe5vqYRsaBADE502HoNejS7JhA4CARmWdXOMl0R1OUGQuIJybOl8XA3iOR0JcLtpDIVu68LpY+fOOgTo5k9NZO6DZmX5GaCT6Fxzu5mGIfZIaLiUYQrCiQOuqqYJjlE0oEqYVQZBUI+NTygGl8CagEM9qP3RZiT7aBb6X+U9RbNEpKeXnAxSRC/JjC3C+aQ8gFRPMD1cKxlT0MQLDpPZFL2GWF2oizqvq9Q8Nlz1aexpqMTbQL++jTwkGHyR5xdUMQBzxLeKiQcNnAblV6kodxzy8JagDYHqTecIAWOyEfZcFksr7FAIvL2w6+FZGYhHHQ0yYg0MNyv09L/Xc1zTgOA5zUplPs9XpwYm2QYgJbJHOucag76lEXhjrv53WDnRZO2HIzlbsmKS+G5UWLCsU1M8xr188ADSVqDJJ9DyM0yWLHJeo+TxqmBJ4hh1yVhIfYIAh61T7lNoDSuAqPq+ABWyleWx0WhDI7ZaL5vKhoTBkZWF3u5JirVayCiX/Uo5ddDcwjgjYWd0jby/KjMA5BcfDM+tryrkdehYAMC18Ovx0LJ10f8de6LKzwfmx1/aDB0FEiExVfNH7WtwIimaT/u6GGridp46rumg/6CQ1oafLCreqYJwGDZ8VtkOnt2ECmErTi9SZ8zDUZZXtw6JSg1j25kGFaDfPnnNaKxeutxp8CyPcxfAsULxiwwAAmyuUczmXtUkAwDPjfnlbOPRP2Wc2PiABiQGs2HdpTwlGXaMwqUh026EDiFJ5xnutbRLyCuX3xqvReZMOxmlSgVGHh9V+0aDhP4CraRgk2XjpM0LACQql0XDkgLydMlPJbOxt8fVDd55U/NCNOV8cZSrzRZcyVG1WOCpODURnzD7V0iV9jpIxVrt/9yltdBEWmOdL/soewtiG+qk8bQ0aToG7dQSebpYZpUsM9MnI9q6DASCpYCZEkdBVz8SP5kADhDL2HOgPFjDoz8Esikhxub6wRUXVyAnNG1dcVAnct9eUQ5/Cgo5kdcsZ7xr+M2gk+hccZ1ayKpN8rx2EKCqKGpO/HiExfj52EEJMDHQxbOA9LinRLToL0oLTAVxgP3QvOA5iAps0cc4RcL0smu4l4QCFRDdOL5AJB0dJCYDxvugKKZmsJuJKVUQczykKfwLsJVpauYbPD2d1v6yGM+SEgTfr5c/UAbDEaUUQdOwzr48/oGSR2NVZJDMkJXofK/RlFExI84sF180WEhSRAxgDcbCRkeh6gTtnHqzjMTdVKXZ4oK5P7sMAwLcewPRwZdJzoqeU2THlsz7t6eiAu7MTBpMO4YmMVBvsHJPTdtV9t/GUTBKFJLEf0zJJNHx+OI52AVImtLE4ymdxDwAD7S3oaWBFbiNTMxAcE+ejnolKC4bz5EnQ6CgAxd/0YAfzeDUJZhRFStlRLiuEYy8BAIjXwTP9dp9jeUTCHskP3c+oQ1Hiue/Pnum3g/SMIBdOvAnYB6Hj9ZgVw/r0kGMQVSM1MBWza/D09cJVXweDSYewBGYpMdhpRVQqU7KKbvcphc688LWF0AqMavh8cPdY4VbXEFKpWwFgbKBf9kMPiU1AaFyCPGcGgKj0YIijozJppU9LgxAejj2qAJi6loFw6Bl521PoGwDrHXWgVLJVy4j0R2KYUjTxXIDiiiHGsjkC33UCXMs++TNvJomH3DjceQC6hAQI0lrAcewYjAZCSAw7v76WETjtbsTnK2P2eBId8M3QUdeP0KDhbOCsVMQehmxl/iiKHjlbRGc0yjWtAKBvnBLdoSLRDTm55/Bszz/Uli62XTtP+TypIAI6A1OjNhzthtvlQUrxnDNaugCAeUkC+ACm4nVW9sNZ3X/KPho0TBXU8zrTTN+gdrOKRE8sKMZA+yhcdiacjIgUABsj36uj2H2c5XRBB4CipuGLjtywPNTGqIqLCuHgeCb47Kgq9/GVd6q4Lg1nD41E/wJDdLjhOMHUHZxRYEUwVZDtIDgOSYVs4tzfOgKnjRF30RlM1emsrATZWMqWV4Xea+tBt5URTuqinXybQi6LiYrn6fmGGKdMHvg2dp1RlmiEmthvUNFXBiIC7+8PQwbzlXVWV0EcG4M5wKAsBpqV38MbaAB8AxAAYCpSAhSOI51aWrmGzw2fooRFZwiAFSl+6N6gj94oIDwxgKXBSUp0PiAA+vR0DNj70TbaCgDIDs2BvqsMHLFJhxhbjO4RO5r6WFQ6Py4YZmmSfa4xV5Wqvq++F6JKkce37EdeuFKorKKPERTGQsWiyVFaAmDiIFhkSgbMgcEAgJYTJfCoUlt1cf4QIpii3d04DE+v4gWrQcN/Cp+CohxgKj5VyVq9Z7u8nTl/CQCgs07xcYxOC4btkKKkM82ajfqhOvTYWIB2RlQxDFIqqlD6mlJQNPdmwN/3WXG4sR8DVhZMWpAeDr1wHqZ9piB4ChiZz7msEI4ykn9ejDIn2N++x9cSQrJ0UStazcHJ8nZHlUJ2qGHMD1dZMvVAtGmWTBo+O8YXAx5v71B/eJ+s0E6bw4jlrnF9137kMOBhY6pp9hy4RTeOdLG5cYgxFNmhkuJ1rBdC6WsAADL4w1N4p8+xtlV2yTZMy3LOj1eze9bD8rbu0D/lbbUv+t723eA4Tu6/5HDAXloiW7oQAd31Q4hMzYTexMbWlhMl8Lh9LSV0cf4QpLm2u3UE7o7Rc3JNGr54ICI4qyRrPh4wqOrhdNVWwzY8CIBlWesMjDjyuEUf26WAMDOcJ5V6G4YvSFFRLyyLl8hBudF1605Zl+qNApILWTaI0+ZGy4k+GP38kTCNzatH+3vRWetr6QIAvFEHy9Up8uux9fUg96lkuwYNnxeifRyPla+sE+1jo+isYc4HIbHxCIyI8hmLQ3nFurMuRrFyAQAxMv+cn/uFRnZoLmpjOBhcIzDZesFxPHgdC1xbBwfgCFXmys4aLRD2WaCR6F9gOI/3AE6pGOj0CHAqMmy4pwv9rU0AgKjUTFiC2ARkQisXySoBmNgOIjcsT97m21UkeqziI36+oSbguFZGOHIch9ww9uAcdg6jdZQVRTEWFkqNRFlx71XxEimpqVGpvkScOr1cCFMUS55eG9yNw+fkujR8OeAZdMAlEcB8kNEnYgyoSHSOk4M7Q11WWXkdlRYMXuDhbmmR/R6NBYXgeF7OwgBYdgbfrkTyKbbYx8plVvKpNhTnCvEhFsQGsQV3WdsQPBH5spqVbz0o910AqOiX7JiKFBJ9Ijsmr70Nx/NyXQO3w47WCsUTnuM4GFVEp/2wpkbX8Nnhqh2AKNUl0GeEQAjxLeJJRDKJznE80ucthtvpQW8TGzMCI8wwBxp87CBMs+fgQIfisTwnWqo1InogHPi7/L577rdOOZ+N5Yo3+9V5p3qznyt4Zn0dJFUu0+1/CnCOYW6Mry+6aY7KEuKgl0RXK3+V822vmtgXnTNoBUY1TA3IJcLhzUYSOBjHBa8BoO6QYuWSNosFhbxzREHPIzwxALZxVi4n+8sx5mIE8czo2eA5tvQSjrwAzs3sFj2FdwOmYJ9jbT6pjEXLck49l3MBMWclyI8Ra3zlR8AgK8w2I2omDDwL3O1r3wMi8rF0sR88iKi0YPl1V/0QeEFAUgEbd+2jw6g/vN/nWMxyQj32amp0DWcHT7dVtirVJQb5ZGo2HFHus5QZSkZjR82ALIpKyAuTRGKMROfMZuiTks7HqZ836CIj5THW3doCx/FTs0HSZyv9r07ynU6fo9RAqN1/qoIdAIwFEdAlsgLInl4bbPvbp+y8NWjwwnmiB3BJPFaBL4/VcvwoiNhnidOZEFSdFRYkWQsDQK00lcyVeBuK/GJlnUyEhIBE9MT7w80DQZKli7e4KAB0dFSBD5MEZM3DEO2aAOU/hUaif4Hho6gZlwKjLoyUPEMhnNtVKR2x3qKiKhLdKCnRK3xIdInc8rjAdbBBWgxJASznj4AbD4ouAE2gjs9TEXHlvczSwqe4qGR9EZN5qpqV43kkFSlEXJuKiAN8vTO1xYCGzwPH0U7ZH9lUHCX7BAOsSFd/K1vYRqVlwhIUDMDXeshLJNt9+u5EfujTfLNH4mbicKMSvZ+V4pu9cq6RF8cm5VanB40DDohxbGLEDbci3OVEpIURCZV9FfCIHhgLlHRx+zHJFz01GLxU+Ehtb6N+zqmff4Ck9Jfa2I91aaoaDZ8ZZxp3AaCjshzDPWyxGp9fAL/gEPQ0DUP0sA4fnR4McrnkYrlCeDj0KSk40KlYK8yRFN189cfgB9jk2JOyBBQ9HWqIImFTOTsfg47HZeehSLAXFJYOMXcVAICz9kI4+iJi/eOQFJgMACjrPQ5nShz4QEaa2w8eBIkiIlMUEn2w2yAHrjurT0IUJy4+aJqptnTRCoxq+GxwVowrKGrR+3w+3NONtgo2bwyMikFYYgrGBh0Y7WdkXmRyIAQdD7s6i2TmLBzqVF7PipaIZ5cNusOsXgBxAjyzv+5zrIExJ/bUMAVedKAJebG+tjLnDDojPDMeAABw5IFu758AAGadBYWRbK7cae1Ax1g7zLOVMdV+6AAiUwLl1z1SUDBv2TXye+VbNpxyOGOBVmBUw38OZ7lSv8aY5ztP9fqhcxyP5BkqG87jSpukggh4hobgbmsDABiyssEJ5yfr8nzCf/kKeXvs43WnfB6TGQKzZM3SWt4Hp82NlJlzwUs10moP7J5w3OU4Dv7Xp0GKk8O2rRniqFYPTMPUgYhgO6iIQNTzPABoUllzJhXNAhGhSyLR9UYBxiplnVcfzW7UHIcTFJQImM7TeHoBwXM80qPy0BIBlS+6QqK3V5UrGTwi4FIFIDScHXQX+gQuZvztr3/Gf33jWwgNnZwMJiJ8uvETvP3Wm7DarLj88mW4/c674Oc3uYeh2+3G+++9i48+XAsiwvLrb8DNq2+BXq+ftK3NZsMbr72KzZs/hclowupbb8O11y2Hp3MM7jamfBFi/KCL8y3wqSaRnn79TRjXb8Ltd96Nrjq2+DQHGBAUxYo32CWvcM5sgSE9AwBwrF3xWX7nb28j4s4oFESK4DxMgUdnUKHX1dbiheefRV1dLdLTM/DAg19DalrapNcKAKUlJXjpxefR0dGOgoJC3P/g1xAdPUGaq94MipoGruMYK3RqH8Sug6XYsm4TIPFuxzqO4JqU5b6WEF5f9PRgNjkgVlx03Ucf4t23/w1/lxXZUuip8dhBWd0KAMbccIyZ60A2NxzlPfBbngq3jvDu2//G+vXrwPM8brjxJqy8aRWEs5isjY2N4dVXXsb27Vvh7+ePW7/yVVxx5VVnVT2+r68PL734PA4fOojwsHDcdc99mDN37qTtAKClpQUvPv8sSiV7jEsVVZWVmDV79uQ7Svu+8PyzaGpqRHZ2Dh546GEkJiaeVdtDBw/ilTUvorunGzNnzsK99z+IiIjJi/cREbZt3YI3X38NI6MjWLx4Ce665174WfyUSuScr2c3ADSo+u6Rukasvf02XHvtckTZC+X3vVkk6gCYqYB9frxbUaO8/NsXsCz1KPwAkN4CishGWZui4ilKCPY59vDwMF5Z8xJ2796JoMAg3H7nXbhsyeU4G3R1deGlF57DsWNHER0VjXvvfxBFqsK+AJAbE4RNFezaK9qHkBk7A2hkSpjX//B9jAaMAnHAmHsMTSONSA1Kgz4tDa66OjgrT0K02aA3mxGRFIiu+iEMdVtxdH8JXn3zRXS0tWCBkQNHhMZjB7H43q/LfYn308OQGwbniV7QmAvOyj4Y8yOwd88evPrKGvQP9GP2nLm4974Hzno82PjJBrz91puw2W1YuvQK3H7nXbBYLJO2dbvdeO/dd7Duow8AAMuvvwGrbl59VuOB1WrFG6+9ik8+WT/pvhczNn26EatuXn1Wz7qBgQGseekFHNi/D6EhobjjrnuwYOHCSdsBQHt7O158/lmcOHEccXHxuO/+BzFt+vTJGwKoranB88/9Ew0N9cjIyMSDDz2MxPA42aeVFRQ9NQhVtlUhkj49dhwVv/kVFmaulN+LSguGo7wMJHk5mmbPgUt0yXYQgXwQfv+j32BoaBBPF1YiVmrnmfvtU451tHkAPaNsTF6YHo6tn6zD++++A6fLiauuuga3ffV2mEymU9qNh9PpxDv/fgvr16+DIAi4ceUq3LjypknHMfeiH4GveA8cCKMbfoEfPncAccvj0YRGeMiD0r5SZMyaBeuWzRCHh+CsqoRfTi78w0wY7bOjp2kYI5wAHQCnzYpdGz7GZctvOOU43gKj7pYRVmC0dQQdNIgXnvsnKitPIjExCQ88+DVkn2XhuMqTJ/HC88+iubkJOTm5eOChh5GQkHBWbQ8eOIB/vfwSenp7UDxzFu67/0GEh09enJmIsGXzJvzr5TVndZyLFS8+/ywe/NrX4e/vP+m+Ho8HH6x9Hx+sfQ8ejwfXXXc9Vt96GwwGw6Rt7XY73nz9NWzatBEGvQGrVt+C5devAM9Prg0aGhrCK2tewp49uxAcFIzb77wLiy9bcoqVy3hUbNsoW7mUtnXjyHe+hZVL75Y/j0wJgmdoSLaIMGRmQQgJwSFVkcOdr+zAmydfx51ZDtxiYqSemLMSFOyrgt1Q1g63yI51fUEsystO4MUXnkN7exumTZuO+x/8GmJjY3E22LN7N17718voH+jH3Hnzcc+99yMk5PS1EdyzH4Zw4ClwzlFwx17Bj95tRdsYEHRNECANQ6U9x3BtyvXQJSTC3dIMe0kpIs0EU4Ae9hEXepqG8eYbb+DjdWtRAA5mENoqjmOgvQUhsUpf4k06GKdHwHGkixUYPdEDMScQr/3rFWzbtgUWswW33PYVXHX1NWc1HvT392PNSy/g4IH9CAsNw51334t588/OWrKtrQ0vPv8syspOIC4uHg88+DXk5Z9d2n9NdTWe/vvfzmrfixW/+sXP8c1vfQdJyclntf/RI0fw8ksvoLOrEzNmFOO+Bx5CZOTkgVoiwo7t2/DGa69ieGQYCxcuxl333IvAwMBJ24qiiI8+/AApeznEGqTxNV1pN9DeisEOZlcYnZkDc4BUPE8kNJWyoJSH3PjVH/8bXynIQ7rUzjDJ2DAyMoJXX3kZO3duR4B/AL5y+x24fOmys7one3p68NILz+HIkcOIiozC3ffej5kqv/IzoampCS88909UVVUiKSkZDzz4NWRlZ59V24rycry6dQvu5TjoiTD88TqE/ugRcKq5JM9zSJkRiYodrfC4RTSW9iBzbgwCE9MwWF8F6+AA/vzzn+Ke7/4QYWG+8xldrD+MM6KZhanDg7FPG+F/UwY2b/oUb73xOsasY1iyZCnuvPues+ZC1r7/Hj76cC1EUZTHg7OZ+9rtdpkLMRqMuPmWW3HtdcvPajwYHBzEK2tewo4d2ybd92LG3j27cc21153Vvp2dnfI6PyYmFvfd/yAKvFn5k6C+rg7PP/dP1NXVIi0tHQ88+DWkpadP3hDA8dJSvPjCc+joaMf06QW4/8GvISZm4gxJd+sIPB3MWlQXH4D9dUfx2s9fwcDgAObNnQ+/KjYn1pvMiM3Ow2i/HdYhFsiJSAqAewtTondH6GEzEfRESHG50GT3R5DNBrPZPOn5ulwuvPP2v7H+44/AcRxW3LASN626GTrd5PTp2NgYXvvXK9i+fSssZgtu/cpXceVVV5/1OPbSi8/j0MEDCAsNw1333Ie58+ZN2g4AWltb8eLzz6K8vAzOuQ7UxnCYUycp0XXR4HgdSHSjvbIchiV3w76PZZE4qwfQpOvDC88/i8bGBmRlZeOBhx5G0llm6Bw5fBgvv/QCurq7UFw8E/c98NBZcyHbt23FG6+9ipHRESxadBnuuudeBAQETNrW4/Hgow8/wNtvvXlW5zjlIA2nYGhoiACQoDdQTFw8nayuJ5uLTvtndYr04NceJgAUnpRJsXkzieN5ys2fRm1dfWdsO2x10lXXXEsAKCpjGkVnFhAAunzZFTQ4aj9j287eQSoomkEcx1FsbjFFJGcRALrz7nup++0qanlkJ7U8spP6d7f5tBsaHqMnv3oDPXHrcvrJ8qUUP30uhcQmUVJkNj318BZ66uEttP7ZE2RzEY00t1NFVjZVZGVT/d33ks1FtO/gUcr5ey7lr8mn3L9Po4DwKOJ5nnb/+QGinwUS/SyQnHv+MeE5f7BuA+kNBtIZLCQEJpLOYCGDwUjrNnx6xmu1uYj+8c/nieM40pkCSQhMJEFnoKDgEDp4pHTC/V3rfiSfzws/vZsAUGhaMuWvyaf8NfmU84scqm1sJatTpKr5C6kiK5tOFs8kq8NDNhfR6788QE89vIX+9rXNZDEGUGRqDiXlz6Tf3XwNPXHrcnr6a3eR1Sn6HLPng1r5d+/a1ECLLrucAFBMVgFFpecTALru+hU0YnOd8VpbO3spOyePeEGguLxZFJaYTgDo69/45inHHP9XdrKGomJiSW8wUkLBPAqKiicA9LvfPznpb7xt517y8w8gk18AxU+fSwBoaGjoQnfJ/wje/ssLAr36xr8nveY3336PBJ2O/ILDKLFoIZn8Asji50+bt+2atO0Tf/wLAaCgyDhKKJhPeoORIqKi6Xh51aRtv/3d7xEACktIo7j82cQLAmVkZlHz7jr5Hup84cSp5/uLn9ATty6nJ25dTnn5hRSTVUgA6IkHPqSnHt5Cz35vB4052D1Su+JG1n9zcmlscJS6+4cp/5l8qe/mU15ultxH3M9fQyN2D2X+ZD0lPbKOFv9+q89x65vbKSk5lTieJyEgnvSWMAJAP/zv/5n0Wo+UlFFIaBgJOgMJAQmkNwcSAPrrU77PiU/KuijpkXWU9Mg6+sVHFeQofVc+v19eGUjpD82U++///vvnZHMRNf/4p/Izqn/fQbK5iHa/Xyc/y2ZnXEEBYVGUWLSQvrZknvzbNdfU+T4XKweU3/2ZUvq/X/6aAFBITCLFT59LOr2BYuMTqLKmYdLx4L4HHiQAFJGsjAf50wuoo2fgjG2Hxhx0xVVXEwCKzpxO0ZnTCQAtu/IqGhpznLFtR88ATSsoJI7nKVq6Jy7VvguA7rnv/kmfdZW1jRQXn0g6vYGNYzGJBIB+/otfTXpP7tl/mAKDgslo9qOEwgUUEMbGsRdeemXStu9/+DHpDQayBIVSYtFCMgcEkclkpkPPbZPvod71p94n/X2D9MRtK+iJW5fTL1ZeTcmF88lgMtM3V/xOvl8728ao4+/PyPd09xv/pl0tB+T7Pu7BOAqNS6Hbl+XLfcP+51lkm+C3+sn7ZXJ/Wnr/owSAdP6RpAuIJYCj4pmzqWdg5IzX2j9spfkLF7G2ATGk848iALR8xQ2TjmPN7d20/r5I+Tz/+6pYCpwZKF/L4weepK6XX5WvtfOFl8jmItrwXJn8e9w0c77cZxekJ9Hvn/jThMca2N8h//Zlf9tJFj9/MvkFUGLRQvIPCSdBp6PX33pn0v/ta2++TYJOR/4h4fJ44OcfQFt37Jm07eN/+CMbD6LiKaFgHukNRoqMjqETFdWTPjO+8a1vs+dNfOol3Xc5nqes7Fxq6eg54zWP2Fy0fMUNbO6bni+PYwsXL6H+YesZ23b3D1PxrNny3DcyNYcA0G1fvYPGpPnb6f7qmtooOSWNBJ2e4qfNpdC4FAJAv/2fX8v3T/sfDp3y7Bm1uegv991GT9y6nB5ffS1lFS+kwPBoWjH7fvlePXm4m3o3bpbv59Zf/poGbDaa8coMyl+TT1lPZpE5IJhSZiyghu8FKv23+egp57ny73vkvvvrf7xKHM+TzhQgzX2NFBAYRHsPHJn0nnzs578gAKS3hJAQkEA8r6PYuASqqms6Yzvnxp/L5/fsrdEUm1tM/vkBct/9+Z5fsj7+6E98xt8P/lYi/x6RQfEUnVlAyxcofXjjC8+ccqzh+iH5t2/5y2HKy59GHM9TbN5MCk/KJAB0/4MPTT4e1DRQbHwC6QxGip8+l4KjEwgA/eLXv530d9q97xAFBAaR0eLPxoPQSBIEgV565bVJ277z/ofSeBBySfddk38gmc0W2rh526TX/Je/PS3NfWPZ3NdoorCISDpaWj5p2x/86BG2HotPofhpc4gXdJSalk4NLR1nbDdqd9PNt9xGySHx8v3ywV3/oNlz51Hv4CjZXER7174r32t7174rt6060Snfl99d/TeKSs+jO4ND5Hu36423TnvcprYuSs/IJF7QUVz+bAqTntHf+d7/m/RaS8sqKSw8gnidXpr7BhEAevJPf5207aZtO8lktpDOYGbrZaMf6XQ6euud9ydt+6/X3yJBEMg/NIKeyZ0uX+fev5/a/xqrBuXf5v0/HaPfPP4HKoiPkX/HW2YXUHRsHJVX1p7SdmzAQa0/28P+H/+zkx77xo8lLiSD4vJmEcfzlJObR62dvWc832Grk65dfr1qPGBcyOIlS2lgxHbGtl19Q1Q4Y6bChaRkEwC6/c67Jx0PahpaKDEphQSdnmJzZ17S/RcA/finj016bxw4XELBIaFkMFvYsy48ijiOo2eefWHSth+t30hGk4nMAcGUWLSQLIEhZDAa6cOPP5m07T+fe5E4jqOA8ChKKFxABrOFgkNCaf+hYxPu3/1GpdzPX/nxM+yZEZtM8dPmUEpEuHx/vvd7Nt8/sbdDvo93PrtPvuefWZVD+Wvy6ZZ/ZhL9LJB+vdRIhTNmUlff0BnPd3DUTouXXC7Nm2NI5x9NAOjqa6+jYavzjG3buvooOyePOI4jISCO9H7hBIAe+trXJx3HKqrqKDo2jnQShxMczTicX//u95P+xjt27yf/gEB57hu5NJ6+871cKsvOo6cf3EBPPbyF/nLPf8m/XXdrF7X8ZDe1PLKTan+6nXR6PfkFs3WNyT+QzBY/2rR1x6TH/eOf/+bLhRhNFB4ZRSUnTk7a9nvf/4HEhaTK40F6RiY1tnaesd2o3U0rV61ma22pz5/vvqvZuZwBtzzxLqxu4Ec//P4Z99uxfRuef/afWPzwY7jlj+9j5S9fwa1Pvof6hkb87je/OmPbV195GZs2foLlP30GNz/+Flb97g3c8PMXsGP7Nrz4/HNnbPvkHx7HycpKrP7921j5q3/hlj++j6Xf+jU+eusdWI8yRQ1nVPmFSmg5cQwkFT1yZ83FDT9/EV/523osvVpJJ5X90FVqZJMUpfzG/zwEwY/dOuFBRbjjH5uQedkNqN+pRILEuFOV6C6XCw/efy9EcwyE7LugT10BIftOiKYoPHDfvXC7T+/H1Nvbi+98+xvgQ3IgZN0BfeoK6LLvxJhLh2/+18MTtlEXF23c+SZmf/U7uO33H8PEMUsILobHT37yCPNElqwuaHQUrtpan9+A4ziseugPWP3Eu1j+i1cwEsIUytbBfvQ21vkc0zRLiaj2ba3B3t27ceMv1uCm376Bm3//b1z346exft1HeOO1V097rQDw61/+H5paW/H/2bvO6DjKs3tnthdpV73L6s2SLPdewJUOpreE0EMCoSWEEFp6QkhIQkIJoVcbbLCxjXHvvUmyerN61660vcx8P97ZKVrtSs4XsIz3nqNztsyrnZ2dtz3Pfe694cU1uOrX7+CGv36B+Xc/hVf/9U/s27snaNvHH3sYTlaGm//5Fa549j+45Z9fYdKVd+AXP/8pzjQ1BWzHsizuv/cuhCdl4NZXt2LFz/4e9HPGO9KmLsIP77sHVqs14DF2ux3333s3Jky7CLe9tg2XP/06bnt9O4ypObjvnjuDygK0trbiiZ8+iuLLbsct/9qMK559A7f862t4ZGo88rA/K1SMgwcO4B9/ewlzf/Bz3PDSOlz1q7dx41+/QFtnNxrWCPIqmplSppnLZkPraSIjZJersfD5D3DN7z/Ebc9+BLWcMD3iM42gaQqMxQJXXS0AwoijdTr88ZXfABzxNNowBT/6qTC2VVvD0dhrhZOTMslPkJa7Pfv0L9DW0QVF7s1QZF4FOvtGyBNm4c9/+gNOHD+OYHjwxz/EkAOQ594KReaVoHNuhSxqIh59+EF0dQm6r/mJAqOoot0MT4zgoH75sjmYvvRn/PP3t7wLl8sFtbiShJN0Scg28q9NnXIFbnnla1z+9OsIu/gW/vXG41J9VkW6AbJowkxwN5rxwd/+jSnX3oub/rERVz73Jm5+eSMsLi+e+NnjQb/rtq1b8NZ/3sCiHz6P614k88H1L3yK2rp6/PH3vw3a9t2338K2rVtw+TP/xso/fIyVf/gYVzzzBrZv24q33/xP0LYv/PH3qKmtw/UvrMblT78e9Njxjnl3P4V33noTW7d8HfS4J5/4KYacbtz8MvmNbnp5E6Zedx+ee+aXqKn2N8TygWVZPPDDe6GOTsStr27BFc/8G7e88jWy51+OHz9wP8xmc8C2LpcL99x9JxKLZuG2V7eSMeO1bYjOngTXcUGPWz3FX8P46MbPAU7D0Vl4MS595g3c+soWJERkAAAUahnCozVwHBd8CtQzZuCgSA89Pnwebvz7l3h+uVAR8XpVOG8g5oOXYXk9dDnFYsf7L0ExYSnkWddDnnkNlNnX4sTJE/j7S38J+F0B4LVX/4WD+/dDmXUN5JkrIc+6Dor0S7Bh/Tqs+vijoG1/+6vn8OvdTv75bcsmYeLUu/nnx7uPCp4kAM/gjRXpoucvE8bS6ZMm4+c/ewzNzc1+n6UqigGlIsx4ZZMDiemF/Jh+66tbkTb9Ytx/792w2QIbB9tsNvzwvnuQNv1i3Cr6bcOTMnH/vXcFnQ/OnDmDJ594HJOu+D5u8c29/9oMF6XAY4/+JPBFArBv31786+V/YN5dT2Ll74Nf0/GOlb//EM1tbfjNr54LetwnH32IDevX4ZKfv4xr/7QK1/z+Q1z963dxYP8+vP7qK0Hb/u2vL6K0tBQr//Axrv7Ne7juz59hycN/wicffYD1674I2vbpp55Er3kQN/19Pa58/k3c+PcvMeOWhzB0sIU/RjXN31C08dhBuK2kutOSkI/FT72OW175Gvm5C/hjolPDpNVf02egtPckXAynw9qhwW2vbcUzP1oJzkIH25tpuKKlbOfWfhtONBN5tsxoLX718N2gjTmSta/dq8ID998b9LtWV1XhV889A1ncNNDZN0OReSUUeTeju8+MJ0eZx7Za82Bxkfv9jgIPbn/2JSy/81WwHDu+tJdUtKmKhModV2UFYtKEOfzq+17Ayj98hPQf/x0MpwNftn2zv8FochhkXOUr2m2gzAyu//NnZO78y1osvP85vPnGv7Fj+7ag5/yznz4Gq4vh54ObX96EySvvxjNPPYm62tqA7ViWxf333Q1tbIowH7y6BRlzVuBHP7wPg4OBPY6cTifuu+cuJE+aixv+ui7o+Y133PjXLxCVWYh77voBGCawpF1nZycee/QnmLj8Jtz8T7L2vfWVLWBVevzkIX9fDjGOHzuGF1/4I2bf/hhu/NuXuPL5t3DT39ahq68fzz79i6BtP1+7Bp+t/gQ/ueuP/GstGck4cfw4Xv77SwBEfkEA0iYLlajr39vKP9YtmI1r/7QaF81YxL+mzM4J+Lm/fu4ZtHf34saXvsBVv3obN/xtPebc8TP8/aW/4tDBgwHbAcBPHvoRzDYvFPza9xbIoovw08ceQRsnJTMSGIbBPXf+AB65EbLc28h+Ofd2sPpU3HPXD2C32wO2tVgs+OF99yB91jLc+soWDN0irPNL//E3v3ksNj0c+iiyMWiv7scfnv8d5FOXg5GTiqCpWVlwsTQef+wRv8+i9UpoL+KYqixQbErA/Ht+iev/8jmu+vU7uPEva9HU3ILf/eZXQa/TRx+8j682bsClv3iFmw8+wlXPv4W9e3bhjddfC9r2ry++gIqK07j2T6tILOTFNVj80B/w4fvvYtPGDUHb/vIXP8eAxYab/7EBl/7iX0GPHe+Ycu29+N1vfoXT5eVBj/vxj+6HwhCDW18hY92tr2xB3sUr8ZOHfoS+vr6A7TweD+65+07E5k7Bba9za6vXtiK+YDruuftOuN3ugG37+vrw0IMPIPeiq/nPve3VrVAYYvDjH93vdzxjdcNZTipHGAWFe//0EKbf+CPc+I8NuPL5t3DtHcK6cMJkEuvpahDW7Uan0Ld8pqI5nB66ZslDqKiswF/+/Keg1+k//34de3btgiLzKsizVkKedS0UGZdh86ZN+OC9d4O2/f1vf43aunoocm6EIvNq0Fk3QJ68EP9+/VXs3rUzaNufPv4o7F4Kt7y8CVc8+x/c/PJXmHz1Xfjlk0+gsaEhYDvfPKZPSMOtr27B5U+/jhX3vIH6BAo060UY5wPIsEKcqqO+Egpuva1y07h4/vW47bXt/No3Mi0P9959V9D5oL29HT99/BEUXXILF3d6A7e+8jUYpRYP/yT4fHD40CG89JcXMef7P8UNL63n54P27l786tmng7b97NPV+HzNp1j+05dw1a+D/x7fFEJB9CDQR8Wh8LLbsfHLdUEnrM9Wr0JkUhomLruRX3hHTchBzqKrsXrVqqCfsXr1J0iZNAcTpggL8eTi2UidsgCrV38ySttVyJp/OWIyBYOE3Iuuxh0Lvg8ZQ85DNTkWtEpadlJ/RNiQezLJ4ENRFHKSBWmFhJH00Esmo7m5GQ3WOv61MFkmaJkcs25/FD75V5ZWgI3zL4E8sH8ferq7IIubAYrTK6doBei46ejqbA+6GNmwfh3cLjfkibNAcYtxSq4BFV2CI4cPor3d39SETRS+z8xUNSZfcxcoikKYjJQd0QoKGw+tB8MwkkCcT0c6UaSLnp0gaC97soWFWeNxoUwXAOQxWig4c6UwRo0blt+NpELh+LRpi5BcNBOfrh7tvliF3ItXIjKVyOdQFIXCS26BMT45aFuLxYLNmzai+Io7oI/ikgU0jRk3/RgyhRJr134WsG1lRQWqqyox9foHoNKNXkYz3jHtxh9haNAcNBC3Y/s2mAb6MfPWhyFTkAWjUqPD1BseQH1dLUpP+Rvx+PDF2jWgZHLMuOUhUFzJoC4yBpOu+gG2bfkaJpMpYNvPPl2F8JgEFF92Gz9mRCRn4KJL7kCmgkxwdIQaimxpyfWZU0f5IJwrfSofOJtgFErpfHrozrJSgJv4fIGqTScEmY8wWRbSbIJZ34ZTHajsEBYh+QnCZphlWTKWRRSAVpH/T1EUZLGTIVfr8dmnge/J7u5u7N+7B1R0CSiFlmtLQ54wC14vg/VffM4fGxumRoxeBQCo6BjEkboemB1kwT/BWYcwWQZ/LJUA7Nm9a0Rz0dh0A0CRdplxhZDJFdw1E8aE6gPSZBRFU1DPFBYXd06/AdOu/yH/24bFJKLw0tvw5brP4XQ6EQhrPl2NqJQM5C8R5Eii0/OQs/BKrB5Dv08tmYvUEsGAMaVkDlInzxu97apPkL3gCkSnj02yYjwjd+GViErJxGdBvrPL5cL6L9ai8NLbEBZDkk0URWHqdfdDrQvDms9WB2zb1NiIUyeOY8q190MdZgQAyOQKzLr9MdjttqAbr31796C3uwszb/kJ5Cqy8VSotbjpuseQGk7uH0W6AbIoaakoy7Io2yr0v6FsIq+l0xhh1JAy6bAYlcTsjDYaIU9JxfFuIbE2adaPkW09gSzrSQBAo9OAn7+7329jfPxMP3qGyH2qt7RCpgyHLEIIFNC6OFDhmfh4lED4Jx9/DCo8HbReSOjJDBmQhyWNukZZtXoVHMXXwSYj80mqvQolS++Eu5MkzKv6K+BOTQC40lhnFSm/1ccKaxa9LAVurREAkCT3IEyrxRdr1/h9FqWUEX1lABq5Gvdc9RiUWiIpIlMoMfPWhzFoNmH7tq1+bX3YtnULBs0mzLrtEWE+0Oox9YYHUFNdFXRz+sXaNZDJFZhx84Oi+SAWxVfcgS2bv8LQ0FDAtms+XQ1jXDKKLrl1TKW+4xkRSRnIXXztmMa65MIZSJ9xMf9a4sRpSJt+0ZjWvplzL0FctpBkzVlwOWIzC4L2e5ZlsebT1ShYfjMM8YQMQVEUpl11F24o5srgZRTUk/0lKU5uFvSEbflkvU7TMiSGc9Ikci90RhWcXCIIAFSFRRI99NSky6BUqbG8S9jwPbdtyI8YcbBBpN1M9cHpdECeMAsURZJElFwNKmYKTp44FpQYseaz1ZAp1JDHTePvK0oZDkROxBefrw0a9Pjo86/wTg1JzCtYF0rMOxCXNhkwk3GtzlQDq9sKVcFEvo2rogKxE4QEWLIhDQDAqLSwpXC/lduFMycELVvA32D03mU/RHRaLv9ewdLrEZmUHnQ+cDgc2LD+CxRedjvCosk4TNE0pl//AFQaHdau+TRg2/q6OpSXnsKU6+6HWk/OXyZXYPbtj8FmtWDzV/5a7j7s2b0Lfb09mHHLTyBXqgIedz5AodFh2o0/RvOZJhw7ejTgceu/+BwMw2LWbQ+D5iS9tMYolFxzN/bs2oGenp6AbT/7dBX0kTGYdOUd/D1pTExD/rIb8enqwH0XIHvtlLypWKwV5AXac9OQPnsZVq36BA6rBR3VFQAAQ1wCjAmC/q+1XZgfh2LI75QGITCkzAwsR7F69SrkLbkOEUnpAMg9Oeny7yE8Oi7o2ndgYAA7t28DoiaBUui4tmTtC1AjzmM+lJ46habGelCx00HJyFxE0TLI4mdi0GzCzh3bA7bduuVrWIYGMev2RyFTKHEmZzIcGjIXTvN6UX3ihOR4iqKQwSX9WRaYnHURptz0IKxJpG/LPQ5cuvQybN60YURSknpmAk9AmZkyCdfNWMn/tpGp2ci56JpR97yfrv4EyUUzkTZtIf9aUtFMpE1bNPo6Y9UnyJx3GWIzhbEod9GViE3PCzpmMAyDtWs+RcGKmxEelxz0M84HTLr8e9CGG4Pek62trThy6CBKVt4LTTjZX9IyOWbd9gicDgc2frk+YNuDBw+gs70NM255CAoV+b0VKg2m3/QgujracfDA/oBtN234Ek6HA7NuexS0jKzv1GFGTL72Xhw9fAgtLS2S4x1HOwEP6bNl3ibQWi2mrLxH2C+bheOTi8ge0KeHTlGAvr2Mf7+BD6KT+c6StghZ8y7DqlWj3FeffAw6fAJkYcK9IQtPgzw8GatHafvJxx8DxlzQ3NqeoijIoiZCoY0Iek/abDZs2rAeRZd/D/poMidSNI1pNz4AhVqDNUHmsZrqalSeLseU634IlY7s33XKFLRFq+GUAwazTxdd+D7tVeVQ5gkyTTdc/H1JLGTajT9GY0MdTg4bM8RY9/laABRm3iqeD6JRfOWd2Ll9G/r7+wO2XfPZaoRHx6P48u9J54Ol1+PTT0efDxLyJiNz9rKgx32TCGmijwKlRgeGYYKypB0OBxRqnd/mR6HRwekKHGwBCItBofbXClNodHDaukZoIf1co1aqO0kDuCFH0ChWz5AyWb0eD86cJIsjN2jYYzktcoaFzkS+o4dyIDyGDJA+PXQAUBVPgrOrC5p0ITgQRpP2YQoW+TGk87BxhYDcX2eVDzzRw/QuuQXCJXe/AFnYyLpGnl5u80oP00bj/pfT4fBrw0ZkgFUZQDnNmBxHYQM3cIfJstDj2QcAUKTIwbKshA3nPHkCuOFGxGUawLIMKIqGrl8wTLElFQDH1gIAGo4exIxrb5V8rnpWIm/QcF3KLAznzig0OjiCBOEAwOV0QqGR3hcURUGh1o34XX1wu91gWRYKrbStTKGETK6AK8jn+n6f4Z97vsL3PRxBrpfvPaVG2o98wZdgwVKnywlaJuMnnOGf63IFNtlxOhxQqrV8sMWHK6OEoIB6ZoLEUBQgbDgfrMlCokrXL5ynLwHmGEEP3RvtAQ2hH0ywCZv3igENbB0C46ogQapP6Xa5QA3vu6DgZWi89NYm/HOLZcTvyrq44NHwtrQCFEX7XeP8xHD01PTAbHejc8iFk51eLEyTI8LdDaPXCQ2dCDvTDnWKGlaHFfIJaaCNRjAmE5wnT4BlWciVMlB6J9ghNdROQG73wqORwauLwJDagDCHGYPtLRjq60FYlKDZppocB+uWJsDF4Or8xXgVMoh/RaVGD6/XC683sPlZ0PkgyL0IgARL1P66oAqNHk5n4IUIaev06/fnKyiKIuNkkOvl9Xrh8Xj8xiuZXAGZQhm87/JjnVSjXsk9D/Y7+c5JMWzMmMkKwSPVVH895a66KrB2sgG1xaTDE0buO7VFCGRpo+Xw9PbA20uCaMrcPDAsgzpTDQDA0+eFKiwSF/cITLz3hqbB6VwHlmUl99ymcsGQKcxUB5YaQVeUVqCu8QwipgdmizirGkFr/YOKDKWA0zG2eaxZk4s8y1EYPH0wevvgbgYU8YCX9aJssBIp6Rlw19bA3dgAxumEJlIGp9sOlUID9ZAHfROmIKJyOyiWRUlqYsB1lXpaPBycEdUs1ogzoveUZzEfDP9tfffYaPOBTKH0mw+UGh1Ylh11PlCMMB+cr1CqdUHXGgDgcjogD7T27R3D2nfYbwQACnXwMYP8Dv5rq8whBlEaIzn3vCjQOulvaDMPoKuGJJztcg3scSTgprB7Iee2BoyaVDi4qkkiiI6MhCw2FsdE5mfhVD5yLUeQ4CSb2WpFLvY0H/G7rypE83CcnCPw+K19yfPiK54CrR5Z39zdcRBeloKcGnZf0Up4vZ6g7DKny4m1rUb8qJB8r0nmXdgTfR1kA+FgIhxgWAblvaWYkT0VkCsAjxvOitOImSAQMDQmYWwbSp8OfTMhJVTu3oaM6VKdctWkWFg3NwIeFhdH5KCGYcFw6x8yH2hHnQ+8Xi+UI6x95UrVmOYD5bD7gu/3Y1pDfjfmXt/1C7Z3dTrJ2leulO7zxjJOOhwOKFQav7FOqdHD5XL6zWPDP/f6nEWIcJL7tjFcAZNaBqVGD5vDgZbSY2C5ezpt8gz+/1hNTkTpyF7YHq6AVyUDWBaRnSQQ1y+TIT2Ih4PL6fT7fSmahmKUcc435lN+fVcGBsATL3yMp94ZuWKOsXLV5DJpW98afLRrDAj3JCNXoK5oDgoPfw0tTcO2fx8wzI8ofXIMSreQGbMwdSa8ciUGs+cg7AzZR+S5OiGnqRFjIZSchm5FOgbfJwmMi1psqI1Q8f1XodEFPV8AsDucAeYDPZzmgaBtnU4nwkbof3KNDg5n4L7LMAzcLtd3pu/ScgXkSnXQa+3ixzrp2leuJn0y2Bjr/P/sl51O0meGfe5IYyzrZeA4xBEjKeCYpx4yhQo0R4aSW/qhMpF1XnPfADThRjhtbgxw+umRSXowx0kQnQHQxC1fc10ueCg5ulUpUGh0GBhlP2Z32MH67XnJ2nfHwdNB182OPhNk0dLEDEVRAK0Ieo09HjIvK4fF9mTyscdwxPczRVHQytLREF+OqEHCYqflCQBFAyyD9spyKFfeDV9qbKJLDXFd+ZjWvtx8IBuWRPbNJcHWvg6HA3KVhg++85+r1sEZpO/6Pvdcx6u+Gyv2bwhetwuVW1ZjxqzZQQXulyxbjq760+ioFEqwndZB1O5eh2XLlgf9jGXLlqP5xG6YO4Tt3lB3G5qP7MDy5SuCtASWLVuG+j0b4Bgy8a/FVNQiVU9GDEWGEfJY6YDVUX0aLhvpLrV9g/yEqDG7QXNlmhGpGlAUBcZu5xlxioxMyAwGZGZlwZgnLNj1HKvbs1sot2ISBGaoGDNnzYZao4W3t5RnzbEsC29PKUArQWv9y999oMOSAbDw9gpMMJZlwPSVIS09c2QjHIoCwzHIE/UsTIc/B0DY8z5kzM2ETCYjbBrOvMQXfFRpFaC0pPOrLR7IXCRwZnEzaDOTgGFfcyMGuwUzKgBQ5kaCNpLBZIYxHZp2IZhham9Cy4m9WLY8+H2xdOky1O78HE6rwF5rKz+MnqZqLA1yX0RERGDy1Gmo2PwJvG5h4KreuQ4O6xCWLA38uRMLCxETF4+yjR8ELVs/X3B68yeQKxRBjS/nL1gIhVKJ0o3v8a+xLIuyDe8jMjomqNHK4sVL4bLbULV9Lf+a1+PG6c0fo2hSSVBDjSXLlqO3pR4tp4TMPT1kwSI1N+kqaD85CK/HzSfAbC43OriNBFgW2j4ywXnhQmQit6ARJ8C4SouoiYIERBiVjlQ76d9dFhYli65EpWjznicKolMUhcVLlgKmKrBeYWPMDJ4B6xoEHR7EhFWhB6WKgLe3DCwrbNq9fafBMB4sWSrNIufGC5+rTchEeb+Q602214gqSWjEFZKye18lCWM2w80x8zKKhQSiL8nAMgwqOwWWnzgpARCTM3UJue46hQYpR0r59zwuJyq3rMLsufOCGoQuWboMnbVl6Kw+yb/mGDKhbs+XWDbqmL4cLcd3wdwpsCwGu1rRfHQs88Fy1O/+UjIfnK/oqi1DZ01p0Oul0WgwZ958VG1dDY9ow1+3/ytYTX1Bx7rsnBwkp0xA+aYP+U03AJRu/AA0TeOixUsCtp09Zy40Gi3KNgiSXLSXQeEQt/FX0lAV+BuKVu8VTKsqB4U+pDIL5z4hLwEukQyNMi8PrZYW2D0kkGZttODM0R3IsJENgkUWjn99WYaLlyz1M9DaW0vYgEo5jSunZ4GxtIGxCQxB1m2D11QHOjy4aRAdngqvuQGsS0iSMY4BsJYWLFsR/J5csnQZanZ8jkaFMOfqKj5H71Ghcux491GofEZpHg/c9XWIjomGyUECqUq7F7aUEv74SQnRWBrgt5Ul6EDHkiR/hlcFo13Y8JdueB8KpRILFi4KeL4LFi6CXKFA2Ubht2VZFuUbP0B0bFxQ09klS5bBYR1C9U5BTsTrduH015+gZMpUP1M2MRYvXYaeMzVoKzsU8JjzBS6bBTU7P8fSUda+S5YtR+upfRhoa+Rfs/R2ounQ1lHHuuXLlqN+30bYTELpeU9DBdorjwW8NwDwfbt622dwO4Xq0vRaYbwdiYVee2A3byha3j0Ahlsra0T9OH1iErw9PWA41pUyNw8sWNSbiIyIu8+Dqg1fIMsiJLf/U6WDRqvDrNnSgLJ4Hr52yRxQFAVvr8CsY1kW3t4yUMpwUCqp7JoYsrBUwGMHYxKqR1nGAwxUYu78BVCpAjOnlyxZhm2HqtBFkfs2x3IctKkF3QeE/1XaexKUUgllNpmT3Y2NUMANt4wE3lVDLlDcteqECmY72RSfOXkEtmGBMVqr4BlxBpkaSV0m/r2OyuPoqjsddO2r0+kwc/YcVHy9SrL2rd2zAVZzf9D5IDcvDwmJSWTtK5oPyja8D5lMhkUXLw7Ydu68+VCrNSgVzQfnK1iWRemG92EwRmDqVH9JTh8WL1kKj8uJii0CU5DxenD6q4+Qm1+ApKSkgG2XLluOgY5mNB/fzb/mtltRvX0NlixdFrQSZ8XiFfjeBIGpvCNVB9tADxoObMaKFZeg8bhIymWKUAHcVimMEwM6MifozX1QOcl96k4MfL4AGZ9rdnwOl11gYTef3Ie+1gYsCTLOxcbGIr+gEEz/abCsQLzw9lUCjAd0WOB1M6WJBmRqeHrKJPsxT28pFAol5s1fELDtwkUXQSaXo3SDsK+pniSYrUeU+lfYRqWEQWsgAcOsuGLU79oAZ3QaT9ZRM27cfNF8GAwjjzeK3EgM6MlaJsLJoKSH9HWndQi1u9aNOh8sW74cLSf3wtTexL821NOOpsPbxjwf2M0C0aS7/jQ6Ko9j2bLAbeVyORZedDGqtn4KzygBu/MBTUd3YrC3M+i1TktPR1p6Jso3fQhGRAY6/dXHAMuSfV4AzJg5Czp9GEo3vC+J4ZRteB9anR4zZwU2vrzo4sUAy6J804f8a4zXi/JNHyEtPRMZmcIa0VXRB2aQjOHK3EjMXLYAQ31daDi4BQCgbRMqqK1qPRQKBXqaBokqPIDYtDC4asi82x2lgFNJxpRclxs9yhRYh4ZQv3cjVoyyfr3kkktBWZoEIhgAxmkCM3gGsmB7XgB0WAq8/dVgPcL6nrG0w23pDjqPhYeHY9qMmaj4WhrDqdn9JexD5qDzWH5BAeISElG28X3JPGatt6IukYJhkDMXpZRQasn+eKC9BQ7YAK46J9lJQecibVmWRdnGDxARGYXJw5JuYixeshRupwOV2wSlA6/HjdNffYyCwiLExQWO7S1Zugz9bY1oPrGXf81tt6Jmx5qg39XXtrX0IPqbA0u1fdMIMdGD4POnboW1rxPvvbYl6HErr70Or77yT3z5/N3InHcp1GFG1O/bCNrjwlO/fCZo23vvfwDvvfsO1jxxIzLnXw6KolC3ZwPiYmPxwx8F11X++ZO/xIYvv8SqR65G5rxL4bJZ8PuExUAiCZRp5vkvDBqOCkGj0sYm1D92DdJmLUUBm4r0WCIhMGkuKaN0ni4HuCC7ahIJRrNgoUnTwA0XvCYWJ758G31NVbhGvh9IJKwENqFkxPMNDw/Hr379W/zs8UdAuQbAauLBWNrBWtshT5rPl6yNBFplhCy6CJ72fWAsbaA00aAtzWDsvXjh7bUBHbjZhBKgiSzWLJ8/j6P790MXHwt2BQtKRiFqYjQAgFIqoZpYCOfJE/A0N8Pb1wdZVBTyZ2agcifZ8Dd9/D6avZ2o37cRF2UkIslAgpWNxw5h0iVX8Z9J0RQ0s5Ng3USyfilf78J/vA1gvV7U7fkS6enpuPuekXXcffjlM89hy/w5WP3o1ciYewkc5n7U7duEufMX4sqrrg7a9g9/fAGXX7ocnz5+LSbMWIzBjjOoP7gFN91yG6ZMnRqwnVKpxB//+ALuvON2WHrakFAwNvf48YqTX7yJX/zyGcTH+7NCfYiJicEvnnoazz/7NPrqKxCbMwltpfvRUX0Kr/37zaCbzEklJbj9+3fg/deeR+up/TAkpqH56A6Y2pvw7/Ubg24GLrv8Ciy8aDE2/e4BZM69BFpjNC4aUkI77WYARE+Z1koZKG0VZXDZyaK/zerEml/chqz5lyFWE4+CuCsBAIm5UaBoCizDwMktlOnIKMiTk+FhPHAYnAADuHs9aFv/IvSFZLNeZdHi1u99H2/+jQT1Y/QqxIRJWUbP//q32LNoPtx1q8CGZYB1W8CY6kCHpQbfDFAU5Elz4G7YCFf1KtCGNFDOAXhMDbj73vuQ6wugcUiPFjLL7UMeZC+8ERgipXPUgbdwxmaBhlMAaHY1YSZmQVUyGbadJEjpPHkCyvR05E1PQ/0+sqg27dyNw1QNWk/ugay3BTOWzQcANB49iOJlV0g+Xz07EY4jHQALzLdr8O+//BTa2EQ0HdoKa18HfvNGYDkIALjuhhvx6qv/wvrn7iTzgd6A+r0bIWc9+MVTwTXe7n/gx3j/vffw2c+uR9b8y0EBqNu7AYkJibj/geDack8+9TQ2bPgSqx+9BhNmBN70nw/Y9PsHMG3GTFx7/Q1Bj/vNb/+AS5YvxupHr0H6rKUY6m5D/YHNuOqaazFn7tyA7WQyGf74wp9x2803YM0TNyJ58nz0NVWi6eguPPLYT5GaGvh+NhqNeOb5X+HJnz2O/uYaxOdNQV6/E/ppdwAAVBOjQSmlrAqvx43ag6TqgwGFNR+9gcTqWkSmZmOyIwUJSWTzEZUcBte2Kr6dMjcPtQNCUD1ZlYKT/3oEYQ+TQPGRM1YM9gzg+WGlpS4Pg9YBMlZkxepx1x3fw7tvvIrKys/hNWQBtALegRoAFOSxIye9fZDHTIJ3oBbO6k+IHAzLAIN1yMrKxp133RO07TPPPo9FC+bi44+/wCXcepjZ+xqKIqfDDBLYON51FLflXgysJ3rCrupqqAomIqt4Aoa4+GrVlm1QuljEKCmkRkVgQtzICUqKoqCeEg/bV6ShfNVHOKw0obu2FM0n9+HpZ59HbKx/kNSHuLg4/PzJp/CbXz2HnrpyxGYXo/XUfnTWnMIbb74DpTLwGmXylCm45bbv4aNXnkXz8T0wJKbhzOFtMHc2480NXwW9TldedTXmLViEDb+9H+kzAydwzgesffJmwO3A0888F/S4u+6+F++89RbW/vwmZM67DLRcjvo9GxAVEYEHf+KvvSvG4088ic+/+ByfPnYNMuddBrfDhrq9G1BUPAm33HZ70La/+vXvsOTihVj9yNVIn70cMPXj0SkPAHKA0sr9JNQAoGbfTv7x7qNH4Km/HqlTF6LQk4zkOBIAzylJg6tSIHmo8vLQae2AzUP6YWZ4JjZuWQ1NRjzALUk+XrcLzz73Z0lgimFYVHeSeTnRqEFhbiYeevhR/O2vLwK2TrDqaJK8tvdCkbaclzccCZQuAbQhA+4zW+A1N4JShoG2NIH2WPHb3/0xYDsAuOGmm/Haa6/go0On8fAMGWTwwv7vW+DtFbaNpT0nAQDKgonEz4Bh4KquRkZhElpODYBmKVS89xp6XL2o2/MlrplcgKkaNViGQe2BPZi04krJZ6pKYuEqJ0nuyJ278YmrBg6LGfV7NmDGrNlYee11Qc/5t7/7Iy5dsQSrH70GaTOXYKi7FfUHvsa119+ImbNmBWwnl8vxxxdexPdvuxlrfn4TkkvmobfhNM4c34PHf/ZzJCcHlnqIiIjAL599Dr988gn0NpwOeNz5gA2/vhedNafw8r9eg0ajCXhcfkEB7rrnXvzn379FW9lBRKRkofnoDvS3NuCzteuCrn2XLV+BJcuW46s/PoTMuSugi4xDw/6v4LaY8NzzgaUKAOD6zKXwdBHS0o7+Gnz2yW7U792AMK0aDz/yGDb/9gkAhGWbkCvInLZWCsHVz9/7BeR52SgaFMgUaQsCB6QB4NnnfoWLFs7D6keuRsacFbCZelG/bxMWXbwYl1x6WcB2FEXhhRf/gqsuvxTeuk/B6ieAdQyAMTdAFpnPSz2M2JaWQ544G56WHXA5zaDDkkHZu+EdbMbTv/oNoqOjA7ZNSEjAz554Er//7a/RXVuGmMxCtJfuw2yPG4kKBZyHDsLb2wuZ6H9QFIXUohhU7W2DQq5E98YNaDy+A0kJibiUYiGjKUyKMcJmHoDW4D9GUhSF5JumwvoGGQOn13Tjja/XomLPOsDtwC+ffjboNb7n3vvx3jtvY80TN5K1r0yG+j0bEBsdhR89GNxT5Gc//wW+WPcFVj92DTLnXgqX3Yr6vRswafJU3HjzLUHb/vo3v8eyxYuw6tGrkTptUdBjxzt2/OMXuPTyK4ISx2iaxp/+/CJuun4l1jxxA1KmLET/mWo0HtmBHz34kCSYPRxhYWH41a9/i8ceeQim1jokFExHR+VRtJUfwQsvvhSUbJqRmYkfPfgQXv77i+ioOIaotDy0HN+F3qZqfLTqMz6Gw7Is7Htb+XbqWYlYkFmAy664Cl/95XE0zFmOq+KUPAX4+vtInEyshx6lsQGc70ZjIgWARazHAyPD4EinE6v/fDVUMgo/eyK4B8OPHvwJPnj/fXTWfQo2PBMAC29/DShlGGRRE4O2lcdPh6v2MzirP4bMmAV4HWDN9Zg1ey6uvmZl0La//8OfcOmKpVj92DVIm7EEg10tqD/wNW646RZMmx44LqNQKPCHP76AH3zvVqx98mYkTZqL3obTGKBPoW5xMq44PAi1vRcOTTRYNhEAuc7tlaVILJgA+y5CJrC/928c1rrQXnYQ7VUn8Mprb0Ct9leX8KGwqAh33HkX3nn912g9dQARyRk4c2QHBtoa8MoXXwadDy659DJctHgJvvrDj5E5ZwW0ETFo2P8VPLZBPPtccB+FO+68C2+++QbW/uJWpM0KnPz5JjEmJvrg4OBZ/30XMGdqCXbs2od58+YHPU6hUODLjZvx8yd/AU9rBbqPbcXVl12CfQcOIzsnsFkJQBZgO3bvwz13343BygMwnd6Hu35wB3bt3R+UyQoA6RkZ2Lv/EK6/5kr0HN+GrCELpiaSji2L0/ptBliW5ZmXtEyOv733CS6eOwsdBzchVSVsLH1a4E6RBpJ6MslCNQ42wM0JHOgGtWjdtw6RsOKHVwsBCyZAEB0AHvzJw/h49RrMKEqHt7+SlGmmXwJ5TGCGlw/ypPmQp1wE1mNDJFpx8fxp+HrbTlx+xZUB2zDxwrn89PZlkPefQee+r6G2kgVip6sddm6TI9FW5gxVUwuE3yDerULvyR246dqVeOZvr/KvNxw74Pe5qmlxoNQkkHJ13sWQ15VjqPoQ7r/vPmzftTdgNt+HvPx87N1/CFeuWIauI1/D216Fp576JdZ9uRFyefDc14KFi7B9517MnToJ7Qc2QG3pxJ9ffAlvvPl20HYAcPOtt2H9xs0oSI1D64HghizjHf989XX8cpSNPAA88eRTeOf9j5CgBVr2foHcpGh88eUmfO+OH4za9pXX3sBf//YydPYetB/YgFmTJmLbjj24OAiTFSBBvLVfrMfTzzwLtrMGfce24a7JXCKGAjRz/BNgYtb0Dx5/Ej964AFYa48iol/EqCsiu3N3XR0YToNXPXkyKIpCg7keLoZkxeMRj9QeIfM75cr7YWflMNvJwiMn3n8xVDJ5MvbuP4SVV16CaLoTrL0X8viZUKRfOqqOryw8Dcqsa0Apw+Dtr0JBmgEv/+s1/O0f/kY+6dFCGVtjrwULbxECKqmWckQNCoGsij6yYBfLMfkqSWLSwiFTkCkuLTwNrfvWoSgjGW98sgbhseQ6tVWWwWGVytDIY7Q8Iy4hLAbL9YloP7gRC2dNw45d+4IGZwGSjNr41RY88cTP4Wk5je5jW3HNFZdi7/5DyMwKrLsJAJGRkdi5Zx/uuesuDFYegLnyAO6+807s3LMvKJMVIIvUfQcOY+WVl6H31K6gx453PPzwI9i0eWvQJBYAzJ4zBzt378dFc2ag/eBGKEwt+P0fXsB7H3w06j258trrsOnrbSjOSkHrvnWIoux4/Y238NvfBw8uAcDDjzyGDz/5FKkGJVr2foFrM2by7/l0ucVoPnUcTgvpjzmz5+Mv/3gFBo8ZrfvWIz2GbFoomkJEgg6uKiGIrsrNQ40oiP6L+57Bn38qjEsW7QTs2XfQjyXSOmADRwBFWpQOWq0WW3fswmOPP47kMAe8pgbIDBlQ5VwHShnc/4JS6KDKuQ6yiGwwg41I1Fvwk588hJ179iE83F96SIyCiROxZ99BROQJa6gb5+Vg/apNSA1LAwBU9JcD2en8+77vXzRDSK7JWtrQZBLWlTX7A9/fquIYgPvpr06fhda965CgYfH2ex/iyVGSWADwi18+g7fe/QDxagYte79AfkoM1m/cjFtv/96obV9/4028+Je/QWvrRvuBDZg7dRK279yLRRddHLSdXC7HF+s34KmnfglvR82onzOeccmSi7F3/yHkFxQEPc5gMGD7rj344f33w1JzGANle/D922/D7n0HgjKXACA1NRV79h3ETdddi96TO+BoPIlHHn4EX2/dEbRKCACmTJ2K3XsPYOnCeeg4tAkLlJFQcQZ6quIYUDLptsjU0YbuBsJ0iknLxHtrN2BqfiZa961Hkkbo69ETwiR9V5mXjwazYDx/cclSrP7sc0yOInNwv0uOP/17NX7yiGD6BwBtJjtsXNWjz5fk9398Aa+/8RaKsqLJulmhhSLzKsiMgQMeACeDkrYM8sQ5YB39iKI7cMUli7F738GgQWUAUKlU2LR5K3RTb+Rfu29eHHau34dINZmLKvrKiRxivvBbuyorkJgpzFXa3n4MVh7APXfdhV+8JMz3Nft3+n2mMjsClJasb5emz4T11D54Wk7jiZ8/iY1fbQmaxAKAufPmYefu/Vg4axraD26E0tyGP/zxz3j73fdHnQ+uv+FGbPhqC4oyktC6bx1i5C688eY7+NVvfhe0HQA89vjP8P5Hq5CoP795aRmxBqz54kvcdU9ww1oA+PvLr+Af/3wVYa4BtO5bj+mFediybReWr7gkaDuapvHpmi/w3K9+Daq7Hp2Hv8KKixdiz76DQSs/mSEXPEeIcbcXDF499B/0ndqJW2+8AXv2HYTS7eDn2OTCEt4Hh/EyaKsiQXS5isaCZdPRX7YbcR1CRYWuIHhArLCoCHv2HcSlSy9G55HNYDtr8PQzz2LtF19CNkyGYDgWL1mKbTv3YMXFcxGFdrCuIciTF0KeEjjQ6YM8qgCKjMtB0XJ4+ysxJT8J737wMZ548qlR2z797PN48533Eaf0oHXfOuSnxkNzCef74PXCMoLOf2qREFS/87qfQG3pRPWBr9HFkvua8bhxZM3IkqsAoEmLgCzPCACIVOpwmSsMV166Anv3H/IjywyH0WjE9l17cd+992Ko+hBM5Xtxx/dux669B4ImvgFgQloa9u0/hBtXXoPekzvgbDqFRx99DJu3bAuaDAKAadOnY9feA1gyfw46jwQnTI53/PLZ5/DRJ5+OOtZdceVV2Lx1BybnpqN13zoYmSG88tobeOHFl0b9jAd+/CBWffY50qN0aNn7BdIiNPjk07X48UPBEx0A8Kc//xWvvv4fRMKK1n3rMDk3HV9t2S4hBnqaBuFpI3syWbwOikwjKIrChx+vwm9+/wdozS2IpcgcqjZGYsEKksTqajDx/8M41MQ/roklRNBsTg/99Jk+3LjyGuzddxBp6cK6cyTExMRgz/6DuO++exCvNoMZbIYsqgDK7JWgRpAsFoNWR0CZcx1kYcnwmuqQFsngl08/jS83bYZCMYK0ogjz5i/Ajl37sGDGVLQf3Aj1UAde+PNf8Z+33hn1t73p5luw4astmJiWgNZ96xCrcONXP/4d6jhdeB8bHbSQGG6tKINSVD27PLEILXu/QHZCJNau24A77rwr6GcCwD9feR0v/f2fCHP2oXXfeswszsfW7btHrUCRyWRY8/l6PPPsc0B3HTqPbMYlSy7C3v2HglZ+AoBer8e2Hbvx4x/9CPaGk6Oe4zcBih2DbgNN02dldkRRFGpqapCRkTH6weMQg4ODMBgM6Oozj7pJHE8wv3ca7mqyWNCvzPGTg+iqr8Gnz5AFe2rxFFzxBMnyeFxevPez3WA8LMKi1LjhecKs6Xzgfth3k81q0vqNUKanY139Wvz6IGHXPzT5UdxeQDb0ylemge6rBStTwvmzNl7nPBiC6UmNhoEjL4/pOKq/Hqp/kQCDN/sSuG8kC4DfHHwWX9QTU5d/L30HJbFTYN22Fd0/IVlNww/uRORjP4Xb6cV7P90NlmFhiNXiumfIxoNlWXz40/th6mgDRdH4wb/egyZcGhi3ft0E+26S2dPMTYLukvOrPwwODiIuygCz+fzqB+dj/7Uf7oB1HVnUKydGIfxmaQCCZRi8/eD3YTMNQKZQ4M5XP4RSTRaHm/91Cq0VhNW58qmZiEjQYfCTj9H36+cBAJGP/wyGO36Az+s+w28PPQcA+MmUx3FHWw3kB0k/ct24CvvpqbjjLSIn8P056Xjy0uBBkG+q/5psLsz6HVnMzkyPwjs/mAbVn5JBeexgItIxdP8hLFo1Cx7Gg3RDJlZd/jkYux1nZs8APB4oMjKRvI6YwH318kl+A3Xd07NgiCMBlr3vv4FTmz4HACy5/1HkzpcGudzNgzC/Tpj8shgNjA9O9dOnH88I9d1vD4zNjf4/HgK8LOgwJSJ+OsPvXvnq739A/SGStLrsp88irYSwSbweBu8+tguMl4UxQYdrn5qJ1qsuh7u+HlAokHb4KB7Z+zD2tRMW+7qrNiO5bDUU28gc7LryVTDFN/ud087qLtz/HpF+un9hFh5emit5/9uYeyVgWaheTAPlMIHVxcL5cA1+fehZrKsnUlhvz3oN2qvIQl09bRoS3n4P3Y1mrH+RSOTlzE7A5Eti8M5DPwBYFsaEJNzywqsB16Xmd8rhriVyEYa7i6FIC560Hk8I9d1vF+b/lMLdSFhshvsmQZEiPfdDn36Ao2uJ+e7cW+9CyaXXACBrwA+e2AOnzQNtuBI3/24euh59GLavNwMAkr74Eh85duLlky8BAH415/e41FAA1b8IWcObtRzum/wNxsR9994FmXh0mTT49K33XcZL+q5zEGx4CpwPlePB7ffhYAepWtu0cjvC6jrQfjMJtuuvvgbu2x/Hpn+cBABMXJSMWdcJZKJPfvEQes+QKs1bX3wNxngpYcCyvg6OQ0QCUX9NNtQj+EuMV4T67jcHy+e1xGwQpFpQf5k0gXR07cc49CmR1Fl4549QuJgE87sazPjyL2QeSZ8ci4vvIvIkPU89CQtnap+46lOJQe43iW+9/4rgqqtF29WEdKYqKkbiR9IKNo/biw+e2AuPywu1XoGbfzcPNE3BZh7A+4/eC7fDDlomw81//JfEtFUMb58dA38/BnhZQEYh4idTIYsMHsgeLwj133OPwfdPw8Xt2fTX5UJdIk2gVO7agu2v/w0AMOmSqzHvtrvBeBm899Pd8LgY6CJUWKLciqFPSKzn2VtlqEyl8H3zIB7vN8F19RtgCq//r87tXPbd/w9YlsWyTxfghRd6MRSxEDXZN4Bl3XAN/gss44UhPhG3/vk1DLx4BIzJCdAUIp+cCVoTPNg/nnCu+u6YNdE//fRTbN++fdS/bdu2jcoWCOF/D3fbEB9Apw0qwsYahoYjgv5y5gyBTdnVYAbDuSD7TAlZhuE1lemICCg4zXEf8xMACqI4Y0PnEKg+EgBkYyeOKYD+bcFnLgoAdOdJ/nX+3CF8J5/5IiAYqipUMsSmkw5p7rbBOkB00yiKQsY0UoLPsoyftjIAaGYnAnLSxeyHO8BYApsrhHDhgvUwfBkVAGjmp/gd01FbCZuJBIVSi6fyAXTGy6CzzkTahSthjCdBYscJwRpExVVYSPpu5ETQ7UKlCZM4BXU9AiM7MyawydI3DaNWiQgtGUMaey0ALSdmxQDogUaonFZkG8mmvMncAIvbAlqjgTIvHwDgbqiH12wCACTkCtU47TWCBmvGdEG7r140LvqgSA2HfALp994eO1zlPX7HhBACADjLesiGEYBqUoxfAN1ls6GJ02rVhBuQWiSwxs1dNjBc26gkPRiHA+5GwhRRZmWBUih5OZcwZRjidQmgu0S+IHHCPCZGY6+g3ZoaFZyZ+62AonivFMraDQx1INOYzb9djy7IOPaxq7oaLMsiIlHPM8r72yzQR0YjKZ8YL5s62tDTVI9AEFcDOE52/6+/TQjfEXhNDj6ATkdpIE+WVmWwLCswpikK2bMF2Qeb2QWnjbDcIpPJfOnzEKLUaijS0lAv0iLPNGaD6hDmZTaAd1B9tzAPZ8Weu3mYBy0DG0MC+dRgC+AcQoZBqKiqN9VCkZ0DcIxcV0UF6bsc+tullV7ZcwRN69r9uzEcKlHQxBnquyEA8HTb4DjOGW2qZNAu8l8jN5cJ69nUIqFvifXQkwsETyBXHdc3KQqK9POL4PTfQpmVDWUu6cvOslK429ok78sVMiTnk2vksLiJzjQArSGCTx4yXi8Orno34GfIojRCJa2XhWVtLVh3YAPjEELwwdNp5QPodLgSKlFlhA91h4QK6qyZROe/r9UCD6fjHZdh5OdhAGjiuKRZHBOdjQ6uDvFdBEVRyI+aSHTRzQ3cawqowwgb3dzZDutAH5QF3PVmWP53CCE4xhREnzBhAhYsWICFCxeO+rdo0SJkZGSMWq4Qwv8W9h3N/GPNgmRQculPy7Is6g/vAwBQFI30qUIpZ3u1EFxK5IJO7sYGMINkc6Eumcwzvk73EXMjChTyIglTleosBcU5OgSTcjknoCgw8aQkhBrqAIbIQmziCEF0WXQ05ClEC9d1uhws5yjsk7cBpIE4cSJCPLD7QIcpoZ7OsWjcDOx7Wv2OCSEE54kuMJy5oCInAopkf3mFhsOiBNh0wYSsp2kQHq70OzEngu+nTk7ShFKpoOLK6iv6iF4nTdHIM+aC6iRMazY8BdDFoKFn/Gzefbro3UNOWJweMEmCDhzdfgwFUSSYxoJFVV8FAKkcky8BKO27wqIgITsfWiPZLDSXHoPLZvM7B+1Fgi62bUczWGbUoq0QLkCIAz2qEn8Zivoj+3mDoKxZ8yUu9P1tQp+LTNLDXVcHcIZAytw8DDj60W0n/z/bmAuKokB1k37M0nKwUSNvCOq6BCOk7Ljgci3fFsQBf7qnApnDAnHKHMKWZ4aG4O3sgEIlgyGGJAAG2q1gvAxyRAG4mn2CUetwqAqiACVZA7nKe0Kb+BBGhPOUkBxVl8T6VTZ01ddgsIuwopMLiqGLEEqexX03IlEPxmqFp5msw5XZOUTT10wCdTJKhgnhaaA7pInrkVAvmoczYsZH32WiBTY81VuNTKO479aB5pIGAOBqaIBaTUETThLh/W1WiTFizuyFAHedq/ft8DOxlyeHgY4iJAF3kxlekxMhXNiwbWkCuCFcMz8ZtE5K1HLZbOiqI1JKhvhEXq4PkOqhJ+WRNR/LMHA3kCSsPCUF9CiSH98l6ERyO9bN/pIuyROFMc5X4QoAJZddA43BCACoP7wPnbVVw5vy0CxKAR1GfiN3oxmDH1aE5uAQRoVNTCabl+wnreawWtBaTvat+qgYxGWRNaNYDz02PQyuGiKJNxSjh11F5poslxssKLBR2bgQURBViNpECjprG2QeQgZlIVSTtJ0uJetmDq7TvX7/IwR/jCmI3tjYOKoeqxjl5eVISfHPFIfwzcDdMijJ3o1U/tjX3AgztxlIzC+USI+Ig0uJOVwWegQmq9PrRO0A0YZMN2RCpyCBLjHDmxVpkI8XiI1OfeeaacyCSkb0div6BTMgXyCOdbngrCCvS9isooRDTHoWwqIJa6b19Ck4hvy9ALQLUiRsdO9gaEMQggDWzcC2U1g4aC+e4H8My/JsaVomR9qUGfx74qSOLwHm6emGp5UkbJSFhaAUSjg8DtSZyMIiLTwDusE2UC6yWWcSyT1f1y0E3jLOIRMdkJqLNvVawSRN45/TrYclSTBfYk9dIvI04ILoUSlhUGqInmNHjYkPhFM0jcwZJBnhdbvRdPKI3zkoMo2QpwpsdGdpiI0eghTeXjs8LaTfyOJ1kMfr/I4Ra/+Kg8CAfxDdVSPonytzc1FrEvSxsyNyAY8TVC85ho3OBeQja8bXdo+PqhIx2Jh8/jHVUyVlopvqoBT5x7iqyXf0MXy9HgbmbhsyZswFzXmC1B7YA4bxjvhZlFIGFceqYR1euKr7RjwuhAsXLMvCebKLfz6Sl4HYUDRn7iLJe2KGdWSSHq5aoa8qc3PhYTxo4lhfKWGpUMlUoDpO8ccECqJXdZB1JE2Nz75L91RK+y6XKFBmc/3X44b7TBMiOTa60+qGzSxUYeqjopGUR+Zvc2c7rzfvA0VRUE/iKmlZwHkqxEa/kOFuMsPFscnpMOWIfkFtlWVgvGQuELPQnTY3es+Q/mSM10EXoeb+ZxNYO/ES4u/bCwS65Sv4x9av/A2vkwtGDqIr1RrMWCmYdO7/6C2/BJgPtEqOsJvzeYN1d+0ABj8KBdJDCAxvr42v+KV0Cqin+cexGo8eBOMl1V+ZM+bwSW+xHnqU2sr37ZZ4waMiw+0Ga0gBFOOgMvMcID9qImqSAJplEM7ponu9wljaUn4C8tRwPvnlqh0Aw3mkhRAYY5ZzCWF8gmVZWL9q5J9rFqb4sdAB8Cx0QMqgdtrc6GsmQYCIBB3PHpGYipaQxX7NQBW8LBnAxEEsuuMk/3jcMdEhPSffJkZOK5ATQbKYLUPNMDtJJlMlMmhzHCeJhNg0A+Qcq629ZoBfOFAUxV9LlmHQePyQ32fTYUqoZySQJ24Gtu3NfseEcOHCfrB9VBZ6V30NLH1kcZFcOAkqnbCxFid1fMkeHwsbEPpu9UAVvCzZZBRETQTVLiTJfJv5hh4iARGtV8GoPbeSTOmi4EFTr0XCRKfajmBidBH/3MewV00W+q7zBNHApGkKCdlG8prVjT5R0FI8DorHR/5zKAraxUJSw7a1CawntAkIQYBNVAGmKvEPwlkH+tB2uhQAEB4bj7gsqb7xcDarJBCXnYM6kxBgyonIBdVXC4ohczAbO7KGq5dh+YRYSoQWWuX4MLtjYkRs1p5KRKmjYFSRMaveXMcz0QHAVUu+d1SSMA70tVig1ukxoYQk1GymfrRVlAX8PPHvYdvZAtYbqiQJQYC7ZgDeHrLZlk8IhyxSahTm9XhQd5DIjcgUCmSIKsAAYECcAEvU8/csACiyc9BqaYGLIcFjH3Ob7iFl5qwuFtD5Sy66PAxqub6bEaOHRhnctPDbAivpu1XIMAjyFz7JGnEw0lVTg0hR3x0YJukiTkiMZDAq7ruO452hefcCBcuwsG5q4J9rl0zgA7NitJQJ69kUkVxae/UAfHHepHxBysVZLswbqokjS6IFgofxYHvzFnxY9d5/9WeY3ApKdu7uZ0VqKpSc/rur4jTczWck7+uMKr7v9jYPwT4oJMDyFy2DMYFIQHRUn+Zl6kb+nHCEf28iXxHmrgkF0kMIDNv2ZnCCBtDMTRqxn/vmY0CQcmFZFl31JH6jUMug7RPGi6ooMr8nuT3QsuwFy0IHgIlRRahPoMAAMHKJb1qeAJmCEHFayk8CFKD0Seh4WbhOh8gno+G/2l0dPnwYO3fuRHd3NxhGOiD+5S9/+Z+cWAhjg7u6Hx4u0y6L1oyYvWNZFrUHiTEZRFreANBZZ+IXGWLGNc9EVyignEgm3NO9I+ihA6C4IDorU4KNDW5GeC4g1p6kO0/Cx10riCpCWS8JcFT0lWN24lyoJ0/lj3WeOA7gLsjkNOIyjWir7IfN5IS5ywYjxzjMnDEXJzcSc7S6g3uRv3Cp3+drFybDeawTrNML57FOaOYkQR57YWZDQxDA2N2CFjoF6JaN7BQuXjiIA79upxfdTWTxEBatRhhn3iOuIvFVVvjY2gBQGFUMukFgXrMJkzFgc6HXQoL544H9JmaiN/ZageJssPo4UJYu0O3HMEGfCp1cB6vHyn83eWws5Mkp8LS2wFlWBtblAqVUIjE3EmdKSWlaR/UAolNIoiIhtwCacCPsgyacOXkULrsNSo20XyozjVBkGeGuM4ExOeE41AHN3JENlUK4sOBqMPEsSUoj9zPyBoDaA7vBsmSNlDN3kZ9chI/NqtYroDUoMVgjDaI31ApMsUxDFqhOQeuREbFDxWjqtcDGSTzlJYwPOQiAY85zoHurSBLamIVjXUfQa++BM0dYu/iSCVGpwvn3tgwha0Y8cuYsQuNR4kFSs28nUgpLRvw8RYYRsgQdvB1WeDutcBxqH5HFGMKFB9bLwrpZRD6Zneh3TGv5Sdg5ScO0yTOg0kqrTHwJMFpGwRCnhWlYAqxBpIeeYcgCrD2gbGQeCtR367qH4OaSPQUJ48cMl5FUkVRCI9ciSZ+MNksrGsx1YFgGylxREqymBhFzhGBmf5tFwnDNnDEXu95+BYzHg9r9uzH3lrskMleySA0UGQa4G8xg+hywH2yHdl7yN/wtQxhvcJX3wMP1M1mcFqrJ/nMsIOih0zIZkgoEgkWbSMolWRREd4mD6IVjD6JX9VfgNwefQ/VA5egHB0DMQmCoIg6s99xxGHUrVsDFVVpbN2+G8Z57Je8nF0Tx41trZR+yZxIimEwux+wbv4dNL/0OAHDg47cwoWSapO+KoUgzwHB7IczvlQMuhgTSP6xA+C35oBTjI0EYwrmHp8tKvIUAUFo51Nz9JobNbCKBXgBhMXE8IWWo184neuIyDPDUHOXb1ES7AdDIdHN66JEXhvfBSIjWRMMQkYiWmBYYzUTKiqLk0BrTMdRTBZtpAP0tZxBeHAvH/nYApApspJhiCALOehT/3e9+h1mzZuGtt97C0aNHceLECf7vpIgBGcI3D9bLSDYC2qVpfhpSANDbVA9zJ+kUSflF0EUIi4n2KoHJmpRLXvf09vDajqqJhaBVnOyJyJhwosRUlDBw2NiCcWUq6gMbkQ5WRWQZxKz5kSQhFOnpoA1k8+I4cRwslyTyXRtAyv6Ny8yBPoowilpPn4R9SNDm8oHWKaFZwMkbsZD8ZiFcuLDtaAbrIKxSVUnsiFIQLMOg7iDR26dlcgkbrqvexBsCJ4ruT18FBSBIMZ3uFQXRo4uk2qwJJWgQyz+MAzOz9GjhHGq6Bom3AcdGp5yDkPfXIy+KJOy6bJ3otZMFGC/H5HTyckyJouRgW7WwqaJpmUjSxTViJQkA6Jan8waHtp3NYGyhErcLHazLC+s6IUimW5YGWuvvA1MtloOYs0jynn3IxS/+IxL1oCiKDx7LoqIhi4qSMNEzjJk8kxVAwIR1WZswBxUmGcf8nb5xKPVgjKSyg+qpAlhWooveZHQDnFSL7zr4El4A0MfJ5qRNns4nu+oP74PHNbJEGkVT0F+ZJfTdrWfg7Xf8b79TCOclnMc74e0mPhjy5DAoJ/obmFWLNPdz5l4kec/rZmDqIu2N8TrI5LRUiiknW9J3s4zZ0r4bIIh+qsXEPy5IDD+Lb/QNQx8PVk3WxXQP0ULO4iRd7B47OqztxFyUg6u2hpdzAUgCTAyVTo+0yUSWzj4oBEfEEM+79h3NISnECwysh4H16yb+uW5Fhp9pNwAMdnfy+9v47Hx+bmBZFq2cDIxMTiM+y8i3ETPRlWNkoh/q2I/vf3Xz/yuAPl6gWy7SRf/KXxc9RaSL3jKMjZo+bTYScsjaY6C9FRU7vw76WYp0AwzfKxQY6bUDGHy/AqxrZCm2EC482LaeEVjoC1JAq/z5vfWH9vLxmOxZ8wUpl3phvUtMRQWt/sZ4ckymz1Q0MvMbOf/zBYXRRahNohA+2MRXtIISvL+ay45DnqSXepKYQ/NuMJx1EP1vf/sb3nzzTVRWVmLnzp3YsWMH/7d9+/Zv4hxDCADH4Q6hHDU1HEoR00MMnoUOYmwmhi+oRNEUv8hwioJw6qkCM9sXaFbSSmQZyYKZ6ioTTEXHoR46AICiwcRPIg+H2gELYQ8WRhfzh/iCjBRNQ83JQjAmE9yNJOAt1UUXAnEUTSObu6aM14v6Q/6yEABhOtGcVI67uh8ukQ59CBcePD02OA4SjwIoaGgXp414XEdNBawDZBGbWjwZ6gBSLr4kD2OzwlVJjDYVWVmQcUZA5X2k4kIlUyMzPB1UF7nfmYgMQG1EXc/40lBOi9JBzy2kTjabwLKs1Fy07Yg0Ccb1X9UUYbzyJRMMcVpoDaTvddWb4BWVk2bPXsA/rt0vMP7FkCfoeb1c1u6BbfuZEY8L4cKBdVMDvL3c3JsSBtUIPiT9rc3obSKMj9iMbEQkSpmUw/XQvb29YPrJvKDIzgbDMmjgyi6T9MnQyLWgxIG4aKk0jA9lbSb+cWHS+GGzAkLwkHJZAHOL1KDQ2ghFOqnGcTc2gnW7oNYroYsgSfy+1iGwDAu5UoUMLvnldtjRGKykPCWc94hhXV4Mra4Kybpc4PD22yUSiLoV6X4VIi6HHY3HSLWDSh+GCSVTJe+buqy8v0ZEog4sy8JVQ4LmsthYyIwRvMwJAGQas6V9N0AQ/dgZYV04ZULkiMecE1AU2Giu7w61AQ6zJAFWZ6qFPDERlI4QAdy1NYhI0EGhImzTrnqTn35yrljSRZRs9EGeFCb0XacXls9rA2owh/Ddg/1AOxjOVFaRaYQyO2LE48QJmBSRHrq52wbrAGkfl2mAnJOHYN0uPtAmnzABMsPY5si3Tr8BhqsqyzRk4bnZv8Vv575w1n+dG/PBuM8tC1uRlARlIWHsu6qr4G6WyozGpofzXkJtlf1gvMKamaIozLnlB/zzw599AJfdFvzz0gwwfL9Q0EivN2HwvdNgnaFA+oUOd6NJ6nkwAgsdIFWdPmSLvIU6603847hMA9+33WEaDHBb2XQfEz3iwmWiA0R9oSaJgoxxI2yI9HmnQ7jeLWUn/D1JSkOeJMFw1kF0mqYxd+7c0Q8M4RsFY3VL9LV1l2b4bQQATsqFG3zEZnoAYB1wwMyxaWLShEnTcfwYf4yaC0qZnWY0D5HgUW5kHhQywroTM7vZcaiH7gObMIl/7DMXTdanwKAkC6jyvjJ+gS7RRee0laOS9FDpyHfuqDVJFhXiAV080ItBKWXQLhfkOqybGsB6Q9pwFyJYltN55DbhmnnJkBkDGAQeECXARAFfQMSqpoCEHCMAwFlaCnAGS76+O+DoR7ulDQCQH1kARV8dKJ87Nyd1dKJZCMjnxZ97BhxNU5iUYgQA9FicaDPZpbrorYdRGC30aZ8sk1rUd52crA1FUTxT3+NieAkcAEjIKYA+krAQW8qOj2gODADaZWk8k8ZxuAOeLuv/8xuGcL7CWdkHx5FO8kRBQ78yZ0SGnMRQdJgpITAsiJ6oG8ZkzUGHtR12DwnU+1ifvkAcq9CCNaZiJBxrIn2ZooCi8cREh1Rbme6tQqZhuLkoJwnh8cDd2ARAYKO7HV6Ye8h6JVfEDB4pACeGdkU6aM5QztMyBNvOkC/JhQrWy2BodTUfvFFNjoMizT+I1njkADxOEoDLmjEXMrm0yqSj1sQ/jk4Nh7e7Gwwn/eLTBvcx0VUyFZL1KZIgeiA5l+NnSN9VK2jkJ5z7eVgMZpguutQYuBYURUGZRV7ztLcDdhti0sl3sJldGOqTVoFMKJnOS+Q0HN0Pl8Pu95napWmg9OTau2sG4DjQ/r/9UiGMSzBWF+y+cZoiia5AaCkV66ELQXSxlItYD91VUwvWRSrAVIWC9EswWFxDONlNqjeT9Ml475JVuCzjSixLW3HWf5aaWIA593Z0uqWC9Kh1q5RNTstoJBeQa+aye9ApYvsChPGfyVXF2s0mnNiwdtTPU0wwIPyOQlBcYs3daIb5nXIwXDVuCBceWIaFZZNITWHxhBFlfga7O9FRQ8hhEUmpiEpJ49/raiD3Ji2jEKFzwdtHJNP6ksPJIhiiIHqIiY7aRHJNfLroFB0JtZ4kKNuryuF2OiQm687jXaHkdRCc9Uj+yCOP4J///Oc3cS4hnAWsmxvB2jkpiMmxIxoSAsT8w2dKmFJYAk2YsGGQMllFeui+IDpFQVXir6k8MUpgcI93U1EfmHhhceXTcKcoitd2NzkH0G4lgUaJLvoxci0omkJiDrlGLrtHUp4aPSGDN1tprz4NCzeID4eqOAbyVLKp8PbYYd8f2hBciHBV9sFdQ/oeHa6Edv7IWp9ejxt1XBWJTKFE+pSZ/Hv2IRf6W0kQLio5DGo9YVo7jvknwMpFUi4TR5ByAYBjTWTDoZTTKEoeH+zVkhRhTDrZPAA2oQQsRRZYdNtRFEYJGyBBjilDkGM6fowv/0uUVJII4x5F03x1DuP1ov7I/hHPRRaugtYnycQAlvX1oYXFBQiv2QnLGkH7WH9pBuQx/v4WLMOgei+Rg6BoWlLx4EPPGSFhE5kkNSYcbiqaacgC3DZQA03k/8fkAZT/8s1sd6O6i/zf/PhwhGv8JWbOJZhokbZyd4WEiV5nqh1mTkiSCmJddJ+kS2J+IS9L13zq6Igyaj7QajnCbsjlV7v2nc1wNwU+PoTvLmzbm+Hh7iE6Ug3d5SMz0yRSLvMu8nu/rUoI0CXmRvglwBweB1otJAiYbsiAjJbxMigAwMYI+uE+nOmzot1MAsmTkiOgGEGa8VxCLB9F91QiQ1xF4jMXzZHqosdnGvnnXXUmyf+TKRTI5OZej9PJM//FoHUKhK0UxgTr5kZ4Oix+x4Xw3YJte7OQ6JoSB3nCyNWRjNeL1tOnyHH6MMSkC0EycR9NygtgKjrGIPrhzoPwsmS/PS9pIU8iO5+hW7qMf2zbssXv/dRCQeKqucx/Tzvrpu/zWugnN67hK2aDQZEajvAfFIFSE8Kep3kQg2+VhSQSL1A4j3fBy/kCyeJ1UI3gKwRI5+PceRfxhFH7oIsngkalhIFpFNbMzXHC/Jnu9oCl6IDEkwsFeZH56IqWYUgNRHD7C4qioIsi87bX7Ubb6VLIojSQpwmxKk/rUMD/eaHjrFdpjz/+OKqrq5GZmYkrrrgCK1eulPyF8M3DfcYM5/EuAACllgU0JATAb+QBf11HsT5wIrfIYCwWvhxGkZXNl7oN11T2geJY3SytABsz/kxFfRCz5MWB/5EkXVQTJ4LidODFJo2JeSJtZdECjaIoIUjCshIGohgURUF/WYag0br9DLymkEbrhQTW6YV1g+Aerrs0Y0QXcgBoPnUcDgsJiKVPnSkxvRQHghNHSoBBkGLySbkAxAeAEgXR2YTJ6Bp0oGWALESKk41QyseH4U9JqiiI3mIClDp+I0/1ViFGrkOclpR7V/SVw8t4pXJMZjPcjeRaizXjxX0XkFaSVO8NLEmmmZssMFqbzHCeDJW5XUhgGRaWT6v55LWyIAqqAKY7HdUVQvK6aDK0BmkputfD8Ew5pUbOBdFFxoQ5uRJjwkxjNqjeakE6LXpkJuuRxj7eKHx6+sjybucSbKxw3nRPFfTKMMRrSTlpvbkOimyB3TqSLnpvMxcApWXI5jTmg8mo+aBICYf2ogncSQBDq6tDG/cLDK4GE+y7OSNvmkLYDXkjaq9aB/rRWk4Cc+Excbz+rw9eD4NOjomuDVciIkEn6buK7Bw0DTaIpB+yAZYF1UOYdGxYEqA2+n3untoe/vG87Jj/+nt+U2CHmYumhadBTpPr50v4KXOluujiILq47N4HiaSLaK8ihjInEmqfIbCXxdCqqpCe8ncYnm4rHEc4qUMlDd2StIDHdjfUwmkjVYHJEyeBpsna1eth0FFjAgBowpSITBKC8M6ysw+i72sXKkLnJs4PcuT5A0XqBChzSXWJs6wUno4OyfvJE6P4Crvmsl4/0ogxPgkTF18KgCTBDn36wdg+NzkMhjuLQGm5QHqbBeY3y8BYXP+v7xPC+QXG6pb4w+kuGdnzgGVZVO/h9mUUJanq7BQlZhOyjXBVC4nqykiyp430MjAwDFhD6rj07Ps2oZFrkR6RjepkCgZzPSiWzKNer5BcaDp5BACgFpk4++KNIfjjrIPoDz74IHbs2IGcnBxERUXBYDBI/kL4ZsF6GFhEhmbaJWmgw0YeGDwuF+oOEVNCuUqNjGmzhf/DsLypqEIlQ8wEknVynDoFcOxNsTRCWe8p/vFEHwPUZQHVSzYPbGwBIB9ZkmI8gI3MAKskm3GpuaiwiPIFGymlEqoiElz3tLbC00lK98VsBnGpIECyoz5U7dkekKUqTwoTnKfdDKxfhhitFxKs28+A4Yw6FNkRIxqa+SAO6ObOu1jynliX3xdEZ91uOEtJP5XFJ0CekAhgWAIsqnhY9cgkHG0S/tf0tPGjwzop2cg/9snNMJz8DMUyoDpL+YSezWNDI+c4rp46jW/nY+brjCoYE0jpeO+ZQThFAbSYtExEJBKWeUd1Bcxd0s2ED5SChv4Kgelk3dQAxhoKxF0osO9qgbuRKx01qKC/OntECTVgWN+d689k7ao3wcUF41MmRoGWiYwJaRqKzEwpE92YTcw4OYhlUcTYVS0kdmZljMMgelQOWI5B7wsq+qRqrG4LzKI+77se0SmCrIXYREocgKsOEIATQ7MwBXJOuoMxO0MayxcQGKsbltXVvHmZdsmEgNWbtQd2geUC4Dki1psP3Y1meLggbmJeJDEErhYnwHL89NBh6QTlIPcuE6Dv7qkR+u687MDrgnMFRkSSoXoqIacVSAsnBJ4zg01we93DmOjViEkLBy3zN4DzISGnAGExZLPeUnYS1oGRvYJ0y9Ig4+Zvb48dFhERIYTvFqxfNQKc0qV2fkrA/S1ANHx9SC0W9qvdDUIfTcqP5Pswy7JwHOYqHhQKKPNHTkaLwbIs9rWRILpKpsaUuGmjtDh/oJVIukjZ6CqtAvGZZL4c6rXzjF8xpq+8iSf3VO3air7mpjF9rjxRD8NdxbxUk7fTCvN/SkPmwRcQrF+J1BSKY6AUJVzF6Kqr5vdkSflFCIsSEsziIHp8lhGuaqEirNxIGO7pnHQTGxGYbHohoTh6EqqTKci9Tl4X3W6JBS0nSa0zJ4+CZVmoCmN4CVNnaU8ocR0AZx1Ef/fdd/HZZ59h06ZNePvtt/HWW29J/kL4ZmHb1QIvN5nJE/VQzxjZhAEAmk4chovL0mfOmAOFWs2/199ugX2IDC4J2RGQybnOcvwof4wvGMWyLCr6ygEAEapIJOmJ/ATVKTIVHcdSLgAAigbLm4u2AVbC+pkoYtWX9wqMXbGhqo/dGxalQXgMcS3ubhyES6TlZohLQEIu51je1owezlBuJGiXCDqPrqp+uEp7Ah4bwncH7pZBOPYTySDIKegvywwYhHNYLWg6QQzzNOFGidYjy7J8EkemoHm2l6uqEqydlIP77l+GZXCa67tR6mjEq6NBdZHnTGQWoArH0SahDHPqODIzC9cokB1LGETVnYOwu7xgE4WNEt1xQiItVeYzTxX33WPCeOZLgrHsMEkXikLegsX882BsdGVOJJRcmStr88C6IXA/D+G7A3eTWTCUpYCw63NBa0cu6fa4XKg7TJjRCrUG6dNm+R1zplQoj04tjgbr8cBdRwJviglpoNVqPogup+WYED4BNBd0BkY2JmRZFru4QJxaQWN25vgLxEGh4c2dqN5qgPFKtJUbVGbQ4SRo7qohgUlNuMAk7DkziEFOFz0qNR2RyYRd3llbGTD55QNFUwi7PhcU5/3iquiD43DwNiGc/2BZFkNrasBw611FhhGaeSNLqAHDqje5agcxxAQKX3UinwCTy6HMkCbAsozZoLtFfTfWv+8O2t3YX0/GhLhwNXLjxpceOgBAFw1WRwIYNKfv7jMX9bIeNA02DJNjqoFcKUM0J8dk7rbB0i+tvKRomr/GLMug9sCuET+aktMIuyEPUHD7lGOdcJaF1s3fNbhqBwSpQ4MKmnlJQY8XB9FTCkv4x4GkXDzNZ4heP4jcIS3aEwdC9UAl+hykb06PnwmVbPySxc4WYkmX4broAJAiknSp3Nvm974mzICpV90AgPTf/R+9OebPlsfpYLy7GHQ4SZJ4e+ww/7sU3n5/b4QQvltwVffDeUKkpnBJYMPPqt1b+ce5w6TVfNVNFAXEZQhMdFYuQyt36/J66MYJ/6vTP69RHF2CqhROF52XdFEiIonM3Za+HvS3nAGlkpFAOkgFfWi+HRlnHUSPjIxEZuaFLc5/ruDptMK+SyhH1V+TPWL5iw9Vu7fxj4czWSWLDJHpykiayi1DzTC7CItkYnQRH/jzGXQCABtfcnZf5hyAGUHSxagyIjWMDK7V/VVweTnDmSliNusIgTiG5Ut6fRBfY/G1Hw5aLYf+CkFP0rKhPlTK9h0H62ZgWVsrMOEungBZtCbg8XUHdsPLTf7ZcxZAJhfKzs1dNlhNhLERn2mEnJODcRwVJcC4vts02AiLm0ggFMVMAt1TAcpL2vpMRY9yZmY0JZVQGQ/w6aJ7GBYnWwZ4JjpAguhFIjkmXxJMlV8ASkOurXg8k1SSDJN0yZmziDehqd6znddSHwn6yzL5QJyztAfOytG1IEM4f8FY3RhaVSX03YtSRzQj9EGSvJ4+BwqVdKPOsiyvMUrLKCTnR8F95gxvdqbMyYHb68aZwSYAQFp4OuS0AlS3yJgw1l867UTzALqHSN+emREN9QgGTeMBviAi5XGAMjVJddHNtVDmkMW8t6sLXhMZmzKmCaWl9Ue5zRdFSTZVoxmMAoDMoIJerLG8qSGksfwdh2N/G9xc5RalU5BESoB1c19zE3rPEJZzbGYOIhL9g+1ifeCk3EiwbhcvG6ZITwelVA6rIsmSmIqOJHu4vaoLbi8ZYFYUJoAOsq4/l/AZolLWbsDai0yj0JfqTXWgw8IgTyQVcK6aarAsi+QCoSKm4Zh/Wbi4DwerKJHHaKXr5s9r4e0LBdy+K2C9LKwbBX54I48AAQAASURBVFKCdlnaiCaDPjhtVnTWkaCZMSEZYdGCGZ7EVFS07rPvF2S/NHPnjum8fCx0AJiX6O9tcj5DmZkFRTph6DpPnIC3X7ouzpwWBznHRq3c3TYiG714+ZX8tW8uPY5mkdHraJBFa2G4ZxIvk8gMOGD+dyk8Xdb/6vuEMP7B2NywfC7Mj7rl6QGrTdxOB2oP7AZA1BQyZ87j33Na3ejn9NQjk8Mgp71wNxJ5GGdyLLxcBVSam5AdQ0F0gqKYSWiIB9wyQRcdANR6gczi8ycRk3QdRzq/vZM8j3DWQfTnnnsOzz77LGw2/8E0hG8OrJvB0OoqgCELbc2C5IBmKwBg6etF8ykSQNJHxSCpQKr9NtIig3W5eDkIeXIy5PFE71XM0Bab+Z0vpqI+iM+RGkEX3cW4UDtAGEXqkhKAJt1DrDMtTjgMl3TJmjUfMgWZDGr27YDHFTgwrpoYLWG0hkrLv9uwbmmCt1uoINHMDcyEA4CKnQIrJG/+Esl7rZUBEmBiPfRpJAkk7rtFUcWg24UFLpM4Bf1WJ2q7SJC9INEA/QgasecSM0WSFFsqOsHGFoDlmEBU+3HkReZDRpFzLuO+K6VQQFVMqk68nR1wtxMGTXyWEbScLKzaqvol/U0fFY2UiSUAgMGeLrRVChI4w0GHKaG7VGBOWD6vDSXBvqPgWayD5PeVpxmgWRTcnEhcyTCSKWFv8xDPyIzPNkKpkQ8zJsxF02ADb2SWxQWqfOxPVmUAwhL9/u/6UwJT7JLCwBVq5xriICLVXcHLuQCcuahEEoIs8jOnSoPovr6bPWehkPzaG1hGTQxVfhTUs7nr52Ex+HEVGKcneKMQzku4W4dg3dzEPw+7NieoPIRUQs2/7/a3WTDQQQI8sRkGaA0quBsaAQ/nk8Ddu/Xc5jRcGY4YTawkiM6MUEWy9ngr/3h54cg+C+MB4goYuqfSr+8CwjVgrVZ42tuROUICTIyIxGTEZpD/03umAX0tTQE/XzU5FqpJAjtu6JMqsJ7ACe8Qzh84jnTA20OSIvKUMKiKg/sCtFWU8mQHcaWmfciFXs4ILzJZD0240N/t+0RB9DljC6LvbBUIUXMS5wU58vyE9mKuCpNhYNu1U/qeQYWixWS9wzIsDn9Rh+GQK5WYdcP3+Of7P3wTDDN26QdZhBqGe4ohiyWyMMyQC+Z/l8LVYDq7LxLCuAfLsrCsrRWqwnIiAvoKAUDDkQNw2cm+OWvWPCjVAvGso87EE1vis4xwN9QDXnLf9ScJUm0T+CD6hW0q6kOyPgU6XSTqEwCjqQ4UQ66P3SpU/TQcPQAAkCfpIYsnMmqe1qEQ4WQEnHUQ/e9//zs2bdqEuLg4FBUVYcqUKZK/EL4ZWLc28TIusjgttKNs5Ct3b+F1HfMXLuUNVwDA4/LyZTD6SDXCY8nA5Cwv59lwPiYrAJSK9NCLYibxj32BaJZWgI2d+F9+s28PEnNREYtebC7q+660TgdlPtnsu2tr4TWbABDpGx+LaTibVaXVIXMGWZg5rRbUHwludqa/PBOUTpB1CWX6vptw1Q9IZVyuzQElC8w062mqR08jWazGZmQjJk1a6tY2QhCdZRiedU0bjVBkkGqh0h6h7xZGF4PqkAbRN5cL99x41FBelBcHJSc1teV0J7yUAmxcIQCA7q+D2uNCTgQJMjaa6zHkIkasYl10J3ddFCoZ4jIIg9jS58Bgt5TFlr9I0Ic8vf2roOelKomFgjMrZa1uDK0NJcG+i7DvE7FYtXKE3RCYxQoA9kEzn7zWRUT5Ja8BoF40zmdMIQEmn3QJAChzc/3kIOAwgxokgTY2Jp8PHPvgcHuxsYxIk6gVNJYUjN9AHONnUJjBJ8LqTbVQ5IglIUhyQR+pRnyWEQCpxPEZjIZFxSApv4h7vQNddUIyIhh0y9MhTyQkBKbPDusXdaH++x0DY3dj6ONKgXgyPxnKnMByZQzj5U3haZlMMIsXoU7Ud33BYakhcA7MTjN67ERWKdNIfBN8UkwsKLDRuRCjoceCQ42kmiktWofJKeOrGkwMiblob5WkisSXOBjef8NjtIhJI/I0/W0W9Lf5b8Rz5wtVnMHY6BRFQXdlFugosmfxtFuIhnYI5zUYmxu2bWf457ogUoc+nDklkEZSRUH09uoBPrgmZqGzbhfshw8BAGRR0ZJkbSA0mhtQ1U8SYPmRE5Gg909en+/gg+gAbNv9K6iLlkyAlktENJf2or1mwO+Y7NkL+ERYX0sTKndu8TsmGGThKhjuLoack21jHR4MvlMO6+ZGMPZQgvu7AsfhDri4yl1KKw/qKwQAlSIyWf7CpZL3OkSSnIm5EZI1dEucQAZL9XByLoYQEx0gc2hxzCRUplCQMS4YBkkVnc2sRmQyqUrpaarHYE83KIqCerqwl7AfCskfDsdZB9GvvvpqPPbYY3j88cdx3XXX4aqrrpL8hfC/h6uqD459XBBORiHs+jxQ8sA/HcswwiRGUchfKGWydtSawHjIKiMpTzBdEcuWiINQPjYrBQoFUYXcSVlB9flMRfPHtamoD2xkpmAu2i5o6Y0kCQFIddGdJ8jxSo0cselkQ2DutmGwVxqIm3jxcv5xxY7NQc+H1iuhv0Zg8lg3NcDTGSpj+y6BsbgwtFoI7OiWpkMepwvapmKHaOGwaJnkPY/bi846snjQGpSI4My23PV1YAaJ5JJ6ylS+T5dzSSEZJUNB1ET+vmcpGdj4Ygl79bLi8bdB0KvkmJ9NGEk9FieOn+kHM0wXvShaSOyVcyaqI3kaAEByvpAoaB0mw5IxbTbUYaRvNxw9APugvxGaDxRFIeyabD4J5q7uh+Ng+1l/vxDGL9zNg7B9LQRowq7LhSw8+DxXe2A3GI4NkzvvIknyGgAYL4OGYyTARssppJWQe1vMRFfk5PgF0cWmoswImspfnmqD2U42C0sL4sddRYkYrEiKhu6pgEKmwITwNABEfooWyQWKr0vm9JEZrWOVgxCDktMIuzEPlIr8Ps7SnlAS+zsElmVhWVMLhpM9k6eEQbsk+Ca67XQpb2yZOmkaNGFSySaWYQUpIZpCxhQiYTC8iqTOJGzms405AMvw/ZeNSAOU0vn//YNN/OMbpqWOGjw8l5CYi3afRoIuETo5+T7DmeiAcG2kbHT/fpY9ewFoGemLNft2BGWy0io5wm/KA7iqMsfBdjhP9wY8PoTxD9u2M4LJYElsQNNfH+xDZtTsI2O9XKlCYn4h/56Y3JQsrtQ8dQosV0Gvnj0bFD16+OOrxi/5xyvSLxvDNzn/oCoqhiyaVEXb9+8DM0xlQKGSYeoVApHn0JpaMIw04UzRNObeepdwzKfv8wzisYLWKmC4sxiKHC6J6GVh39OKgb8cgW1vK1h3qOLkfIa7bQjWjYIhtH5lTtD19EB7K18RbExIQkKOVAbNl8yhaArxmYIeOgBURZG4DA0gJcRE90NR9CRUpJL5M7JfuG7GRIH003iMsNFVJbHCOvlUNxib+1s80/GPsw6iP/vsswH/nnnmmW/iHC9oeE0ODH0mLMp1y9Mhjw8ehDtTegxDvWSjnlo8RaIVBwCtFULwSCoHIQ6ikyCU3WPjNwWZxizoFSRTTHWVgeKY7sx5oIcOIKC5aJYxGyoZ0WSTBtFFuugivWmxxmPbsEBcQu5EXkezvbIcA+0tQU9JlRcF9Qwu0+dmMPRxZai0/DsClmExtKoarIVMOopMoyAjEAAuu03YHKhUyJm9UPJ+Z50JHhfpd6MlwCxuCxrMRGMyOyIHapbly8rZmHy0WoDjzWQhkhWrR178ODQzA7B8opAJ/+p0B5gEIYhOtR+XBNHLuKSBqngSwOnIB+q7rRXSShKZQoG8BSThyHg8qNoT2NcAIEmwMLG+8leNcLcMjvl7hTB+wVh9LFbyXLMwJSiL1YfRpFzaqwd4Q+/UidFQceakvmATpddDnpAoCcRlGnNAd5/mnw+v+mIYFu8caOKf3z47fdTzPJdgIzLAygizjeIMF7M5WQgP40FnrJxn2ovZRemTY3k5poajXWC85MfJnD6Xl1GrPbgbXs/YFvmyKI00ib2xHp72ULnqdwGO/e0C400jJwkTWfDtzmhSLh11Jti4oHxyfiTUenLPSapIcnJ5RjbAMdFNZ0C5SUBpuB5695ADnx4ja0StUoZrpgSXeTvXYGPy+Md0dyUoiuKNgTttHbC4hqRB9GoyrmVMjeMreOqPdoEdFoTThBmQOomsW6wD/Wg7XYpgkCfoobtUSLZZ1tSE9NHPU3g6rYLBs5KGdlnaqG1KN6+Hx0n6Yv6iZVBqiBQIy7J8EF2moBGbISTCJHroY5ByYVkWX53ZCACgKRrLJlwypu9zvoGiaWgvImx01umUXCcfsmYmIDKZ7P37Wy2oG4GRmphXiIzpcwAAdrMJJ7787OzPRSVD+K0ToVmYAnDVuqzdA9tXjRh46Sgcxzr9xo4Qxj8YmxtDH1UCnO+HenYiVHnBK5/F1cAFFy2XJJdtZidMHOEwOjXMTxLxeBiZ+xMYCgoArFwN6KRxsAsZk2ImozqJgpcCIgeqRO8Ic2r94f0ASNJaNZlLgrsZOI77S7JdyDjrIPrvf//7EV/3er245ZZb/t8nFIIA1uXF4IeVfIZeKdbyDIKyzUL2fOLF/hO/L4hO0ZSgh+71wsGxrWVR0ZBPSAMAVPSdhpclrBBxsIruEJjcrMjsb7yDSSzhH/s03eW0AgVRJDDRbm1Dr50E18WSNuIgZbBAHEVRKLh4Bf+87OsvMRp0l2RAxjGKvb12WNbUhBYK3wHYtjTBzen60WHKoIZmPlTv3cEzOLJnL4RSq5W8L77fUiZG849HMhU93VsKlqtrLYwqBtVZBorry0xCCb48JTCnLy9OGrcMuIvy4qDgAiBfn+6EN0HMRD8ukZjyBdFpjQaqiaRPuxsb4O0jY15Eog5aAwl+dNQOwOOSMt4mXiRUkpRt2TCqtqMyNxKaeZyWnJfF0EeVIX308xwsw2Lo02pBB31COLQXj14K2t/ajO4GEkCLSctEVLJ/GzGDOpNLnnoHB+HtIJtSZU4uKIriWZ16RRjitHFBNZW/Ot3B+xpMSjGiONk41q96biBTgI0iySeqrw7wOJEVISSj6lytkKekAADcdbVgOWa/SqtAKjfm2YdcPBNJqdUiY9osAIDTMoQzJ4XKk9GgKoyBepZIH/2jylD5+HkOd/MgrJuHVZAY1UFaAC6HHfVHyKZRpdUhfcpMv2PEMkziqggfA442GCCLjUWtKAFGqkjEpqLSvvvqzjq4OE3vm2ZMQIQ2sF77uIDaADac9E2qpxJgWT9ddEVqKigVYRj6ro0mTMkTdqwDTl5OUow8kaRL1Z7tfu/7ncr0eCiLBH30wY8rwbrHrsUcwrkHy7KwfFkvmHYvSBm12stls6Fs83oARHZp8mXX8O+ZOm18ois+ywi5yJjUvn8//1gzZ86o51baewrtFlKpOSN+FqI10aO0OH+hvVjoe7Yd/n2PpinMvEaQbjq6vgHuEches2+6A7SMkFdObFiLwe6zr+6iZBR0S9MQ8fA0qEpiAW5bwpidsKythenl43BW9Ibk184TsF6G7ItEVWG65cGJHh6Xiycx0XI58hYslrwvlhRKzI0Ay7J8wpaKjECHiuyhJ7jIZ7LhyX4SiBcyCqIK4dUoUZ8AhA01Q84l+Xta5TAmkP1sR00FLH2kwkszS2QwerAdrDfU93w46yD6Sy+9hNdff13ymtfrxU033YSTJ0/+r87rggfLssR9nmNG0RFq6FcG148CAFNHG5pLySYyLCYOaVOmS94f7LFhkDNvicswQKkhE56rphqshXyWeto0/nPKRHroYu1wsRwKk3geBdHjhXOlRIkAsaSLz6BQFhEBBVda7qysAGMjmc+oJD00nDlVe/UAvMOMjfIXLIGc20RU7t4GpzU4u41SyBB+Uz5fMuM63Qfbjub/6vuFMD7gONkN+x7OLIwGwm7IA60PvkFmWVaSdCledrnfMeIEWGJeBN/OJ1lCabVQ5pONutjLoDimBHS7EFxiEqbgy1JByuXycSjl4kOYWoF52WQD0zPkxHFrtCDL1HYcibokRKpJYqu8twwMVyEjqSTxXR+K4pNgXjfjt5k3JiQhtZgE6Yd6utB0/Mio56ddmgZ5KmHxM4MuDH5QETI7O49h39kMdy1XKqpTkLE5iIeBDxImqygg5IPb6UXTSZKgVWrkSOHuQ4kcRHY2hlyD6LaRYHsWp6kcKBDndHvxt61C0O7Bi4Vg9HiGT9KFYr2g+mp481QAqDXVCOaEDgc8LcJc6Es8AEDdYWGDnjtPpKk8SgXJcOhWpPNarMyAI5TEPo/BWFxSHfQFyVDmjl5B0nBkP89szZq9ADKFQvK+x+1F4wlS3alQyTCBMz309vfD28P16ewcUBTlz0Tnqi0AaQKsunMQHx8mOtBapQw/mDu+K0h88MlJUU4zMNgmTYCZakHJ5VBkkoCbp7mZl4fIEiUe6kaQTkqbPAMqHemHDUf3w+UIziynKAr6q7Mgiyb66N4OKwnIhnDewHmsC54mIptHR6ihmTt6Jcax9avh5PZiOfMuklRaB5Jy8ZoG4DpdDgBQ5uZBHh3ctBQANjWu5x+vSPtuSrn4oJ4xExTH5rft3sUnrsVIzI1EajGXxB50oXSL/x7VGJ+IIm7f4nW7sOe91/2OGStkEWqEXZcL4wOTBYkXAN5uG4Y+rIT51ZNw1Q2EgunjGCzLwrqhAe5G0scpvQJhN+UHlSMGiCyi00KIIZkz5vpJq4l9wRJzI+Ht7QEzQNbs7nRhDEn1BdEN47vC69uGSqbCxKgiVKZSoMAigmOju+1eJOZxBAKWRd2hPQAAWbQWimzSBxmTE67TPefkvMcjzjqIvnHjRjzxxBNYtWoVAMDtduP666/H6dOnsWPH2PQoQxgdtq1n4CwlNyqllCH8tgLQGsUorYBSURCucMmlfpqsLacF+ZHkiQKjWsxkVYlNRUXGhMUiJrovAM3KlH4lquMZrCjgL2bTF0eX8I9Le07yj/lAnMcD5ylyLSia4lk1HpcXnXUmyWeodHrkzSeZU4/Tgcpdo5usyKI0CLshj8+623c0h8pmzlO4GkywrBVJMF2aCUW6IUgLgtbyk7z8T0LuRERPkBqKDvXaYebMhWPTw3kpCE9LC7zdZIOvLpkMipMxkfTdYUH0dv1E1HWT5M7k1AgkR0oZ7+MNyycKmfCvK7vBcCbB1FAbKEsXimPIc4t7CI1morsXUI5JrIt+WirHBABFy6/gH5duXjfquVEyGuE354PmzJc8LUMY+qw6FIg7D+GqHRASmBSX/AobnR3KMF7U7NtJmtE0sofJMAHAmdIevvIhfUosZAqy/HJLTEXzJHromcZsgGUFY0JdLKAV7t839jTgTB8JKExLi8TcrPODLceIdNGp7gpJEL3eVAtlrr8kBACkFETxif8zp3rhdpLrmVI0GRqDEQDQdOIIHNwGbCyg5DTZ2PkIBZV9sO9tPfsvFcI5BZFPqxIqSNIM0C5OG1NbsXRX3ggJsJbyPrgd5F5LK4mBXMkRHsQJsNw8MCyDehMxBU/UJUGn0IEWBdF9ySO3l8FTa0t9sX7ctzALMWHB2fLjBVJPg0o/JjoAof+yLFx15LUJxTFQcESRphM98AxjjcsUCmTNmg8A8DidaDi8H6OBVskRdnM+wI2lzmNdcBwLeRucD/CanRJTWP2VWaAUwUMSgz1dOLXpcwCEoTrtqhsl70uCayJTUfuBAwAXbNXMHp2FPuQaxEYuiK6WabAoZfEoLc5v0CoVz85nBgbgLB1ZTmnG1VmgOUJB2bZmWPod/sesvAVaI7n2TccPo/6wvzzM2UCeoIfhe4Uw3FXMk1UAwNNmweDb5Rh8swzu5pCM4niEfW+bINUkoxB+SwFkhuCVJizLovRrIYE1nEzGMizvZ6VQyRCXYZBIqplSjPzjVJ8eeljS/+drfCcxKWYyTnO66FH9glykQivM77UHdvOP+YprALa9baHkFYezDqJPnToVa9euxT333IMvvvgC1157Laqrq7Fjxw7Ex8eP/g9CGBX2g+2w7+K0tClAf33uqGaEAOAYGkTlLmJKKFeqUDDMlBAYJgchkiURm+/5gk8sy/JMdIPSgFTO/AvOIVB9ZGHMxk48L0xFfWAj0sGqyEQsDqKPJAkBDAvEiSRdUkQJiJaRAnHLhEDcqa/WwesZvURcmRsJrajMyfJ5DVzV/UFahDDe4OmwYOjDCkH7bVo81DMTRmlFcFykIVgsCuT60CLyMkgepe8yLMPr+0epo5GoSwLVRu5fVq7BvkGBibMwZ/xrxRFJFzLhby7vAJMoJPro9mOSBF9p70kAgGryFL6ET9x3E/MieFmd5vI+v8XAhOKpMMQTZn5bRSl6GutGPT86TInwWwv4zbyrrBfWTQ2hhcZ5BO+AA0Orq4TS8iVpUGYax9S2raIMln5S+phaPBVag387sRxElsjx3ikyRFLm5qJ2YJgxobUblI30fXHwuazVhFd3kXlYTlN4+vKJ41aSaTjEiXe6pwJx2jjoFaS6RMxEB6TXR6agkc4ZOnpcXpw5RYgGtEyGnDmLAACM14O6g3vO6nxkEWqEXZ/LJ7FtW5rgGkFyIoTxC9vWM3A3CIy38BvzxlRBMtTbjbYKYmBmiEtAXFae3zHiqocsUTWEOMGjzM1Fh7UdNg9JdPu0wilfAoxWgI0ir726sw7lbeRc06N1uGPO+cFCB/zNRTMNgsxDPR9EF66h7xrJlTJMmMQZKds9aCn3XzdLJF32jq2iRB6ng/4qIZBvWV8X8jYY5/D02GB+/RRYB2cmOikWyuyIUVoBBz5+G1438byYtPxKGOKEtbXXzaCzjrBRteFKRCQIe2apHvroQfQv6tfC7iGVEJdlXAmdYvT99/kO7SLBB8K2a+eIxxhitchfQFi9XjeDo+v8Kz+UWi3m3XY3/3zLv/6MxmOH/t/np0g3wHBPMcJvK4BM5AvnbjTD/PopmN8th6dt7MnzEL5ZOE52wyaSVdNfnQ1F6ui+Wx01FehtIvdVbEa233zc12aBY4iMAQk5EZDJaYmpaHu8EI/ymYoiPBREH47JsVNQmULBQwNR/UKiv7dFhpg0osDQ3VALUyepWFdkGCFLJJVi3nYLL1V7oeOsg+gAsGjRIrz33nu47rrr0NTUhF27diEuLm70hiGMCsfRTlhFJYm6yzKhEjEng6H06y9FZitLodZLHc7dTi86OC0prVGFiEQyEbEsyweZ6PBwKLPJgrRlqBkmJzm+MLoYNEVuF6rzFCgu0uBjhJ43oGgwvLloBzBEsqSR6igk64nWY2Xfabi9ZJCWBtGFYGVSfiQfiGsp7/X7mMikFKROIoE+S18Pag/sGtPpaeYmCUFXBhj8qBKuuoHgjUIYF/B0WWF+qwwsx1hT5ERAd0XWmAJb3Q21aC0/CQAIj0tAxvTZfseIN52SILpYD30auV8bzQ2wuMmCsihmEih7P2hTEwCAjZ+Ew83CYnNG+ujl7ucaBo0CszMJy7Zz0IFGlcjgrP2YpJKkjGPgy8LD+WCcq7oKzBD5ziqtAnGc4dRQrx3mbpvksyiaxqQVV/HPj63/dEznKE8KQ/iNefys6jjQDtuWplAg/TwA6ya6jayNLLoVuZHQzB97CahYQmS4fiMA2AadaKsi47g+Us3ff4AoEEdRUGZnS0xFsyJGNhW1uTx49JMTcHPJujvnZSB3nBoDj4ThTHSKonhz0W5bF1zpwqZHzNQHpAkIsSyEVFP57CRdAECZEwnNolTyhAWGVlXBy+l4hjC+4azohX03RzyhgfCb8sdUQQIA1ft28izVvPmL/eZrh8XFEyW0BiXiRcG+4Uz0OnECLCIH8LoEwkl0DiBTYNDuxlv7SLWUnKbwp+tLoFJIK0bHM4Yz0cNVBsRpSZ+sM9WCZVlpJYnoGgXquz7EZeWJEthlGOrtHtM5qUtioZ7BrZs9LAY/rABjG5vBcAjfLtwtgzD/+xQYMxlb6Qg1dJeOnkRqryrnk6OacAOmXi1loXc1muFxERm9pPxIvh+zLMvroVMqlaTSeiR4GA8+qfqAf35T3q1j/GbnN7QLFvKkE9uuwKoCky9Jg0pHqmDrj3ahi0tcipE1az4yZ84DAHjdbmx66beo3vv/VyqgKArKvCgYH5iMsBtyQUdp+PfcNQMwvXISg++fhrs1FEw/l3BW9sGyRhj3tYsnQD15bDHCUxs/5x8XL7vCbz5ulZDJyN5VnMyuixHG/RTOZJ4NH79ypecKxTElcClp1CUCKtcg9EOkArevZQhpU+fxx1Vz/iQURUErYqPbd7Z8uyc8TjGmIPrKlSv9/t5++23ExMTAaDTi3nvv5V8P4b+H/XAHLF8IpdyahSnQzBpb53c7HHwJDEXTKLn0Gr9j2qv7ef3u1MJofnByNzaC6SeMZ1XJZFAysqAvG6ap7APdfpx/zIpM/s4XsIliY0KxLjoJrrsYF6oHiAatPD4e8iQycDhLT4F1kVJhcSBusEeQ2RBj6lU38I+Pr1sNlhldJ5miKOguy4SykCvL9zAYfL8CrpoQI308w9NugfnNMj4IJ08JG7OWMgAcFwVqJ1+20k+GSZwA0xlViErW8+/xLGuFAsrCIgACGxsgMkziPsskTcWRJq6/y2kUJhnH9iXPMZYVCBvwjf3CuEi1HUVeVAHkNCdjI/ru6qncholl4TghXIPUQkH2YiRGXP7CJbw8RP3hfRhoH5u8gzIvSsKKs+9uhe3rUCB9PINlWVi+qOXZi3Qk0eIczQTYB5fdJjElTJs8w++YhmPdvLxP5rQ4/n+zXi/cnNyBPCUFtFY3TM4lS6Kp7GNwf3DwDFoGyJwzKcWIBxefH1roPMKThYqwbjLXZopkIRo1Q6B0JMkvZqIDxMtFH0WkL9qr+mHjgjHREzIQlZoGAOiqq4apow1nC+1Fqbz2I2t1Y+jDCrDDzIdDGF/wdFlh+Uwkn7Y8HYq00eXTANL3xQmwnHkX+R3TcFzcd+NBi8YFfvNO01BkZvqbivbVgmK4knJOD33N8RbYuHvq+mkpKDpP5l8f2KhssBRZn1Bcgs8n6WJxD6HT2iGpJBEHOBJyI3hj79bTfXBYpIFuiqKQ5/M3YNmzCrzpLs2APJkQhxiTE0Orq8F6Q94k4wnOqj7JOlmWoIPx3kmgdaP4BTEM9r73b/75zOtvh0orZYeLpVySRFIu7oYGeLtIwkY1ZSpodXDZpF2t29FpI+SquYnzkRZ+/lSJ/H8gi4qCqph4g7lra+FuG3n+VGkVmHKZcE0Oran1ky6kKApLH3gc2XOIrB3LMNj6yoso3bwe/wtQNAVVcSwiHpoK/TXZoEUSIa6qfphfPYmBl4/Duu0MPB2W0Pr7W4Szso/zJSHP1TMToFmUMqa2po42NBw7CADQGiN5eS8xmssE0qJPmpNP1MoVqNQLSZ0kD5ln2RAT3Q9hynDkROShLM1f0kUdNhEUR5qt2rOdj10pC2N4DxJ3o5nXur+QMaYgusFgGPFv+fLlyMzMlLwWwtmDZVnYdjTDuq6OLyXXzE2CdsmEMf+P0s3reCOG7NkLEB7jn/VrFjGmUwrFchAiJutUIUsv1gYvEskl0B2igFzi+RdEF5+zOLgoThSUjiDpwjqdcJ4WBhrxNWw57c9GT8ydiIRcwhwcaG9F3Ri14SiaQtj1uVD6KhC4QLrj1NhYOSF8u3A3mmH+TylYK9kQypP0CP9+ISjl2Nhlvc2NvG6gxmDk9fTFECfAUkQJME9PN2+8pyoqBs0Z2or7bnHMZNBtgkFmn6EI7SZSqlqSEgHlKCYv4wWL84Ug+vZ2OdgwEkinO05ARSuQH0kCjGcGm2BymgAEriQZre/KlSqUXHI1ecKyOPbFJ2M+T/XUeOiuyOSf2/e0wvJ5bcjRfJzCvrMFzpPc2KqgEX5LAWhOH3ssqD8sNSWUK/0DAoHkINzNzWAdRFdU0FQmQfREXRL0Cr3UmDA2HxaHG2/sIdVqNAX87ppiKGTnRx/mQVF8UJEabAEcZsLc5VA3WMcH4rwdHfAOCpqnFE0hcxpZ37AsYcP5IDYYrdojGL2O+bS4uZc2knHU027B0Kchf4PxCm+/HYNvl4PltPGVRdFQzxn7hrmrropPtiTlF424bg7Ud1m3G656IvWlSEsHrVZLqkiyjTnD+m4BvAyLDw6e4V+7bVbamM913ECuBhtJ5jeqtwZgPBJPgzpTLWQGA2TxhBnuqqnmg1g0TSFzGrmGjJdFwwi+PznzpBUlYw2A8d4GHEvWXTvABdJDfXc8wH64A0MfVABuso5VZBhguKt4TBUjlbu3ooeTeIhKTUP+oqV+x7SLTEUTRWbCYikX7dx5CAaGZfCfstf45zfn3TbquX2XoF0oJBHtASRdACBvbiKMnFxOT9OgZA72QSaXY+kPH0Phkkv51/a8+xoOf/bB/yyoTckoqKfGI+KRadBdkcn7EgGAt9MK+45mmP55AgN/OQrLxga4m8yhufwbhLOsB0MfVfJypqqSWOguyxyzzOCJjWv5qrBJK670M/i2DTrRc4asBSMSdAiL1oB1ueBuJLIxyowMNNvbAQCxlBJq7n+FgugjY2rcNJSlkb1DdG85/3pXvQcpxcQ/0NLXg7ZK8h5FU9AsFBIith1ncKFjTDuvt956a8x/IZwdWC8Dy+d1sG0TbkbN/GRoV6SPeeBxWi04wekpUxSNacPK3ABixuBjXMoUNBJFbtdOUXBJHHTyMTppikZBVCH/OsUFnlm5BmyMv37keAcjYs9TgYLoPQJDXS0q/xNrK4vZrOLsqBjTrhbY6IdWvzcmbXSAmBWG3ZgH5UTuMxgWltXVsO1qCWXVxxEcp7phfruM38TLU8MRfkcRaPXYg3CHVr/PP55yxXUjBuHE95ckARao73JBdAWtQF5kPq+HDgCnWEHDdMqE0XUoxwsidEqkRZOFe1XnIDxcP6acg6B6a1A0gqSLSpQUFGvHG+K0CIsmjKTOOjOcI5R+Fy6+FCpOEqt63070tTSN+Vw1MxOhuzKL11h2HuvC4AenwTjH1v9D+ObBODwYWlMjmXvDrsuFPP7s9E8rdmzmH4+UABvosKKvhSS4o1PDYBT9f7GWozInB+2WNl5TOSuCsDt5U1GQwPPqYy0w28n9esWkJGTGSmXbzhdIJF16KiWBuFpTTUBJCEAazBQHOXPmXgSKJsva6r3bx1T9NRy0VoHw2yeC4kwQXRV9ML9ZCu+Av4laCOcOrpp+mF4/BWaIMxJN0iPs6pyz8gU4vV3ou7kj9F1ztw09TWTTHpmkR2SSUAHmbmwEOH1m373qqyJRyVRIDkv1k2Kq6DDzFSRzMqPP277rk3ShvE5Q/fXSBBiXSPBdE9ZigUfEag3Ud30Ij4lFUgFhxJo729FZW+V3TCDIjCqE35QHyMk94CrvxeB75fAOhmSZzhVYloX16yYJSUxVHIPw7xWOaZ3sstlwcNW7/PN5t93rV6lpH3Khl5PwiEzWQyMKpkr10OcG/ayvmjbw1ST5kQWYEe8vq/hdhmaBYIhu27M74HG0jMbMlcI+4si6et7kWwyKprHgjh9iqsgA9siaj7D77VfAMP+7Ci9KTkMzMxERj06H/upsviLFB2bAAcf+NpjfKEX/Hw9haE0NnJV9YN2hKrP/FewH2zG0qgo+t2zVpFjoV+aMuaLT0t+Lqt1bAQAKtQYTL17hd0xzWS8/hqQWk9iIq74O4OIqVHYGBpwkmZbCCuFNNmxsvmQXGqbETUdtIuBQAOFDZ6B0k7VOW1U/smcLCbWqPVv5x6riWNCRZO/sbjBf8HLD5xl96bsFxubG4Dun4RS5yWuXp0O3fOwBdAA4uXEtnDYrACB33kWISPQvneltGYJ9kGw2knIjIRexZH3BJUqthmoiYU5bXEOoNxGWTbYxVzBWsfWBNpGgAxs/CaDHHiwcNzCkgNWSAZjuOM5nPjMNWdDJyfcs7TnFB6tVAcxFDXFahMeQ0pbOerNfaSoApBRNQWIeSUCYO9v5SWIsoOQkkK4W6UjatjTBsqYWrDtUpnouwTIsrFubYFldzWfdFTkRMNxReFYs1s66ajQdJ6Y7uogoFC6+1O8YlmF5TVa/BJjEVJQEjAcc/WgeIn00L7IAKloBup0zFdXF4MiAEAg430rJCxNJtZPLw6A7XEjs0W1HMUlSSXISACCPjoF8AqnocZaXgeFYvxRFIbWImJyxDIvWEcyBlVotpl55PXnCsji46r2zOlfNjASE3ZgHcJI+7poBmF8/BW9/KBh3ruFqMMH08nE4RUxI7fI0qCZGB2nlj97mRnTWEjmSqJQ0xGXl+h0TiMkKDDcmzJPqoRtzAMYLqocEkdiIdEChxYlmYdF657yMszrf8QSJuWj3aYmcS91AbUBJCAAwxukQM4HIwfS3WdDfRqR4dMYIpBaT5Bph0JT9V+cmj9Mh7KZ8QvUH4GkahOnl43Ac6wwlsc8xWKcXlnW1GHz3NFhuzSWL1SL8e4V84mMscFotvMayUqtD1ix/lqqk704f1neH6aE7PHa0cLqiGYZMyGn5MCmmfNR0Clq9C3PHv6F3IDCcNwNAJF2yI4S+6gtCqvLz+ddclcJ1ECcjepoG/TxJAKmvxNmsmQFAkW5E+C0FwrxbZ4LpH8fhLA1Vcn7bYD0MLKurBb8CAJp5ydBflwtqjBWQRz//GHazCQCQMX0OkicW+x3TXj3AB9fEUi6sywXHUVKFKYuOhiI726+tDy6vC6+eepl//uDkR88bo+7/FZS5uZDFknHJcfgQv14eCcn5UTyhx2ZyonTLyKxUiqIw64bbMe/2e/jXyrduxNf/+BNvEvu/AiWnoZ4WD+P9JYj42QzorsiEIsMoiXSxVjecx7sw9EEF+n53EIMfVMBxrBOM1fU/PZcLBayXhWVDPfHy8yXJpsZDf+3YA+gAcOLLz8BwwfCipZdBpdP7HSMmk00o5kyqq4Qkqy1NqCRL4kxFWZkKUJ8/ZLFvE1Nip4KR0Tg9gQIFFjHdhHzm9TCQq7N5yaz6Q/vgtJI1NiWjoL1YUMmwfd10QVd3jGkWmzJlCgYGxp5tmDdvHtoC6GmFQODpsMD0yknB4VZGIeyGXGjPwswMACx9vTjJGTHQMjmmr7x5xOPOnOrhH/syeADg6ezkWSKqomJQCpLBL+8rA8uNiMUxIimX9vNbygUAQFFgEknAkbIPgBogpUAyWobCaLJA67F3o9NKdPEUaWmgI8liwXHiOFivl/s3FFKLyLUkgU5/NjpFUZh14/f554c/+xAuh33sp0pT0F2ZJZH2cZ7ogvk/pfCaQ+yacwHG7sHQR5USYw31tHiE3zpxzBIuAGHo7P/gP/zzadfcNCILvbtpUEiA5Q1LgPmY6DQNdQkpvyod5mVA9deDchDtMiZpOsraBR2ziUnnlwRXUbKRf1xGCew3qu2IpJLklLiSxJcEc7vhLCvlX58gGgfPlI5cSVK09DLoIkjfbzp+6KyDcqrCGBjuKATFJVa8XTaYXj1xwWfvzxVYtxeWjQ0YfKsMDGcaSSll0F+TDe38sek2inF62yb+8cTFl/htulmGRT1noEfRFDKmSuUixMElEkQX9NCzjNmgTE2gPGS+8LE/a7s4g1w5jazzlMkKDA/EVUCn0PHm3nWmWihyhP7tqvZnowZitOYOk4P4b6HMjoDhB0W8tAvr9MKythaD71fw7OcQvl24m8wY+OdxOES/tyI7AoY7i0DrFEFa+qN63w54XGQMyJ13ERQqqVYyy7C8+SVFARnTpH3XWVnJP1bm5qLB3ACGJeQGX1UF3UOOYZVhYA2pqOkSgujZ53HflZiLdlcgNWwCFDS5/j5zVeVEIcntLC+XtB+NjZ45fS4UakJQqd67HabOs9tPKnMiEf69ibxUCGv3YGhVNQY/rgwZjn5LYGxumN8ug7OU23tSgO7yTOhWpI85uGbqaMOpr9YBAGQKBebecueIx7VXi/TQRVIujpMnwdrJ/KmZMzdoUPzDqnfRYSVSELMS5mJ6/MwxneN3CRRFQTN/AQAiX+o4cjjo8TOvyQbNJavKtjVjqD/w3nbSiquw5IePgeY81+oP78P6Pz7DEwD/15CFq6CZmQjDnUWI/Pks6K/NgbIgClCIwl5uBq7KPljW1qL/D4dgfuu/S7pfqGAsLgy+XQbHgXb+Nc2CFOivzjqrALp1oJ+vCpOrVCN6+rkcHrRXkX2TNlyJ6BQyf4qD6L1Jwpya7OSSs/o43jA3BCnClOHIjczDiQxyfaJFfmKtFSbeI8bjcqJm/y7+PVVxDGRcRa2n3QJXuRBfvNAwpiD6yZMncerUKZSWlo7p7+TJk3A6QwG+kcCyLBzHOmF67RQYrjyY0ilguLMIquKzZ6YcXPUOvxEoWnoZwmPjRzyuiQuiUxT4wC8glTgQ66GLg1DFIpkEql04nkkK7nI+nuELogOBJV1814CiKKinkIQBa7HAVSuwBSdMiuEfBwrEJeTkI33qLACAzdSPEyITybGAoihoF6USViu3APC0DsH0z+Nw1YaCcd8mPO0WmF45AVclx1ymAO2KdOiuyhqziagPdYf2oqOGBNEiEpORv9Bf5xGQJsDE95t3cJBnwylzc0HrSea+dFjfpVoFPXRvwlSc5oLosWEqxIUHN1kab/Ax0QFgtyUZLGd+QrcdRbQmBol6on1X0VcOD0M2yxI5JtF4F5dhgIoLvLRW9ME7QnWHXKnCjOtu5Z/vff+Nsy5DVaQbYbh3Em/Iwto8GHynHLbtZy7oDP63DXfLIEz/PAHH/jaeMSNPC4fxx1OgnjryvBkMQ309vPGdXKVG7lx/U8KO2gFYuWB9ckEkNCL9V5Zl4TxNgku00Qh5YiJqB4ZrKovkIGIK4HR7caaPbDozY/WQncVGZbxheCAOALI4WQiH146eRB2/+RnORAeAjKmx/Eat/kgnGK4vpU+dBaWPQXN4/1klrYdDkW6A8cdToJoiBFDd1f0Y+PsxOEu7Q6z0bwms2wvrpgaY/1MKxlfJo6ChuyKTBEv1o+sqi2Ezm3B83Wr++Uil410NZlj6yGcl5kVCZ1RJ3hcnwFT5BdIqkogcwGEGZSbMdDY2H6AoPgEGANlx/ky78wXiKhKquwJyWo4MA5F3ODPUBIfHAZU4iH5aGkTPnBbHxzXqj3T6zYMKtRpFSy8DAHjdbux557Wz7mvKzAgYH5wCpUh20VXeS/pulX/lWQj/O3j77DC/fgoeTgoJChphtxRAMysxeMNh2Pv+v8F4CaO05NKVI+5vWZblTUVlChpxmcIacaxSLg3merxe+i8ARL70xyUPn9V5fpeg5YLoAGAPIukCkGrsgoWE+Od1Mziytj7o8bnzLsKljz4NOefd1FZZhrW/fgLWgW+2P9JaBdST4xB+SwGifjEL4bcVQDU1HpRelHhlyb46hLHBVTuAgZePC+aSMgr6a7KhW5Z21hUcR9Z+BK+bEBMKF18KTbg/uav1dB/vCzZhUgy/9nNVC8ns5jghpJlsJ2MPqz9/K76+DUyNm4GTXBA9wlQLOUv2K81lvcidL8QkKnZs5udgiqagW5bGv2fd3ATWdWFKI41ZzmXx4sUoKSkZ05/d/t9vWr7LYOxuDH1SBcvaWoAbDOSJehh/WALFhLNnhHbVV/ObeJVOj2nX3DTicaZOK8xdJCsXm2GQbOTF8iTiYJPYmHBSzGT+MS0KorOJ528QnRUlAHxSF8Bwc9GT/GNxgsF5XAi6x6YboOYm4rbKPngCDCRzbvkBaBlho/4fe2cdHtW1tfHfGYu7uyckhODu7nVvqXsLLfVbl1tvKRRqt0ZLWwpVKri7JMEJEWIkJCEuk2TsnO+PMxkhmYTQ9n6ll/d58jyZmb2PzJy999rvWutd+3//iYbK9oVYuoJTrwC87+htjYwzk3FNq/KRjBfkXf5KSKJEy45S6j46YNnECy4qPGf1xHVEeLeNBoOulV1LrTUkhl13G0pVexkYSZKsDjCFYKfDrzuw3yJF5NzPVg/dPhLdtqjoKY9eNLaaU+ZsorrPFySHerYpLJBZpkcyR7MKlcdA12hx+OlMOrJr5AgF23nNduwqlAoizemoBp2JUznWaCZb9Bg1Hv8oWTajqvAEx7d2P7pVFeCK1119ULdJ8UjQvLGY+s8OY6q74HD+KyEZRLRrCmQpnSqzbaIScJsag9etaSh9u+9IMhkNrHn3NQxmgjZpxFg0rq7t2nUm5WIqL0M0Z/g59UxFEAQLEeekdCLCI8q+MGFQT05UNrVJTp7XkawAuPggechOL+H0UZAkEmwLFLYWoTZLMRlyc5DOqCfi7K6xppM36C3RiCqNhoQhIwEw6lo5sefsCno7gsJZhcdliXhcn2LZdLdFtjYuzUJsuhCV/leizfnVssPG+RXpic/9/XAZHNrttVcUTax7/y20tfLzEpnWH7+I6HbtcveWWf4/c+xKkoT+uLx5VwYGovT3t3OAxXsnIFRaN/dtWRe5p2WSxttVjb+7PSl/PkHyiUYySzy2OfraajiIkkhB/QlU5u8FQH/smB0J7urlRKhZdqOxupWK/HrORP9LrsbdTw4aKD6UeU7rrsJVjec1yXhclWTJBpOaDDR+dYzG77MRWy5Epf/ZMBQ3UPfRActaK7ir8botDadkvy562qMwcy9FB+S9mbuvv1Va7wzUVzRbHNVBcV52mZp2JPqQjvXNjaKRl3Y9i8EcdHFdjxtJ8j3/an39WXAZMhRU8jrXvHVLl86rvlNjLHvggv2nKesisCuqzwAufvIVnN1lObbq4kK+f+4RakqK/4Sr7xqCWommhx8elybg+9hgvO7qjcuocJSB7e23C2gPUWek6dc8Gr44YpFTU3ho8Lql1zkFo9SVlVrqCqmdXeg384oO2xXaBJNF9zFLcUoSOnMkujIomGKl9dkLM+vdS+7dv6b/JQwOHsppH4FTvqCQTPhXyEF4hlYTLY2eBMbJNnlVUT4VJ6w2jjrBB3WCvJ8V63U0byv571/83wBnRaIXFBSQn59PQUHBWf3l5+cTFRXV9YH/h6DPrqHu3Uz0R6zRys4Dg/G6ozdK7+5v4kXRxJbPP7C8HnjZdTi7d7yptotkTQuw+8xCoiuVOPXpA4BJNHGkSpY98HcJINjNXJRBklCYCxRKLr5I3tHdvu6/C2yLi9o6BlL9eiGYqwHakpG2JKWt40GhsEq6GPUiJVkdE3HewWGkTZ4JgMmgZ/tXH5/TdatC3fG+ty9q25TFHaXUfbAfQ+kFL/pfAVNNC/WfHUK7Kt+if64Kk38HTaJvF707Ruav39NYJWt0RqT2JarPgA7b1Z7S0mjejATHWx02cIYDzOzk0Zv0HKuWo77C3MPxd/G3kOiSoCDTGG3p0+s8k3IBcNWoLBIWuacbMQSbZZkkEUXZfvtMkjZd9IgIlAHyvNd6YL9Fjgkg0mY+LDzQcUqaQqFkxA23W17vXvYFrWZ9uO5A4aLC84aesjSTmfcxFtZTtzDjgtbyXwTDyQbq3s+kZVuJlYALc8f73n64DA/vVsqpLXYu/ZyKPDk62iMgyE6yy3JunYmC/fIzpXFR2TnAwF7iQJPSkxZjs42mcjxKhbJdYULbSNbEoPOcRMdaXFTQ1UNDaQfFRWUyQ9LrMRQVtuuf4EAWoseoCZb/s/+ApIstnJL98Jnd3z6y9Vi1HNl68EJU+p8NyWBCuzq/nfPLdXIMXrenofRzOafj7vvxW0qOHADA1duHcXc92K6NUW+iIFNen9VOynZ2s7G0FLFBjnTT9JC1v3PrrNkSid5J7cZubbOeykaZ7EsI9Di/9ZYFBVKAPDYVdYWgb7JzgLXpordJuogN9RhL7DfZtmPX1mHRBo2zCyNvvNPyeuviD6guLjyny3VKC8R7dj87u1l34DR172aiy7oQlf5nofXgaeo/PYTULDs8lYGueN/VB3V499Yqo17PNps90rDrbkXt3PE+ufS4jZSLjR66qabGki2iSephceiciYX73+FItbzfjfSI5q60+7p1rf80KNzdLfsJY0kJhvzOo8s1Lir6z7TWZtn9fa4lK8wRguOTuPz5N/EIkDO8mqor+fGFRzl1/Ein/f5sCAoBdYQnbpNi8JnTH+97+3bd6X8Y+pwa6hZm0rrHOl+rE3zwvq8v6uhz20/u/PZzSwH4vjMu6zAK3ag3cfKIPE87uaoIjveW3y8tRWqS92KapCRKm6yyX2HmoAvJ7UIkemfoG9gPtUJtkXQJqrDyCvkZFXZZekfW/Wb5XxAE3KbFWuoGtWw7ibGyfX2TfzrOikSPiorq9p9SefbawP9kiE16Gpcfp2HJUYuOpuCswuOaHrhfnICgPutkADsc27SWygK58KdveJQl9bEjFBxwIAdRV4shTz6GJjkFRVsKdH0ezUZ5MPQO6GMx9oXaAoQW2WARwwac3zpTrr6IPvLCL5QdBJP827hrPIg3FzjLrcum2SB/D5qkJARzpGFrZobdhjm6j3WSbtt4dYQBl16Dq7fsuStI303hgX0O23YGhasaz+tT5AnMLCFiqmim/sMDNK3MR9QZuzjCBZwNJJNI89aT1C7MtKalIhdG8rqjN0qfc5NCqSs/xf7ffgBAoVQy4sY7HW6oCw9Yn6f2DjAbKSZztHV2bRZ6UX6Wewf0Bb3WEikmBaSwv8L6bKSeZ0VF25BmjqA3iRLFbtaUcaFkr13WzCE7OSb5+5G0Wjt95fBkX9TmYnRFBysRTR1ndISlpBE3WC4819JQz57lX57TtQsKWZrJ67Y0FF5naC1/fgRT1f+eEfJXQNKb5R/+cxBTpZmAUwq4TojC684+qP5A1FHurq0cMuu0KlQqpsx5AucOiiAVHay0ZCZF9w2wi5AD0B2zkYPo2ZMTdXmWOiSJ5kJ9lrGrckbyibVEsgIk/ANIdDtJl8pjlvsGWVvZrriojfZlGyJ6+qNxlSNMCw9Uom+R57eg+CS8Q+Qo99Ksw+dMvp0JhZs5svWaHgjm80rNRhq/y6bx62OYGi5klfwZMBTWy9Hn20vPcH71xXXkuTu/ig6kk/7ztwAIgoJJ9z2Km3f7omPFh6swtJrHbp8AyxrRBjspl5QUJEmyaIEHuATi7exjn0USkEJexT9r7Io2Y1eoPG7vADN/F51JukT1tn6vBZmnO8zijB0wlBTzJt6o17FqwSvnrKGs9HTC84YU3C9LRHCWzys26mn8+hiNy49f0Er/A5BECe36Qpq+y7YEmqjjvM/ZTj6w8icaKmSiLjQ5lXhzZlFHcESit+zeZcnUdBk2rMO+v+Wv4Jvjsi2nFFQ8N/QlnFXnl8ThXwHXMWMs/zdv2tRl+8ShofiFyzZQTWkTOTtPddEDvEPCuPz5t/CPjgNA16zll9eeIddc7Pn/A+fqmP2nw1TXSsPSLBq+PGqpJYRagduMc5NTa0PxoUwK0ncDskO799RLOmxXklVjWR8i0wJQKGXe7Mx1+JSZRFcLSgJMFyLRzwbOKhf6BPYjM75N0iUbDTKHUHy4ipj+w3EyB+jm7t5GS4M1a0wV4IrLMNnOxijR9HPu/5xE6bkxuBfQJSSjSPP2EmrfSbcWVsHstbu/H06pAZ307hza2hp2fbvY8nr0zfdYinWciYbKZqpPysa7f4QHnv7WRaJ1v23xPQd66DaklJ0eemjHkbPnE6Qw+R4Ekw6hwmrgt0WzipJoiVAQVCpL4UZTZSXGk9aikqFJPmjMqaInj1RhNHQs6eLk6sYwm8I4Wxd/iKGT6uedQVAIuAwLw/uevihD3Mw3BK07S6mbn0Hr/or/ucnsz4IkSbLHfVEmzWsLwayVrfB2wvPWXnJhJNW5TZ2SJLHls/csVel7T7kY37COCxpKkkR+m1NGsHfWiK2tlkhWdXS0JcrmoI0MU5p/HxSnMhHMxc7EsP4cKqmzfJ56Hkaig70MTbopzvK/ojSdOK943FTyeDhUedDi7LIUF8Xe+aDSKC2SELpmI6dyHKeijrj+dlTm4nNHNqyiPLc9qXe2UEebtZb7Wn9TQ34dtQsz0a4uQGy94Ag7V+jz66hdlGkv/9BGwI2J7HbtAlvUlJ5k0ycLLa9HzrqTwNiEDtvm2kTrJAwOaX+dNqSSU89US/QmmAsTGpoRavIB5KhPhfIfGIlu4wSrOEKoexguKtlGyanLRpNkQ6J3UFxUqVZYirWaDKLF6SgIAiljJ1vabfx4AaKp43X5XOCUGoDPnDOi0o/XUPfuhaySPwJJZ6Lptzy5cHqVjfNrYrTZ+eV2zsduOF3OuvffshBrQ66+kbCUtA7b5u6xkWHqaOwetykq2iOZ0y0V1OvlzWVbEIZ9JHqKXVHRf8LYlWwKAysqjpDgYyPF1CZLlWIl2vVnFBdVaZREm9c/Q6vJYU2hkbPuJMBMtNWXn2LDR++c8/iSHepBeM/ub5VWA3SHKqldkIHucOWFsdtNiDojjcuO07LZuidyGhAsk2su7SUKu0Jj1WkyViwHQFAoGHXj3Q6DTESTSHluHQDOHmp8Q63O7JZdOy3/d6SHvrF4Pf/e/bzl9aMD/mWXyfi/DNfR1vouzZs2dtleoRAYcqV1/Kf/mo/uLJxSbt4+XPr0q0SmyZnhJoOBtQtfJ33F8gvj8G8ASWdCu6GI2gUZ6I9a52d1jBc+s/vhMqT7cmptMBkMbF/yH8vrodfcjMa5YydGQaZV/ja2n3XPZBuIou6RTJlWJtFD1J5WctPt3Lm2/xUMDh7KsUgBrRMoJJGASln21GQQKclqIMVcr000Gjlqlt5pg+u4SBRmR6mxqIHWPV070P5JuECi/8mQTBKt+yuonZ9O8+oCJJ28cRNcVLhflojnjT1Rev8xLcRtX3yI3hyNkTRiLKHJqQ7b2kZGx/SzT2tpTT8LPXSboqJtUi5gryl+vkIMsxJrtpIutoVUbb8LJxtHg62UhlKlICpN3kwbdCZLkZuOkDhsDGHJvQBorKxgz/dLzvn6AVTBbnjf3UeWiDATu2KjnqYfcuQCmNk1F4yRbsBwsoGGzw7T8OVRawSrAM5DQ+UiVbHef+j4x7duoOSoLBPk7hfgsI4ByFIubbUMgmK97Aqb6Q4dAqNspDo5GLtpAb0RSvda7y1kIFllckR9lJ8b3q7nFj3w/43eNiT6tmovJBd5M6wo3YtSUJDqLxMjlS2nKdPKC7rtd2Q7dgFibIjsgv2OM0nc/fwZdPl18gtJYuPH71qcIecChYsKj8uT8JzV01LnAJNEy/YSaufto2VHCZIDh9wFtIfYYqTp51waPjtsLT6oEnCdZCbggs6dgAPQNzez6p2X7XTQe46f2mFbbW2rxSHj4e9MUKy9w0qSJHTHZJJN4euLMjiY3FqrHESCTyJCZRaC2QvQRjbnVsipqx7OqvOuKHBHOLO4qEJQWEjIU02lGOIjLZ93FIkOkDDYRhbChvzsNXEGPqGyg/J0fi77f//xT712hbtGjkq/NhnBXKBYarVmlRgrzi1i9n8V+hy5YGvr7jKr8yvCA+/7+uE6OuIPOb/kKOZX0ZlluGL6D6HvjMs7bNvcoKPULPHh5uNEiDl13Ba2m3dNSop9QWCfJJAkSyS65BEGLj7k2WaRnO/1DLAn0YXKY/g6++HnLNvBubXZSJKEU680S8aqdsP6draoIzkmW6g0GqY88C+czNk+Bem7yfz1+z907UovJzxn9TRHpZszSrRyzaoLGSVnD0NRPfUfHrASbAK4TY3B/eJ4BOW50Qs7vvoEo17+/ntNmoFfZLTDtqcLGjCY99hhPXwtGSqSJNGyUybRBScnO/sPYNepHTy5/VFMkhyscHnC1VyeeNU5Xe8/EerISNTxcqFg3aGDmKo6dnDZIjjO2+LQ1mkNZP5ecFbn0ri4Mu3hZ0kebS1iuGf5l6xZ8CpNNV2f9wL+fEhGkZZdpdS8s4+WTcWWQDLBTS3zWLf2Qun7x6L201cso/aULPEVnNCDpOFjO2xn1JsoPmyVcglNsjo/bSPR9fERtBhl2zxUYb02ya1jGacLsGJIyDBMSoH9cWZJl5PWWhJ5e8pJnTDNso4fXvsbJqN13ytolLhfag0k0q4pwFj+v2P7XiDR/yRIRpHW9HJqF6TT9EOONeVFkL3yPg/2x7lf0B/WQczbs50T+2TjwMXTixE33NFp+/xOSHRdZns5CLAW1HRSOtkVWLEtUCiex0VF22BHopdY782uuKgNKWkfzWpPxEXbEHH5GY6LhgqCwJjb7keplgnMg6t/oTw3y2H7s4GgVOA6JhKf2f3Q2GoClmlpWHKU+g8PoDtWdSEy3QEkScJQUEf94sPUf3TQWm0ceRPvdXcf3KfHoXDqflSNLZpqqtjx9SeW12NuvQ+Ni2NZiXw773uQ3WetmbZ66AMs99H2vLqp3Yn1ird7rvM0yejNBWjTws/PKHSA+EB3XNRy5s3BknrEsIEACM3VCLX59rro5qwaTUICCk+5kNGZckzhKX4WqY2iA5WWCvAdofeUiy1RcbWlxaSvWPaH70eT5IvPnP64jI4AlXkT2GxEu6qAmrf30by95IJEUyeQDOa1d346relWIkYV6SkTcKP+GAEH8tja8J/51JXJRr9fZDSjb73P4Xqet6/cQgTGDwpp1053+BBiXR1gU1S01j4SXWEjByEFptCsN3KqXt4kxAW4n9+aymZI/olIgjz2hCqZJE/wtkafF6jrUPjKmSKt+/cjdpC5FRDliVeQPI+W59VZakioNBrG3TnHYvzv+W4Jp7L+fM1Vp57++DzQH6c+9lkldQszqf/ssBzdarhQ+LsjSJKEobCe+s9lx7VYb5MqPjUWrzt6/yHppbZzbPnsfaoKZW1fr6AQxt891+H4ObGvoi1YnfiBwe2kY0SdTi7qDSi8vFCFhNqT6N6J0FAq6/wjFwQGOFFpraMRG9he/ul8g2gXiS47BBPMckz1+npOt1Sg9PPDefAQAIwni9EdOGB3jOB4b9zNhZ1Ls6otBSLPhGdgMBPufdg6lpcv4eTh/R22PVu0RaX7PNAfTYq16KX+eA2176SjXZ1/gUzvAJIkoc+tpe6Tg9R/fMgSbCI4KfG8PkWuNXKOa1PxoQzr/tbLm0GXXddpezspFxu9e0NBAaYK2RZw7j8AhZN94NoHB9+1EOjTYy/i0QH/Oqfr/SfDdcw4+R9JonnrlrPqM+iSOFQamVbK2lZKTenZ1Q5SqlSMvWMOg6+cZXnvxL6dLJl7O1sXf0BT9QUy/b8BSW+iZVcptfP2of0931I4FIWA89BQfB4c8KfwWJWF+WT+8p18aKVStqUVHdORJ49WW6RcovpYpVzsAlG8valwt+6RQrHWDpNcL5DoXSHRpwf+LgHsS5B/V6+GfNyU8rx+KqcWhdqb2AFyYebmuhpydtjPB5pYb5yHhsovjBKNy49bAoj/6bhAov9BiM0GmrecpPbtfTT9nGuNgMMs3XJPXzwuSUDh9sejPrV1tWz57H3L6xGz7sTZw9Nh+7pyrWURC4jyxMNG70ts1lomIHVcHEof2btX1VJp0ZVK8UtFpTBPRsZWhHJZ2kT0SwSX9jqS5xukoF5IStm4so3YDXMPx9dZNsgOVx1CNMthOPVKQ9DIv2Nrur2eeVgPX5zMGqnFh6swdEJ6eYeE2UW0rv9gHnpzdOMfgdLPBc8beuJ5cypKm7RGY2kTjd9kUfduBi17y5A60J78X4RkEtEdOk39Rwep//Qwhrw6y2cKX2c8rkrC687eqMP+eNSYJEls+nihJRIuYdhoh8VE29rnZ7RJE8iayrawyyIxk+intKVUt8rGZi//NJSCAoX5uZacvdnTaN1kpNlEc59vUCkV9AyVnQCldS00BViLBAsl++xI9MNVctS/oFTi1FduJ9bU2BVLUmmUluLAumZjp5kkCqWScXc+YJHPylixnPK8bIftzxaCRonbxGh85gzAKS3AUnhUajLQvLqA2jf3ol1TgMkByfC/BkmSMJQ20vRrHjWv75G1+LSywS9olLjNiMPr9jRUAX+MgGtD5i/fkW/e3Gtc3Zj64FOonTqOBJckyV4OYlB7TUbtb79a/nebOEnuU5cLQKBrEF5OXnaaylJgT4qqrdEdMf7nPwkHgFKD5GuuTVKdC6LJQsQB5NTl4Dp6NABSSzOtu3e1O4QgCPYRrfus331wQjL9L5IjDCVRZPXC19DW/vmFBBWuajyuSJIlDLyshI0hv47GZcepeWMPTb/mYSxtvJAZBpgadDRvOUndggzqPzmE4USd5TN1rBc+9/fDZXjYOWuf2+LI+pUcNxeXVTk5MfXBp3By7TgrRZIkcnd3LsPUsmUzYqMcVe46egyCINgVFY33SURRaQ2MaMu2KKiUx6+vmwaf8zQLzA6ufkge8vcjVB4FSSLRRtKlzbHgPvMiy3tNv66wO4SgECzzoyTBifSOo9EBovsMZOCl15rbiqxZ9AYNpx23P1soPDR4XGuuc9BWuN0g0rK9lNo391L/5RF0RyqROnGu/y9AEiV0R6uo/+AADV8csasTpAx2w/vevmh6+HVyhM5hMhjY+sVHltfDr73Vkn3gCLYkeqhNAJHtOuE8ZKhdn3JtOVk18tqa4J3IM4NfRKm4UMPtTLiOtUYGN3633FL8sTO4+TjTe1I0ID8v277J6rLIaBsEQWDAJVcz7eFnLMFFotHI4XW/s+Sh29n86SIaKh0HqF3AucNU14p2bQE1b+5F+3s+YoPe8pmmpz8+c/rLgWTnIM90Jgy6Vta994ZFXq/fRVfhHxnjsP2JdJtgsr7WYDJTRQVijTz+NckplDVb1+0Q22fO9dznpP8VCILA8NCRHIgTMCjl7WdQmaxVjwQn9pbTd/qllvYHVv7Yzo51mxSDMli2q0ynm2n8Ked/wtbtNol+8803s3Xr1j/l5Fu3bmXmzJmEhsq6Sj///LPd55Ik8fzzzxMaGoqLiwtjxozh6NGjHR/MBj/88AMpKSk4OTmRkpLCTz/9dE7XV+UghUmSJAwljTT+mEPNm3tpXldoKRoK0Ogjoro2Dq+bUlGFnt1mV6fTsW3rFrZu2UxrB9FWkiiy6eMFtDbJhkvcoOEkDB0FQFNTE5s2bmDnjh0YjVby1jY9MnbAGZGs+/eDeRKrCgomIz3dHMl60NLGVtZEKD+EIMokRZuWeGlpKevWruHYWfwmZ+JEXh6mhmJEXX3Xjc+A2FLNurVrOHWqe9pLkiSRvm8fG9avo6amRt7Ah/QBQFFbAM3y5loQBMu9NxkaKajPx2g0smvfPloi5PRyY0kJxjLrpK1UKSyyEEa9SNFB67PT2trKls2b2L5tK3q9/Jz0mXYpQXHmqJ2KMnZ8/WmH11xfX8/GDevZs3s34lkYMQCaeB+87+6DOC2UFjdrH1NVC9pf8qh5cy9Nq/KtmqMdoLi4mE0b15/V+c43mBp0NG8sovbtfTQuz8ZYYk2z1jmL6Eb6ypGFaYFn5XGXJImDBw6wft1aKio6NvKOrF9J8SE588PV25dRN90NgCiK7Nm9mw3r11FnjkwFOU21LaIyJNEHV08rMSMZ9JZIOKOPDztzc2hpaTlDyqUPQm0+gvmZFsMGcqjEuulJCnBh86aNbN++zW7OOBvU1tayYf06RG1FtxdJyaDF1FDM4UOHut23sKCAdWvXkJebS+8Ib8v7x1W22TJ7SfXrhWBmodvms6xjxzjpaXU42johAOIGWudHWxJOkiQyMzJYv26tZT3wj4ql/8VXy5+LIus/eLtDJ5jJZGLXzp1s3LCexsbGdp93BKWvMx5X9cD1jlQagiRLoUmp1UTLthJq5+2lYekx9CdqHWaWNDY2sm3L5rM6398VJgf61WKjnubtJdQtyqT+gwO07ilDstGPbw5V4jXHrNV4lgRcSUkJ69auIctGosEWxYcy2P2dWXZLEJh47yN4Bcnk0Ym8PNatXUNBfr6lfVVRo1WGKc7Lrg4JgGQw0LRqpXw/KjWNab2paC6nySA/IwnmAn2CDREnBqRQUGUl0dWt8hisrXWs4d8RjEYjO7Zvx9RYgmTqnhSRJBoxNZbYrWNni87WMcnfXETV2IpQX2xHoufWZaPvZ3U2ajdu6PD4cYOCLY6n3D1llrmlqKiIBk9/fGPkdNOW+jpWL3jNLh3VEbKPH2fd2jUUFRWd9X1qEn3xnt2PujQNOhfrfUotRlr3lFH3wQG51sb2EjubsQ2iKJK+79wKjv9d0NDQsU0nGUR0hyup/+IItWa72dYG0btIOF0Ug+ctvc66wJtWq2XTxg3s2L69w3Xs1PEjdrqr4+6YY5GHqKmpYcP6daTv22d5XqpLmqgtk8dZYIw1w8EWTb/+Yvm/MlWW5mvLIlEr1ER7RiPUWucDyS+RhhYDlU2yAzTUQ8W6tWs4kZd3Vvdoi2NHj2JqKEbSn12Ep+UaJAmx+TTr162lurp7TiSTycTOHTvYtHEDTU32522LRhdaaqGxrF1x0dbWVg44OyOqZXJau3o10hlzh62TMXePtZ5AY2MjGzesZ9fOnZb1YOCl1xDdV8480zU1svKdlzHo2u+XKisrWb9uLZkZGWdlZwiCYKlzYEz1QBTMfSQw5NTS+O1x2VnbhSMs/8SJDt8/X1BcVNjuPcko0ppRTt27GTQuzcJ4yvoMKPxcqBvoQkZCFZWG7u3lRFFk3969lnVs/28/UF8u7+lCklJIHNGxvAOAwWBg84atVJqJfO8QNzu5wxYbEv3MoqLr862avqPDxnWLQK+rq2PD+nXs3bPnrPdjbSgvL2f9urWILVXdtn1FXQOmhmJyc3K6bnwGjmdlsW7tGoqLi7vVT5PaC1NYOCBnzjX9fHY8Sq/xkZZ5s6qokYxVud06b1hqX+KvvAX/3gMtNYhEo5GjG1fz9cN3mjMCSzvs64gLORvU1NSw5Sz03//O6M5zJRlEyrblcGLeZmre3kfL1hKkFut3pkn2w/vevnhem4zSv/16nH/iBOvWrun2nLd9yccWGRev0AgGXOxYRknXbOCkWSrKxVNDcKI3Genp8n7MpuaBU2ovi3QnQKjBusa0RaIbjUaH61hXaG1tZeuWzYhNpUhi94IQJZMeU+NJdu/a5XBf4wht69j+zMxuzxnFxcWsW7uG41lnp3QwPGwULU4CB2LNki751oLCObvLCIrvQXBCMgA1JcUU7t9r119QK/C4KgnR7GfRH6miZctJzhaiKLJ3z552XMjZwGAwsMvmefhvotskemNjI5MmTSIhIYFXXnmF0tKOJ7OzgVarpXfv3ixatKjDz9944w3mzZvHokWL2LdvH8HBwUycOLFTQmLXrl1cffXVzJo1i4MHDzJr1iyuuuoq9uzZ0+3r653ag8cemWt58EWtnpZdpdS9t1+WyMissGhFSUhsPrmPi5bcTcoTY4gbnsQ78946q/P88P13xEVHMGn8GCZPGEtsVDjfLv3Grs2BVT9TdEAmfly8vBl9670IgsB7C98lOiKUaZMnMH7MCJISYtm0cQOSKFnIIEEhENffnkRv2WsdAC98v5wRQwfSN60nm7KsxGmvgN6W/xUl1va6oL7cfuvNJMRGctH0KfTvk8roEcM4ebLrAVNbW8vFM6aRmpyAIf9X9Flfoc//HcnYdYSlpG9Al/M9+uxvuWj6FBJiIrn7jtvQ6brue2D/fnql9GDksEHMmDqJ6IgQnnvmKUy2ki6lHUu6LNv6DYlxMUwYO5LP9uy2vH+mpEvcQOtmoC2i5puvlhATGcaUieOYOG40cTGR/PzTjyiUSibc+xAqc5rhsY2r7aqSS5LEW2++TkxkGNOnTGTMyKGkJCWwc8cOuoLJZOLRRx4kbkIyic+O4cbvHuNQtdWQkVqMtO4opXZ+OnWfHKQ1s8IiF6HVapl1/bX0iI/mmis71gw9X3DJRdMpL5d/B8koojtaRcNXR+UN/MZiO297UXM5s395kR4vjSdhZi+uv/6as1po83JzGTKoP0MG9mXmtMnERYfz4Jz77Ay4ysJ8OxmXsXfMxtndgz27d5OanMSYkUOZMXUSMZFhvP7qy0iSZEfkxg+0j2TVHTmKZHa0rSwsZMqk8cREhvHdtm8tbdL8eyPYSLmI4YM4WCITbkokpg9OZuqk8UwcO4q46EjWrF7V5b1KksRLLzxHdHgIM6ZOQp/7Pfrj3yA2O9YRt/QVTRhObkJ39AsM+b8yqH9vhg8ZZEc+OkJDQwNXXnYJyYmxXDR9Cr1SEvn9S2txx23NkUiCvJQpSvbirvEgzlvWc8ytzWbshBH0692T+xa9a+mjtRnHAOHJvjibo9CKD1ehbzVy9MgR+vfpxfAhA5g5bTKxUWH86/FHEEWR/hdfRWCcTBjUl59i6+fv2xk5W7dspkdCHONGD2f6lIlER4Sy4J15Xd4rwHfLl5EwOImeD41m3Cc38lP2euumXgT90WoaPj9C7TvpNG8qxlRrJREWLphPdEQoV1x28Vmd6++K/n3S2LJZNuIkg4juSCX1S45S8+YemlcXYDKT1AAGycgPx9Zy6Vf3kvTAcAaOHsCRw4e7PEdrayu33XITSXFRXDR9Cv1692TcmJGUlJRY2tSVn2LtwjcsxQgHXXYd0X0HUl1dzUUzppKanMBF06eQkhTHFZddTH19PTk2BUUTh7SPZC388QdEM/m9uqaaxNQePPTv2ZbP48ya4EKdTN5KGg9wC7BEsgIseuVJeR0LD+GF5545KwN77ZrVxEVHMmHsSAwnVqA7uhhj1dnJmxirs9AdXYzhxAp5HYuO4JcVP3fZT5Ik3njtFaLCQyzrWHJiPLt3WUmONhIdQKjKtmiiA6w/sJa066+m2UxYlP74A7kdbArcfZwJNRcKbKxqpfBIOddfezXJCTFcPHMas+e/T4tJ/o7Kc7PYvuSTdsdoQ0VFBZMnjqdPr2Qumj6F5IQYbrjuGrTarnUec7KzGTJiIL2uH0LC82O59ruHOWwotNQrATBVNNO8uoCaN/dQv+SoHOVqENm1cycpSQlMnzKhy/P8ndErOYk3X38VSZLkgJPiBpp+yaXm9T00LjuOIbfWInUEsK/sCHN+fYkeL44ncUZvvl7y5Vmd5z8ffmCxfSeMHUlCXDTr1loJsqbqKlYveM0S8dZ76iUkDB2NJEm88NwzxEaFMWPqJEYOG0Tv1GT2Z2Z2WQy4paKcRvO8VGEwMPCmGxgxcjDFjfJYjfaMQaVQWwoCA4g+MeRXWW2JXat+4KLpU8xzx1Q5oKMLnDx5ktEjhtG/TyqG/F/RHfsSfdEGJLFrokhsqUaf/S36nO+YOW0yMRGhPPWvx8+KBNy8aSMJsdGMHzOCaZMnEBUezKJ3F1g+tysuevqonQNsw6G18r5mxlRWmuUYxIZ6mndstzuHV6ArgeaaEXVlWqpLmpj/zttER4QyfcpExo0eTnJiHNu2bkFQKJhwz8N4Bcup49XFBWz6eKFl/hNFkScee5i46HBmTpvM8CED6N837awCfVpaWrjtnluJu6k/gxZdxjs7Pqey1eqktHOELcykeZvVEVZVVcWMaZMZOqifo8OfFxjYrzdXX3kZDQ0NiK1GmreXyFnWP+XaObyUIW60jPXlomX30uuKgcycMZn4mAjuv/cuDGdRJyYjPZ20nj0YNXwwM6ZOon+POHb/8DUgFxMdffO9DgNYVq9aSUJcNM/OfsnyXp3RumZLRiMte+X9vsLHB02i9Zn84vPPeP27f1tev37Ha/xukxXmCJIk8erLL1ls39EjhpCSlMDes+AVjEYjD9x/L/HREcycNhl99jL0Od8h6uq6Pq9Jj75gNfqsJRjyfyWtZxJTJ02gsrKyy77l5eVMHDeGvmkpXDR9Cj3io5l1/bU0Nzd32Tf7+HEGDezHHbutxNTJl17AUNv1XLV7z07eX/GM5fWhVSUseubLs7JRfvrxB2KjI5g2Yxo3P/U8b6zdjnNsMmpzwUnRZOL4lvV88+g9rFn4OlXFVt31D95bRExkmB0XsmH9ui7PKUkSzz79JDGRoVx1xaVdtv87Y9iQgRw8QzLLFqLWgO7Qaeq+PUbpc5tQr6nAq0aJxWeoAKc+gXjf3w/P61M6DAKtq6vjsktm0rNHPBdNn0LPHvFcevGMswro2PHzdxwzF6bUG408/fk33HPPnQ45nMIDlYhG+eI8IxX075PKiKEDmTltMu/Nuc/Szik11Z5Eb5WfcUlQgIsPGzest1vHosNDeH/RQs4GS7/5muiIUCZPGIs+72d0x77AVHd2DnDj6Ux0Rz/HcOIXxo4aRo+EOLZv39ZlP5PJxGOPzCU2MpSZ0yYzbHB/BvTtfVaEeHNzMzfNup4e8dFcNH0KfdNSmDh+DGU2QZ8dYVDwEFSCip3J8rzr0lqNrlJeNxsqWyjPq7OrI5P+07d2Y/pEXh4jZozitm+fsF7L+iK0B7rOFtu3dy+9UpIYPWKIzIVEhPLKv188qzlj5e+/ER8bxSUzOq5P9VdDkM4h3r66upqvvvqKxYsXc+TIESZMmMBtt93GxRdfjFqt7voAHV2IIPDTTz9xySWXAPLEFhoayoMPPsjjjz8OyNHaQUFBvP7669x1110dHufqq6+moaGBVauspNCUKVPw8fFh6dKlZ3UtDQ0NeHl50f/Kuzjx21Lee/RtxkcNkeUezoj+E5yVGBLcmPzoFWh9vRl03YM4e3hzdM0yDv2+hMVLvuHqa651eK6M9HRGjxhC9KDx9Lv8TgRBwf6fPiFvxyo2bN7O0GHDKM/N4qeXnrBsBmY+/gKRaf1Z8fNPXHPlZfScfA29pl2HvlnLvqULqMw5yMbfM8hcLg+a8BQ/Jt/b2/6840bje1omv+bf9gLlzU3s/vItvG8U0UTLv+Hay7fgY5Y1Uf9wI8osORXzpZrpPP/+9yiCh6DwjEZqrUIq30lCTATp+w+icKBtBTBz+hQ2b96GEDwMhXsIYtMpDKXbUbiFoImd7rCfJInos78F0YQqbASCsx9iQwFi+W7uufc+3po332Hf+vp6khPjaNSrEIKGIGjcMdVkY6pIZ8Xrd3BRs6xrbBz+MMaxzwJw8PR+bl93o9x/RwPsDWfQtbNJrD7FrF8+BqB20CD6ffaF9RpFiWXP7URbq0MQIHamkmkzxpIwcjp9LrkNyWQi4/sPKMrYwo5d++jdpw/HNq1h0yfyZK52duGql+fjHRzGN18t4bZbbqT3zJtImXQVrQ017Pl6Pg0nczl8LJvg4PYSAW14+aUXeOXllxh4zWzih0+lvqyIXYtfp7d3GF8//gHGrBownjHs1Qo0PXz5ZMu3vLp0Af2vf5CgHn1ZPvcS6uvr8bSJ4v27o238evkEceXgSbxy69Poj1bbRawCIIA6yZenv3uDb3etZOgt/yIoMY2Sg7vY9cUbXHzRRXyx5GuH59Hr9fRK6UGTCYbe/DjeoTHk71rL3m8W8OjjT/DcCy+ha9by/bMPWSIn0ibPZOSNd1FZWUnPHgm4h8Yw+PqHcPXx59j67znw82d88OGnqLLj0TUbUaoVXPfqCDTO1jS67JdeQLNMJsx/HnkJB3sO4cCKzzGMOoxrrCsCAhuv3IH3xhdRpctReI1X/UivL2WyVXcqh8rfP0YZ0BtEI6bT+1C0lJGeeYjEpCQc4aMP3ufBOfehDOyH0i8ZSa/FWLYTSdeAU/L1CCrHhQ4NpTswVR1CFTIUhVcsUmsNUvlOIkP9OXjkGCqV4zTBq664lJUrVyMED0PpEYaoLUdoOEbInXLq7+AYP5aaHkZx+giSoED3SDGvHniHH/Nkzb2KD+vpP+pRAqITmbvwYZxFE00aDakZB+w2ajuXZZO1Tf6dBl0Rw8wbR2BycmfojY/hGRxO7tbf2bdsES++/CqPPPo4deWlLH/qQUuhybF3zCFlzCROnjxJ79Rk/GJ7MvC6B3By9+ToqqUcXvUNS75ZxhVXOo682Ld3L2NGDiVmyET6X34nAJk/fEzj4XTWvvMzfmVKq06hDVRRnmSZSrjy8RsIGT2NpDEX88PjV5+3Yzc0pT/RLfDVcx+jKWhtP3aRNc+3Vu7n9lfvp8elt5A4cjoNp0vZ/cWbCK0NHDuei5ub42Kis++7my8WL2bITY8S1X80VflZ7Fr8GpEhgezZl4mhtYUfnn+EmhI5gitmwBCmPvAkgkLB9KmT2L0vg2E3P05Icj9Kj+xl5+LXmTR+AjNiH0DfNnZfGYHGJgXWaDSytHcqI8zP3bKL72J9ZTm5VYsJvFyWbHph2CtMi5qG02tBCKIBMTAV/Z07eODrvazJkjfPp9d+j6nVgKnmOKaKDN5ZsIi7770PR8jNyaF/316IziEogwaCQoWp8hCmmmOoY6ej9Ix22NfUWIrhxM8ofBJRBfYFScRUkQ5NJ9m1N4NeaWkO+y75YjF33n4LyoA+KP1SwNiCWLEHZ6mRo9l5BAYGoji8HM0KubaLYdwLmIY9yKUrplHSdBJRJ+KxbTKP15TS44QsJ/ewTse3R4+j0dhLYuTtK2fLF3I2Qbk+hze/fYShNz9GRO9hVOQeovD7hdw2KAWl+btvG6+2kCSJMaOGk5VzgqG3PE5gQhonD+xg9xdvctlll/HZYscEr06nIzUliWZRybCbH8crNJoTO1ezd+m7PPev55gz7XZaMyswnmwfBCI5KViW+TvLytIJmnoFv//7rvN27KZOuZa6nZv44ukP6UEYYnX7LB2FtxP1oRLTHroSIS6B/lfeg0Kp4sCKz8jZ8itrN2xm5KjRDs+18vffuPySmaRMvJK06TdgaG1m37eLqDieQXrmIaKjIvnppSc4nS8HD4T37M3Mx19EoVTy/qKFPDx3Dv2vuIukMRejra5g95K3MNVV8eqNy9FpjShVCq59ZThOrvb7mcVXXcFoswzirv7j+SEqhb2/vEHwo7Lk24TISbw68m3U316JMm8tAK0PZPNDjoGnfpKf3/rMzbSUViA2lSGV72T0qBH8tmoNjiCKIgP79SEnvxghaBiCiz9iQyHGUztR+iWjDnf8PUkmPbqsrxFULqjChiNoPBBrczBWpPPKa28w96FHHPYtKiqiT2oyRo0/iqBBoNRgqjqMqeoIS5f/wCWXXnbG2H0e3ZD7GbVsMAbRgO6UDun3ePpddjtxxdnMWi2PHd3AQfT4/Au7cx3fXsqOb2VJHE1YM3c+O5Ne064ndcq1tDbVs/eb+dTkH+PQ0eOEh4dTU1LM9889bFl7h157C/1mXM6br7/Kc88+zcCr7ydh5DQaykvY9cUbqAxajmbl4OrqWN7r3rvv4KuvvmLojY8S2X8UlfnH2P3Za1zcexRv3vo8+mPVcKakiwDqeB/mr/6Ejzcvo9eV97L5g2fP27E78o6nKfz5S56/5AEmhw5BarWPnFTHeOEyKgIh2p2+aT2padYz9OYn8I2II3/3OvZ8PZ8HHpzLy6++7vBcNTU19OyRgHNAOINveAg3nwACt3xKuEIm0npPvdhhra/s48cZ2L83oamDuXHMvwjSykFI83+Zy7xP3mDipMm0HjxA2fXyntttylQC35KDFzZt3MCMSyeRvCgFQQFqkze1HygpObiTPfv2k9KzZ4fnBPj800+49+47UAb2RembAsZmxIrduKDlaHYeAQEBDvs+98xTvPnG6yiDB6HwikPS1WIs3QGSiCb5OgTBcSS8vnAtYkMhqrARKD3C5ezP8p0MGtCXDZsdKwJIksSIoYM5dPQ4QvAwBJdAxMZipPJdXHvttXz82WKHfVtbW+mZnIhO4cTQmx7j5v0bSck9AEB2YhJTfvzZYd+ysjJ6pSThHZnItdOeIbrRKoWpCtIy68npFk3rM3Fg/35GDB1I1ICx9L/ibgSFgv0/f0re9pWsXLka1/pKDq3+BV2zvTM7uu9AWv1CueHOO0mZdBVp02+QuZBvF3I6O5P9B48SExvr8JoXLpjPY4/MZcCV9xA7eDzLH7nivB2//tFJSNpajh7Jxh0nTDWtmCqbMZ7SYixtxHS6YwdKDXq+2b+CbZXprNu9vVMO59KLZ7Bl23aG3vwEYT0HcOpYBjs/f41RI4bx8y+/O+x3uuAES5+cjcp87OLkiWSWVLB7yTzuuOMO5s1vT2r/Pj+TcrPM6kebnqLCWM+Qmx7Fwz+ESz57gZ5N8mcRG7fweNZLbC3ZDMDaOgipLUZy9ef4Jevom9YTk1MgiqCB8jpWeQhT9VGWff8TF118icNr3rljBxPGjkThHY8ysB9IEsaKdMT6AjSJV6BwDXTY11Sbg6FoHUr/NJT+qWBsRazYg9pUx5GsHEJDQx32fe2Vf/Pi88+iDBqEwicBSVePVLELf08Nx7LzcHFxnKl35+23sGzZMobc9CiRfUdSmXeEnYtfIyE6ku0793SaXT/0jX6o/PV88q4JjREKQoZSkHQDIGdrj74xhWVPzqHa7Lya8dgLRPXuj8FgIK1nMvU6E8NueZxL3BOZUifbTkZM+N3eF3V0x3XYqqqqSE1OxCUwksGz5PUga8OP7P/pE9774D/cervjuo9Zx44xaEAfwtOG0fviW1jx7M3/9bF7Tprofn5+PPDAA+zfv5+9e/cSHx/PrFmzCA0NZe7cueTmdi99pyMUFBRQXl7OpEnWTY6TkxOjR49m507HYfu7du2y6wMwefLkTvs4wr97XMn+2SsYpUvCkFNrR6Crwj1wvyQB38cG81nuCorqypjyxHuEJPfDJzyWEbf9i6h+I3l3wTudnuOD9xfhGRjGxIfeIiA2Bf+YHkx48A18w2N5b9G7aGtrWDX/Vat+1MwriEyTi3q+u+AdwlMHMerOZ/CNiCc4qTdTHl8IKjVbf7IWDY0fZB+FbtJq8TTLTtQGhKGK70V42lAmPjYPVZi8oEd4RFoIdLAW3hTVbrzynx9RBPRDFZCGwskTpVcsirBxZB07Yoke7Ag52dmsX7sGIWQ4St8kBI0nSt8eqMNGIDYUdirtIjaeRGqtRR01EaVXDAonT1QBvRH8+/LJx//pNGp42dJvqKurQxk5BaVHOAonb9Qhg1H6JPHSp1Zni2ATbd/DLwWVQiY/XOJdmPLEQoISe6PtPxaTUn5fn5Fhdx5BIViilyQJVn+zA/+oBMbPeQ3/6CQC4lKY+PA83H0D+eB9ecFIHjOJxOFjADC0trDy7X+jb25m/vx5RA8Yw/BbHscnLIaQ5P5MeWIReoOBLxd/5vBejUYj7y1aSM8p19L/8jvxCo4gsu8IJj46n42Ht7JGOojvo4NxnRJjn6JlENEfruJG3wl8e/tn9Jx8NZ4Bjif58wEbbvqU53rfgS6jwo6EU3hqcBkTgc/DA8lP0fHJyi8ZedfzJIyYimdgGCkTr2DQ9Q/y/fJvO5UM+u3XXyguKmDiw+8Q1W8UXsER9L30NlKn38D77y1C19rK+g/mWQj0gOg4hl17KwBLvlxMa2srU554j9CeA/AOjWbYjY8QO3gCv32zEV2zfL3RvQPsCHSAUzbRdo2DJuIXlcjo+5/HJUr+PaO9YnHXeKAot0ozFWjiLf8bG6pQRYxF4eKHwi0IVdQUJEHNx//5sNPvc/4781D6JKAOHYrCyRulRxiamGkg6jHVOtYFl0QjpuqjKAP7ogrsY54zolFETCD/RC5r16x22LeoqIhfV/yMEDwUlV+yPGf4JCJ5pVK/cxkPDvXn5UvTEMPNxUUlEcWpTHr697IcI/nqmcQOmYBHcCQVcfL77no91YcO2Z3LNvJw3+rjnC4vY/JjC4noMwyv4EgGXHUPyROv5N0F8xFFEe/gMMbcdr+lz9bFH1Cel83izz5BEhRMeWIRIT364hsex8g7niay97Au14P331uId3AkE+e+hX9MMv4xyUyY+yYGTw9eXv8+vo8OwuOaHqjjvO36GYsaSCjxZM+9PzDh1ifxCXOsMXg+4LsZL7PsqndQZzW1H7ujI/B5sD9ed6Qx56OniBg1jYFX3YtXSBQRvYcx6bF3qawo5/vljou+1tXV8eUXi+l35T30mnodnoFhxA6ZwJj7X+HwwQNs3bKZDR++YyHQfULDmXDXQwgKBVnHjrFx/TqG3/YUiaNn4hEYRo9xlzL0pkcpOFCGvm3s9gmwI9ABNvyyggHmuIUWN0+qB46n98ybCB6cYmkT750ITeVW+TRvWUJsf54cbSdJEpLgYV7HhqD0SeSdeW93+n1+/J8PkQQ1qugpKNyCULj4oYoYg+AajKnyUKd9TVUHEZz9UEdOQOHij8I1EFXUZAS1Kx998F6nfefNexuVdyzqsOEonH1QuIeijJpKc2srX37xuXw/AbaR6HK6eryXHI2ucFKQfPF0TvYbY2mTqm3i11/stZVBnivVzrL94k0YQ66bS8rEK/EIDCN++FTir3+M79Ot97rl8/epOGGfHp+Rns7e3bsYefcLxA+X14Oek65i4HVzWP7tNw7lugB+WfEzJcVFTHp0PpH9RuIVHEG/y+4gder1vPPefJR9/PG+qw/eD/THZVQECk+rE0DQiVzTcyrj7nqekB59O/1O/+4YcsNcPrz2DRKrfe0JdLUCpz6BeN7SC5+HBvLm1k+oVZqY9Mg7BMb1xD86ifGzXyUgOomFNtHOHWHhu/MJTe7H6LufxzcygaBE2fZVOrnyyX8+ZPNn71kIdI+AICbPftxSx+LdBe+QOHomg697AO/QaMJ6DWby44sIcotBp5XHbkQvv3YEularxSXTavMVDZtK9MCx9L/9Nst7kR5RAJZIdEntCu5BlrELIIpuZts3CSFkBBvWryX7+HGH97p1y2aOHT2MImwsSu9Ys+2bhip4AKbqLCST40xMU10eGFtQx0xD6RGBwskbVfAglD49mD9vXqeRXp998h8MJgll1BQUbsEonH1RhY1C5RnBfPN806b3DnJxUZVCTayXbGtogjWMe+Bl/GOSaRwxgxZXmVBTpO9DPMNej+kXiMJcVLuu0ERUn5GMvP0pfMJjCenRl6lPvIeIwOLP5AwS3/BIJtw919J/97dfUHQwg3ffXUDKxCsZcOXdeAVHEtFnGJMfW0BF2Sl+/P47h/daU1PDki+/YMBV95E69Vo8A8OIGzKR0ff/my83LONQaCW+TwzG/eJ4VJE2G3QJDLm13Bd3ObtuXcq9YcMdnuN8wP1RY9lyy5dM8h1oR6Brkv3wuqs3XreloUnwYc3qVZzIy2XC3LeJHjAaz6Bw+lx8C70vupmPPvyAlhbHUpHffLWEpqYmpjy+kLDUQYRKWguBrjUYGXTZ9Q77/uejD3By82TyIwvw18lBGyaVQLOnwmJb2Um52OihL3x3PuHjkzEnLRLoMozJjy7AxdOX/3xorTXWEea/8zZK7zjUocNQOHtb1jFtczNfLfnCYT+dTsf77y1C4dcLVWA/FE5eKD2jUUdPRtI3INYXOuwr6ZsQ6/JQhQ5D5Zditn0TEEJHsnPHNg7sd1xYd++ePWRm7EMIHY3SO16eM/xTEQIHsvSbrzuNZP/5px85VXKSSY8uILLvCPZedg8GtbxWxWUfpyXbsa3/xeefYjCZmPzEIpqHJnA63qY2V4UbGz4+YikSeSY+eH8h7v4hTHpkHgFxZi7kgdfxi4zno48/ZtDl13Pjgs8ZcvVNuHhaCbnC/fsoX7+CB6ZPZMrF1+IbHidzIU8sRKF25pOPP+rwfCDbUu8umE+PsZcw6NrZeAZHOmx7PmDFFe+w9frFGOYdpnZeOg2Lj6D9PR/d/op2BLpW1HPY34lvkzz5z6AQcsYMYef+XWzc4FjG9UReHqtX/s6wW/5Fj7EX4xEYRtKYixh26xOsWbXSodxQS0M9P732tIVAb4gdhLH3JNKmz6LfZXfy+aeftlOYaKhsthDoOOk5emIfkx9fSHivIXgFRZBgkOeMSlFEGRBAmVYOGlUKKgK0csaE5OLLp5/8B5Mk2K9j4aNReYZ3mR383sIFqFz9UEVONNu+AaijJyNoPDBVdZ7tajx9EIVHJOrwkWbbNwRl1FT0egNffN6xfC/IUejvLpiPwi8VVfAA85wRiSJiEuVlp/j5px8d9q2qquKbr79iwNX3kzr5GnkdGzaZ0ff+m8z0fXYZoGfi0MGDFK0vpNVJIDNOXosjK/ZhFOXvuWD/afTNRgZeeo2lz97vv0KSJFb+/huFBSeY+PA8ovqPZn9iMAcDZAenCiX1S45iLOuYo/t6yZdom5uZ8sQiwnoOxDs0mqGzHiJu6CQWdLFf/ujD93Hx9GXyYwsIiE3ptO1fhT9UWLSsrIy1a9eydu1alEol06ZN4+jRo6SkpPDOO53ffFdok2EICrIngIOCgiyfOerX3T46nY6Ghga7P4CoRgMqGy+xwssJl5HheM/ph/fdfXAeEIygUZKbk4N/TDJObvYFCENSBpDXhUMhNzeHwB79UCitm21BoSCoRz/y83JYNf9lmuvkCSE0OZVBV9xg7ZuTQ0jPgXaeJbWLG+GJ/XHRy55xjYuKqDR7L3nTvn2ozH1KY6zed8FXh0ItPxK2eujUlyA0ymSi1rsHrTodCnd7glVwCwGETjXbTpyQU2AU7mF277cdS+qERJd09SAoEFztf1uFeyi61hbKOiE7c3NzULv6IGjsU5ME91DSc0oQPeTzK8r2g1nvyknpRA8feVBqgtSgkd83apypiJA3+EEmE8YznqsEm/T9AGUcQckD7KpOK1VqApP6WhxNgiAw+tb78AmTF+/aUydZ98Fb5OflEdpzoN2xnd298ItK6vQ7rq2tpbammrCeg+ze9w2Pw93HnxN5uSjc1LiOCMf7gf543dkb50EhCK7W5++En+OI4r8jHI1fV2wiPDQKnHoH4HlTKj6PDMJtQjRKb2dyc+XvMizV/vsK6zkQURQpLCjAEU7k5eLq6Y1fVKLd+2E9B9JQX8e2bz6jMFNO93Ryc2fynCdQmjN18nJy8ItKwMXTvkBvaOpAYjytWSNnppRLBgPBZr2wJk9f6v3kjAStWIiglMd0ql8vEE0IFbJUg+gVSX6TlbAxapvt5gxBoUJ0CiA3pxMiXJIoLDiB4HbGuFe7ITh5dz52Dc0gGtqPe9dAFCpNp89zgbkAaLu+bqHUbVtCqLGMcF9XpBAr8SRU55DkY9VJV/pbo8dK41It/1eeYSz6R3ngEyJHLktNTsTHDsArOMKuTVjPgVRWlFukHRKHjSZ1gpxBYzIYWPXOyxTmHMc/JhmNq/18E9xzQJcO5tzcHAKT+1kIH5CLmQb16Edubg6CUoFTagBet/TC5+GBuE6IQhlgdYYd01ejdxDp83eEo7Hro7chdyzkm3nsToxG6e+KVqulouxUu3nSKzgCr6Aw8vIcf9clJ0+i1+najfvQFFne6/i638lPlw1Ojasb0x56Bo05irHtuGGp9ucN7TmIfnFjLK9jz5BQA2jesB5n83qQ22sYonndVwXI96tAQbRnjEXKBUDyjkKSJGr0cj9TSwvYSDEI7qEUFxV0Ks+Ql5uL6BSAoLCxMwQBhXsoYmudw34Akq4OhXvYGXOGEtE5kOxO5gyAghN54HrGnKFyRuXiT5553Et+CUhmQXNFlUwmhmrCLe2bxRIKe/RHNH9v4z29yOvgvCqN0lKXxFnjRq/IIXafh/YcyL6CEpyi5PVbNBpZveBVWhuttSKs68EZv23KQEwmU5frgbuPH74R8Xbvh/YcQF1tjUW2QxXgitukaHweGYTnzak49QlELxo4WltEk//5U7Dd0dgF2K2wrgfqGC/cL0vE94nBeFyRhCbOG0EhkJubS2BSX5QqK1ktKBQEJ/e3/A6OkJOTQ3DKALtnUuXkTEBcKi2FOWRv22h+z4lpDz2Ns4dMfJpMJooKCwg9wz5y9wtieK+ZltdxA9pn+pVnZdHfLL9X5xtMVYjsqHQKttpLkZ7R8trbJsXkEwuCwPFT1lR3o9ZGU9ps+3Y2V7XtIc5cexVuYSCZOtVHl3R1CBoPFE72kVkK9zBOV5R1Snbm5eUiuAQgKG2cPYIAriHktI1d/0TL2BXq5LER4SHbsoJCwCDI9y0qVeSmjQBALUloz1h7nVzVRKbK2rWuag/6pdmnZmtc3fGP6WH3XMQOHMbAy6yFRtcuegNR29Dut/UKicLTP7jT7/hkcTFGg4HQdnO6/DovJweFswrngSF439kbn7kDcBkTgcJGh9tFUJJa1b1aEf9fcDR2U6v0qM0ssyhIOPUPwntOfzyvT0EdYX2G8vJycXJxIyDOnrgI7TkQbVMjpztxNubl5uAbHoOrTwCCUY9fptUh+mP6IdSdRFnm5eUSkJCGZ4sCpTmbtsnficDkfpZnstVGYsW2qGhOTg5efayRoz6qPijVGgISepPTxTqWn9+B7atyQeXqz4lObLqqqiqaGhva268u/qB0QupE0kXSNwBSu722wk0+VudzhvxdtN9rh2EyGSkqLHTY90ReLh5+gZZAjCbvADJHyTInKkGg8vVXOzlvLv7RSTi7e4EgUBXnQWmqF6Ik2ybFR6pYtegAOm37bMqcnByCevTtgAvpT475fjSurvS/6Epmzf+UkTfehbuvv6VthJuG0C2fELZmPu4F6WgUAgHxqZ2uJQaDgZKTRe1syL87HNrNRgFPJwd1+BSgCnOnJcWVq5c+yJMepfwW50GBtwZJEAhO6oNCqep0P9b2zJ05T7bxDW0cjy2Mej2r3nkZY5NMkrf6RlDd/xLL56E9B9La2kKpjYwiyPUx2lAl5uMdHIGHObDP9/RJNDp57Tqo1aLX6yk3y7kEuQahalsTXXzJy8tFcg5AUNrYGYKA5BLc5bjPOn4c0TnI3vYVFAhuIV3W82uzm20hqJxQuAZ0+h3X19dTW1Pdftw7+6B28bSM7Y5QXFSEyWgktAM+A+i0b25uDo2ZjYDAtlT5fpWiEY9m+TcXjRI5u8uIHTDUUlfmdH4u+ft2kpeXi4u7J/4x5n23ILA62p0jgtkxojNRv/gIxg4yIfJyc/CLiMPV274AbGjPgeR3Mse19Q1I6I1S/f9XqL3bpXYNBgO//PILn3/+OWvXriUtLY25c+dy/fXX4+Ehk8jffvst99xzD3Pnzu3iaF3jzNQDSZK6LPbX3T6vvvoqL7zwQrv3W1QCzfpG1uZs5t53/oUmyrvDYmVx8fH8tGIF+uYmO+Kk/HgmsXFxnV5rXFw8qzdtRTSZLMSJJIqczt7PHYNTqMiTB7m7XwCTZz+B0kb2IC4+ntIs+2hog66FKCEIpSBPGPGDglFp7NPFTPutfWxJ9MqGdMsT0cvfRg+91BqhLUQNQ63ZgagtsxvkUnM5IPHI/NU8/mnH+oOiWV9QbDqF0seqeyo2yR5EwclxCobg5AWSiNR8GsHNSk5I2jIQVAy85i07Y98WxsrDGJtqcDJoEdRudn1DwyKQwgdB1s8I+iaE00eRguX09F4BaRypliPX6lqOEuA6GICSmJ6EFsraVC179+BxkVV/2NPfhZBEH8pyavF2CcC5vMHu+RNNRipzDjJ06kRLH42zC9Meeprvn5mLrllLYeZerhnaj41ZGfS5+BZLO522geriHOKuc6xV7uPjg7ePL2VZGcQOsWqr1pYW0FRbRWycdYMvCALqSE/UkZ64TY/ldEYhP73yKetDNET1PH8iWR2N31ZMbDi2jsE3TCZ1xhAETfu0yTjz93HqWAbRA6xp0aeyMlAoFERFRzs8b0xsHM0NddQU5+IbaX2ey7IyGZWSSPYGuXigICiYdP9jlmKEALHx8VR//RWtjXU4e3hb3tfm5tEjWS466uHvTGiSPamiO3wYZ3P0WEl0MpifqwaTdXFM9e8lFxU1yESvFNKb+har0So2lCJJAZZnUhJNiM0VrE/3xGegNbL6TAgaT0RtGfhbiWjJ0Cxv1H0de4EFtQsoVPK497CS0mJzJaJRzzMfbOD5bzrWRhd1snEoNp1C4WSNPhHNUQexsfL8KnlHW89XV0iM100oUCAiUt9yHMzDviTWGqHuUWB/TkEQSBwawp4fZUMwNbA/DRUleAZZCb1TxzLwDwyykwkZMet2akqKOHX8CM11NaRpnPn9ZA76Fi0aF2u7iuP7iTuL9WD99l3t14Oc/YwbNtiurdLHGdcxkbiMjsBU0cynj77FvppSvMakdnTovyUcjV0J2HnyANoIBdc8cTeCU/ux6+rqSkBQMGVZGSSOmmF5v+F0KfWnT1nGdkcICw9HrdFQdiyD4KQ+lvfLjmfSIzgAY6E5MlQQmHjfI3iHWI3htuOWHcsgbthky/sVxzKZEiUXMdO4qgjrYc3kakP8KWsNmZw+cmFwUTKiV8nF/iI8ItEoNfYkulckNVo9RvOabmpqwBZiUxmCxhO/wXMc3q+hpBixuQJJNFqIdEmS5HXcZlx1BEHjhagts1vHJMmEqC1n11FNp3OGXnBF0J4CrPaEZGzF1FJNXLz591G7InlHItQVWSLREwITwcxXt4jl6FwHURaVTFjBUSJVKhq8vDs8X/zAYHJ2yXODR6mWeutwp+yYXMOk18yrKFnzA+W5x2mqrmTd+28z49HnEBQKu982st9Ia9/jmSiVyi7Xg6baampL8vEJt6aPlx3LwMvbB19f++dBUAho4n3QxPvwce5PfLnkM4aP+BJFNwrd/X/C0dgFWHFwNU6BRcz9z0sofTp2ysfFxXH49zWIJqOFOJEkiYrs/QxKdSwrBhAfn8CJrEy7Z9Ko1+FaU0RCvHX+G3fng/hHWm0ZpVJJRGQU5VkZpEyw2lEtladJDewDyIEnESn2GzoAz+PHaDKf60SvYZa1t6buKJh5v0jPKISGEmsWiU80AE2iBtAhmYyIrdYaFmKTvPG/7l9LUbzQsaSLqVGuNSRpyxBsbG5RWwaCEkHtgDRBtpslfSOSvhFB42HT9xSoXAkd9ajDvZHh1AlM2tMoTQY7AoLmcuJ7mMeuUgMu3tBSC1pZ9zzM3bpetpjKcVHKds/xtOGk7ZYzP5s3rMfjjDT6+EHBFB6QI2RDmu2JVH2LlurCbOIusSfXB156LZWFJyjM3Iu+Wctto4awNiudhBHWdvXlJ2moKu90PQiPiEClVlN2LIOgBKs8VVlWJoB1rjJD6eeC24RoXMdFkbNxP2sXLOPitKnUOJ/fYzfXW0OPZiOL9yzjlncfJTClY3slNjYOXYuWqoIs/GOSLe+XZWXi6uZOYFB7B7Klb1w8NaWf0lxXTUT+DtTNdQCc1EGjxq3TvXpsbBw79y7Du8gatdro70RFVgbJ8fFIBj26gwcAUIWGog63Povx8fEUuRebt7gCnspETAY9VXmHGH/ZJQ7PCRAVHUNhVRlgfTYkYyv6pkq+WHmYrx2sgZJoAoUGUVuG0iva8r7YUg0mnbyvdQBBI++HxaYyFDZZ4aKZLLzt+R+4442OJV3a7GNRW2Zvc2tPoVSqiIyKcnje2Ng4GqtPU3eqEO9Q+Zr3j7qE2C0/EWDUY9q7h9bMDJz79W/XNy4+nu9/+AGdttESVFgf5sqOn97jkpgr0KicOZ1fz2/vZDL5vt6426wN8fEJ/LZ2g/16IIqczs5kWN9edudROzmTNnkmPcdPIWfHZla8/w4e5rojTnWnCNyzDGnvd8zwBd9AH2pKT+ITGt7u2VKr1YSGRVCWlUGPceePHrqj8atVSlRUF+MT4k9IQiRKbyeUAa4og1xRBbshqJUoGxvJvCuLtKwMgm3I8NO5hxBNxnZznS3a9ltlxzLwsLG5y8w8VNvnbZBEkfUfzqMsR5bZq29pJSd0AH4260lZVgZOzs6EhlltbFGULPVJBAF849TUlZ+kqaocd/9gQoqsmVt5ajV6QU+jXp4TQlysjhXJ1ZfY2AiE31cjiQYEhfW8kraMaknZuf1a0oykqz3D9hXltfgMp9qZEJy8LOPQck6TDkPTab7bmM1PjuYMSQSlM2JTGUpv628h6uowtDR0uo5FREaiVKkoO5ZBYJyV2ztltn1jO+kbFxePsd6IpjmIzLgyGp3BoxWSs34mc6BsU2VtKyF1bARDrrqJ39+Sn7/dy78kZsgEWpoaqC7KsQQVigqBF3J/5Un3vvQNTkbSGqj/7BBet6WhCrDKqsXGx1PzxWJaGmrtggrLj2cSHdv1fnnvDz9iMvz/Oa+7HbIWEhLCHXfcQVRUFHv37iU9PZ27777bQqCDLJ/i7e39hy6sTfP5zAjy06dPt4s0P7Nfd/v861//or6+3vLXViDzX6XrGfTuRbQO9MApxqdDAh3g5ltvRyGJrH59DhW5h6gvL2bH4jcoTN/CnDkPdnqf99x7P/XlJ1k//zGqi3KoKc5lw8InGBPggp8gRz+rnV2Y9tAzuJ6xcZw950FOHtrNtk9foe5UIafzjrDmjQcYHDve0iZpWPuB3mLjqf/9WCaNp0spPbqP/Bxr9W37oqLWAoWauJHcdPMtiJUZGKuOIOmbMNUXYihaj+Dsi8LGgD4TCmcfFB6RGEq2YqrNlfvW5sia6J5RKJy8Hff1iEBw8sFQtBZTQyGSvkkmxysyUPolOyTQAZQ+iaDUoC9Yidh0ClHXgLF8H6babB54cC5iuNVrZ+swsHUkHNj5HqdPHKXuVCGrjltlMlptCrS2IWmolSxN8+vLpkVPUXMyj6rCbNbNe4TGqjLuvsd+AvUODmXyA/+yEGfJvh7ENxWz68u3qS8vpjz7IKtfl/XEbrz5Vof3qlKpuPe++zm88iv2//wZjZWnKDm0i3VvzSUkLJxLLr2sw36CUkHQoFj2eBWz/pu3OLb+B5pqui4Y+XeAo/E7/us7+bxsNamXDuuQQAfo178/g4cOY+uHz3Fi11qaqis4vvEn9n71DpdefiVhYWEd9gOYedHFhEdGsW7ew5w8sJPGqjIO/LIYU+ZqZqZaSfXhN9xOZJp9walZN96Mk0bD6tdnU559gPryk+z+6h3CW6zzaNLQ0HZzTsseazrWmtxjVBUcp7YknxPHf7a839Ovl11hM8m/B42tVhLdWH8KY8kWxNZaxOZKDIWrwaRD6e9YExJAGdAbsTYHQ9keRF0DYtMp9AUrQaFG6euY9BAUapR+PTGdzsRYeRBJ34ipoRhD0VoEjRcKT8cGvcLJE4VXDMZTOzDVZJvnjFyksm2MHDWG1F6ycS15W48h1BWjUWqINRsgOmUlBenraKquYMvRDJrMEbumgwfbpbPHDwpGYY7oH9pjChvffoTSI3tpPF1Kxg//4di65cyePcdOM1CpUjN5zhN4Bsprlkrfyg39U9jw5hwqcg9TX1bEjs9fpyhzG3Me6NyxfO99s6ktLWTDu09QXZRLTXEu6xc8Tk1JAffc27HRJQgCqmA3fGf24Ou1H7P9s9doKC/u9Dx/Fzgau9dve5ubfnycYbdP75BAB1AoFMye8wDH1n1HxvcfyevYkb2sfeMB/PwDuOKqqx2e18fHhxtm3UjGd+9zdM0ymqrKKdy3iQMfP8+s4dZi04OvuIHoPvZRNyk9ezJm3Hi2f/ISudtX0VRdQc6WX2nYuAVnjWwcRvcOQKmyN69M9XW4mwvplooie6tO01RVzsHNH4NSfg7bCvMJddbfT/KOsnOCmWryLeuYoWwvYm02ygDHuuSArMlo0mEoXC07r1prMZZsQdKWdd03IA2ppRLjyY2IrTWILVUYCteCoRmlX+cOG2VAb8T6fAyndiHq6hG15ZiKVuPkpGHWTVYHseRljl7VN4JeS4y3lYQuKdhCY1UZmd7WjLqhyo6fiaB4b1y9ZFsgSPTixIZfaKqu4MTudWz98HkGDh7CoCFDmDz7CUtKePGhDPb9JNeYGDhoEAMGDWbLh89yYrc8Z2Rt+JG9X8/n8iuv7rQWycWXXEpoeATr3prLyYM7aaw8xYEVn3Nk5dfcc+99ndYLuvbmmyhpKmfN67OpyO26KO7fAY7G7t5vF3F45+8ETEt2SKAD3H3P/TRVl7Nu3iNUFWZTU3KCTYue4nR+FvfdP9thP4DZcx6g9Fg6W//zEnWnCqk8cYzt8x7kqrQE2lbMvjMuJ2HIyHZ95zwwl+ObfmbfsvdoOF1KWVYGxUs+x0ktX2tM30CU6vZbI9NWK2G1qqGOpqpyijK3UnHKak9HekTbr72+8nMsmR0jkr4FU22OZR0zlG5D4RFhR5KdCYV7OIKzH4bi9ZjqzbZv1RGM5ftQ+vZAUDk57Kv0TgCVM/qCVYhNpUj6BowV6Ziqs2Q5xE4IS6VfTxCNGApXITafljfxJdswNhTzwNyHrPfoKpMWQrPsCAzzsO4BDmz4iJriXKqLcvjmx0+pMhdcb9m5A/GMKPjwFD+L/FWsRzy7P3+L+rIiKnIPseb12QiiiZtvvd2uT1uh0TYnZ5CHK6m1x8n84T80Vp6i9PAe1r75AAFBwVx2xZUO79XPz4/rrr+B9OXvcWzddzRVV1CwdyObFz1Jr959GDFyVIf9BIVA0oR+/Nqyl2GfXc972vN77H5etocRH1/LUe8KIh0Q6ABTp00nOiaO9fMeoXj/dhqryjj0+xIOrviMO+68q1PN3utn3YiriwuHFz2MZ45cZM8oCXy9YROzu9gv33nXPQQ6BeJdIZMmBqXEql/nUZZ9kNlzHkR35CiSuUihc/8Bdn1vv/8ulOaML2dTCHWFRayb9zDauiruvPveTs87d+7DmGrzMJTtNq9jZbLtKyhR2mQ9nglBoUTpn4qp8gDG0wdk27fxJIbCNXKGiKfjYCVB447COx7jqZ2Yao7Lc0bdCQwnNyO4hSDYkIXt+roGI7gGYijeiKkuX54zqo8hVezjqmuuJTDQsZbzJZddTnBoGGvfepCSw7tprDzFvpVfsaD0pKVN7cJ3O+x74823ohCQ17Gcg9SXF7Pzy7fYuvFz3PvU4+Ihr8115Vp+ezuDWhuJh3vuvZ/GylOsf+dReT04mcfGRU9RWZjjcD1QqtQkj55Ij2tu48udGVSZrHaBIInE+nnhXX+apY/dw5K5t7Pl8/cpyNyDwezIFASBOQ88yPGNP5G+/AMaKh1ntP+d4Gj8TvvpES7/6UGCHxiC57XJuE2NxXlAMOoITwS1/N14eHhw0y23sP+Hjziyaqls+6ZvYeOCx0lM6sH4CRMdnjchMZFJU6ay87NXyd32O03VFeRuX8mOz15lwqTJdjW1JEliy+fvc2KPXEha5eTMxpIq1rz/AoXpW2iqKufI6m/J/P5Dbrr5Fjsd65Jj1Whr5XEcluLH1Tdejbe3D2vemM2po+kEHM+0tE2+4koqbMjqEI239Rqcfbj9jrtQYMJYuMZmHduK2FSKyobn6giqgDSk1hoMxRsQW6oRW6oxFK1D0jeiCujc9lUF9EZsKMRQusNi+xoKVgGSXFfBAQRBgSogDVPVYYwVmeY5owSxeC2BQcFcevkVDvsGBARwzbXXk/7tQo6t+56m6gry96xny/vP0LtvP4YNdyw31qdvX4YOH0H5ulxMSoGdKbJt4K0tw6CVbZrGqlZOHqsmqs8AQpJkvqCurJRoFxWRUTGse/shig/soLGqjIO/fsm+FZ+yK6AYpblArdRkoP7jgxhPWcf9DbNuwtnZmTWvz6bs+H4aKkrY880Ccrev6pI/vfPue2muq2bt2w9RXdR5VsFfhW4XFl2yZAlXXnklzs5/ruSDo8Kic+fO5bHHHgPkQn6BgYFdFhZtbGxk5cqVlvemTp2Kt7d3twuLKpRK7rr7Ht58ez5KB5u2NmzZvIlbbr6RslI5JcXZ2YUnn36GRx57osvI+eXLvuWB2fdRZ658fdXgfgyKkolYQaFgxqPPWXTQz8SCd+bxwvPP0mIutjEodRw3Dn8KgIBoTy56xN6QMDU0UDxiKIgi1e7ujD10EKO5mnrKuz1ReAq4qlzZeOVOlGbDX/P5eBSlsier9aECWgQX7rnrDpZ/+42FhBJcA9FET7Z4zx1BMrZiKFqH2GglCRQekaijJnZamBDkqFRD4RqkljZyV0Dhk4g6YoxdmnqHfZtPYyhci6SXU3BUajVzHpjLSy+/ivJUBk6L5ahtU69rMFwsa6iVa8uZ+bO8oOhy9eS+LEfJebu5sy0qCqXJhCo0lIi1G+zOZTKIfPvsDlobDYDEqz/fSWmFPAn5+vnz7qL3udyBQZ+9bSPrP7TqdK09doK1R2Sva1h4JIu/XOLQoG+D0Wjk4blz+PSTjzGZNy1JyT1Z+u1yklM6141qamrijttu5ucff7C8d74WWRk4eAjfLv+h0wIeIDvqbrjuanZss26SZ158CZ989kWX952Tnc01V19B1lFZOiU1PJibhvW3bOQ7K5K0c8cObr7xek4Wy1Gnbm6evDJrGUpJg6AQuOalYbh62W+Qy26eRWu6PBavqK3l2Gk5bTbx1UQ0IRpUChVbr9qL84EvUK96GADD9Hd5q2owH22RpVEu8yvnoxceoNksSYLKBXXEWJRenWcfSJKEsWw3psoDYE7PFDSeqKMmoXBz7KQEOSLHWLIZU002cpwxCC7+qKMnd+o8A5CMOgzF6xEbCi3vjR4zjiXffGst6GQy4PRaIIIkIgb3Rn/7Vp7f+RS/F/wCQN5zebQWtSIIAj/2H0iSWcIh7KcVaBLs5Xg2f3GUE/vk73X98a/4eYus3axSq7nr7nt4/c15Ha4HdeWl/PD8oxZ5iKK6Rj7csB2DScTFxZWnnn2Ohx95rNN7Bbka/EMPzrGsB17ePrwz/12uvf6GLnrCvLff5N8vPE9Li5w2d76O3cDgED5f/CXjxk/otL3JZOKJxx7mww/et6xj8QmJfL10OWm9OzeQm5ubueeuO/hu2VIkScJJpeSxGRPw0shriW0h0TNRVVXFjTdcyyYbWYInZ71PqKu8iZhyXx/Cku2JscZfVlD1pFy5/leVisfNc4bXIC8i7pWjxe5Ku4/be92N6pd7UR2Sixrr7thBlhjJJe/JhIOUt53iH16TDyooUAb0QRUypEs7w1RfiOHkRjCaySuFGlXIEFRdkOgAxupjcjE00RzxoXRGHTEGpXfnkSKSJGGq2IexIhMkOSggNCyCL7/6huEjRljaqX+8GeUx2Ymvu+8gda4+TPhe/lx7TEvBGwVEqNWsMUemOPXuQ+jXHdtzu3/I5egmeVP59ea32JUtR78OHzmKr75ZZiHCS44e5JdXn5EjfwSB6Q8/S3TfgZSVlXHDdVezc/s2yzEvvvQyPv50sV2wSEc4npXFdddcSZa5+KRSqeTW2+WiWZ0VTwbYvn0bN8+6gVKzDv/5OnY1Tk48/sST/OupZ7p8Jn/84Xtm33cPNdVyFLOHpxdvvPk2N996W6f9AN5b+C7PPvMUzdomVEoFD0wcRYinnPljW0j0TIiiyLNPP8m7C97BoJef5wcvfZt4cyT6tDl9CUm0zwATm5ooGjEMjAbqNBpGHD1ikU9KXZgKHuDt5MO6K7aizFyMeuUDABimzsPU/zbGvLGB8oZWlPom8t+xaooqPCLMtq9j0hFkaQd94VqkZqtMhsInAXXEuLOwfSsxFK21SkcICpT+vVCFDu96zmg8iaF4A5iz2pxdXHn2+RfsCpJqvpiC4qTs3G994jR7q/Zz3wbZ5mnY0EjxEtm+8fbx5edJkwk8IGs5By16H9cxY+3Ot+3rLEsmyeLNr5CeLdvWIaHhfLb4C8aMHdfhdZ5ZaHTl4Ww2ZskZZYlJPfh66XKLw90RmpubufP2W/nx++WWfc2gIUP5eulywsMdBwcBVFZWMuv6a9mySb7e83XsAkydPoPPv/jK8toRTuTlcc3VV3DkkBxUpFAouOHGm1j43oftij6fic2/rWDPF+/jrpEdiyuP5DDgoit5/sV/d/pMSpLEkmfWY6iTx/Xy7e+SUbSRl195jbvuuZe6Tz+m1qxz7P/8i3jY7LN2lG7jwc0yWV69rpqyr8vw8w/gvQ8+4uJLOo9CliSJf7/4PG+98Tp6vUzuCRoP1FETUbiFdNHXhLFkK6bqLCy2r7OfbPs6dy7fJZn0su1bb5URU7iHoY6ahKB2XCQXQDJo0ReukbO1zbjkssv55LMvOi24DnDs6FGuu/ZqsrPM65hKxR233c5D+QUYzfuV4E8+s9Ocb8O2rVu4+aZZnCqR12BnZxeeePIpHnviSRqrWlj93kEaq+RxqnFRMeHOXoQkyN/D998tZ87991JbIzvkPL28efOtedx48y3tznMmFi6Yz/PPPUOgs5rekSGkhofi49Kxg1GhUhHaI5XItH6Ep/blnffeY9F7Cy3rwfk6fqNjYvl66XL69e+YL2pDa2sr991zF0u/XmKZ6/r2H8A3S5cTHdP5PrCmpoabZl3HepvaXOMnTuKLJd/g5ydncEmSxI6vP+HgKlmqSVAomPbwMwjeAVx7zZXsz5D3sIIgcPW11/PBRx/bcYrrPjxE8RHZJphwZy+i0gLYn5nJDdddTf6JPNbGxBKu0WBUKIjdl8HOyj08tEUOMrojYjpztn4AgHHI/RgnvMy6tWu47ZabqDTvl1GoUAUPRmVe8zuDsToL46kd0FZ7ROmMOnyUnZpCR5AkCdPpDIzlGSCZ6zqp3VFHTkDp4Tg4T+4rYizdjqnqKCDbGQmJPVi67Dt6pnZO3mu1Wu68/Ra7GiCDhw7j66XLOw0KBKioqOD6O66k7soaEsrglS9lm72m/0wOeEwBIDTJh6mz+1Kel80Pz8kcg8bVjaH3PsbNt93K0cOyeoNSqeTGm29hwcL3URqgfvERTGbyXHBS4nFtMpp4edzv3rWLm2ZdR3FRoXw8JycefuQxnnnuhS5tlF9W/My999xFdaXMC/63x263SfQ/E01NTeTlyYZO3759mTdvHmPHjsXX15fIyEhef/11Xn31VT7//HMSEhJ45ZVX2Lx5M9nZ2ZbNzI033khYWBivvirrdO3cuZNRo0bx8ssvc/HFF7NixQqefvpptm/fzuDBgx1eiy3aJqRDx3JISOh8oNjCaDSye9dOtFotg4cM7VY0fmtrKzu2baVsx3rqc+XUF0FQMPG+R0gY2jlpWl9fz57du3B2dqYly5uSIzL5MubmlHbajtoN6zn9gOzV9bxhFqZbbyczIx3JHZ4tfhyAAUGD+WDCJ+ab0uH0ZjiCSY/oG4/+XpvCSkVFHDt6hGse/RLBxb/Lh90WYmstkq4ewcmrS0PCFpIkIbVUIRm0KFz87FJUz6pvcznL3r6N/gMGWgk4ow6nNyMQTDpEn1j091kLtkz/cTynW07jqnLl+cBXMOgNDB02nKYHZtO6V45ACl+5BnWkfUGSzN/z2b+qEICUcaFoPYpRKpUMGz4CJyfHkUMAB1b9zI6vPrG89kntR8SICQwbNrxLZ44tysrKOLA/E3//AAYMHNit36cgP5+MjHRmXXf1eWtQVFR377qPHT1KUVEhSUk9upRhsoUkSWSkp1OwbweVuzYimTfXPUZNYNwdczok4dpgMpnYvWsXTU2N+CviOfCLbHjGDQhizM32keFiczNFw4aA0YAqIpLAn39h184dtBhaeL7ySUREEn168PW071BtfA7VzvkA6K/7ieePBvLNHtn4/e7u4UR7Kdm9ayeXz/kAhVsIQjckBCRjC2JzBYLCCcEtuFvPlaRvRGypRlC7ynqr3Zoz6pB0dexd8SY9kpPbfe60sBdCfTGSsze6R4r4OusL5me+BcDNobcT2xJPSkpPvLdspubN1wHwffxfeM260e44lUUN/PKmbOT5hLoROlaktraGfv0HdJrRBLJG3IpXnkJvJrFdg8MIHjONoSNHd2s9aGlpYdfOHUiSxLDhIzqN7DoT9fX1bNq4nmuvuuK8HbulFdXt5C86Q0VFBZkZ6fj6+jFo8OBuPVdFhYUcPXqE+r2bqcmTHZY+YZFc8cJbaFw636gez8oiP/8EMVHx7Pm0HJNBxNldzbUvD0dxhjZ9xUMP0mzeeAR/sYTjgoLy8jKyvbL4ulAuTvbqiLeYEDUZ9VcXoSzcAkDrI8UcrBS5+iO5OPoNQ6IY79vA5FteQeEa1CUBZwtJNMkpppKIwi240wyudn1NBrOEhIDCLbSbc0YrYnMFqz59nCFDh7Zbx1SrH0WV/h8AdLdsQAobwPjvhtOgbyDQOYj7XeYSEBBI8MsvYsjLA0EgctNWlP7to/Fsx693hDOuvWqJjIzqcPOR+ev37Pp2MSBvBK58aR7ewfJG4+iRIxQVFdKjR/I5rQeVlafp3advl05cW5hMJtavX8clM6aet2P3eF4BUVHRZ91Pp9Oxc8d2TCYTQ4cN75LgsUVjYyM7d2yncucG6k/IY9cjIIirXnrHooPuCJWVlWSk78PdxYvcn/SIJglXTw1X/3s4ijMywJpWr6LyETn62vO6G2iedSNHDh/CJ9CX2dl3AnIdoU8nL0G5/U3Um/8NgP7KbxCTpjP0lXXUNuuJ8HHl/Zlh5ObmcO0TS/+A7evbZcBKu77NFUjGVhSugV0ScPZ9TUjacr6bfxeDhwxtR66qv7seZfZvALTOOUaJIHLpL9MAGB06jqmmGQiCwNBhw5H27KbifpnIdL/scgJe/LfdsUqyqlnznkzKhqV6I0RX4ObmxpChw7p0QuWn72LVOy/LLwSB4NFTiUjrz8BBg7q1HhQWFHDs2FEiIiLplda1g9EW+/buZdTwweft2N21N5M+fc++sLEkSezPzKSiopxeab27dDYAFGTsYe17b2LUydHATv5BXPTUq51GR1v6Zp5m42ey81ntAcGjDQwbMRx3dznSsfyeu2gxB8OE/boSjQ0h+N6BBSw+Ku+rrvO8kb7u/Rk6bHiX+zFbVFdXk75vL1fN/dhs+559Mr+kb0JsqTo321dXh9Rqrm/g0l5qqtO+LdUsff16kpNTiImN7bpD2/VKEun79lFVVUmfvv0ICQmh6fffqHz8UQCceqUR8s23Hd6H0Whk9+5daJuaGDR4CD4+1nmupUHP2g8PUlUsy28oVAKjrk8mbqDMVbS2trJzx3ZEUWTY8BG4up79XNXQ0MDuXTtxdnZmyNBhaKtOU3RgH0UHMziVdQTRZOywn5uPH4FJPWkJieGGa686b8dvWWVtt/YZxcXFHD1ymJCQUHr36dOtZzInO5sTJ/KIjY0jqYc1G0MSRbZ/9TGH1vwqvyEITLznYRKHj5E/lyQOHjhAWdkpeqb2IvIM7qSpppXlz+1EksDN24mrXhhqsaVFUSR91SoCHpeduM4DBhKy+Eu+Pf41b2fIgSXPR1/B5ZtkR5ph7LOYhpuDyQwGdu3cwYw735b3vN2xfUUDolZWuJD3y2evhN1m+woKdffnDIMWsbmSDV89220Op20di4yM6tKBfCZuXHENWY1HeOsTE5FVICGQfvGHNNbL4+fixwfiH+HBhv/M5/gWOZAoaeQ4xt81l8yMDE6friCtdx870l5sMdKw5CjGYrMcpULAfWYczgNlJ2QbF9LY2MDAQYMtDpmzgV6vZ93aNVxx6UX/9bHbbU30PxPp6emMHWuNRHjoIdlIvemmm1i8eDGPPfYYLS0t3HvvvdTW1jJ48GDWrl1rFw1UXFxsl1o/bNgwvv32W55++mmeeeYZ4uLiWLZs2VkT6LboijA5EyqVqssoYUdQSCKtB3fZEejj7nygSwIdwMvLi0mTp1B/upnvv98NyJNPW5EtW9gWXXEZMhTXwECmTJ3GhuK1YA4OT/O3Go5C+UEEk+ydlcLs09qjoqKIiopC8dyq7t0ssrQL3dhAWK5HEBBcA4CALtt22NcthClTp9l/oHJCCumNULIXRW0+NFeDqzyAU/17s/HkOpqNzUT0iSDeR45aNQ0ZaiHRW3btbEei9xgRxoE1RUiixIndp7n6pXGonc5uuPWZegmi0WjZ3NceySTIxweGDIVukOghISGEhEw/6/a2iImNxa8DguKfjJSePUnp2bmkiSMoyos4vXMDmH2SCcNGM/aO2Z0S6CB7a4ePGIEkSvz4ilUaqOfYiHZtW/fvB6McbesyeDBOTk6MGTuOo9VHEFfLxH2iRQ7CmnopeUXS2GrVkPRwVuPh4cbESZNRevza7XsVVC4oPaO73Q/k6B1lNxxftlA4e4Ozd4cEOsj3KdQXI7TWQWs9ST7Wdlr3JqaOlceCXmeNnmnZtbMdiR4Q5UlAtCeVhQ3UntIy2LsPQ4aeHaEbGJvAzMdf5JfXnsHQ2kJzeSl129eiGDKk6842cHFx6TIK2xG8vLwYN95xSub5gK4IkzMRFBTE1GnnNtdFRkVRumsTBWYC3cnVjWkPPd0lgQ7QIzmZHsnJ5O0tx2SQU4Fj+ga2I9AlvZ4Wc2SzwscH5z596WueyzN2W+XS2vSEhWY5CkdSOoGTJzpjjaWNi1rF0GHDzmkMCgolSo+uiY4O+yrVKD0ju27YUV+VM0rPKLvoc1u0SUKAfO8SEOERxdHqw1S2nmb8JRPRKDXUjBlHfV4eSBLNW7fgcVn7+iD+kR54BrjQUNlCXUkrU++e0C6jpw19Z1xOxYkc8vftRN+sZeXb/+aKF95G4+pKz9TULqN+OrxXQWDAwHMrVKZUKhk6dNg59f27wMfn7J1fAE5OTowdN77rhh3A3d0d76Zq8swEusrJiWlzn+qSQAc59XnK1Gnk7C4j2yTXuInpF9iOQAdo3rTJ8r/r2LH4RUQQERFBbm02mLOILQU1zdrgYH2udUY5ostZrSAhMZGExEQUz6/u1r3+cdvXsRRR532VCO5hTJo8pcPP7cduNcGBySgFJSbJREVrGeNt6v+Ig4cgODsjtbbSvHkTksmEYGPThib64OyuprXJQHl2A9fdPBGN89mtBbEDhjLo8uvZ+8PXIElU7drI8DFju0U8AETHxHQZjekItmTS+YjuOAtBfq66inptgyRJZP76PbuXf2mxkwPjEpn20DO4eXe9FzTqTez92Vq4cMz1aZZitACSyUTrflnmQeHrh/qM+hUHT1slIG4YfxMBrl2T9mfCz8+PyVOmonjm9273FTTuKDWO6xd0BoWTN3SRsemwr4sf06bP6LrhGRAEgYGD7AsUuk2dRt0nH2PIzUF3+BDNGzfg1oGdqlKpGDGivZQWgIunhmkP9GXjZ0cpOVqNaJTY/MUxGqpb6DM5Gmdn53O2fT09Pe3mKU1oOD6h4fSZdin61hZKjx6i6GA6xQczaKyyypVqa6tpqjjFlJvuPqfz/l2g6GK/eSYiIyPbkdhni8SkJDv5FgCT0cimjxeQvd28XgoCY2+fbSHQ5bcE+vTt69BZd2xrSdv0QNLwUDtbWqFQkGw00LbCOg+QlRZKmqz73XDJZr1wsdoiarWaUaPHoPT8vpt3apYk9Wi/Jz+rvmbb95z6qt1Qerm1G4dngz+yjl3e8yr+vecoG3sruHmDiIBErDKPg0QDcHh9MWNv6cnQq28mf98u9M1asrdtJGHIKPoPGNDhMRUuKrxuTqXxu2z0WdUgSjStyMN4qgm36XEoVUqH+4OuoNFoGDlqdNcN/wJ0WxP9z8SYMWPkCIkz/hYvXgzIg+3555+nrKyM1tZWtmzZQuoZm5rNmzdb2rfhiiuu4Pjx4+j1erKysrjsso51oP8uqK8o48cXHqNwv7yZVihVTJr9GD1GdW9jcWhdUVu2GMmjw9tt5EEmjQBQKnEeYN3oHa46ZPk/1a6oqHWDL4afXxWsuwPRxkHQJl0D9trwh6qsWuguw6zaUpbv1AauXk7EDZCdMLpmI8e3dU9rrd/MKxh18z2W4lXHt21gxStPoa2r7dZxLuCvhVGvY+NH82WHh3nl7zluChPueahbBeKKDldRVy6nTAfFeREQ1Z4EaLV5zpwHW0nZnFprkZVEsz6j0GBDonuG0dBqjcDwOMtN6fkG0VYXvf6kxaEAkF1j/Y7UiYko/eTNV+u+fUgdFCXpNc5qWB5YU9it6whO6MElT79q0VyuKSniu2fmcirrSLeOcwF/PVq1TaxZ+Dr7f5PlqwSFgslznsA7+OyjhwHyM6wyC7ED2jvfW3bvQmo2ZyeMGm1HHJXabgDMhrqglQvs4RYAgoDOYLK00aj+X822vwZuNkSc+d7bvgsJidImWSbP1SboonnTxg4PJQiCZe1FgvxMx7U9BEFg/F0P4hsuj/faUydZ98FblmyiC/j7wqjXsfHjBaSb9ewBJt7zMP5RZx9tCXAi3VpDKaZf+7ErGQy0bJOzQhQeHnZ2c4n5uQSrFnibAwywPNd6o/w8aVTnR+HJbsHVGjEmNFehUqgJMhP2pTbfD4DCxQWX4fJGWaypQXdgv/3nSgXR5uAfk0Gk6FBlty5lwCVXEzdYPr5R18qvbzxPYWb7ukUX8N+FUa9j3ftvsXvZF9ZAk6GjuPTpV8+KQAc4svEkTTVy9HpYD18ietpHKupzspGaZLkA5/797ZwnepOeo9Wy/RXuHnFOBPoFyPaRz5wHLK9r352PZOw4urszqJ1UTLyzF0nDrXZW5m8FbF2Shcnw16y9GmcXYvoPZsyt9zFr/qdc9+YHjLjhDiLT+qNUaxxK5l7A2aFV28Tvb75gIdAFQcG4Ox4gZcyksz6GQWcie4fMlShUAj1GtJcfad1trQvmYg44sF1nIkzW58fWwXsBZ49xkRPQKDRsTRUwmE0W302f4+QmcwcFmRU0VDbj6uXN8OusNfo2f7oInbapo0MCIGhkGRdnm1qNrfvKqfvoAMbK5r/mZv5i/AN3Y+cXCjP38t3TD1J9shCQo+BmPPY88YO755FpqGohd4+8GdC4qOgxvD0JYDhViqFA1uZ26t0HhbvVK3640koQ97KJRLcj0cP+V0h06z338rN+F0dsHA2a5GQU5rSp1j27OzQkek+Kok0c+/CGYox6U7s2naHXxOlMnv04Ko0cRVeWc4zlT83h1PELZNzfAQ2ny/nhhcc4vs2qiT/o8usZfet93SLQJVFi/0qr5mHaxI691s07zBq9goDLUGs0dU6NLYlujkSvl4k5yS0A1C402hQm9HB2XODufIbkbSW+hfpiPJ28CHWTjbDcumxMojz+BEHAZZhsfEktzbQeONDuWFF9AvAKkiORy/PqKD9R161rCYyJ57Ln3rQUPGttbODnV55k/+8/titmegH/fUiSRN6e7Sx97B5L4SOAEbPuIKLX2aezA7Q26SnJkiPF3bydCIppryWrtdFOdz0jyqqkUR6rnhpPPDSecr0Bc5E+yUxQ6YzWjYHTP5BEl9xsomvNJGRbZC9AcaMsReXUK83iAGvZuQOxuWPDO7a/lQw9sa+8wzZt0Li4MnXu0zi5yfZQYeZeOVryAv62OHnkAEufuN+SSgww/PrbiB3YvSj+5gYdZdlyYIKHvzOBMR04r/ftRWyQU5BdRo5CsCkQ2zZ2QSbn5IPaRqL7YTSJGEV5zv9Hjl1boqKtuKg5o6ZR30hdmxa7Gbbzn+282IY4GydkfnpFu887g6BQMOHuhwhP7QOAvlnL72+/yJp3X0dbW9N55wv4S9BYXcmPLz5O7s4tlvcGXXE9E+971LK36Qra2lYOri0E5GKugy6Lb5dh0LrP6ixxGWgfuZlVcwy9uZ5H78Dure8XYA/XMWNx6t0HAMOJEzT9suKcjqNQKhh+TRIDL7ZmP+TtLWfVov20NLYPbPkzIQgCPqER9J56MTMff4Hb/7OUPtM718W/AMeoPlnID889zMkjslNUqVYz5YEnSB7dvYyC3N1l6FtkLiVuQLClEG0bJEmixUyiCy6uOJnltkrN67CT0gl/nbVgteRq72i7gLODh8aTMRHjaXIV2N1DnmeF2ioSguSMdkmCA6sLAUgeM4mIVHlObaqpYtPH73a6xxUUAu7T4nC/LBFU8rFNZVrq3t9Py85SJPH82h//8yy68wQmg4EdX3/K72+/iM5cFNQ7JJzLX3ibCLMB2B0cXFNoefhSx0Xg5NqeKGvZscPyv4tNlV6DycDxGllGJsIjEm8bmRVFiRyVLandkAI7L0p5PkMMH4QpdjyGUf/ClDjV8n6SbzJKQfa+2ZLoglKJizkaWGxsRHfkcLtjege7EdNHjnhoadSTtbW029cVP3gElz77Ou6+8kalua6Wn//9JPt+Wooodo+Uv4A/D3l7trPsyTlUFcrFOlVOTkya/TgDL7u22+nDRYerqCmVvbf+kR7tImwAjBUVGHJzAXBK7YXSJnonuzbL8n+iTxIYWxEa5WJCkpdMRDW0mmVg1Mp/ZiQr1nsFEOpkbaokX1nSpcXYwskmazFjZxvJBNt5sQ0KhSA7wczI+DW/2+S3d3CoPJ+bSVlJFNn5zWesfPtFWhrru3WsC/jz0FB5mpVvv8iad1+j2ZzZ4+TmztQHnyRt0sxuHy8/87Rl7Y0dEIRwhhyEZDJZoqYFFxe7LCaDyUBFs0zyhrWRcC11COYinG3ksh2Jrv7nRbPaSUJo25PoJ82FyAWFAtdxcnFBSaejZcd2OoJ3sBt+EbJsVFVxI7VljqNj5PahTJ79uEWvMvPX78ne1nGk+wX8/6GloZ71H7zNL68+TUOFvMYp1RomzX6cPtO6T4LkZ5y2pI7HDei4vod2/TrL/24T7GWyOswiaXOAKdTg5GU3dv+Ja6+tA0zQylkfEe7WsVvSWGzX3nX0GDDLdTVvWN9uXQ2K8cLdVy4yV3q8lpaG7hFqKo2GaXOfJqqPNTAmb882vnnsHo6sX3khy+S/iNKsw3z39FwqC2QZFpWTM1MffJKBl3bPTt778wmMevl3Sx4Zhm9oe1mU1n3W4CfbbBGwl3LpHXCBRP8jEAQB34cetryufW8hYmvrOR8rbWIU425LRamW58aKE/X88mY61SWNXfT+86DSOOHsdm5SO//LkCSJY5vW8P2zD1NXJvMbzh6eXPSvf3fboW0yihxaX2R5ndqBpKnhRB6mSjk7yXnAAAS1BlESOaWVzx3qFoaypdra4UIk+jnjorhLAFjV32qzBO1agsZVXrvz9snR6IIgMPaO2ZYglBP7dnJ43W9dHt+5XxDed/VBGWCu6WQQ0a7Mp/6jAxj+i2P/j+KfZ9GdB6guLuS7Zx/iwMqfLO/FDhjKlS/Owye0+3qlNaVN5O6WNxQaFxUpozs+RpsmK4DrMGuke05dtsVLn2oTeU1jmUUWQgztB90opnDewTMMw3U/Yhr1BFKoNa3LWeVsie4taMinUd9g+cxO0mV7x5v5PlOiLdHoB9YUotMaOmzXGQJj4rny3/MJ6yn/NpIksvf7r/n5pX9RV949mZgL+GPQaZtY/8HbrHn3NUvxSK+gEK54/m0ShnSsAdgZTEaRfTY6j32nxnS4ubAli9rSoQGMooGcWlmUNcIjEg+NJ0K9NbVNMkuc1Jsj0T1d/plR6NA+Eh0gyceqUZpdY3U2tEWiA7TssM6LtogbEISneYEvz6vj5JHqDtt1Bmc3d2Y89jz9L77a8l7h/n0sffy+C2nm/2WYjEYyf/uBpY/fY5FOA4juN5hrXl3UbaO/DSdsoiXjB7bXHW7dn4lYI0dBugwfgcLZ2fLZKW0pklmD7Uw9dABcZYKq1UbO5Z8YzUoHRFyUp1XPsajBmqnTVSRrGxIGW3+LthThzhDRqy8jZt1heb3xk3c5lX20y34X8NdDEkWObVrD14/cZdVbBUKSUrjq5QXntPZKkkTeXmuWQlwHMkySKNK8Uc40EzQaXM7Q7OwoEt0qxeQvSzEZrWPX+R/oAMPNKo1hIdFtNGDbskjaoPTyspCcxtJS9FnH7D4XFIIlk0QSJXJ2dd/GVTs7M/2RZ5lwz8MWfXx9s5Ytn7/PDy88SlVRfrePeQFnD0mSOLh6BSteeYqWhjoAPAOCuOL5t7q9zpbl1Frk0pzc1PSb3l7nVxJFWjMyAFB4e6OOj7f7/EClVTaoT0C/bp3/AtrDuf8AXEaPAcBUUUHDkj+WuRXTN5DpD/bD1VOOPG6qaWXF6/vY9nUWDeepzMM/HU3VVax8+0U2fbIQo14HgF9kDFe+9A6hSd2vLXZiXznaWvk4Eal++Ia1d2o0b91q+b9tD3e6uQKdSe4X7hFpyYaCC5HofwQDggYT7BpCXphAXojMSUhZB+mRJNswkiiR8Ztsl3v4BzLuzgctfXd89Qknjxzo8hyqEHe87+mL85AQy3vG0ibqPzpA4w/ZmBp0f94N/UX4B+7G/r4wGQzs/eFrlj/9INXF8sOnUKkYMetOpjz4JJpuVKFugyRJ7Pkx1xJN03tSVIdR6JLBQMseueiowscHjU0BxaN2eui2Ui5WbXAp7H9XL8xW3uZYtVVKxcWmcErztq10BN8wdxIGyxOEvsXI/lUFHbbrCq5e3lz0xEsMvOw6S7RcWc4xlj05mwMrf0I0XYhK/6tRkLGHpY/fa7eJTxg6mqv+vQC/yOhzOmbWtlIaKuX0s6A4LyJSO170HZHo+fX5FgMi2Vce00JdoeXzNhK9sfV/gES3i0SXN+5tkegAx21IdJV/ABpzgVJ9VhbG0+11kxVKhV2q6d6f8xBN3Y9iUyiUDLlqFjMefd6ik95SX8fvb7/IuvffvhCV/l/AqeNHWP7UHHYt/RyjTh4vrt6+TJ7zBNMeehp3v3OLWKk51cTpfPn38wlx69jwt41kPUPKxVbLsS2SFa1VB1hyk+cDWxL9n0jESe42BGaTTGxGeViJuKKGQsv/LoMHI5il6Fq2bumwpgFA/KBgS3Rb7t7ys5JT6zVpBj3Hy5lootHIqnkvU11S1EWvC/grUVWUz48vPsamTxZa9DadXN0Yc9v9XPr0a/iGnVvBr9KsGqpPyhFP/hEeeAe7tWujO3gQU5Xs1HIZNhyFq32btoJmbio3vJ185DxnixSTue6GjcbvP3Ps2uhLN8lzV0dZJLZwmzTZ8r923bp2nycNC7EEnxzbUoLJ2P11VxAEkkaM5bo3P6DHSGt9qYq8bJY//SDbv/oYvQM5qAs4dxhaW1n3/ltsX/KxJeo/PLUPV/57frftZNEksvO7HMvrATNjO9zf6nOyERvkddh5wEAEmwKLoiRyyEyiezl5E+3ZnoS/gO7D96GHwfw9133yH0w1f0wuKSDKk4seG4h/pJxBJkmQs6uM71/czYZPD1NZ2NDFES7gvwGT0cjB1Sv45jH7YJSe46ZwxQtv4xnQ3hnd9TFFu9pTvSdFd9iuxYZncR05CrAPsIjyjLYEoUgI4Ozd7Wu5ABlKhZKZbdHoA6yBfSH7l+HsLs/B+RkVVBbJ4zJ2wBD6TJfrT4omE2sWvEpN6Um6gqBR4j4jHq/b0lAGmjlQCXT7T1P7TjraNQWIzd0PPv1v4QKJ/l9C8aFMvv3X/ez7cSmiSdZ88g2P4ooX5tF7ykXdloBoQ9GhKk61aTr6OdNzTMcbitb9mZaiKy5Dh9kZGYcdkuj/G3roXcH2O7H9rlRBQWh6mIm4o0cwVnVcBKn/jFjLZv7Y1lJqTnWeWu4ICoWSQZdfxyXPvIpnoBxlZ9Tp2PH1p3z3zFzKso91cYQLOBc0nC7n97dfYuW8lyy6mhoXV8bfPZeJ9z1yTs4vgJYGvVULXYAhlyd0OA9IBgMtO2XJEYWnF069elk+a5NhAkj2ayPRraSP5B2F3miybOQ9/6FFRQHwDEUSZJKi7TtI9rVKUNk6wEAu8NgG2ywdW0T1DiAwVia+6yuaObq5pMN2Z4OoPgO4+pWFdmnmOTs28c0j93Bkw6oL8kx/AbR1taz/4G1+eukJakrMZI4g0GvSDK578wPiB48457VXFCW2f2OtR9DmLLWFJIpWkkiltkRvtaG4wTpWLZGszTYkehsR90+PZtV4IKnleVRolEl0d40Hvs6yE8GWRBfUGlkSAhAbGmjZs6fDQzq5qokxFynUNxvJ2ta1nJogCIy88S6LxmNrUwPfP/MQh9f9fkEG4r8MnbaJbV9+xPKnHqQ816bux/AxXPfWh/QcN8XOju0OJEki4zdrNLKjOiTadWss/7tOtC+QZhQNlGvlDNAwjwh5HmmpRRDlDV+bzMk/3gFmF4kuRwxH2jjATja0d0K5jRtvIeC0a1e3k3TxDHAlOk3+/pob9HbZPt2Fi4cX4++eyyVPvYJ3iJztI4kiB1et4OtH7yZnx+YLdUr+JNSVlfL9cw/b6Z/3nXE5Mx97AWd3j24f79iWEurKZLlT/0gPEoe1r/UF9nroZ0q5FNTnU6+XCfY0/z7nvN5fgD00cfF4XHY5AJJWS+0H7/3hY7p5OzF9bj8GzIxF4yLvVSQJCvdX8stb6fw+P5Piw1XnnW7yPwXFhzJZ/tQcti/5GEOrHPzl4uXN9IefZcxt96PSaLo4QsfI2XWKxipZEig0yYeg2PZ1hcTGRlr3y7JMqohIVFHRABTZrC9RntEWOUBc/aAbtckuoD0ujr8MpaBkZ7JAjae8Xhs2r6PXAGuw0N6f8izr59BrbiK6rzz/6pq1/Pr6szRWn11xcHWMF9739cVtaixCG09hEGnZVkLt2/vQriv8W5LpF0j0vxg1JcX89uYL/Pr6sxbNKIVSSf+Lr+LKl94hIDr2nI9t0BnZ/b3VSz/wkngLWXsmmjdbo2ddx4y1++xotazn7aR0IsE70fK+ojTD8r8YOuCcr/N8Ry//3pb/bXXRQS401YaWbR0TcW7eThZ9ZUmU2LU85w8Z7aFJPbn61YX0mjgdzAZhW7TWmndfvyDx8idBp21i59LPZY97ppWoiezdn2teW0SPkeP/kEG+9+c8SxGVhEHB+Ee2L2oG0JqZgdgoR8y5jByJoLIS4ceqrXIDbYTxmSR6vU1R0X9yJDoKFZKXmYisKwJJws/FnyBX2eF0vOYYomQlwmzHbvPWLXQEQRAYcnmCJSpu/8oCtHXnnmLm5uPL9EeeZewdc3AyRzW2NjWw5bP3WP7UAxQfyriwof8TYDIaObDqZ745Q/4hMDaBK1+cx6ib7rZ8/+eKwxuKLdFRXoGuJI8Ka9dGd/gQpgqZFHYZNgylp/0YL2ywEnnRXrItIDRZCSPJXX52W/W20az/QLNNECz3anv/UZ7RANS0VtOkt+okutkQmtp1ax0e1vY32bfixFkVCFaqVEx+4An8o+Tfw6jXsXXxB/zwwqNUFl6QgfirIYkiWVvW8fUjd3Noza/8H3tnHd3GtXXx3wjMzBAwY2IHHAccZoaGytxX7ld8ZWbGV+7rK7dJG2iYuWFOHLJjx8xsy8L5/hh5JMWy4yRO2iTea3mtkWeuZiTNnXvvPvvsI5qf2V7BnZj85CuMuudRXDy9z/AureP41kLKcqT7ySfUjbAe/s2OEUWR+pXme0ulbjZvzqvLw2iuXdC5yQ+9zqqIbVPftSHRL8O+6+xtCV6b7VxC3EIRzINmjh0lutLPD6fe0prCcOoU+uPHmx3TbYRFzb5zYQb1lefmu9yE0IQkrn79Y/rOvAGlWiJ7GqoqWPXpOyx45UnKcs4tS7QDEjK2b2bOMw9SYc7cUTs5M/b/nmTANbegUJ49mVVf2cieJRaRyYBZsSgU9ufbrfmh7y2xrGN7BV6569gLAa/77kdwloLftXN+Q5eZed7vqVIrSR4TxqwX+5MyKcKmuGRRRhWrvjjAH69u5+jm/DZll3Xg/FGSlcGiN59j0ZvPWcQoQMLwsVz79ueE9UptpXXr0DUa2LssW36dMjnS7nGarX+BQVovuwwaLK+9c2otbbu4dwHzGGQd3O3AuSHQJYjBnYZhVAossnqsBu6Za2N12mS3pVAoGXXvY/iFSb9hXXkpi954lobqyjadT1AqcE4LxfvhFJwGhILSbCOjNaLZkEvlR7sRzyEr7ULiMpzR/TNQWZDLqk/f4Zcn7uXUPssAHxQdz8yX36ffrBvPOWrXhL1Ls2UPqdB4H7sLAZAWAzKJrlTa2EFUNVbK6Zax3vGolWaSzWRAKJRS4ESPzuDe3Ov1SkGoWycpVRc4VH7QhuSyVrM2bFjf4nt0H9kFdz/JC7coo4qM7UUtHtsWODg5M/jmu5n+/Fv4drGkJ2Zs38Qv/76btV99RHXJ+Z3jSoW2vo6d83/h+wdvY+/iPzDqJRLaxcuHUfc+xsTHXsDd7/wG6MLjlbIfq4Ozij5To1o81iYAdpqS9UiFhURvsi453c6lxopE93Q+v2fOPx2it9QXBG0NaKSBu0mh32BosFG0OnZPQuHlBYDmry2IOvu2EP5dPYgzK6D0WqNN4PJcIAgCCUNHc83bnxM9wPL8KM/JZtGbzzP/5SfIPbSvg0w/R+Qe3MtvT97Plh+/lusWOLq6MeSWe5j+4jsERESf9zkKjlWw+0/zglGAQdfFoXJoThTIJBy2FgZNyLZKRW1KM29SYgNgtjm57JXoIJOOgrYa9JLKqYlEh9MsXdIGIjhLk/iGNasRzYur0xEQ5kn3kRIZJ5pE1n5zqE1BMEcXV656/i26jZwg/6844xhzn3mQTd9/IReD70D7oijjGL+/8Chrv/xQ9lJWOTrSb9aNXP36x3Tu1uO8z1F6qoatcyzP8N4TI5oVAwbQHTqIsUhSmjv374fS01Ydd6rauu/aC4CZ++5lrkRHUIDZ0kWokwgMR6UjQa5SZk5ubY7dscx1tCUQVrdiWbP9gRGedDIXWW+s1bPmm0MY9ee3gFaq1aRMnc21b39GWK++8v8Ljh5izlP/x4ZvP6OxtsM24mxQX1nO+m8+YcVHb8jqVO/QLsx8+T0iU9PO0LplbJ+XgV4r9Z24ASH4h9kXmYhGo6xEV3h54RATY7N/nxWJ3rPDD71dofLzx+t2cx0Ro5GKd95st/d2dFFLZPpL/Um7JhbPQEvGb3VxA1t+Pcavz2xh15+Z5yVs6UDLKMnKYOl7rzD3mQfJOWApzhsQGcOMl95l2G33nXdB1gMrT8nFo7sm++Pf1X4/rzfXJgFsMjqt54VdnfwRzPamomtHUdH2wIwYqZ7XmmQBjbM0f2lY8icpg7zkY7bPswgCHZxdmPTvF/AIlMb/yoI8Fr72zFnZlipc1LiNj8D7oRSc+gTJZLpTjwCEf1hNqH/W1VziEEWR/CMHWfr+K/z873s4vmU9TWblbj5+jLjrIa567k1Z4XQ+KD1Vw6G1EvmtVCkYMCumRVWsPisLQ450rFPPXjaLgUNmFTpANz+LTYRQegRBLy0UTVewHzpIpFc3X+m7qdZWyT6YAI5JSSi8JYJds2VLi1XKVWol/WfGyq+3zTshDxzng6DoeGa9+gFDbrkHZw8vQPKjOrJ+JT89/C9WfPwmRSeOdBBybUBNSRGbf/ya7x64hR2//4TOTJQo1Wp6TpzOdW9/TsyAIeedDmrQGdlkZQORMjnSRm1hDSkAtl56cVoATGvUcrxSep8wj3Dc1NJkRqiUFveioET07GKjRPe8nJXogOgdJm8LVdL3kODTTf6ftaWLoFTKvnpiQ4NcM8Ieek+KlH3gsveVkr2/bSlqrcHVy5vR9z7GtGfewD/cEkQpPHaYP19/ht+fe5jjf23AaPjnpbD90yCKIqVZGSx592X+fONZKgvMz2hzwOK6d76g28jxKNohvbO2XMPa/x6W65D0GBNGYKRX82symahfsVx6oVLhMmxYs2OyzUScj5MPno7mcdmeEv1yJ+IA0d3ipdmk6LUuLmodcFA4O8sBbFNVlU06/+lImRRBcIx5jK7Rseargxj0Z1awqR2dGHLL3Ux56jW54LsomjiwYhE/PXonRzeu6bB4aSdUFeaz+rN3+eP5RyjJtBDckX0Hcu1bn9F7yiyU6vMfuxpqtKz56qDssR0/KJQu3e0vtuuWW4hd11HNA2BZVlkk4eYsEvt91yr76XLtu02FgetLwZw50GTpUqevpaKxeVFul1GjLZYuy5fZnaMOuSEBNx9JfFKaXcNfc461y1zWwz+QCY88y4THnpcX+6Jo4tDqJfz46J3sWzofQwtB9Q5IKDt1krVffcQPD93O4bXL5f9H9x/CjJfexTvk3GoVAOQeLiNrrxSQcXJTkzLFvjoVQHf0qJyp6dQn1cbiSRRFWYnurHIm1ifO7nt04NzhcdPNKIOkPqTZtKnFrM5zhUqtJC4tlOlP92XUnUkER3vJ+7QNBvavPMVvz/3Fum8PU5JV3bHWPU+IJhPZ+3ay4LWnmPvMg2TttqyL3P0CGHnPI8x44R0CI2NbeZe2obqkgYNmHkuhEkidar+fiwYDGnNRUcHVFedUiyz6ZLUkZvFw8MDXWkzRoURvF/QJ7EukZxSNjgJ/ppj7ltGI25rv6ZIkzZ00NTp2LMiQ27h4ejPlyVdw85XmBRV5p5j/8pOyHW5bofRywm1KtESm9w3GeWCn9vlQ7YjL2CD34kHbUM/xLes5vGYZ5bnZNvuc3DzoOfEquo+eiNrRqV3OZ9Sb2PTjEcsifmwYHv4t+zI3WEXwTk9JPdSGoqJXsh96ExL9urO5QHqIHyo7IBdOEpRKXIYOo27+PERNA43btjb7jpvQOdGXyJRAMncVo2sw8Ndvxxh+e7fzJmUVCiXdRo4nJm0o+5YuYP/yhega6hFFExnbNpGxbRP+YZEkjhhH9IAhODg5n9f5LieYjEZy9u/m8NplZO/bJQe9AASFgrjBI0mZejUe/u03IO9efJLaMnMx0QhPYtPs+zwC6DNOYMg1B8B69bYJgB2vPIrBJE0aEpsCYKKIUJktbXp2BqWaKisS3etyJ9G9wuRtoTIbMaQ3Cb6WIsrp5YeYEDFZfu0yYiR1i/4EpOeki5XFizWc3NT0mxHN+v9JHvR//XaMoEgvmVg/H4TEd2PmS++RsX0TO/74hapCyXe95OQJVv3nbbb85E38kNEkDBvTrvfh5YDq4kIytm3ixLaNlOdk2+wLjIpl0I13EhgZY7/xOUCvNbL6y4No66U+1SnRl17j7Rcq0+7fb6Vk7Y/S08tmf62uhvJGyb/Rmiy2toSwR6JftkScm1W2W20ReIcT4WlZVJ2oss0AcR09Rg5S1K9YjnP/AXbfV6FUMPzWRBa+tYu6ikZKT9Ww5ZdjDL4hvk1jb6fEJGa//jH7lsxn14LfMOi0aKqrWPPF+xxeu4xBN97ZLtkNVxq09XVk7d7Oia0bbFRuAD6dujDoxjvplJjcQuuzh1FvYu3XlkyEgAhP+k63/7uJJhP1y60CYCNGNDsm264S3brvSs9q677rqLqc++4BBNEI9WXgFkC4ZyTbi7YCEtHh62wbrFD5+eOU0ofGHdsx5OSgO5KOY0KizTFObmpG3NGdxe/txqg3cXxrIT6hbi3WfjpbhPXoQ+fEHuxbOp9dC+dg0Dairatly0/fsGfR70SmphHVdyDBcYntEoC91GE0GDi5aysHVy6m8Nhhm31KtQMDr7+dxBHjzmtNo9ca+es3y7M+dVqU3WKiTbAWPzj37WuzL78ujxKNRMYn+fVApbi8579/BxROTvg8/Ail/34UgIq33sC5f38EdftmvQoKgS7d/ejS3Y+y3FoOrc3h5O4SRJOIaBI5ubuYk7uL8evqTlSfIDon+uLu59zhgd9GaGqqObppDYfXLKO6uNBmn6u3L70nzyRh2Jh2CWaDlBm4+eejmAzSmrvbsM4t8liNe/bIhYNdBg6S7606XS0lDVLgOsIzCqHeqp5QB4neLhAEgevib+Klbc+yNEVgym41Tg166hb9Scr3t1BwVIlBZ+TYlgLCkv3plCBlj3n4BzLlqVdZ8MoT1FdWUJmfw7yXH2fSv1/EK6hlzsMelF5OuE1qOVv/70QHiX6OMJmM5B8+wNFNa8ncsQWj3la14OLlQ4/xU0kcPhYH53MrPNgSdi8+SaW52IpvJzeSRnVp9Xhrz1CXESNt9h22UqJbe38LNiR6h4+cdYDhcPlBxoVPlF+7jhhJ3fx5ANSvWd0iiQ7Qd3o0+UcraKzTk72/lIwdRXYL0p0LHJxdSJ1+LUljJ3No1RIOrFgkp0SXZmey/ptP2Pzj10T1HUjswGGExHe7YhcGFXk5HNu8lmOb1zaLjirVauIGjaDnxOl4BrbPb9OEguOVHFonqWSVKgUDr4tr0ecRsBQlpHnfPVRm6buJ5kwJGsolKxMs1iY1V4onOqcp0c2KfGsS/fBpxUWdB6QhODoiarU0rF2L+MxzCC34d0b0DiRzZzG5h8vR1Oj467djDLs1sV0m6YJCQXT/IUT2HUjm9s3sWTyPsmxJYdFQVcnuhb+x+885dEpIIm7QCML79L9ig2FVRQVk7thC5vbNlGY39+B08fKh/9U3EZs27JwLD9qDaBLZ+H06FflSYWgPf2eG3pRg1woCJHVlE1zHjm+231pZHe5hyU5rsoQQlQ7gbFZQ664UIk6CUFuACMR4W5SDTVk3TXAeNBjB2RlRo6F+9Sp8n34WoYUFnpObAyP/JZFxBp2JjB1FeIe4kjTSfkHJ06FUqek9ZRbRA4ay5aevObnzLwCKThxl7nMPEzd4BP1m3YSr1/l5dV/uaKyvI3v3djK2byb34F5MRlsbHkdXN1JnXEe3EePPyUe5JYiiyJbfjlF80rwQ93JkxO3dULaQGqzdt89Sy6D/gGYBMLAo0QUE2XbIXj2DBp3lMzrbsXy6HCC6W+ZJQm0BolsAEV6WANjJ6gz6BPVt1s517Dgad0j1ZuqXL2tGogP4dXZn0HVxcgB7+7wMvIJcCY3zaZdrV6qlvh07aDjbfvuOY+YMYk1NNYdWL+XQ6qU4e3oR2WcAkakDCYm/8gj1uooyDq9dQfq65TRU2frbOji7kDh8LD0mTDvvWgUg1Z2pq5AyeoNjvIlKbd1KtHGnpV6RUx/be8zaD71nwJWdUX0h4TpuPDW//Ix27x702dnU/PgjnrfcesHO59fZnaE3JdJnShRHN+dzdHM+jXXSOqfsVC1lp2rZ9vsJ3HycCIn1JjjGm+Bob1y9HC/YNV2K0DVqOLV3B8f/2kDO/t2YjLYZeh6BwfQcP434IaPajTxvwpHN+RRlVAHg5utEj7H2xSgADaut1sHDLQHtJhU6SNlgTTU5wCo7qgPnjTFh4/nPvg8pp4wFfUxcvQEwmdB98yGps57ir9+OAbDpxyNMfTJVzqz3Cgph2rNvsvC1p6ktK6GmuJA/XniUCY88R1D05ZEV1EGinwVMJiNFx4+QsX0LmTs2N5tMAARFx9F91EQi+6ahVLU/YVVwrMIm/WXQ9fEolC0TBfqCfHSHJeLIIT4edWeLgsMkmmQiztfJUoAPQFEgKYNEQYkYlMSVjkRfiyWENXkJ4NSvP4KzC6KmgYb16xANBpvij9Zwdncg7epY1nwt/SZb5x4nMMKz1UyCs4WTqxspU2fTY/w0MrZt4uCqxZScPAGAQdvI0Y2rObpxNa7evkT1HUhUv4EERsVd9hH7JvItY9smyk41LxDn5utP4vCxJA4fi7NH8+rg5wttvZ6N36eDWezee2IEXoGtFze0DoC5jhxls++wdRaJmURvIo7BQqJfWXYuVope83fh7uBBmEc42TVZHKs8gtaoxVEpTaYVLi44pw2kYe0ajOVlaPfvw6mX/cWWIAgMvDaOea9uR9tgIGtvCZ23+xLdr/0CLQqFkuj+Q4jqN5iCo4c4uGIRJ3dvk2wjRJG8w/vJO7wf1beOhPVIJarfQLr2SEHlcHkvDiryczm5YwsZO7ZQ3kIBuMCoWOIGjyQmbegFCTDsWZol2/ionZSMujOpRYWcaDRSv9KsZFWrcR3eXMmaVW15BnX1tKNEdw2UC0drrNSsLo6XJ4EjelpSNYUaqQi7n7MfPk6+VDSWc7xSsnJoGqcULi64DBlK/fJlmKqq0OzYjouV3dXp8O3kzuAbElj7jTT27lyYiWeAC12T2r7Y8vAPYNyDT5F7cC+bvv9Ssg0SRY5uWE3m9i30njyT5HFTz7vezeUETW01Wbu2kbnjL/IO72u2UAcpTbz76IkkDB2N43l6rNrDobW5nNgmqeuUagUj7+iOi0fLz0zbANi4ZvtFUZQ90YPdQnBSSVmmtoVFJXsizZWQReJuUZYJtQWIwT2I8LQox05W2S846DpqNOWvvQIGA3XLluL94MN2A5+RKUFU5NdxYFWOXNtg0qO9zzh/Ohu4+fgx8u5H6DHhKnYvmEPWnu2yOEpTXWUh1D28CE/pR1RqGiHx3VG2MNe/1CGaTOSlH+DQ6qVkNc1BrOAd0pnuoycSO3BYuwnFynJsbUrTZse2ui4R9Xoad0tEudLPD3WErVXqnhKLGKyDRL9wEAQB3yefomD2TBBFKj/7D64TJ6K6wJmTrl6O9J4YQfKYrpzcVUz6hjzK8+rk/XUVjRzfWsjxrdKz3zPQheAYb0KivQmK9mrRRvNyhSiKVOTnkH/4ADkHdpN3+EAzAShAaGISSaMnEdYr9YIEDCvy69gx32L/MfCaONQtzGtFk4n6NWYSXa22qUNnTaJHeEYh1DYPYnfg/OGgdGB27LV8uv8jCsf3QTx8HKGsgoZ1a+l6/Y2civch/0gFDTU61n17mLH39ZDFgZ6BwVz13FsseksqSttYW8OCV59k6G33ETeo+broUsPlOfq3I3QNDeQd3kf23p1k79uJprqq2TGOrm7EpA0lYejodvE7bwkN1VpJjWEm4VImReLbyb31NlZKVteRo2325dRkU6eXvOS6+yVZJivaWoTSIwCIgYmgbl8l/aWIVok4JydcBg+mfsVyTJWVNO7YjvOAlgvqhPUIILpvECe2F6FvNLLuv4eZ+HBvlOr2LVGgcnAgbvAI4gaPoCQrg/S1yzmxdaNcbK++spz9yxeyf/lChv/rQeKHjDzDO15aMBmNFB5LJ3vfTrL37KAi71SzYwSFgrCeqcQPHUXXHikXTGEkmkQ2/JAup5IHx3jTbXjrKcn67Cz0J6S0VsfkZFRBtpOCpnoGjkpHor0lywobEt1HehZVNVgmSZ4ul/ekUfS2PH8VFRaSsptfEtk1WRhMBo5VHCHJv4e8z2XESNnyqn758hZJdAAXT0fSromTibi/5hzDr6sH3sHtt5gHaVESGt+d0Pju1FdWcGTDKo5uXC2nWRq0WjK2byJj+yYi+wxg7INPtev5/26IokhpdiYnd/5F5o6/LB7npyEgIlpOufcIuHCT5hM7Ctm3PBuQeO1ht3TDK6jl37xx106MpRLh7jJwEAr35uP08cpj8nZkE+Fk1CE0SBYv1h7h1kp0l8uViPOwJtHz5O1Y7zi2Fm6hWltFcUMxQa6W39l17DiZ8KxftrRVEh0gvGcAPceHs3dpFoiw/n+HmfBQb/w6tz6POh2du/dk9usfc2jVEnbM+xldQz36Rg3b5nzP4XUr6D/7RqL6Db7sA9Mtoa6iTCLOd/5FwZFDiGJz73hXb18i+6YR3W8QgZGx7Zo1Yo1TB0pt/DoHXRffYvEykPxX5VoGLQTAihuKqDdI2aA2WSQ1BZb3MRPL1n33clWic5oSHSDC0/K9ZFXbJ9GV3t449x+AZtNGjIWFaPfuwam3/czX3pMiqSpsIOdQGTqNgVWfH2DSIyntYqlmDb8u4Yx54HF0jRqy9+wgY/smcvbvlgvMa2qqSF+7nPS1y3F0cye8V1+i+w+iS9LlQdJqaqs5utG+rYMgKAjv3ZduoybQKTG5XZ9vJqOJTT8ftdiUjguzKSZpD9qDBxEbpPWMU2rfZtezp1gi0R2VjhbLww5cEDgmJOI+Yxa1c39DbGig4p13CHjzrYtybpVaSUz/EKL7BVNZUE9uejkFRysozqyW61+AVJC0uriBo5ukIL13sCspUyLp0u3yKkJpNOhpqKqktryU6qJCKvNzKMvJouTkCbT1dXbbuHr7EjtwGPFDR+EVFHrBrk2nMbD2v5Yi0fGDQ1vNKtIe2I+xWCLHnfsPsJlLZ1ZZxvUIr0iEQovorCmI3YH2wfToWQwIGUSsTxy1unmUPfs0AJVvvcGgr35i4Tt70NToKDxeyc4FGfS9ymKV5+brx1XPvcWy918l/8hBjHo9az5/n+KMY6Rdd/slLTrpINFbwaK3nqcm56Rd5YxCpaJrcgqxA4fRtUefC34TmIwm1n17GE2tRIiFxHnTbdiZfQHrrareu4yyJdEPWilZrScYisK9CGam3hTSYeXShO5+yTIRd7Q8neSAnvI+17Hj5IVX3bKlrZLoAP1mxlB8spqaUg1lubVs+/04addcuPSWgPAoAm67j4E33EHWnh0c37KOnP17MBkNZiL58vO9//7B21Aa7BeHCoiIJiZtKNH9B7dLCuqZcGDVKXIPScW1HF3VDLkhvkUbiCbUNS3kaR4Aq2ysIL9OIppiveNlr0dFhWWx2qTKtibRvVrxlrws4OiO6BqAUF+CUGn5Lrr7JbH45EJAqmlgTaK7Dh9BmVoNej31K5fj8/gTLVq6gETExQ4I4dhfBRh0JtZ+c5BJj6Tg4HxhhlNXbx9Sps6m95RZFB0/wrHNa8nc8ReNdZJtT3hK/wty3r8Tvz55H4bq5pleAAGRMVJqfd+BeF5A4rwJRRlVbLYqBJw6LYrOib6ttqlbsljedp0w0e4xRyvS5e04nwTAosAGW1LZ1hLi8py22ZLolu8hxkyig2TpYk2iOw8chODmhlhXJ1m6PPs8CsfWszJ6jgujuriBk7uLMehMrPp8P5MfTcHV++xq1ihVKpLHTSEmbSjbf/+R9LUrEEUTtaXFrPzkbfYunkfCsDFE9R2Ik3vLpO3liJWfvN3MMxmkbK+mvhsUdeGI8yaU5dbaCE96jA0jMqX1xXXjju0Yy6VAlsuQoXYDYNa1hKK9LQXWmoI/oosvqKVsmAYrEt31su27FtJFqJGIV3cHDwKcAyjRlHCyOtMmi8QabhMmotkk1RuqW7K4RRJdoRAYcnMCi9/bTWVBPTWlGlZ/dYBx9/VsdwEKgIOTMzEDhhAzYAg6TQPZe3eSuWMLp/btktWb2rpajm5cjba+7rIg0dd++SGFB3djMtjaLLl4eZMwbAyJw8bi5nthCMcDq3KoMKuIfULdSBrZuk0pgGb7VnnbuZ/tPKiwroCCemkc6e6XLIueOnDh4P1//0f9yuWYqqupX7IIzfQZOKemXrTzC4KAT6gbPqFuJI/qikFvpORkNQXHKyk8UUVpdg2iyVL3qrKwHtUFeHb8Xfjp0TtRGg3oGzVtOt7V24fw3v0umk2VaBLZ8F061cVS4Munkxup01r3uq5fucJyvadxWNYWfzFesVD3g+Vc7h1K9PaEh6MnHo5Shr7b5CnU/PwjuiNH0B07imHRHIbfOpWlH+1FNIkcWpuLu68zCUMsc3pHVzcmPfESm777Qi5EfWj1UgqPpzPy7kfw69Kync8/GZfnjK6dUHQ8HScrHyiVgyOdk3oSmTKAsN59cXRpX/Vha9j6+wnZP8rFy5GhNyWekYTTn8pGe0Ca7DvExuFwWqrbgbJ98raNH3qBxUdODLn0J4bthe7+ySw6uQCAA2X7bUh050GDEVxcEBsaaFizGvHZ5xFaCaw4OKkYfls3Fr2zG6PBxNEtBfh0cid+0IWLAIN0D0f3G0R0v0FyYa/q4oILYl/yd0Ovqbf4uAkCgZExRPQZQGRq2kUh35qQc7CMXYvNqmgBht6UcEbCRhRF6hcvkl+7jh1rs/9A2X55u7u/Vd+1JtF9pMlJVYPFzsXb+dKN+LYVok+kRKLXFYO2Fhzd6Wb1fLMOHgIo3N1xGTRYsnQpK6Nx9y6cU5v7t1qj34xoSrKrqSyop6qogQ3fpTPyX93P+Ew+HwiCQHBsAsGxCQy66S7y0w+QuX0z4b1av9ZLEXVlJZaxVxAIjo4nMjWNiD79cfe7eAWDqorrWf3lAbn4UdzAUBLPELwWdToazDZMgtly5HQYTUZ5ARDiGoqneXJKiyS6RMQ5qBQoL+A99rfCPQhRUCKIRoRqS+aBtS/6kYrDDO40VH6tcHLCdeQo6hbMR6yrQ7NxQ7OF1ukQBIFB18dRV9lIyclqGqp1rPhsPxMf6n1OgTBnD0+G3nov3UdOYMtP35B7aC8g1SHZ8O2nbPzuc0LjuxOZmkZ47364erePl/M/GZF9BsgkukdAEJGpaUSmDiAgIuaiqfPrKhpZ+dl+DOa+E9E7gF4TzrxQq1u6RN52ayEAZj13TvY3zwNNRqiVCGRrUvlK80Rv+g4AIryiKNGUUK2rplRTQoBL8wCGy/DhCE5OiI2N1K9Yju+TT7VYlNDBScXou5L58+1daGp1FGdWs/HHI63WpmgPODi7yIS6vrGRU/t3yYS6vlFDZB/7RY0vNZzc+ZdNzY1OickkjhhHeO9+F9S2prKwnr3LpSxKQYCB18a1alPahEaroqJO/frZ7LO2cukV0CEGuxhQennj/eDDlL/4PADlr7xEyC+/oXC9eFyJNVRqJSGxPoTESmOuXmugOLOJVK+ksqCegPDLZ+3bUFVhw1mdDmcPTwKjYgmJ60anxB74dQ2/qNlyOxZkkHNIClA7uKgYcVs3VK1kVopGo8VaTaXGZfhwyz5RlLM5A5wD8HLyPq2wdweJfqEgKJX4Pvs8hdddI9k3ffIxoaNGMWBWDFt+lX6Trb8fx9FVRWSK5XdQqtQMve0+AiJj2Pi/zzHqdZTnZDP3mYfoPWUmvSbNvORU6R0keitQO7vi6edHl6RedEnqTafEpL/Fe/bw+lw5/UihEhh+a7c2eXnVLbEsBuyp4Q6USkScUlDaeH4rrEj0jqKiFnS3IeL22+xTODnhMnwE9YsXYaqpoWHTRlxHtG6P4tvJnbRrYtn4g2Sds3Xucdx9neTqxhcajq5uxA2+9D2pWoKDqztRvfrQJakXXXukXBTF+ekoz6tl/f8Oy0q4XuPD2/T76tLT0WdJiwqnlBRUwbbVrA+U7pO3k/x6yNtChZTeJiJcmUp0wOQdgSJXUigJlVmIQUlEeEbirHJGY9A067sgFUZqsnSpW7zojCS6ykHJyDu6s/DtXegaDOQcKmPHaSlsFxJKlco8LvW6KOe72FAolXTu1pOIPv3/NuJRU6Nj5Wf70TZIJFhonA/9Z0afcdHRsGE9plrJJs11xEgUzs392XNrT6ExSGqhWJ94+f9CtcXGxJqIa7KEcLlMSTgAFCrJFqImz8bOJckqSLglfyN3Jt1r08x13ATqFswHJAL0TCQ6SIvrkXd0Z9G7u6gta6SyoJ41Xx9k9N3JLRabPBN8u4Qx6YmXyDmwh21zvpcLA4smk1zLYMP/PiMoKpbwlP5EpPTHKyjkDO96aSIidQCN9XVEpg7At3PYRbe10TboWfHpfjQ10tgXEOHJoOvjz3gdpsZG6s1FzAQ3N5yt/FetcbDUEoiV54V1RQii1E9FD0ugzcYT/TLtvzae6FZ9N8EnkW2FUhHenUXbmRAxuVlbhYsrLsOGU79sKabqaho2bbJrodMENx8nRt2VxNIP92DQmTi5uxg3Hyf6TIlssU17Qu3kJNUS6jsQg05H7qG9hMR1O3PDSwCdk3pRk5NF3JCRJA4bg1fwhRX1gNnG5ccjcqC624gurdotye0aGmjcJ83lVF26oA6xvdbdxTvl7V6BHevYiwX36TOom/cH2oMH0J/MpOj2Wwn8/Au7xZkvNtSOKjol+MprMIPOiOoyeia7eHnj6emNo6srLp7euPr44hkQjFdwKD6du+Lm4/e3Wcylb8jj0FpJHCEoBIbf0u2MteAad+/GWCIVC3UZONDmHiqqL5TtiJuEFkKtRKKLCjU4X/5ihb8TTknJuM+aTe1vvyJqGih75mliv/4vteWNHFh1CkTY8P0RlGolYcm2dYcSho4mMDKGVf95h/LcbExGAzvn/cLxvzaQdu1thPVKvWSsEC+fPJYLgNmvfsj1737J4JvuIqxnn7+FQD+5u5htf5yQXw+8Jo7AiDNHTkVRpG7xn9ILQcBt/ASb/bW6Gk5WS4RbjHccTirLQl+Rby4q6uCO6HtxSKFLARGekbiqpaJXB8v2I4qizX5r1VLdwgVtes/ovsGyN3ZTwaSynJr2ueArHDe8/xVj7n+c+CGj/hYCvaZMw4r/7EevlRbR4b0C6DE2rE1t65ZYqdAnTmq2/6A1id5EMomirEQXPTuDSnpeVZkLi6oUAq6Ol3/ctMkLHixBBZVCRaK5+GpxQxFF9UU2bVyGDEUwq2XqVyzHZPbZbA0e/i4Mv6VbU+1HDq3N5eCanPb4CFc8rnv3KyY/+TLdRo7/Wwh0vdbAys/2U1vWCEjp5cNv69YmdVzdoj/l7ZatXI7I23HWJLoVAWVdaLOJiHNRX979t0l9LzSUg17qg0GuwfJ3dKQinYK6fJs2zn37ovCRFsWaDesx1rRt/HR2d2DM3T1wdJUCiwXHKtn04xGbdO+zhSAIdE3uzexXP2T2ax/Rc8JVtl79okjRiaNs/eVbfnrkX/z6xH3UV1ac8/n+qXD39afvjOvw63JxlW4ABr2R1V8epKpI8iz38Hdm1L+6t6p4a0LDurWIdZKlhOvI0XatgRoNjRytlKyYwj0i5CwSWysmKyW61kqJfpnWM8DJC9FBsr2xziLpG2xRaDdZMtmD2yQLuW79/GwJ/l09GHpzojz2Hlh1ivQNea03ugBQOTgQ3uviZiVfSAy64Q5u/uQ70q699aIQ6AAH1+ZSekp6ZnsGuNBrfNvS+hv37AaDNLd17tvc0m53iUSiOygc6OaX1E5X24EzQVAo8Hv5FRSe0nNRe/AABVfPRmeu7/RPwuVEoANc986XXPv2Z0x/4R3GPfQ0g2+6i+RxU+jaIwV3X/+/jZjM3FnE1t8tv/+AWTGExp95Xl+/1MoW8TQO61ilZQ7dZKnWVI9DdA+GS4SEvZTh8+DDKIOlLLTGHdup+eF7UiZHEJsmBdWbOK2svSXN2vp2DmPmy+/Ta/JMFGb71OqiApa+9zILX32K8tzsi/Y5zgcdJHor+LstLk4dKGXD97Z+jtF9g1tvZEbj7l0YciRCx6lParOihNaWBtb+wNQWIdRKiwFTcA+4wB5ZlxIUgoJuZiKuTFMq++01wXlAGsoAyWqgYeMGjOXlbXrfPlOj6GqO1Om1RpZ/so+KfPvFPzrQdlxof7fWUFuhYfnHe+UaBgHhHgxugxIOJDsIeSGpVuM6aozNfr1RT3qFlCof4haKn7M5yttQhqCVFiOir8VnrkmJ7uXicMlEd88H1p9dKLfY21g/5w6U7rVpo3BxwXWMZJkj1tfTsGZ1m84VGu/DgKstnrg75mdwdHN+Ky060BY4uZ1docf2hNFgYs1XhyjLNavJvR0ZfXdym6w+jFWVNGyU/H2Vfn7NfFqbYJ0NEevdAoluRcTVm4k4V8fLezwWvbrK20KVpRD0sM6WrK71uWts2ggqFW7jx0vtdTrqVy6nrfAMdGHUnUmyp3LmrmK2z89oFiA/F/h1jWDAtbdy/XtfMfu1j0iZdjU+nWx9fhvranD5Byj0LheYTCIb/pcuWx86uakZc08yTm5tSxGu+3OhvO02eYrdYw6XH8Rgkvqj9ZjSYt+19kS/XIPYgoDoJd3bQk0emAvJJvkn46qSCObthVsx2SkwC9LcuSkQ1rB+Hcbq6jOesmuSP/1nxcivt/5+nKw9zRfrHWg7XLx8LBaIFwEV+XXsWSJZHQoCDL4hvs3EpmbLZnnb+TQrl4K6fDnY2t2/ww/9YsMhKprg/32P0uyfb8jNoeDaa6hbvuwMLTtwuSFrbwkbfjgi81jJo7sSN/DMATpTY6N8vwguLrgMHWaz/0i5peZKnE8C6DUIGrMgwePiBACvdCjc3fF/9XX5dcX776Ldt48Bs2OJSpU4R9Eksu7bw5zYVtisvVKtpv/sm5j1yocExybK/88/chBtQ/2F/wDtgA4S/R+K7P2lrP3mECaj9OSJHRDSJj/HJtT+Plfedr9qerP9LdlBKGz80C9Pq4DzgbUP+v4SWyJOUCotihqDwUZN3BoUCoGhNyUQGGmO3DcYWPbxXpnE6cClhdoyDcs+3EttuaRi9QpyZfRdyW1eHNSvXYOpUiqq6DpyFEpP22De8cqjaI1a4DQrl3JLpXLRx5LaXGkm0b2vACsXwCZ7RlFuyeKRvWux9bRtgvvUafJ2rdkeoi2ISwulp5V6asuvx0jfePFVcR04f4gmkU0/HiH/qDQZd3BWMeaeZFy92rYIr1++XFbHuU6YiGDHR9YkmliftxaQMiSSrYk4GzsXSZVtNIkWJfrlSsKZIXqHydtCZZa8PdyKRF+b2zzA5TbJQni2RclqjcAIT4bdYlG1Hl6XK6WjthMEQcCvawR9Z1zPNW9+ynXvfEH/q28mMDKWiJT+F7y45pUCURTZ+tsxsveXApLKcPTdyWdMGW+CsawMzV+SWloZHIxTin0LiA3mvgu2NhFClSULyTqLpN5KiX7ZkuiA6Gkm0Y06qCsGQKVQkxIkFRas0lbaZOBYQ1CpcJtgVhrq9RYf3DMgflAnkkebA28irP/+MAXHLr/MjssReq2Btf89ZGPj0lZ/alEUaVi/XnqhUuHU39aTflfxDnk7JfDiFbbsgAUO0TGE/PobDvGSSEDUNFD66MNUvPM24mmFaztweeLknmLWfXtYzu6LSwuh96SIM7SS0LB2jSUrbPRYFC6243iTkAwgwTdRVqHDaTU6OnBB4ZzaF89bb5NeGAyUPPx/mMpKGXR9PNF9LUT6xh+PsH/VKbsCFd8uYUx79g3GPvgUHoHBRPQZQIgVqf5PRsfs/R+Io5vzWfv1QZlAj+wTyICrY9usIjVWV8uFzRQenrjY8QjdV7pH3k4O6CFvKwos/zd1FBVthh7+lsCC9XfYBLepV8nbtXN+QzTZV96cDpWDktF3JeMfJnkBNtbpWfrhHgqOV57nFXfgYqI8r5ZF7+2WCXTPABfG3mexDGgLan+fI2+7z5jZbP9e675rRQwryi3pck1EskZnpFEv3YNeLpdWwY5zhegdgYj0rBQqLCR6kl8ygvn/+09TogM49uyFqqu0IG/cvg1dVlazY1pCz3FhJI2yqEy3zjnO3mVZ7aJo7cDFgSiKbP39OJm7JAJIqVYw6q4kvIPd2vwedX8ukLetLQqscbj8ICUN0jn6BvXHzcGiuheqsqVrUTmDqzmryaowoavD5UvCAZi8LcEooTJb3g7zjCDcUwoM7i/dK39/TXBISEAdLi3OtLt3o887uyBW1yR/0q6xFDDd9efJC5ZR4hUcSq9JM5jx0rsMuvHOC3KOKxG7F53k6BZpIS0oBEbc0a1N3spNqFu6GIxSsMptwiS7wQ1RFFmbIwVxVAoVg0ItnulNfReQ65HAaST6Zdx/m5ToYBtQGBAyUN5eZycA1gS3KVPl7bqFbQ9i954UQXQ/iTQxGURWfXGQ0uwOS8R/MnQaA+v/l051sWTZ5dPJ7axEYvqsLAy55kzrXr1Retj2811FFhK9T+DlV3j9UoEqOITg73+ymQtV/++/FN1+C4bSjqyRyxlHNuXbEOjR/YIZMLvtPFbtvD/kbbepU232iaIoK9F9nHwIdAlCqLEi0T0uz1oz/1R4P/AgTn2kYKWxtJTiu/4F9XUMui6ehMEWQcGuhZls/vkoRkNzXkwQBCL7DODatz5l6G33Ntv/T0UHif4PgsloYtsfJ9jy6zGauJeo1CAG35CA4iwqz9ctmI+olZSqbpMnN/N11Bl1HDLbuYS4hhLoYrF6EQqtSfQOJfrp6ObXHaUgLYT22SHiHMLD5YeJPjubxm1b2/zeTarHJs97faNk7dJhD3FpIHtfCYvf2yMXM/MMdGHcAz3brGIF0J08SeO2bQCoOneR7yVr7C3ZJW/3CLD0UcEOiV5pVVTU2/XKINFRO4OnVGdAKM+g6WHq5uBOpJdk9XK88hj1ett0MUEQ8Jg5W35d++svbT6lIAikTI60qOKAPUuy2PBdOgardP4O/HOxe/FJjmyUnrWCQirgHRTp1eb2usxMtAekcdUhNg7HuHi7xzWRcADDu4yy7BBNsoWJ6B0mezpeKUpWANErTN62JiUBRnaxiAGsv0OQ+p+1/Ya1LUdbETsghBSr4oRbfjtGxs6iVlqcPzpU6O2D/atOsX+lOXtAgCE3xtMpvu0F2kVRpHa+hbhtycolvfwQxQ3SPZEa1A93Bwt5Zx30Eb0shGCD+fmvVipwOMeitZcCmpToAEK1hUQf0mk4CkH63GtyVrYYWHaMi8fB/MzUHjiALjPT7nGnQxAEBl4TS5fuZusInZHln3ZYIv5TUZpdw4I3d5JzsAwAtZOS4bd2a1PNgiY0rF8nb7sMGWqzTxRFdpuV6E5KZxJ8L4+ir5cqFM7O+L32Br5PPQPmzLzGXbsomDEdzY4dZ2jdgUsNoklkx4IM/vrtmGzhEjMgmEHXxiG0kcfS55ySuRNV5y449bIVdObX5VGtkyy/4n0SJWLeuiaJeweJfjEhqFQEvP0uqlDJRkd3/BjFDz4ARj39ZkbTe6Il++D41kKWfLCH+spGu++lVKlxdv97rbTPBpfvjO4SQ31lI8s+3sfhdZaiPN1HdGHw9fFnRaCLBgM1P/0gv3afdXWzY45UpMt2ENYkHKKIolAihkVXf/Do1KztlQ5nlYtc5CyrOpOqxuZKcY9rr5O3a375+aze39FFzdj7etA5UVoAiiaRLb8eY8P36XKByg78s2A0mNgxP4M1Xx+SCdOAcA8mPtT7rAh0gJofv5e3PWbNbkaymESTbCPk4eBBhKeF9BHKLKprk5/k021NovtcKSQ6YDL7ogvaGqi3KF6SzZkkJtFk40vdBLdp0xCcnACoXTgfU33bfdmaiPTUaRZP9sxdxSx6dzdVxZeGv9uVCFEU2bs8i/0rLBYeg66Pk0mZtsJaPelmZQ10+rnW5EhZYkpByeBOVj6PNQWSFQK2ZPIVRaLbKNFtM0FGWJHoq3NWNGvrNmmyHHio+3NBm7PArJE0sgvdR5rJQBE2fp9u18uxA/8MiKLIgdWn2LXQQrj2nxlDZEpQK62aQ3ckHb258J1jcg8cIuynnK82912A4Z1H2eyTs0gcPcDZUsj8yqlnYEWiWwUUfJ396BkgkSC5tTlkVLVcYNBGjb5gXpvPrVAqGHZrIsHRXgDoGgws+2QvJdln9lbvwMWBySSyb3m2lKlZpgEkAn3YLd3wDGib5VITbEj0oUNt9uXUnqJEI835egT0Qq28MmwM/8kQBAGPa68j+NvvUQYGAmAsL6Po9luo/PxTRGPH2vZygLZBz8ovDnBwtSWI2n1kFwZe03YCHaB2rlU29sxZzdbB1nacTUWDhRoLdyaaRVQduHhQ+vkR+PlXckHhxt270R44gCAI9BgbxrBbEuXaQ02B1MvBeq2DRP8H4OSeYua/vkMuhqRQCqRdHUvqtKizevAANKxZjaFASmtxHjTI7mJgX4nF99xGyVqZhaCRSGFTcK+O6sYtwNpCw56li8uw4SgDpUVcw/p1Z2ULAZK1y8g7k0gcZhkIMnYUseCNHR2Lgn8YKgvrWPTubg6usUwaIvsEMu7+nji5nd3k3VhVKSsoBRcX3KbPaHZMVvVJOQKf7N9LVniBRYkuql3BHImvqLdSol8hdi4Aoq+l4JiizLJo7xVgUTTsKd7F6VB6euE6YaL0HnV11M77/azP3X1EF0bc0R2Vg/TbVOTXsfDNnRzZlN9h7/IPQ2VhHcs+2suexZZndP+ZMUSnnp2nomgwWLy4VSrczPfQ6UgvP0RhvTQ+9wnqi5ejl7yvRTsIm8KElzcRh1ugZGUDCBUnbXZFekXZWLo0KYKboAoKwtnsjWvIy6NxV/P+fSYIgkCfKZHEDZIUNaIIG388wsYf0ltUznTg70FtuYZVXxxg5wILgZ4yOcImfbitqFvQtgDY6lNS8EYpqBjSebhlp8mAUC0t4kWvrjZz5zozie522QfALGsNRYWtitw64ND0HdqD24SJoJLmTbULFyLq9W0+v0otzZubLHwaa/Us+WAPB9fkYNSffUCtA+2H2jINSz/Yw+7FJ2V7B/8wD6Y9kSoLhtqKho0b0O6R1rDq8HDUXcNs9u8s2i5vpwT2afmNqvNQZKw6p7/RAfk4Kzt8vc8WTj17Ejp3nsXD3mSi6pOPKbrjNgwlHfYulzKKT1az4M2d5B0uB6RszgGzY0idGtVmCxcAk0ZD7XxzAFWttqlV1YQDpRYBVFNx76bxFzpI9L8LDuHhBP7nM5R+fgR98SVOvS01YyJ6BzLxoV64+UoitcY6PQ3Vupbe6pJBB4n+N0JTo2PtN4dY99/DaBvMahVvR8b/X682VS8+HaIoUvXN1/JrzxtusnvcXisSvaeVx7dQaLEnabJyOV5cy7++38FHq49xML/qrK/pckRvq4nZbjtEnKBS4XGdWY0uilRb/SZthUIh0G96NENvTkBtJk5qSjUsfnc3OxZkdFhE/M0wGU3sX5nNwjd3UW4uAKtQCfSdHs2QGxPaXETUGjU//4zYKBE17tOmN/N5hNP6rnUWiUFrsYLwi5YX8ZX1WvmQK4pE97OQ6ELZUXm7pxWJbv1dWsPzhhvl7er/fYuoO/uBPizZn8mPpeAV5AqAQWfir9+Osfw/+6gt15z1+3WgfVFX2cimn44w/7UdFJ6okv+fMjmChCFnT8JpNm/CWCoVNHQZMhSlj4/d41aeWi5vj+o61mafwkp5bU2i12gsRJKH02WuqhMExKYsksosMNr2vdFW39kqO2ScNQF6NkpW20sQGDArhoShlvvgxPYi5r60jR0LMtDWt53Y60D7o7FOx7Y/TvD7y9vIPVQu/7/n+HCSR4ed9fuZGhupWywVgRccHXEbO87ucYfKD1DUIGUlpJ4eAKvOQzBJc3jRy2LpJYoidVrpfnG/zPuu6GMh0YXK00j0LqPkeiSrcla0GExW+vjgMlwKTpgqymnYsP6srsHBSbJEDIrykt7DILJjfga/v7KNjB1FMoHbgYsDURQ5vrWA+a/voPikJP4QBOgxNoyJD/XC3c/5rN7PVFdH2YsvyK89b7292THWJHpqUD87b2JEteF1HD9JwuHXGef0t7D/WgIdO+Zx5wKljw9Bn3+J1/0PgFlh3LhjO/nTp551f+/A3w+D3siuPzNZ8sEe6sy1wBxd1Yy5J5n4QecQ0F68CFNVFQCuY8banUs3ZRErBAWJvt0BaQxugujRQaL/XXDq0ZNOy1fh3Lf5s9eviwdT/92HTgm+xA8KJSr17DIG/4noINH/BphMIkc35/P7K9vI2muJvob3DGDak6myJ/bZQrNhPbp0qdiCQ1x8s4rlAAaTgX0lknrax8mXrh6WxbrCyg9dNJPo+3Iq2Xi8lE/XZ7Ar+9JPvWgP9AzoJS8IdpfstHuMx6yrUZhJ0LrFf6IvODdf88iUIKY83kdW14giHFydw7zXdpCXXn6G1h24ECjOrGLhW7vY9edJuUCGV5ALkx5JoduwzmcVdW+CsaaGmh++k16oVHhYEbnWaPJ6BOhlFcwRKjIQROlaRJ9o+f82SvQryc7FbGcDIFgp0f1dAujsLqWdHy4/SKOhubrUISoal+EjADAWF1NrVSzybOAd7Mbkx1JkVStAwdFK5r26nQOrTtktrtKBC4vGOr1Eqry0jeNbC+XaI+6+Toy5J/mcSDiA2j8sGQvudjJIQLIQsli5qBjSabjNfmvltehtuY46KzsXN6fLW80KliwSQTQ2s3SxDjyszF7WrK3LiJEoPKT5U/3KFZhqa8/pGgRBCmL3mxGNg7P0nRv1Jg6uzmHOC1vZvyK7w17tIkOvNbB3WRZzXtjK4XW5mAxS53VyVzP67mR6jW97YUJrNKxZjalGKkTpOmYsCnd3u8etsgqAjew6xmafUJEhb4s+Fou1Rr0JvVG6TvfLve+qXRDdpbFOOE2J7ufsJ4tPcmtzOFZ5pMW3sX5+Wj9X2wpHVzXj7u8hBUPNU7G68kY2fJ/O/Dd2kHOorCMj7CKgoUbL6i8Psumno/Kz0t3XiQkP9qL3xAgUyrOnHyreeQtjsZSB5DwgrVnWiNFkZFexRKJ7OHgQ4x3X7D2Uu75CtekNBLHj+f13QVAq8b7zboK++RZlgFRA3VRZSfG9d1P+2iuYGjuyvi4F5B4uZ/5rO9i/8pQcoAyM8GTK4ymExtkXkrQG0WSi5geLpak9IWidvk62BIv0jMJVLQmV5EwwlTO4nF12SwfaFwqzJao9OLqqGX1XEv1mRLd4zKWEy3xW989D4YlKts/LkNWrIN1U/WdGE9E78JwIOJAePpWf/kd+7XXPvXbf62hFOvUGyZ83JTDV5hhFgZUSPViyLDmUb7EP6R7qdU7XdrnB3Tw5O1Z5hIzK41Rrq/F0tA18KNzc8Lj2Oqo+/wwMBqo+/Q/+r7x2TufzDHBh4sO9OLAqh73LszAZRGrLNKz4dD9duvmROi0Kz8Cz8xTswNmjrqKRXYsyydxZLP9PECBxWGd6T4w4J/V5E2q+/04mfNymTEXdqXkEXyqYJGU+uKrdiLVaIAilFrW1yd/yf2sS3df17PzZL2WIflbfTdkxm309A3qTW5uD3qTnUNkBUoKaF2/1uuNfNKxdA0DVZ5/hNnFyqxODlqB2VJI2O5Yu3fzY8stR6qu0GHQmdi7M5Pi2QlKnRtG5m+85P/c70DboNAYOr8/l4Joc9I2WxbODs4qk0V1JHNLpnPuvoaSEho0bAFAGBuKcNtDucdYWJH2D+zUbM+wVBgaobbyClOiAyS+Gpl9CKDuGaBUQ6+oRRpxPPEcrjnCk4jA5Nafo4mFR/iocHXGbOJGan39CbGykbukSPGY3rwvTFgiCQOLQzkT1CWLfimyObMzHaDCh0xjYtegkh9fnkTymK3FpobLXYwfaHwa9kaObC9i/IpvGOktfUKoVdBvWmaRRXeVAx7mgLQEwo8koZz6oFCqGnh4AK7fUI7G2EqvVWq73cleiA5h8IlDW5iM0lIOm0sYbflTXMewyiwBWZi8nzifB7ns49+uPMjgYY2Ehms2b0Ofl2Z0PtQaFUkH/mTHE9A9m54JM8o9KAqDKgnpWfX6AgAhPUiZGEBzjfYZ36sC54OSeYv767bhN1k5M/2D6XhV9zn21YcsWan+fC0h2h77Pv9hs3nS88ig1Oikg1jswFaWi+ZiuPGzp78ZuszH5NLc8PRPe+HIJVforR5RyoeDcJ5XQPxZQ9twzNKxbC0DNzz+h2boVv5dewalnzzO8Qwf+DpTl1LDzz0wKjlpqwimUkvd18uiu5xQgA2hYuwb9SSkA69i7N46Jic2O2V+yB5NZMCZnFouiXMxa9OrSYUX8D4egEGQh6qWODhL9IqEst5Y9i0+Se9hWPRzZJ5C+V0Xj7H5+A3L9ksU2KnSXYcPtHrfLSslqbUuCyYhQJKXIiB6dwNUfgEMFVYD0TIoPbm4vcaWid2AKxyqPICKyp2QXwzqPaHaMxw03UvPzT5hqaqhbuADPG2/GISbGzrudGQqlgh5jw+ia7M+WX49SnCkFN3IOlZGbXk5M/2B6jg3D1fvsib4OtA5NrY4Dq05xZFO+jbemT6gbA6+Nk7MEzhWGoiKqv/tWeqFS4XXHnXaPy6zOoFIrLQZ7BvRGpbA8vhVWJLroHy9vW5PoV1JhUVz9EJ19EDQVKMptC5n1DuzDn5mSB+7O4u12SXTH7kk4Dx6CZuMGjMVF1Pz0A1633XHOl9M50Zernu7LrkWZHNmUDyJUFzew6osDBEV5kTIpgsBIr3N+/w7Yh0FnJH1jHgdW5dgs6JUqBQlDOpE8uiuOrudHbtXNnwfmwljuU6chKO2T8SuslNNjwsY3299ExIlKR0RPS5G+msYri4iztWJqXoRwdNfxHK2QlKzE49dLAAEAAElEQVQrspdyR9LdNvvdrppBzc8/AVD7x9xzJtGb4Oiqpu9V0SQO68zepVmc2CZlMGhqdWz7/QQH1+TQY2wYMf2Cz3nx2IHmMBpMnNhWyN7l2TRUWWzJBIVATL9geo4PP+vC3adDfyqbxh2SclUdFoZjr952j9tbspsyjWTXNCBkIB6nB8Cs7lOT1f1b12iVRXKZe6KDWYV/ahMgqdHFUIsn6vDOo3hr5+sYRQMrTy3jvp4P2tR0aYKgVOIxczaVH30AokjNLz/j+9i/z+l6fDu5M/a+HhQcq2DnwkzKciShQsnJapZ+tJeQWG96TYg45+zfDthCU6tj65zjNhnWTu5qBl4TR9ck/3N+X1NtLWXPPyu/9nnkMdShzS1PdxRtk7ftWrno6hAKpIxrk18s+qlfntP1vPZI3pkP6kCboPT2JuCjT6j97Rcq3n4LUatFn3WSwhuuxXlAGu7TZ+AybDiCwxW0fvmHoiynhn3Lszl1oMzm/4GRngyYHYtPiNs5v7coilR9+YX8uqX1lrWFbq9A8/hSV4xgziq2tlPrQAcuNDpm/BcQoihSnFnFys/2s/DNnTYEuk+oG+Mf7MnQmxLPm0A3NdRT8f678mvvhx5pUdm4u9hiP5ISaCGPhIoMBF2d9H4hUvRXZzByoliadEb4ueF6BSwC2oreVt/dTquJmzWUnl543v4v6YUoUv7m6+edRuod7MqEB3sx+MZ4XDyl+0Y0iRzbUsCcF7ey5ZejVJc0nNc5OiChrqKRbX+cYM7zf3Foba5MoDu6qOg/M8bGZud8UPH+e4gayV/RY9bVLaqurK1cTi+YZO37LbagRL+S7FwAWcEq1BZCY5X8/z6BfeVta//M0+Hz0MOyZ2PVV19iKD2/wkcOzioGzIplymMpBFgt2osyqlj8/h6WfrSX/CMVHanm7QCDzsihdbnMeX4rOxdkygS6oBCIHRDCzOf7kTot6rwJdNFopOb3OdILQcDtKvtKVoNJz+ocScnqqHRqZuWCUS/buYi+UWCloLMm4i57SwhaLgrchNFhY2UVy/LsJc36i2NcHA6J3QDQpaejPXy4Xa7LzduJQdfFc9XTfQnraSGE6iu1bPnlmNkiqACTscOm6XxgMpo49lcBv7+0jS2/HrMh0MN7BTD96b4MvDbuvAl0gNq5c+Vtt6tmtDhvXp69VN4e03VCs/22SvQoefuKC4BZZdAoTssA83Lypl9wfwCKG4pkW0l7cJ8xUybN6ub/ganh/Oa0IbE+TH4shRG3d8MryJK1WXCsksXv7WbFp/spza45r3NcyRBFkcxdxcx7dbsNgR7Ww5+rnup7XgQ6QPkbr2EskuoROPXth/vMWXaPsybR+wT1bbZfkbtNtnExdbWfMdaBiw9BEPC4+lpC5vyOQ7fu8v81f22h5JGHyBk+hPI3XkN37Fgr79KBCwFRFMk/WsHyT/ax8K1dNgS6m68TQ29OYMKDvc6LQAdoWL/OIgSNj8d50GC7x+0psZDoTUp0oSrbcr0dJHoHLiIu/xXZ3wCDzkjW3hLSN+ZRdsrWk9PVy5FeE8KJ6huMQtE+6QyV//kEo7mytcvQYbikpdk9TmvUstc8cQ1wCZS9gQGEwn3ydpOVy7GiWtnPsVtoh1LDGr0CU1AKSoyi0Wbidjo8rrue2l9/xlBQQOP2bdQvXoTbpMnndW5BEIhODSYsOYBDa3NkiwKTQeTolgKO/lVAl0Q/4geHEhrng9BO99mVAFEUKTpRxZHN+WTvK7UpRKVUK0gY3InkMV1xdGmfBbFm+zbql0hFzRSennjde2+Lx1rfZymBtguEJssSUemI6BUm/7/8Ci0sCmDyj0eRuxWQ7G7EzpIyyd8lgDCPcLJrskgvP0S9vl721bOGQ3QMblOnUTfvD8S6OireeJ2Ad98/7+vy6+LBxId6kb23lN2LT8pBr8LjlRQer8Q7xJWEwZ2I7BOIuiNweVYw6Iwc3ZzPgdU5aGqsilIKENk7kJ7jw/EMaD/rK82WzRgLpcW988BBdtVxANsKt1KtrQJgUOiQZvebUJWNYJIIN2siCqD6SiosikRCioJS8kQvTW+2P9AliN6BfdhVvIOc2lOklx8i0a+7zTHuM2dSfvgQALVzf8Mx8aV2uz6vIFdG3Na9WXZhbXkjm346yr4V2SSPDiMqNQilqkOn0lYYDSYydhSxb0W2XKCsCV26+9FrQji+nez7lZ8LTFottU3FZ9Vq3KddZfc4nVHH2lyploGzypnBnYY0O6Yp20l09QdnixesdVFgT+croO9aZcEJpc19z8eEjWdLgaRUX5G91KIkPA1KHx9cx0+kbsE8TDU1lL/8In6vvo6gOPf+JAgCYT0C6JLkT+bOIvYuy6K2TLrP8tLLyUsvp1OiL73GheMf1pF12xaIJpG8IxUcXpcrW+ZAk0VpDBG9A87bqq5+7RrqFi4AQHB1xe/lV+zeB42GRjkwE+QSTBf35mSawpwlAWDqOui8rqsD7Q+HyChCfvyZml9+puanHzDkSYp/U1UVNT/+QM2PP+CQkIDblGm4jZ+A0rvDjulCQacxkLGziCOb8qkqrLfZ5+LpQPLoMGIHhLSLlZ1oNFL5oWVt5XXXPXafG7W6Go5USER7uGckPk6S97lQdcryXlbr3w504EKjY4XeThBNIsUnq8nYWUTWnhJ0GoPNfldvR7qP6EJsWggq9bl7J58O7cEDciEGwcEBn1bSHveX7kVrlCaN/YIH2PqhF1r80EU7fugdJLot3NRudPNLYn/pXk7VZFNUX0SQa/NKwwpHR3yffpbie6WU8/K33sB5QBpK3/MvfKF2VNJzXDjxg0I5tDaX9I15kt+vKNm85Bwqw9Xbkei+wUSmBOIV1Jwo7ICEmtIGMncVk7GjiJpSjc0+pVpB7IAQkkZ1bRf1WxNMGg1lzz8nv/Z+4EGUnl52jzWY9OwqkpToPk4+RHtb2QIZdXIhL9E32kbFWlEnEYmezmocrjBCx3pBryg9grGzJb03JTCV7JosjKKRvSW7GRhqX/Xg89AjNKxdg6mqivoVy2mYNBmXocPO+9oEQSC8VwBdk/3I2FHE/pWn5PuusqCeLb8eY/u8DMJ7+hOVGkRQtHe7BV0vN5hMImWnasjeX0rG9iI0tTqb/eE9A+g5Pgzv4PNTypwO0Wik6uuv5Nfus2a3eOyyrMXy9rjwic32W/v2WyuxwZZEvxKIOFROiL7RCGVHpVoPRh0obQOAY8MmyNZ0S7MWNSPR3cZPkFLD6+upW7IE74cfRenRvsSYX2d3Rt+dTElWNXuWZMkkUm1ZI5t/PsqeJSeJGxhK525++HZy66h70AJqyjRk7izi2F8F1FdqbfZ1SvCh1/iIC0Jq1v4+F1NVFQCuo8e0SMhszt9IrU4SwwztNAInlbPtAQ0VCHVSnZRmfbfhyuq7pjOQ6EM6DcdJ6UyjUcPqnBU8kvIEDkr7wX3PW26hfuliRJ2OukV/ovD2xuexx8+7HykUgjwnPrFdItOb7ru8w+XkHS4nKMqL+EGhdEr0xeEKyP45W1Tk15Gxs4jMXcU2mSIAYT39GTAzFmeP8xdtGMpKbWxcfJ94CnWI/UD1vtI96EzS2N83uL/d+0SRbU2idyjR/4kQVCo8b7gRj+uup3HHdmrn/UHD6lWIOum31aWnU5GeTsXbb+EyZAhuk6fgMngwgvrKEgldCJiMJgqPV0k81t4SG/tSkJTnSSO7EN0vuF15rLoF89FnSMW5HZOScBne3B4XJCeFJj90a7sm6wL0ondYu11XBzpwJnTMDs4DJpNIaVY1WftKyd5bQv1pkwkAn05udBvamYiUwHZXJZkaGyl95ikwSQ8Vr3vuQ901rMXjtxf+JW/3Depvs8+mqGhQDwAOF1hI9MQOEr0ZUoP6sb9U+t52FG1lcuQ0u8e5DBmK65ix1K9YjqmykrJXXiLgvQ/abVHt5OZAyuRIuo/swrEtBaRvyJPvxfpKLfuWZ7NveTY+ndwI7xlAeM+AdlVjXqqoKW0ge38pWXtLmmWMADi5qYkfFEr84E7nbblkD5UfvI8hT6oo7ti7d4spqgAHyw7QYJAUy32C+tl4iQplxxFMUtBODLAt1tWkRPd1u/ImmK2p4lKD+/P7id8A2Fb4V4skutK8cC97+kkAyl54jtCFi1oMdpwtFEoFMf1DiEoN4tSBMg6tzaEkS0orN+iMnNhexIntRbh4OBDWI4CwXv4ERnhd8YS6pkZH3tFy8tMryDtSYeN33oSwnv70HBuOT2j7kudNqPzPx2j37AZAFRqKSwvpp3X6OjbkSUWzPB296B/cPFNMKLZYjpgC4m322ZDoV0g2iRjYHcqOIpj0CGXHEQO72ewf0WUUb+96Da1Ry4pTy3iw12OolRaSUuHiituEidTO+Q1R00DZC88R8O77F4TIDgj3ZOx9PSjOrGLPsiy52FZDtY49S7LYsyQLZw8HOsX70CnBl/Be56/OvJRh0Bkpyqgi70gFeenlVBc3t+oIjfOh5/jwC+ZVrdmxnYq335Rfe8y+psVjl2VbAmDjIyY1268oOSRvm067T6sbrywSHfdgRCdPhMZqFCXNSXQXtQtDOg9jRfZSanQ1bCnYZLeeEEiqVP+33qHk4QfBZKLm++9QeHrifefddo8/WyiUkjgiKjWIE9sK2bciWybTizKqKMqoQqEUCIz0pFOCL53iffEOcb1i+25dRSOZu4vJ3FlEZUF9s/2u3o70vSqa8J4B7XI+URQpe+5ZTJXS89Rl+AjcptpfYwFsL9wqb/cN7t/8gMZqBLNYzOQXJ9f96sA/E4JCgXO//jj364+xupr6ZUuonT8fnTnDDIOehjWraVizGoWXF67jxuM2cRKOSclXbB89Fxj1JgpPVHJqfynZ+0ttinc3ITDSk8Qhnema7NfudV+M1dVUWKnQvR9s2Y7YOhvbmsNSmK0QwVyXowMduEjoINHPEtoGPQXHKslLLyfnUBmNtc0fOCoHJeE9/YlNCyUg3OOCPdArP3wffaakQHVISMDz5ltaPX6beZIhINgWXTEZEYoPSJteXcFFSkdtUqIrBIgP6iDRT0ffoP58dfAzQCLiWiLRAXyffBrN9m2YqqpoWLWyXWxdToeji5qkUV3pNrwzOYfKObalgPwj5TRZxlbk1VGRV8fuRSeZ+kSfdk2NvhRgMpooyaqR+u7BMioLmy8EECA42pvYASGEJfu3S6qaPWj+2kLNTz9Ip3R0xO+Fl1tNVd5mFQDrFzzA9pJLLJYH1kqwBp2BBp3k/+jj2n4K+ksFrani+gSmynZMWwu2tPo+bpOnUL98GZpNGzGWlVH+8kv4v/1uuz7XFUqFHOAqy63l6OZ8m4ymhhod6RvzSN+YR6+J4fQcG95u574UYDSYKDlZTf5RiTQvz20e9AKpAHZYjwB6jA27YOQ5QO38eVQ3FUFSKvF//U0Elf3p1Lqc1WiNEjkzuutYG7K3CYqSg/K2GGirqq5ukBRYggDuV4i9jymwG8rDkl+1UHywGYnu5uDOkE7DWXlqGdXaKv4q2MSQzrY+856330H9sqWYamtpWLmC6v9+fV7Fgc+EwEgvxt3Xk5Ksag6sOsWpg2VgHns1NTpObC+iJLuGiN6BF+wa/okQRZGqogbyj5STd6SCooyqZgo3AATonOBLj7FhBIRfuPmm9kg6xQ/cBwbp2epx3Q049epl99hqbTVb8jcC4OvkZ1NHSL7sEksATAxItG1vrURvJwu4fzQEAdEvHiFvG0JtvlSLxMnL5pAJ4ZNZYfaYX3ryzxZJdADXkaPwe/5FWY1c9fFHKFzd8Lz+hna7ZKVKQdzAUKL7BXNieyGH1ubKgR2TUaTweBWFx6vYuSATF08HunTzY8DVsVcEUaep1ZG9r4TMXcUUZ1Y32y8oBDol+BA7IITOib7tSrDV/vozmo0bAFD6+uH3wkutfudNIjEBgT52iooqcrcimFWspvDmlkwd+OdC6emJx9XX4nH1tehOHKd2wQLqlyzCWCb5c5uqqqj95Wdqf/lZEjSMGIlTr944JiWjCmifoM7lAqPBREV+HUUZVZKF5IlKDLrm47GDs4qoPkHEDAi+oFxB5QfvY6qQsvhcx4zFObX5GNuEpkCZUlDSM9BSBFyotCLRO+xcOnARcWWsyM4Deq2R0uxqCsx+taWnam18kpsgKAQ6xfsQkRJI1yR/1I7tl+piDw2bNtrYuLS2iAco05RyvFIqPhjrE4eXkyV1VSg/jqCXJo1icA8AtHojGSUSUREZ4I6zw4X9PJciEv264+7gTq2ulm2FWzCYDKgU9n8DpZ8ffs+9IKlqgLKXX8QxORl1l/YvgqFQKghL9ics2Z+Gai0n95SQuatIVlu7ejteUILpnwKTSaQst1aaLByrpDCjUrK7sQOfTm5E9g4kIiUQN2+nC3pdxvJySs3KZgDvhx/FIbx1UnRrwWZ5u1kWiZVvsPUivsnKBcDP7coj0XH1Q3T1R6gvRXEaie7m4E6SXzJ7S/eQU5tNfl0eoW72C7oKgoDfiy+TP3Uypppq6pcvw3lAGu5XTb8gl+3X2Z2B18TRb3o0OYfKyNxVTF56OSaDNO506eZ3Qc77T4JEvNWTf7SC/KMVFB6vwqCz33fVTkpCYn3o0s2XLt39cLrAWRf1K1fYpJj7PPQITr16t3j84pML5W17Vi4AQrGkrhLVLojeETb7mpToHk7qKyYDwZo0VxQfwl6pzgkRk1l5ahkgfcenk+jqkFD8XnuDkvulOhOV77+H0tML9xkzL9h1g6RMH/mvJGrLNeQekryWmxaqneJ9zvwGlwE0tToKjlWQf7SS/KMVzSwfmiAoBALCPeic6EtkShBuPhd27NVlZlJ05x2IdXUAOA8ajM+/H2/x+JWnlqE31yoYEzbe7vyuqe8CmAJOU6JrLGOwx5WgRAdMAQko8iTFoFB8CPE024w+QX3xdfKjvLGMzQUbqdJW4eXo1eL7uU+fgammhop33wag4o3XUDg74z7dfhHnc4VSpSAuLZTYASEUHq8ke18peenl1Fr58zdU66gsqr+sCXRtg55TB8o4ubuYgmOVdte7/mEeRPUJIrxXwAXJ0tSdOE7F22/Jr/1efgWlT8vPzjJNGSeqpLoEcT4Jdu8nRdYGedsUZj9rrAP/fDhEx+D72L/xeehhNFv/om7RnzSsWY2olcYYQ34+Nd9/R8333wGgDArGMSkJp+5JOPboiVPPnn/n5V8UGA0mGuv0aGq01FVqqSltoLq4gYqCOirz6zEa7Bc/V6oVdE70JaJ3IJ27+barZYs9aLZtpXaulBEsODvj8+hjLR6bV5tLTq3kfZ7k3wM3tYXDkO1M3UNB7Wy3fQc6cCHQQaK3giUf7kZTit1JBIDKQUFonA9dk/zpkuTXbsUGzwRDURGlT1om/t4PPYJDZFSrbbbkW7zgBoTYFlSxKSpqtnI5VlyLwfy5E0M6VOj2oFKo6BecxqpTy6nV1XKo7AA9AuwrmkDy3XSbMpW6hQsQGxooefRhgn/4GYXjhSM4XTwd6TasM92Gdaa2XEP23lKUasVlvQhowm/PbkEltrAoFyAgzIMuSf6E9/DHw//i2NuIRiMlT/wbY2kpAE79B+BxzbWttinTlHKkQiLKY7zj8HexVVbYKNGt7Fysi4r6uF4ZNhCnw+SfgLJ+A0J9KdSVgJvlu+sXksbeUqkQ1daCLcyIadnTWhUQgN8LL8pBsPLXX8Wxe3ccomNabHO+UDkoiegVSESvQHQaAzmHyijOqLoiAmDzXtmOSdPy9MSnkxud4n3plOhDYLhnu6eYtoSG9eso+fejsoWax/U34HHTzS0en1eby56SXQB09Qijm29S84O0NSjMno5iQIJNTQOASrMS3etKULKaYQpKlret67VYIzWoH/7OAZRqStiUv5GKxnK50FQTXIcNx+v+B6j6+CMAyl58HsHFBbfxEy7cxZvh7utMwpBOJAzphEFvpDizul1ravyTse7bwxQer7S7z8XLUba2CYn1vmjzZn1ODkW33yKr3hx79pIsfpQtEwXWAbCJEfYzB5vsXEQExNOsmJr6Llw5hb2bhDgAisJ9GE8j0VUKFWPDJ/DTke8wmAysyF7C7NjrWn1Pz1tuxVRfR9XnUuZn2QvPgUqF+5Sp7X35CIJASKwPIbE+iKJITYmGPHMWReHxSjolnH89o38q1n17iIosrRywt4ZXkAsRKYFEpgTh4XfhiCqTRkPJY4/IHtge192Ay+DWlePbW8nUbIIiW8ooEQUFpi7NLdU6cGlBUKlwGTQYl0GDMdXVUb9mNfVLFqPZvg2MFsGFsaiQhqJCGlauwCE+ntC58/7Gq76wmPPCX6hEJ/uZXi2gyWquS3c/QuN9UF+kbEdjZSWlTz8lv/Z5+BFUwSEtHr+10JIx3D/YakzRVCBopDHd5BNxerMOdOCCooNEbwXluXU4O9gWY/QMdCE0zofOib4ERXtd8Ejd6TBptRQ/+IBcEMll2HA82pDauDnfEoUfFGo7IVFYkehNE+DDVkVFE0M6KtW3hLSQQaw6tRyQClC1RqID+D79DNr9+9BnZ6NLT6f85ZekavMXgdR293Wm+8guF/w8/xTotUZUVutWJzc1IbE+0gI+0feCKGjOhMpPPqZxqzThV/r5EfD6m63auIBtAGzgaQEwAIWZRBcd3MHDoqYuq7OQ6P5XohIds6I1W3r2KUoOY7Ii0fsHp/HZ/o8B2JK/sVUSHaQgmPvMWdTOnYOo0VD84AOE/DKn3QsW2kNTamVUn+bFiy9H1FdrcXawTE+c3R0IifMmNN6HTnG+7VK07GzRsGUzxQ/9n2wD4Tb1Knz+/USrz+6lWYvk7YkRU+wea+uHbqtk1RlM1DZK57tSSDgAXP0xeXZBUZ0j+diaDHCaClilUDE+fBLfpX+DUTSwLGsx18Xf1OytvP51F6aaGmq++x+IIqVPPo6gVuM6avRF+jCgUisJjbsyVOgAofE+MomuVCsIjvaSxt4EH7yCLr6vtD4vj8Jbb5aD1w4JCQT+5zMULi0HzzOrMkgvlwjyOJ94or1jmx9k0MpBbNE3CtS271dRbyHRrxRLNdsA2D7s5Q9NjJjCT0ckpeiizIVnJNEBvO69H5NGI/fjsmefRlAqcZvY3Ke+vSAIAp6BLngGupA4tDMGvdEuwXy5IO9IBU4qyz3s5uNEeK8AIlMC8Qm9OMWRK956Qy4yqI6OwfvhR87YxjpTs3+IHYK8vswS7ApKBmf7RYQ7cGlC4eaG+5SpuE+ZirGqksY9e9Du34/24AG0Bw8iaqRMe8fudkQMlxEa6/Q4O7QyTxTAw88Z/64eBIR7EhTthXfwxR+PRaOR0qcex1hcBIBTal/cW6lLAvCXVR8fYNXHhfIMy/v6XThRUwc6YA8XR751icIk6nHyUhKXFsKQmxK4+pU0Zjzbj/4zY+iUYJvq0tDQwFtvvEavHt2Ji4nkvrvvJDsrq5V3t6C8vJxnnnqCbgmxJMbH8OTjj1FqnuxbQxRFyl94Dt0hyT9VFRpK41138+D99xIXE0mPpERef/Vl6uttvZ51Rh3biyQvKW9HHxJ8pYX64UOHuPnG69mz+GvLsf7mfWcoKvrXli1MnzaZyLAuaE/Mw1hxDFFs2+TSWJ2FLmMh2vTv0WX+ibE6u03tRFHEWHEU7Yk/pLZZSzHVF7WxrRFDyX60x34jKrwrt958A0fS08/cEKitreXVl18kuXsC8bFRPPjAfeTmSgUh+4ekISANQJusAhVNKC4u5vHHHiExPobuiXG88NqrOD7/IoKzpOSoWzCPmh9/sHvek5mZ3H3n7cRGR9C7ZxJvv/UGjY2Ndo89HXv37OH6a68mJiqcAf368NUXn2M02rdDOB0b1q9j6uQJ9EzuduaD/8EQHEyE9fSn34xopj2ZyrWvDWTYLYlE9wtuRqDPn/cHo0YMJToyjMkTx7F2zeo2ncNkMvHfr78irX8q0ZFhXHv1LHbv2mX32LqlS6j+yuKj7PXq63z43bek9EomNjqCO++4lYwTJ5q121ywUd4e2EkKgFVVVfHCc88wsGcsQo10L2q9oyXjZDNKay0kup+7ZQGfn5/Pww8+QGxUBNqjP6Mv3I5otCz2W/28jZXoTq1Bm/4D2mO/YSjZh2hq231lqi9Cl7UMbfr3aI//jqH8SNufGTWn0GX+SePh7xk9YhiL/lx45kZISvQmvPHgNVw1dRKbN0nfZ6xPPP7OEqm+o2gbGoNtgTuDwcDnn/6Hfqm9iYkK58brr6VwwiQc4iW1oeHUKUofewTRTKpao6GhgTdff5Weyd2Ii4nk/nvu4lR2dpuuuaysjKeffJxuCbF0S4jlqSf+TZnZ+/FMOJWdzQP33k1Kr+QzH/wPhoiRoGhPUqdGMe3JVK55LY2hNyUSnRrcjEA/eOAAN91wHTFR4fRL7c1n//kEg53fxB42b97E9GmTiY4MY9iQgfzy809270nNX1skWxC9ZO3gOm482/v0YeyYUURHhjFh3GhWLF9m08YkmmQlq4AgW7mIosj3//uWwQP7Ex0ZxvevP2D53EG2v5u1ktXH1RGdTsdHH7xPSs9ktOk/oDu1GlNjRZs+q2jUoS/cjvboz2jTf0SftxFRV9e2tvp69Pmb0R75Ee2Rn9EXbkM0tG0sMmmr0OesRZv+Az2Tu/HuO2+1aRwTQ1MAEPQNTOkbRlr/VL756ktMJovKalLkVHl7YeZ8m99u3do1TJ44jpiocGYvXUJpSh9ph9FIyWOPUL92TYvn/uP3uYwcPoToyDCmTBrP+nVr2/ZZTSa+/vIL0vqnEhMVznXXzGbvnj1tatvY2Mg7b7/J4IF2iuJdQnjwgXsRPBroPrIL4+7vwfVvDWLMPT3oPqIL3sG2RFxlZSXPP/s03RPjSIiL5t+PPkxRUdvmdHl5eTz4wH3Ex0aR3D2BV156gdra5rUS9Pn5FN12M8aiQgDUUVHUPPwY//q/+4mJCic1pScfffA+er1tfaNFJxfI2xPCp8jb27dtY9aMq4iODOPOyX0RzGOnGNLc0qnSTKKrFAIeTiqWL1vKuNEjiQzrgi5jIcbqtq0RpLnvMbQn5klz35NLMNUVtLGtCUPpAbTH5pifGaswacrb1taox1C0C+3RX4iJDOf/7ruHU6dOtd4mIAFRKT2jyw6uIjE+hm4JsTz95OPyOBblFU28j2Q9d6zyCMcrj9m8R3ZWFvfdfSdxMZH06tGdt954DY1Gg8+j/8bjWjPhbjJR+tQT1C1eZNP2wP793Hj9tcREhdO/bwqff/qfNs99N23cwFVTJ8njwW+//mLzTFGplTg429ee/blwAdOm2LfrulRQUpeF0lEkYWgnJj7cm1kv9id1ahS+ndybEW0mk4n//fcbBqX1IzoyjKtnzWDnjh1tOo9Op+OD99+lT+8exEZHcMdtt3D82DHqli2ldu4cAAQnJwLeea9Zpm5NTQ0vvfAcSd3iiY+N4qEH7+evfEml6qp2o7tfc6JUccoiRFmbZSAhLpqkbvG88NwzVFc393q3hxPHj3PnHbcSHRGG9uivGEr2tH3u21CCLmu51dz3cNvnvrW56DIXSf0+YwHGqsw2tRNFEWPlCbQn5hMZ1oUpkyawYf26tp3TaOTLzz9jQL8+xESFc8O1V7Nvr/2MsNOh0Wh4+6036NWjO7HREdx95+2czGzbNVdUVPDs00/SPTGOxPgYHn/sEUpKStrUNjc3lwfvv5duffuQ9uADfF5fh/tHn9B12w5C5y3E74WXcJtoP5so/fBhbr35Rnr16G53/6UCk0qHV7ALgRGedEnyIzYthF4TwxlyUwKTH0vhxncGM/P5/gy9OZFqdQ533n8DMVHhDBk0gJ9++L7N9+SypUsYN2Yk0ZFhjBszkqVLFp+5EdI9+dMP3/NFam80m6Q+aXR3x/+Nt1oVkzUaNJaiovUwqe94brnpBg4fOoSi7Ljl/X2j7bavq6vjtVdeIikxHm36D+jzNiDq7NdVanbN+gb0+VvQHvkJ7ZGf0BdsPYu5bzX63HXSevnorxiKdyOa2rY2MTWUosteiTb9B/r26cWXn3/W5nFs44b1TJsykejIMIYPHcSc335t82+7YP48Ro8cRnRkGJMmjGXN6lVtu16TiW+/+ZqBA/oSHRnGNbNnsmvnzja11Wq1vP/eOzIX8q/bb+HE8eNnbghUV1fz4vPP0r9vSpuOb290kOit4J1V/+beD8ei6FpBVJ+gFlNx9Xo9kyeO5+WXX8LkF4FnQhpz5i1gQL8+ZGZk2G3ThKqqKoYPGch/Pv0Ux7BknCN78fkXXzBk4ADKy20nulX/+YS6RX8Ckn+U8fGnGDh6JD/9NgePhAEQFMPrr73KuDEj0WotBNrOou1oDBoABoQMRCEo2LVzJ4MG9GXV+vV085M6V3aViRvvuA9RFEkvsBQVjQuyVVouXvQno4YPYdW6bRTr/REUavQ5qzFYVUdvCYbSA+izliKKRhRe0YgmPfqsJRjKDp25bcEW9DlrEJSOUlttNboT885IwouiiD57JYaCLQiOXhRpfZg7bxFp/VPPuMBtbGxk7OgRvPnmGyiCY3GP68ePv/zCwAF9yc3NxcfJl27mSdvJ6gxyaiwLjNLSUoYMHMBX33yDc2RvHLom8dHHHzP6tltxfdziiV3x1hvUn7ZIP37sGGn9U/lj4WK8ug3C4BvGSy88z9TJE89IEG3evImhgwewdst2fHsOp1rlyf/dfw9333l7q+0Afvv1F8aNHsG+46fw6znsjMf/k/HoF1PZUbSAxKGdJRVNC37Cb7/1BtfOnkF2ZSP+KaM4kJnHhLGj+LmF4IY17rvnTu67504qBTf8e41kw/ZdDBuS1myy2rh7l40Putcjj3LNKy/x3DNPo/PqjHf3wcxfvJS0/qk2wZ1GQ6Ocqurl6E2CTzfq6uoYOWww73/wPgkxFuX5b+sPU1xcLL8ut+OJnp+fT1q/Pnz19X/Jr3dD4RKEsXQfuowFiKbmRZKtYdKUoTs+F1NdHgrPcARHbwwFW9FnLz/jAG2syUF3Yj6ithKFVxSCyhlD7loMVir7lmAoT0d/cjGiUYfSO5qt+04wa/pUPvrg/TO2/WK+JQDRIzqQXekZjBk5jAXz56EQFHJWjs6kY0ehpfK7KIrcevONPPzQA9Q5+eHbYxirN25h8LDBFNx0KwpPKbCo2bKZ8tdesfn8Op2OiePH8MorLyMGROGZkMavf8wjrX8qWSctBXDsobKykmGD0/j0s89wDO+BY3gPPvv8c4YOGkBFRetkadbJk6QN6Msvc3/HPbbl4jyXAp795Xremfd/xA4OalUBt2P7dgan9WPl+k349hhGnZMfjzz8f9x84/VnvCcXLpjPmBFD2XX4BP69R1GgEbj1put5/tmnbY5r2LKF4vvukdPLXUaPYW5oJ2bOmEZmSQ3+KaM4klvC1Enj+e/XX8ntdhZto7BeIrr6h6QR6CJlETz2yIPcecetlBod8e81Eq9Gy5hhCrHNZKqst7aDUHP1rOk88fhjHM3XoPCMwFSXj+7475gamgfdrSGaDBJpV7oPhUsgCo8u5gX272ck0kV9A7oTf2CsOIrCvTMK12CMpQekZ8YZgm+mxgp0x3/HWJuDwjOcE4V6nnv6KaZNmXjGBcGJRi95e1CvaCoV7tx/713ce/e/5P939Qgj2V/yOM2qzuRwuSQw+OXnnxg/ZiQHMvPwTxlFTo2eoT/9QHaEOd3XYKDk4YeajbsAb77+KtdfM4ucah3+KaPYn5HD+DEj+fWXn1u9XoC777ydB+67m0qFO749h7N+606GDh7Apo3NA+zWMBgMTJsykReffw6Dd+cznuefjEXLVjB6YhqecQZCYn1azNasqalhxNBBfPjhhzh0TcI1ug9f//e/DBk44IzESW5uLgMH9OXHX37BPa4fipA43nrrTcaMGo5Go5GP0+fnU3TLjRjy8wFQR0RS/uAjDBw7iiUr1+CTPBSNWxBPPvEY18yeIT8z9EY9S05Kc221Qs3YcMn+Z/mypYwYNoit+w7h33sUYR6W+98U2nwR16RE93Zx4JuvvmTa5Als3pVOsd4fUTSiz1qKoXT/Gb9TQ+E29DmrERRqae6rqzUTaq2PJ6Iooj+1CkP+ZgQHDxSeEYj1RehO/I6pvrj1tiYjupOLMBTvQnAOoKDBg//+7wcG9E1pXSCkdEDvI6n2/YVKfKOTcAzvwaeffcawwWlUmbNorQNgi60CFiczM0nrn8pv8+bjmZCGyS+Cl19+iUkTxmIwGPB54incZ18tHWwyUfrk49QulNpv27qVIQP7s3rjFnx7DKPGwYeHH3qA22656Yzjwbw/fmfsqOHsPpIpjQf1IjffcC0vvfBcq+0APnz/PWbPmEZWWduCkv9UzD3wE/d8PJpjNZsIjPBsVaH68IP3c/edt1Nmcsa/10g279rH8KEDWb1qZavnMJlMzJoxjWeefAKtRyje3Qfz57IVzB7Yn5LnnpGP833yaRwiI23aNjQ0MGrEUN599x2UnRJwj+3LbxvmUGuoASS/fZXCTuHubMvz96Mlh3CNSUXVuRvvf/A+I4YNpq6u9d8t/fBhBvRN4edf/6Cw0QvByQdD4XbzWrZ16wxjbR66E38gNpZbzX3XY8hrfUwAMFYcRZ/5J6KxEYWXRBDqs5djKD5zYNZYvAv9qZUIgoJivT9rN+9m3OgRzPnt1zO2vfOO23jwgXupVnni23M4a7ZsZ8ig/mze3Pp83WAwMGXSBF564XmMfuF4dRvE7wuktfaZSLHq6mqGDxnEx598gkPXJJwje/Pl118zOK2/XVGhNXJyckjrn8qPv/6Ge1w/hKAY3njjdcaOHoFWr8chJgb3GTPtFpDes3s3Awf0ZenqdXh3G2jn3S8dPPHNLObse5sJD/Vi1L+SGHhNHD3HhhPVJwj/rh6yVcvSJYsZNXww2/an4997FMU6FbffehNPPt6yJ3kTvvz8M66aMpHjBRX4p4zieGEl06dO4vNP/3PGtk898W+2PPIQY5r860WRO48eYcWO7a2221G4DZ3R3CbHBZ+koSxbs55Baf0oPmy5J+2R6FqtlrGjRvDqK69wsgwUHmEYqzLRHv8dUVfT6nlFg8Y89z2Cwi0UhVsIxrKD6E7MQzTar/PSBJO2Spr7VmdL62VnXwxFO6S1rNj63NdUVyg9MxpKUHhFcji7mv974F7+ddstrbYDmDvnN8aOGs6eo1n4p4wir87ITddfw6svv3jGtu+9+zbXzJpOVnkD/imjOJRVwMRxo/nhu/+dse3/3X8P99x1BxVmLmTTjj0MG5J2RkGi0Whk5vSpPPv0UzIXsnDJctL6p3L4UOu8YH19PSOHD+G9999DFRrf6rEXCoLY1vDEFYSamho8PT25+b+bWPba3YQHeLJuw+YWj5875zduvO5qprz8HaGJktqpsbaK3x+dzoTRI/nv/75vse3bb77Oyy+9yMz35uMVEgZAdVEucx+ZxmOPPsYzz70gXdOvP1P+ystSI0Eg4L0PePT3Ofy+4E9mvjsfZ08pVbjo2H7mPXkNX33zP66/UUptfmXbCyzM/EM63+APGNp5BGNHjyQ9O5+7nn+dl7Kk4zbp4xj82g6WrtnAA2vq0BtFogLcWPyAxf7FZDIRHxNFfqUJVfh4BEGKwxiKd2Eo3I5jwg0IDvbtDUSjDu3h/6H0jkHVaQiCICCKIobc9RirMnBMvBlBad8f06StRnfkR1Qh/VGZLVNE0SQ9kHS1OMRd2+KEz1ibhz5zIeqwMSi9oszXoseYOY8hab1ZvHR5i7/Pt998zb13/4ur3viVwGgpSt1QVcbch6dx/dWz+eDj//BD+rd8tPc9AB7o+Qg3JNwMwPPPPs2HH33EzPfm4xEQCkBFXia/PzKdl155lZvVaqq++Fz6SR0dCfz8S5z7SOTXDdddw6oNm5n+9lyc3CTCLu/AVv584TZ+mfMHU6dd1eI1DxzQl/waLVNe+g6lWlIEpa+ay/rPnuev7bvpaWciAVIwKCqiK+7h3Rn9yHvoGxv4+vpUqqur8bgIlhXthab+mzzpJg4v/5nM7DwCWqjQXlZWRmRYJxLGXsuAm6QJhCiKrH7/MSqO7eJkdi4OLaTHHTxwgNTeyQz+13N0Gyst6ox6HX++cCv+jiLbduxGEAS0R49SdOvNmGqkwJTbVdPZntKHmdOnMvGZL+jSS7Jo0dbX8se/ZzK0fyq//DYXgA25a3l04/8BMCXyKp7p9yIff/gBTzz+GDPf+YPpLnuYWSCRyfeuFHFKu5tXX38TgBf/PMgvO3IAmHtXGt07efHIQ//Hl19+jTJ6FoJasqoyNZSiOz4XVafBqPxazj7QnVyCqK3GIWYGgllpZqw+iT5rGeqISSg97FsFiaKI7tgvCCoX1JGTEASJVDGU7MNQsAWHuOtQOHnZb2syoD38PxQe4ai7DLc8M/I3oarL4FReIZ6e9ms25OXlkRzblZon3FEKIrlOMbwW9S3L33oAQ9FJjp7IZFvRFh5cLxUenBQxlef6S8/YbVu3MmzwAEY88AaxQyX1ikHbyIJnric6xI9Fb71D0e23gUEKPHjddQ/e990PSATerTddz7RXfyA4XlInNtZWMfeRaUwZP46vvvm2xe/4jdde4bXXXmXWe/PxDJaKDlcX5TD34Wk88cSTPPn0sy22/dftt7Bg8TJmvDsPpUp9Sffdic9+yeKX/8V/v/uRa65tOdV/1IhhHM8rYeqrP6JylOofHNvwJ2s+fIK1G7bQf4B9f1Sj0Uh8TCTKgHDGPv4xCrMv8q45n7Frzn84lnmKTp060bBxAyUPPmAh0EeMxPG5F4iI6ErkkCkMuv1p+Z5c959nKNyznpOn8nBxceGpzY/JVl9vDnqP4V1GceL4cZISYxlw87/pMflmAJ49MosgXQ46IxifLkFQWYL1WzPLuOVbaYExuouCr+4djzpsHEoviQwWjTp0x39HcPTAIaJlFaSh7BCGvI04xMxAYa6pIOrr0R79FaV3NOpOLRda0xdsxVh2CMe4qxEc3AEwacrRHZ+DKrg/qoAeLbbVZS9HbCjFIWaW/LmMNTnoTy5izh8LmDR5Sott7xqbyP8G5knfg/dEfuzyDIdW/MrGL15ix+79dE+Sgtd/Zs7n5W0S0TU1ajqP9XyKyPAueEX3YtRDb8sKp63fv0v60h84+K+7MDQRPSo1Ae9/gOswqShpSUkJUeGd6TbhRvrf8LD0PZlMrHzvEWpPHiDj5CnUavtzlH1799I/tRdD7nqBxNGzpM+q1/HnczcT7K5my9aWVZoL5s/jmlnTmfTc1wTGJF3SffeGL9ew6LmbGDkojR9+bpmw+eD9d3n26aeY8c7v+HSW5mW1pQXMfXga9993Hy+98lqLbR+8/15+/PVXZr47HxdvfwBKMg7xx+Oz+eTTL7j19jvQ5+ZSeOtNGAvNCvTwCIL++y1X3XITe45kcNXrv6B2lsbAzG2rWPHW/7F0xWqGDR/B2pxVPL5J+v1HdR3LawPfRhRFkrvF0+jsw4RnvkChVHFjzov0rZQyUDJHfU9oX8v9LIoiPV5cjtZgItLflR0vTEbj0AlV52FW49hGjBXHzHNf+/MMUVeLNv0HVEGpqIJSzO9tkgi8xkoc4q9vce5rqitAlzEfdddRKL2lVHfRpEd3/A8ElRMOUVNb/I6NFUfR56zBIfoqFK7BUluDBmPGXK6/dhafffF1i20PvjyQPoIU0Hov8nMy3XpQVZDN3Ien8cyzz/HvJ56iRlvNuHnD0Zl0eDl6s3TaGtRKNbfdchOLl69kxrvzcHL3AqDg8C4WPHsj3/34C7NmX41oMlH+6svUNhGCgoDf8y8y5ZOPOFlcyZSXf5DHg6PrFrD246fYsHkbqX372v+sRiMxUeE4hkQz9t8fyc+MHb9+wt4/vuD4yRxCQuz79VZVVRHeOYToEdPpe80Dl3Tfve2H7Wz+5jWK92/i5Kk8nJ3te58fPXKEnkkJpN36JMkTJTtRo0HP4pfuwENsYPfeAy3ekytXLGfKxHGMe+ITwlOl566pppJxr9xCtLm2ievESfi//maz9/jis0956MH7mfn2XPzCJdIko/J7CpSSEvbJ1Oe4Krp54WiHT3uhqMhEZ4R7O/2KQ0AYAOWnjjP30Rm89fa73Hv/A83aNWH2jKtYunI9yqjpCMqmcewU+pOLUYdPQOkZZredKIrojs8BhRqHyCkI5nonhtKDGPI34hB7NQpn+x77osmINv07FO6dUHcZJX8X+vwtGMsOSs8Mlf2aT6K+Hu3h71EG9kQd3E++FsOpFfg6NpCZnYNKZT+jYveuXQzs34eh97xMwsjp0mfV61j47E109nZm4+aWxXJ//D6X66+ZxeQX/0un7tJ5G+uq+ePRGYwZPoTvfvipxbbvvvMWLzz/HDPf+QPvTtL8pqYkn7kPTeWhhx7i+RdfbrHt/ffcxa+//8GMd+fh4uUHQPGJA8x74ho+//Ibbry5ZfJxwrjRHDhximmv/4xoMl3S/Xf4fa+y9pOnWbF6HYOHDLV7rMlkontCLAaPIMY/9SkKpXQf7Jn3Ndt/ep/0Y5mEhYfbbVtXV0d4l1C69BvDkLtekMexDZ+/wKmty8nOLcDNzX7NpuysLJ5P7cULgRZLytVT7+Kdlb+jqiniYPoxFC2o0e9fcCfb6iUxWaLzv/FVp6DXapj/5DUsnNjIAN8qABrvOwhetuvQ7//3LXfecSsO0dNRuErnFvUNaI/9itIzAnVn+98TgL5wO8bS/VI/dZTuB1NjJbpjv0njcWDL9r26U6sw1RXgGDtb7qf2uCh70J74A0QTDlHTEMw2hobydAy569i8dSe9U+yrrg0GA9GRYbh0jmfMYx/I49j2nz9i34KvycjKJSjIviVoRUUFEV1DiRs1m7RbpJqLoiiy5sPHKTu8jZOn8nBsoX5f+uHD9O7RjUG3P0338dJ6zajXseil2/FR6tmxa2+L48HSJYuZPnUSE57+jK69zaK2hjr++PcsBvbpyZzfW65h8OknH/PYow8z4+25eASE/i19t0OJ3gpUDo4kjJnNtr+22E0TbcKqFcsJiEyQCXQAJ3cvoodMZvlpKd6nY/nyZXTuNVgm0AE8gzrTNWUYy5YtBaD2j98tBDrg8+/HcR01mhUrVhA1aKJMoAMExSYTHJvMypXS4t1gMrAhT1JbOSmd6Rc8AJ1Ox4Z1a4gfOZNwY7bctrLTYNx8/Plj5Sb0RvtFRU9mZpJzKguFX3eZQAdQmtXYxtq8Fj+rqb4ITHqU/slyhxIEAaV/Eph0mBpaTuM11eYCAko/S7qVIChQ+nVH1Fa1mppjqs0BtRsKT4uqQVCqwTuOtatXtqqIW7lyOcHxvWQCHcDFy4/ItPEsNf8+QzoNl/etz7WkiC9fvoyw1BEygQ7g0ymSTj3SWL5sGV73PYDrBHOKv1ZL8X330GhOmVu5YjkxQ6fIBDpAp6T++HeNYWUr91RVVRW7d+4gccw1MoEOEDd8Gk6u7qxa2XLA4NDBg5QUFZI08YYz+nRfCkgcew0Gvb7VVPxNGzeg02pJnmTx0hUEgaSJN1BeWtJqCuOqVStwcHYh3jzRBFCqHeg29hoO7NtLWVkZuowTFN1xq0ygO6cNxO/Z51m1cgW+nSNkAh3A0dWd2GHTbGwh1uZaorjDOo8ApHujc3J/fLtGE9poyXQpD+grPzPA1hPd16xEX7pkCaJHpEygAyhc/FG4hWCqaTlNWxRFTDU5KH3jbRb7Co9wBAd3qY+1BH09YmMlSr8kmUAHUPp1A0GBqbaV8zaUgFGLyj/ptGdGMtpGDVtaUcasX7uGBp2JYgdJ2RmsPYlaMNF9/HXk5Z7i+LFjpAT1xVklLRQ35q3DYFbjr1q5HBdPH2IGW4hJlaMTCaNns2XTRsSERPxfeVXeV/X5p1SZVcirV64gMKqbTKCDNB5EDZ7UzPLjdCxfvowuvYfIBDqAZ1AXuvQeavPb2sOK5cuJGjwJZ49L3+8zKLYHQdHdW33WNTY2snnjeuJHzZQJE4CYQRNx9fJl5YqW2544fpzcnFN0H3+9TKADJE26EZPJxNrVq2hYv47i/7vfQqCPHEXAO++xbcd2NA31JE+60eaeTJp4I9VVlezauYNaXQ0bcqXnjrejD4NChwKwetVKlCo13cZK/o9OxnqCdFLf2VdkJLfAVh1aZWXnkn/yGGpnLxSelgWOoHRA6ZuAqSanVaWlqTYHhVuITKADCGpXlN7RmGpa6buAqeYUSq9ImUAHUDj7onDv3Hq/B+mZ4RNvExhQenRB7erX6m9bXl7ObxvSMYrS99tJI6nY4kdMx9HZlRVWv+3ILmNwMfv4rspezs69OygrKW42jiVNvBGtTseO/gNwnWD2UTboKXnoQRrMmUMbN6xHr9ORPOlGy/ekUJA04QZKigo5sL9l1fCqVStwdHEjfoQlwK1UO5Aw9mr27NrZaibJ6pUr8OsaTece9oM+lxIcXdyJHjr1jHPflcuX0Sl5gEygA7j7hxCWOuKMz7rlK5YTkTZeJtABAqK6EZzQm5Url6PPOUXhzTfaEujf/g+Frx9rVq0kbsQMmUAHiOg7Es+AEPn5vChzgbxvSuQ0AHJOneLE8WN0G3edTDx0bZCyxrQGkWW7bccxjd6I1iCpVJUGDXV1tXbmvslg0mOqL2zxsxprcwFRmiebIc19kxB1NYjaqlba5oDKWVaxAggKNUq/bpjq8lu1ozDW5CC4BMoEOoCgckb0iGLpkiUttgNYddiiHO2skaxavELC6NJ7iPzbejh6MqSzNHeu0layxWxbt2LFcqKGTJYJdICQxBQCIxPlZ4agUOD7zHN4XHu9dIAoUvbCc4QdPkT86Kttx4PBk3Dx8G51PDh65AgFebl0n3C9zTMjedKNGI1G1rWiptuyeRONjRqbOeSliqa5b1VlBbt327clBGkcUzk40m2MpY6MUqWm27hrOXL4EAUFLVsNrVyxHO/gzoT1sWS6jlj9i0ygq8LC8Xvuebuky8oVywntlioT6AD1DharELtFRavzUFRIxxyo85YJdADfrjF0Sup3xnnZyhXLwStWJtABlB5dERy9Wp2/YtAgaspQ+XWXCXQApW8CKFStjp+iphQMGlR+yTbfhco/GUQjprr8FttK+0zSsWYIgoDSL4mS4sJWFZ6rV63AydWduGFTLderdiBhzGx2bt/Wqv3NqhXL8Q+PlQl0ACc3T6KHTmbFipbXniDNXzv3SJMJdACPgFC6tmE8WLZ8GZEDJ8gEOkBgdBLBcT1t5gqnw2AwsG7NauJGzkDt1HJ9jEsF4X1H4uEX1Or9nJ2VxcnMDJtxDKD7hOtAEFrNJNmxfRt1tTUknTb3TZ50E/V1tWzb+leLbY+8944Ngb5t1DUc7Tua7uOv42RmRotZukaTkT3V0rNIgQNeKknopXZ0Jn7ULAIFaV4lOriBZ/MsvpUrl6NyD5EJdABB7YLSOwZjK2teMM+bPcNlAh1A4eSNwqPrmdvW5KD0ibMJdCndOyE4+ba+1jbqEOuLUPp2kwl0AKVPHCoH51bHsfTDhykqyKf7aXPf5Ek3YjQYWNeKheHmTRvRNjaSZD33FQS6T7iBivIy9uze3WLbVStXoHZ0ImGUJYDZxIUcOrDfJkPeXluf0DC69LIIeRxc3IgdPo1VZ3hmrFyxnNDuffELs1Ov5iLh0mfKLjD0jRoUCkWLUVsABwcHDI2aZotYfaMGx9aKPDS11Wqa/d+g1eDg4ED1Tz9S9rxFfeh52x143nCT3Fbf2EJbM4G6r2QPVVqpwFNa6ECcVM7y59FrG+iiOSq3y3aMxqjXUau0ELfxwbYRHXXT5znd18n82ppYb4amfS22baVIq6AARDh90t/W85oMUnubtnpUKlWrKYsODg4Ytc39r/Tm3wegi0dXIj2lheCBsn0UmRdETffF6TCY7wtBEPB/5TWcB0kPD7G+nqJ/3Y5mxw7UDg7oT7svRFHEoNO0qIwGUCqVCIKAXmvr72w06DEa9Jbfr4XPCti9py5FNPWr1r4vy2e2/b6aXrfaVu2AyWjEpLe1NGj6/oTMDApvvhFTpdT/HJN7EPDeBwhqNWoHBwzaRkQrf9+m8zZFe/VGPZvy1wOS12OfoH7yNTV9tlCN5KFuQuBIpdLmekusPdHNJLqDgwPYsW0RTXpQtNL/ABSK5n0XUfJ4a1O/P+28JiOIIpyx39PiM6O136fpXj+llkhHlWggSJttc184Kh1lgrNaV83Ooh3yPpNBj8loe159owalUonSXNDMx8qWqfKD96j89D84qNUYtM3HA0Nj631XOq9jq+NB620dMJx2H1+qEEXxjJ9ZoVCgVCqbPSdNRgNGva5t/f6052TT9xeQnUXxg/9n8UAfM5aAt99FUKtbfE42PTPUagfW5a5BZ5KeC6PDxqE2Z1g5ODhIHsU6aUxp6r8AuwqMza65qsHSZ5yVIqJofxxrtQ8BCEr7dk0mvdSvW4PCflvRqG+937dwXlEUwdT6WKRSqWg0QK5REggEa0+iNOkx6XWYjAYcHSxkhovahVFdxwJQb6jncOMBoPkz3WD+rR2cnPB/7XUbIr34wf+jYf26ln9b8z3WkhIHmsYD6d6zOa/5vVqbQ6rNz/TLJTHU0KjBoZXvCkDdwrNO3+ZnXfO2Rq2GIFGk8Jab5KJl6shIgr/9DpWfP4IgmOdWtveGaDJi0DXi4OBAlbaKrWYLtQDnAHncbbpfm65ZbWokQCvVIzlUakLpaEvCWPddD0dz/zy9HxnNr1vpR/K8uNkY2NS25b4vCEoQTdJfs7YKaK2enKAEk775PXmGvguQ2WAJuDWR6ND021rui4kRFuV+k32Og1rd7LcVRRG9tsHmvhAEAZ8nn8LjJovK9NnAIIZl2ga6TEYDRoO+TePB6edteg60Zd58uYy98txX3fpnNhmNGHS2lgby99VCtk5TW4NWK89943avI3GnFKRoNJkIfP8DFC6uLbY1Wj0zjGIjNUYpwCpWQohbaLM21n7oWyvcm+03aDWtPtcBVGq13XFMmvueef7abPwUjVKfbLWt0m5bsQ39Xt7XQtszzZtNRgMmg21bQ6MGQRDOmQtp7X6S2qrtz30bG9o0Hpw+3oMtF2IPgiCgUts/76UIk9GAQadt07rIcPrc17wePbfnZOvr5apvviLOSsy2Z/BUdg2bIbXVtv6M3V+6F51KmlN5KZNQChZSWtFYQ7i3NIiJfjE2NcHka1Y7INjzITcZWuecwDwG2murtwmK2W+raN7/RFF6v1b7riBfn21jE6LJ2Oq8qqWxqE18Rgu/raEtc1/zeGA87ZnR9vFAI3EBp7U90zzj9PHg70AHid4K6ivLOLTke8aOn9hiWhvAtOkzqMjP4sgaS9pBRV4mJ9YvYPqM5qll1pg+fSa5+/8id78lgpd/eCc5uzfwdOcuVLxuUTt63HQz3g8+JL+eMWMmGRsXUZZtmaQe37CI0uzjTJsuPaCWZ1siuMM7jwKkxdykKdM4vOxnQqoPyPuXrtuFprYaz3CL6vp0JXrXrl1J7tELsXQvokGaQImiCUPhdhCUKDzCWvysCtdgULlgKNouF1cQTQYMRTtA7Yrgaj/NBEDpEQaCAkPhNtmDTjQ0YijejeASiOBgP4UIQOkZCcZGjCV75cFd1NVAZTrTps9oMYUI4KrpMynOPMyJzZboX1nWETK3LGXmzFny/5oW8YCcwj99xkyyd62j8IglgpezZxN5B7fJ94WgVhPw3gc49ZcUFKKmgaI7b+epgYM4tmYelfkW78n0lXOoLMzlqlbuKXd3d0aOHsPBRd/RUCmpgURRZNeczzDotEyd2rINTEJiItExseye+xk6TX2Lx10q2DX3M9zcPRg5anSLxwwbPgIPTy92/PyhTH7oNfXsnvsZ4RFRJCW3XKBx8tRpmAx6dvz6ibwgaKgq58Cib7lvQBp1D9yHyez/6ZDYjaDPv0ThKi0Opl01g+qSAg4ttxSuqirI5uiaP5hu7rt/FWyi1pxhMSh0CA5mBfhV02eQf3gXebtWE9IoKWwKhQDSt65jhtU92VRY1NvFAQeVdI/Pmj0bsSYTU4PFc9ZYlYnYUCL1kxYgCAIKz0gMZYcwaSUfOVEUMZbuB4Om1dQ0Qe2C4BosFWIyF2QRRRFD0XZAQGmlrG3W1iUA1G4YinbICwDRZMRYtB1vH18GDR7SYtsxY8fh7OzC5kOW7Jigqv3s+eNLErsnEWH22xzRxXJ/rMmRVBhTp02nsb6W3X98If8+deXFHFryA+MnTpYnFJ433Ij3Qw/L7as+/YQ7RZGq3EyOrVsg/78i5wQnNvzZhvFgBjl7N5N30OLPnn9wOzl7NzFjxqxWWsKMmbM4sXER5aeaF6e91HBi81LKcjJafdY5ODgwYdIUDi39kbpySekgiiJ75n1FY30t066a0WLb8IgIuif3YO8fX6Ktl/qYyWhg208fMNnHl9j582SrHtcJE/F/820E80QwbeAgfP0D2PnLR/Izw6BtZNdv/yGkU2f6pKayLMui1BwXNkHenjBpMgqFgh0/f4TJaLTJJKlzC2uWammtRB/SPxVDYx3G0n3yPWnS1mAoO4TCK7LVYLDSKxKxoQRjleV8poYSjJUZKDxb7rsgjZ+m6pM2alljdTZifUGr/b7pvMbydEyNVYD5mVF2CL2mutXf1tPTk+EjR7EzW/ptVKKBIE0GO+d8itGgZ/LUaTbHT4iwFAw7ZDxARGQUe+Z+ht48jhkNerb//CHuHp4MHzESQanE/9XXcB1v/m3MRHqaUombu4c0Hph/f72mnj2/f05UdAyJ3Vq2u5oydRoGnZadcz61Gg/KOLDoO0aOHtNqiulV02dQVZTH4RW/XfJEenVhDsfWzmPG9Jb7H0jPuryD2zm1x1K3ovDoXrJ3rLUZx+xhxoyZZG5ZSmmmpX5Ixl/Lcc85wT25uRjNyid1dDTB//0OpZ+kUBQEganTpnNkxW/UlkhKTlEU2f/nd9RXVXDV9Jmsy12NUZTmp6PCxqEwE2EhISGk9uvPvvlf01hbRXBjFgqk3/lQiciESbZF66yLAoeHBhIYFIKpeKfV3NcozX1Vzihc7VuFACg8uoKgPG3uq5Xmvs7+Nhkizdp6RYJRi7Fkj9Xctw5D6QHJp7WVxbzSKxKxsQJTpcXL2KQph+oTzG7yJG8BSaOulbNZm0j0vANbyd23hRlW/b5vUH98naTfZkvBJmp1NUyfMZPj6xdQkWt5Vh1dO4+KvKxmzwxBEPB59DE877hT/t/M7EP0WPQNiKI0HvzxJdqGOqZOm05LiIqOJqFbd/b88YXNeLD9pw9wdnFlzNhxLbYdNHgIPr5+7LAaDy5V6LUadv32KZ06d23RMgBg4uQpCALs+OUj+VmnqankwML/kjZoSIv2iSDNfWsrSjiw5Ad8/p+9s46O4nob8DOzu3EXiJCQhADBLbi7uxRKhbo7ddev3v7qLU4pheLu7u4eJQlx9+zuzPfHJJuEZDcLDVbmOSfnzM7ed+ZmZ66995Ur0fRc8bvpu42hDbFp2Mi87NhxJF44QdR+RemebTiLjGJYFaKpfv4qxpQr0ZftiSD5YvkmS8yhbVw5e4QxNfRV48aPR8g6j1Tq9aGMYydBn4fGzcK8WWuH6FQPY8px5NK8ZMrc9yDIsuW5r70Xgo0LhqRDyoY1pX1G4gHQ2CI6V90wMP3PzgEg6pQE4KXxl2VjCXLqURo2CiOsifn4waNGjUFfXMShRb+Y+oyCzFROrp7DgEGDcXSsfoMDYMy48WQmXubspkWmc5nxUVzctoyx42oaD8YTf3I/l4+Vh85NPHeEmMPba5z7jh8/gYjda0iLPmc6d2n3WlKizlmcZ2g0GkaOGsOZ9fPJTbUuUfPtzMk1f1KQk2lx7hsQEEC79h04tmw6RXmKV4FkNHLgr++xsbVlyLDhZmU7dupMXV8/Di740bSBZigp5tDCn6jj40vnLl0rlZcNBtI+/ZjM7741nVvu7MXu/veCIFCUl83xpdNpG96ewMDqw4FujStPbJl3rMD0TuamJSIfXoBYOu+VvKp/p0ePHYc+PwVjpXEsDWPmRWV8tIAy942plMTbmHMZKTeuZlm3BhgzziMVlXsgGjPOIpdkW5QVRJ0Stz31OLJemb/Ksowh+TBGQ4lFHU7jsDAaN2nG0cW/mXQ4ZeOYg6MT/QcMNCvbs1dv3Nw9Ko1j+qICjvzzC/WDQmjdpo1Z2eEjR4EscfDvH8vHg+wMTq6cRY9effD0rD5kFSjjQU5aMifX/mV6ttlJlzm/+R/GjDU/ZoPybK+cO0r0QfPRBm40akz0aiiLL6W1scXDw4Ot23bSINT8YlGWZZ564lHmzJpJnZAm2Di5cuXMIRo2bMyW7TstvkAlJSWMGTWcLZs24hvWBkEUyTt/jN+at6B1heSgbk8+hdszz1VaKGdlZdGvT0/OnT2DX9P2lBTkkBJ5lon33seMWXPQy3oGLelNnj4XB60DG8Zux640dEFsbCx9e3Xj3H3ZONsKxOWJBH6TxRtvvcMZ30GcjM8C4PA7A3Cyq7yLdPTIEQb2601hsR7Zvq4ysdbnoQ3ojdazqcXf1pgdgz5mnTIJcKiLVJAMxhJ0wYPRuNS3KKvEdd0BOmdEew+lYxNEbBqMRHTwtiirv7IPY8pRBDt3ZdGRfwUfH1+279pDQID5RF6SJPHg/ZNZ/M8C6oY2R2fvSMKZQ7Ro2YpNW7abFsbxuXGMXjkEgEbuYfw1ZBGFhYUMGzKQvbt34de0HbLRQOKFEwwYNJjFS1dU2p2TiotJeekFCiskIFsky3wcGYlv8/YU5WSSGn2eRx57nB9//s2iwuTSxYv06d2DnJwcfJqGk5sUR+aVGD7+7HOmvvq6xd9pz+7dDB86CDRavEJbEHds9x0bH04URWbOmcc9EydZLL9k8SIevG8SDq6eeIQ0JeXCcTCUsGL1WotKWlASSr3x2iu4+wbi7Fuf5LOHedzbmycdnRBKF7x24eHU/elXxAqx4mRZ5uUXn+O3X37GO6gRdq5eXDlziPr167N1x27q1q3LG7teZstlZQLxfa9f6OqvhH4xGAzcM34MCYfWcPxJ5Zp/ndLzw5XWrF2/CUdHR2RZpuUH69EbJRrVdWblc4q3Q25uLgP69ubE8aOITv5IxhIleYlrA3RBAyx6dMgleZRELEPW5yE6+SPr85GLMtB4t0bn39WsHJTGUI5YDrIR0ckPuSgTuSQHrX93tBXc1KvDmBuHPmoNiDpERx/E4jQwFjF/4WKLMZUB5s2dw8JPH2XT/YqV4M9HZN7YIbB2/Sbad1DyDxQZihiwpAeFhkKcbZxZN2YbthpbPvvkIz7+8H086gXj5O1P4plDeHp5sXXbToLLEhSWkj13NhlffmH6HOPiwuSjR9DVb4yNkwtXzhyiceMwNm/biYeHB+YoLi5m1IihbN+6Bb8mSry9K+eO0rN3X1asWmPRGiAzM5O+vXtw4fw5fBq35srZI3ds2wWYfP+DTJsxy2JfFxMdTe9e3UlPS8O3WXvy066QHhfF2+++b8onYo7Dhw4xeGA/DJJM3bC2ZF6+SL+SAj729UMonRY5DhuO96f/h6CprGxavWolk+4Zh52TK54NmpN66STG4gIWL11By66tGLasPzIy9ZwCWDpiTaX/4fdff+HF55/BzacePw3UMTlISSB+tuvPhPS+r9J9/m/tWebsVTZS5z/WmcW/fs5333yFztELo2iPlJeAoHPEJnSMxY1kWZbQx25EyopEcKiDIOqQ8q4g2HtjEzrSbDxmKI2hHLkKOT8RwdEPZCNyQTKiSxC64MGW+wx9gdJnFOco4WTkYgz5qTz+5FN8/8PPFp/thfPnWfJSVz7qqigdn9/pwI/bkvjsi6946eWplcpKssTI5YNIKkhEI2h43+8TJo+4B7Q21GncmozocxRkpTH7z/mVFLSywUDq22+Sv0aJqYtGQ+TwkYz6+gsc3LzwCG5CyoVjYDSwcs06unXrjiW+/eYr3n7jNdz96uPsE0jS2cO4uLiwZesOGjU273IqyzIvPPc0037/Dc/6DUmPvXTHtl1B1NCgQQO2bN9lUZmm1+sZP3YUG9atxbdxKwSNlsRzR+nYuQtr1m3EwcG8e31OTg4D+vXh5Ilj+Ddrj74wH6+4CGY3aIBjaXg+m0aN8Zk+E81V/W18fDx9enYjMTER32btKchIJv1yBC9PfY1P/+8Lntz8MEeSDwEwd9ACmng2M8meOH6cQQP6UlhcwnP96/NVa8USfafjUDq8VDnx7J6IVB6ZrXg2PdGzAc3lWMaOHoEs6JBsvUvnvsXoggZZVKZBeTxUdE6I9p5IeaXejqEjK4VoqvZ3TjyAMfkwgq0y95XyEkBrj03o6Epu6lcjyzL6y1uQMi8g2Hsjam2R8q4Q1qQpW7bvxN3dfNiwoqIiUj8IoqFTIQYJGi0NJvrMCXr37cfylWsqWcR9c/gLFlyYB8C7nT6im3tP+vbqwcWL5/Fr1p6SvBxSos5y/4NT+H3aTLN9Rubvv5L14w+mzyu0dnyTlU1aQjTvffCRxXwioCSpHjKoP0YZZTyIvUBeRgp/TJ/F5PsfsCi7csVy7p04HjtnV/Iz0+/Ytmvv7IasL2bpilX07tPXoswvP/3IKy89j5tPAK5+wSSdO4KDvR0bN2+jeYsWFmVff/VlLs6Yzke+fjiVPs91RiOjtmw3G3selNj1kyfdw4plS/Bp1BKnAQJ24Up7/7D9/zGkUdW8IDa/tEPMiEDW2NB9XQh79x/Ct2k7JL2epIsnGDp8BAv+WWLRwjopKYle3bty+XIsgqMfsr4AuSgdjVcLi/lEoDS5dsRykPSIjn6l4Udz0Pp1tZhPBMCYm4A+erVioOboqxi/GIrQBfWvcQPbmHkRfexm0Dkg2nshFKVgoxVZvXYDXbpanq9/9eXnvPf2m7j7BeHsE0DimUO4ubmxddtOQhtWTd5YhizLPPv0E8ycPg3v4DDsXNxJOH2I0NBQtmzfhZeXl1lZvV7P2NEj2LRhPb6NWyNoNFw5e4Su3Xuwas16i4aM2dnZ9O/bi9OnTpaOB3kkR5xhwsR7mTXnT4uGcpcvX6ZPz+4kpyTj07gN8af237HtF+DV19+0mE8ElPwtA/v3oVhvwKdJO7LiIshOSeCnX37nkccetyi7Yf06Jowbjc7eEa/QlqRFnKKkIJd/Fi9j0OAhpnLGrExSX3uVwr17TOciu3RjxOwZuHj74RYQStK5I9jqtKzfuKXaXG0GycDQZf3IKEpHlEROP3Mad69gHD19uXL2EM91dePbHsrmlL7/Zxg7PlPlGpIk8fCD97NwwXy0TnWR0JbOfT2xaTCqUqjBq5ElA/qo1co829FX2ZgtSEJ0DkQXPMSiNbpsKFTmvkXZyprXWIRcmIbGoynagF4W575ScRYll5aBsQTRyQ+NMQ99QQYffvwpr73xllk5gH179zJsyEAkQaRu4zamcWz6rLkW80sBLFu6hPsnT8TBxQOPkKakXjyBVFLE8lVr6Nmrt0XZH//3Pa9NfQl330BcfINIPHcYJwcHNm3ZTtNmzSzKTn35BX7+8YdKupDAwPps3bHLbAx3UHQhk+4Zx+qVK6jToDkpkadvettVlejVUNYhvfn2uzz1zHN4e1tW0IIyeKxds5p/Fv5NQX4Bvfv05YEpD5lNslARvV7P4n8WsnLlcgLz85mSmYVddpbypSji+eZbuEyq/uXPz8/nrz/nsmnjBuwd7Bk7bgLDR4xEFMVKyZGGBo/ggy6fVpLNjjhA3QWKFeahfD/SB/xM1x69aPfxBkoMEvU9HdnwUq9q7xsfH8/0P37j5IkTbDwQjcazaY2T+TKkokyM6WeQi7MRbF3ReDY3m1iwimxBiiKrL0Cw90Lr2cyi8qAMWZaR8uIxZlxgUJdGdOnWjYcfecziQsB0T0li5YrlLFn8D8VFxQwYOIh777u/yiJvyvp7OZOuJFOaP2QxDd0bU1xczD8L/mbNmlWIosiIkaMZN35CtRM22WAg7eMPyVuy2HQu3deX32ztMLi7c8+kexk0eIjFzreMlJQUZk7/g0MHD+Ll5cUDUx6mazfrMo/HxsQw7Y/fOHH8OJs3bbhjJxSWEgtezZnTp5k+7XdiY2IIa9KExx5/soqi1Bz79u5l7uyZFF65wqPFxfgnlu9aOwwYiPdnnyPaVU0AJMsyGzesZ8H8v8jNzaVHz15MefgRXFxcyC3JYdCS3pRIJbjberB2zBa0FeKjGQwGTs58kS4pfyp1cBlBk8enYVd6n8yCEjp/pijgu4Z6MWNKeUKtwsJC/v5rHuvXrWXNztNo3BoguoZYDolUVmdDMcaMs8oGlsYWjXsjROcAq95JWZ+PIe00cmGaEpPOoymiY90a5UCZVBjTziAXZ/HkAyN47PEnLVrTVOT0gW2EbxoFQJTki2HKxipWD+/vfYu10asA+L9uX9OvvrJjv2vnDv6cM5v09HQ6de7MQ488ZnYhkLdmNalvv2WyYNa7uPC3tzenNVr69O3H/Q9OsXo8WLRwAatWrQBg+PCRjJtwT40uraCMB3/Omc36dWvZsH7tHdt2Z/85n/ET7rG4+CkjPT2dmTOmsX/vXjw8PLj/wSlmkypdTVxcHNP/+I1TJ08yUpboUSEuo9PYcXi990EVBXoZ58+dY/q034mKjKRho0Y89viThDZsWCnR9KMtnuSJllUn9ocOHmT2zOm84raOpk6KZ0fRq3FwlVLr9cXHWXFcsZhd83wPQryd2LplM/Pn/cmCVbuUCbZHE7MJxioiyxJSdhTGrEhlM8u5PhqPxpXiLpqVlYwYMy8i5cQAgtJnuDWwrs8wlmBMP4eUF8+EoV25Z9K9DBw02Ko+I+vYCnzWKAqsLbkhiCN/Ntun/3z8f8w+oyQ7fKntq3Sx6860P37j3Nmz1A8K4pFHH69WuSMbjaS99w55K5YrJwSB4oce4beYaC7HxtKkaVMef+Ip6gcF1VhfgL179jB39kxSU1Np36EDDz/6uEVlsqkessz6dWuZN3cOS5csumPb7seffs7jTz5lVd0NBgNLFi9ixfKlGI1Ghg4dzj2T7q0xvAJAQUEB8+f9ycYN6wkz6HkgLg5Naf4Cm2bN8fljGhpXt2plMzMzmTVzOnt27cLNzY3J9z9A7z59ScpPZMQKpe8PdK7P4uGrqrynV65cYfofv9EhbTGjfJS2WTJ5BVJwr0rlVp9IYOqi4wC8MbgJU7qGEHHpEtP++I1LFy+y8eBlNF7NEe2sy2EhFaSWzn3zEew90Xo2t2ruC0quImPGBTAWITr6oPFsZmWfISNlR2PMimBI96b06z+A+x540KI1ahni8sexOb0QgKkRHWja7wHG3zOximv3mbRTTNlwLwDhdTvwa78Z5OXl8eec2WzdshkHRwfGT5jI0GHDa+wzsv+cQ8YXn5s+R7m64vjMc3SqQXlQxuXLl5n+x2+cPnWKgIAAHn70cVq1bm2V7LmzZ/nl5x+Y/sfvd2zbffLpZ3nu+RdNXno1cfDAAWbPnE5SUhJt27XjkceewNfX16KMIfEKaZ99SmGF8A5ZXl4ELVyMe92a54NGo5Hly5aybOliorpFoHctQUBg87hduNhelWS+IB27b5V5vFSvAzkTV7Hw7/msXbMarU7LqNFjGTN2HBozY3xFsrOzmTNrJjt3bGfdnvOlc99AK+e+BRjTzyAVpCBo7ZX1sgXP64pIxdlKuy/KRLBxRuPZzGwy0iqyhWkY088woEMQTZs147EnnqJ+fcvGamXs3r2LP2fPIi0tjQ4dO/Lwo49brQtZt3YN/yz4m/z8fHr17sMDUx7C2dm8x0wZBoOBRf8sZNXK5UiSxNChw5kwcZLV40GZLsTWzpax4yYwYuQoq+aQGRkZzJo5nR3btrFp4/o7tv0uXrqiikeUORISEpheus738/PjoUces+h9UpFLFy8y7Y/fiLh0iQahoTz2+JOVjASKjh4l5fWpppwkaHV4ffAhzqNGc/TIEWbNmEZCQgKtWrfmkceeoF69etXe50DiXp7dqngZ9Qnoz2DjMObNnUNmZiadu3blxcaJOJ2cBVQ/BpchSRKrVq5gyeJ/WLL+AKJzYOnc13yYkTJkyYiUdQljdjRlntOie2jNoWAonftmnEPKTQCNFo1bI0SX+tb1GYZCpc/IT+a+0b25f8pDNRpxlBEbG8v0P37jzOnTBAYG8vCjj1v0qq/I2TNnmD7td2Kio2kcFsbjTzxltS5k/759zJ09k6SkJNqFh/PIY09YVIKXIcsymzZuYMH8v8jJyaF7j55MefgR08aQJYxGI0uXLGbRPwtYtWK5qkS/HSjrkJLTb97DkHJzyfz5R3L+mmeKDSS6uuL95dc4dLVO+Xk1L2x7ir1XFNeon/r8Tserkq6IJxdgs1LpoPS938PY9RXOJ+Yw6mfF/W1ICz++vce8C0cZ7u2fva763SoyD/10Q6676OICvjykbFTc0/hepoa/WYNEVWRZJmfeXDK+/gpKLaoEJyc8XngR5wkTzSp0bgQ5OTnU9XS9YycUN6v9ypJE3orlZHz1pSmBKIKA2xNP4fb0M9eVpLXyuzSZqeFvVCmjXfcK2iOK0qjkvtVIQeUD7MXkXEb8qLjJj2pTj8/HVj+A3mltF66v/dr+0BwhJw5Z50jxq3FV4r8fSjrA01seBaCrX3e+7/3LddWt6NgxUl56HmNamumc87jxuL/0slmFzo1AbbvWIxuNZHz7DTlzZpnOudz/AB6vvWHVZLfStWSZSWvGEJmthCJYOmINAc7Vu6kiS9h+FYBQkofsGkjxc6eqFHli7kF2XFTCcu19sx8ejuWLybui7RbnYPtVIAIykm9rSh7ZYbZoTHYU41crnimhbg2ZP2SJ1c9PliTSP/mI3H8Wms65PfMsbk8+fc3vwL9FbbvXRt66taS+9YYpf4Ftu3b4/PQrohVKm6uZdXoav5xQrJmfbPksj7R4wmxZmzmDEeOUMIxFL0WCY+XN1T/3RfPpGiXczBdjWzGyTWVFwZ3Wfq+17WoO/opuozJv0Q/9AWOb6hNvyrLM2FXDiMu9jIDAipHr8XUyb41cE7krlit5pAzlMWXtu3XH9aGHsevQ8Ya2Z7XtmkcuKSF7zmyyfv8Vuag8z5TjkKF4vfdBJU9Na0gpSGbosn4ANPNswexB86uUES+uw+YfJfSQodOzGPp9WqXM9fBfb7t3K2r7/XdIxcVk/foL2TOnQ2lYD9HDkzrffod9ePtrvt57e95kXYziJfhF92/pE9i/0ve6P4ehKc15UN0YXB13WtsFtf1aw61qu2pM9FuMLEnkLl9G/PAh5Mz706RAt23dBv/FS69bgZ6QF8++K4objZ+jP+F1O1YpIyYeLa+Hr6IsP3OlPPN2M787ZxC5HRgUNATb0uzta6NXUWSompC0JgRBwPX+B/GdORtNqUWHnJdH+qefcGXSBIqOms+QrHLzKTp5gsT7J5P27tsmBbrG04u6v03D/dnnrkuBLssySy6WK3NGNhhdbTkx6bjpWPKpbGGZnFP+7tV1qdmK47+O5NcaAEGfj5BeNWZ4u7rt8XFQ2tu+xD0k5Sdd133s2rTBb9ESU44DgNzFi4gfNoScfxYiG40WpFVuJrLRSP6mjSSMHVVJge727HPXpUAHuJh53qRAb+nV2rwCHRDSIxBK8gCQfKoPaZRZmpxQEMDFrmarmf8cti7IXoqFk5B8GiyMqUGuIbTwUjYLI7IucS7jrNmyVyOIIp7vvo/rI4+ZzmX9/BPpH32AfIfHOf4vIssyhYcOkvjoQ6S++opJgW7foyc+v0+/LgW6LMusiV5p+jw4uGpoiPLCEkKykk9IdqlX7eK9YmJRd8eavYj+a0h1y+ckQtJJs+UEQWBosGI9KSObPMKuF+eRo5T8Mx7l1rqFu3eR9MhDXJkwlrw1q5H11SRZVrlhFOzaSfzoEWT+7zuTAl3j5YX3l1/j/cVX16xAB9ifWJ5HrLNf9eFJxPgDpmOpXtU1sIqKSu1QuG8vV8aNJnv6HyYFum27dvgvWnJdCvTckhxTPHRXG1e6+V8VWlWWEUvHFdnZ1yoFuopKbaMq0W8RsixTsHMHVyaMI+2dt0yWi4KdHR6vvIrvnD/R+l6/NcayS4uRURTyo0LHoakmdpOYcNh0LPm2Bior0Zv61exKoVKOs42LKUlhbkkuG2PX1SBhHrt24dRbugKnMeWJFUrOniXxgftIfv5ZSiIjLEir3Gj0MdGkvPISifdOpPjEcdN5xyFD8V+xEocaYg5a4mTq8UqKuIbu1cTSNZaYFqaSRwO4KhxSSgUluo+L+ViCdwuSb3m8PeHK0Srfi4LIiNLNCkmWWHJpYZUy1qL1roPP79PwfPsdhFK3dykzk/SPPiBhzEjyt22945MH3slIBQXkLJhP/PAhpLz0AvqI0r5UFPF8/0Pc/4X18YrI8uTiQ0PMJ2gCEBKPl9epdPy9mrLEoi52OrSau3O6Jvm1A0CQDAhJVa31KzK8wSjT8YqIJdd0H0EQ8HjpZTymvmY6l7voHxIffoiiCn28yq1D1uvJW7uGKxMnkPTQgxTtL0/A7DRqDHX/92O1odOs4WTqcWJzYgBoWyccPyfzifuEjMjyDTAzbbdiYlE3h7tPiS7XLU/CKyYes1h2aMgIBJQ+d030yn89Ptp36kzAhk14vvUOWv/y51hy7hypr79K3KD+ZE37A2NW5r+6j4pl9DHRJD31BMlPPYEhNlY5KYq4TL6feqvW4jRk6HWPtWVGYgCdfc0o0eMqKNH9O1zXfVRUVMxTcvEiSc88RdJjj6CPVvL3oNXh9tzz+M6cg9aKEE3VsT5mLcVGJS/goOCh2FyVt0fIjEYoLk2M6tP6uuuvovJvuDtXZbcQWZYp2LGdxPsmkfz0k5ScL88m7dCnL/4rVuP60MP/KmxHgb6AZRFKdmytqGVEhYWlCUNRuRLOsyHYK8mXKluiq0r0a2Vco3tMx/PPzf1XiwHR2Rnvjz7BZ/ZcbBqVK1ILtm4hYdQIUl6bSsmlixauoFLblERGkvrm68SPHE7+hvWm87rgEHymzaDOl1+jcbMuxqk5/jo/13Q8tmH1WemF5FMIRmWRLvtVjWOXlF3REv36lAr/JWS/ciV6RQ+cioxuOA6NoMSHXh6xxDSBux4EUcRl0mTqrVyDY4VkO/rISFKee4YrEycoyvRSiw2VG48hMZGM774hrl8f0j/5GMPly6bvbFu2xHfWHFzGV9/erKHIUMS66DUA2GnsGRA0xGL5ip4kZZ5gV5ORr7Txu1EJV4Zcr9yKSYzebrFs//qDsC9Nnr4+Zg35+vxrvp/rlIfw/uIrhNIcBMXHjpI4eRJXJk8if+MG5AphIlRuDsasTLKmTyNuUH9SX5tKyZnTpu+09QLw/r8v8Pr4EwTd9XtrVNwAG9lgjMWylTbAzCzgM/PLlejud2P7tXNT1haUWqJb8CLxcfQl3EdRcsblXjYldv03iPb2uNw7mXpr1uP95dfYNC1PbmZMTibzf98R17c3qe+/S8mFC//6firlGLOzSP/i/4gfNYLCXTtN523btsPvnyV4vvnWdXmLlGGQDBxM2geAi40LTT2bVy2kL0S4ohiKSe7B4GxdDHIVFRXLyLJM0bFjJD//LAljRlK4Y7vpO9tWrfBftBj3J566bj2WLMssruCNPaKa8VioOH/2sS7et4pKbVNzRimVWkEqLCR/7Rqy/5xTbvlWik3TpnhMfQ37DrXjbrY8cgk5JUqysoFBQ/C0r+rmIiQeR5AUl8ayHXqDUeJ8oiIX6OGAi/1d6D7+L2nh1YqWXq05maZYE+9L3EMXv+sLyVOGfXh7/BYtIXfpErJ++QljairIMvlr15C/dg323Xvgev8D2HXuctPjt94NyLJM0f595Pw1j4Lt2yp9J3p44P7k0ziPn/CvFvBlxOREsz1uCwDe9nVMCS6vRqxgTS35V1WiVwznUkdVoleyFhSvVB8Sycvem36B/dkQu46s4kzWRK1gjJlNDGvR1q1Lna++oWjSvWR887XJa6HkzGlSnnsGXUgDXO5/AKdhwxHtVY+B2kaWZYoOHyLn7/kUbNlsyjNRhl2nTrg++BD23br/675z6+VN5OlzAehXfwBOOssu6mJCuaJIqmYRUKw3klesKGy9nO5CJVwpxpC+lPWsmsiNGLu/arask86JQUFDWRaxmAJDARti1lxXG3YaOgxdYH2SX37BlByr+MRxUl5+EY2vLy6T7sV57LibmufgbqT4/Hly/v6L/DWrK8VRBrBp0gTXKQ/jOGDgvx578/R5bIrdAICTzpk+gf0slhcvl4eSkP2q3wBLzy/fhPW8S9uv5N8BMf0SgqRHSDyBHGB+jTOqwTgOJSmWw8siFpuU6v8WQavFachQHAcPUcaCP+dSsG0ryDJycTF5SxaTt2QxduHhOE+8F8e+fRF0d+fz+rfI+hJyFvxN1q+/lucHAjR16+Lx8lQc/4XleUV2xG81rXE7+HRCW01ybOHKEZOhiRR4/Z6hKioqClJREfkb1pPz93xKTlf2CtTU9cH9+RdwGj7iusKYVuRw8kGiSr2xW3u3pVE13tiV1sC+qhJd5dagKtFvILIsU3LuLHnLl5G3enWlSQWArmFD3J96Bof+A2pN+VlsLOavc3NMn+9v8lC15cT4g+X1LLX0ikzNo9igWEY291et0K+XyU0e4OSu4wBMP/UbnX27/uvnK2g0uIyfgNPQYeQs+JvsWTOQMhVX1MJdOynctRNt/fo4jx2P0/DhaL3r/Nt/467HkJpC3qpV5C1bUu6mVoro6orrA1Nwuf9+RAfHWrvn3DMzTWGYJoXdV8WFzXT/iqGYSsMdVCQ5p9B0rMZEp9QqrhFi+kXFKk5fCLqqSut7mzzIhtIwTHPOzGREg9ForcjgXuPt27bDd958CrZvI+vnn0weSPqoSNI/fJ/Mb7/GafgInEaNxqZJU3Uz7F8i5eeTt3oVOQv+Rn+1t45Oh9OQobjc/yC2YWG1ds/FlxaYjmuyZKUoGyFB2cyRPBuBo3eVIhkVLFkrJhS963ALRPIKQ0w7j5BwGAoywMHDbPGxDSewLGIxoCRoHh06/rrak22LFgSsWU/emtVkz52N/pKSS8GYmEjmt9+Q9cvPOA4dhsuke7ENa3J9/5tKFeSSEvI3byJnwd8UX50DRhBw6NkLlwemYNe+fa31k2ujVlJkVMbMQUFDsNNa3tAUS5OZyaIWKaBTtWXK2q+9ToODzd251JLrtYeTfwEgJhzEaEGJ3iugD2627mQVZ7ItbjOZRRm425lv59eKIAjYt++AffsO6C9fJmf+PHKXLUXOV7xVig4fpujwYTJKY3XXllHT3YAsSeSvX0fmD//DEB9nOi/Y2eH60CO4PvQwooNDrdyryFDI90e+Nn0eHFx92DQxtjzci6pEV1G5PmRZpvjEcfJWriB/3Vqk3NxK32vq1MH1oYdxHn/PdYdSu5o/z5bnKJrQeFK1ZcSE8rmBVI03torKzeDunNndQGRZRn/pEvmbNpK/YT36qMgqZWzbtMV1ykM49O7zr3fsrmbxxQWkFCQD0N2/Fw3cQqstVznhimLxcTpBDeVSG/Ss14cQ11CisiM4lXaCvVd20dW/R61cW3RwwO3hR3CZOIncpUvInjPLZClniI0l89uvyfz+W+y7dMX9xZdrVUl0N2BIS6Vg61byN66n6OBBU4KUMjQ+vrjedz/O4ycgOtae8hwgKjvSlNjMSefM6NBxZssKpZtgssamUuzRMhJLw7noNCKed7MCrgJSvQ6KEl0yICQeRw7sXKVMU89mdPLtyv7EPVzJT2Bt9GpTrPR/iyAIOPbug0Ov3hTu2knWjGkUHylVpObmkjP/L3Lm/4WuYUPcHn4Up+EjauW+dxPF58+R+89C8lavQi4oqPSdxtML53sm4jxhAlqvqkrrf8P5jLOcSlPCo4W6NaSVd/XWqWWIsbsQZMUqXgrpU22ZNNWS1YQU2l9RossSYuQmpBb3mC3b2KMJLbxacirtJBFZlziacph2da89sRWAYGOD8+gxOI0aTdG+vWTP+5PCnTsAkIuKTFastq3b4DJxkmIVbXN3P6vrRR8XR+7iReQuW4qUkV7pO8HJCefRY3CZdC+6wPq1et+rXcfHNjL/bgGQm4hYmpxa9msHNtV7nKTnKUp0j7swqWgZFZM5ilHbMHZ6zmxZG40Nw0JGMu/cbPSSnuURS3mo+aM3pF66wEA833gL92efJ2/VCnLmz0cfHQWAMTMTXVDwDbnvfw19bAz5WzaTt2pVlc1qp+EjcH/hJbQ+tRtG5dcTP5FUoKx5Ovp0pvvVCQdLES/vNh3L9VUluoqKtciSRPHpUxRs2Uz+hvUY4uOrlLEJa6J40Q4eUqtzngsZ59mXqGyA+Tn60zugGq8wyWAK5yK7BoKTajSocmtQlei1gJSbS+GhgxTu2U3Bzh0mpWZFBDs7HAcOwmXivdi2aFHNVf49uSU5zDozXbkfAk+1erb6grJkckeV7dyQvRUrqkrx0FVL9OtGI2p4ouUzvL7rJQB+PPYdHX27VOtyeL2IDg643nc/LhMnUbB1CzkLF1B0oDTJliRRuHsXHq+/WWv3+68i6/UUnz6ttN3du6q4qJVh174DLhMn4dCnb62EbamOX47/D0lWlPYPNnsYJxszMSPzUhAzlQWf7NsWtFWV5InZilWdr6sdoqhaNQPI9TrAiXmAsolorEaJDvBo8yfYXzqJ++3ET/SvPxB7be1YUYGiTHfo0ROHHj0pPnNGCVewfp0pXIH+0iWMGRm1dr//KrIsY0i8QvGxYxQdPULRgf3oY2KqlLNt1RqXeyfjOGDADXPTr6iEG99oYo0WsmLkZtOxFNK72jLpeeVK9LvaEh0wNhqCdv+PAGgurrGoRAe4p/Fk06bGgvPzrluJXoYgCNh36Yp9l67oY6LJ+ftvcpeXW7EWHz9G6vFjaOrUUS1YrcSYk0PxyRMUHT1C4e7dlJw9U6WMrkEDXCbdi9PwkbW+aV3G4eSDROco42mbOu0IdWtosbwmcovpWKrfvdoyeqNEVqGiRPd0unvbruzdBNmlHkJOvGK9X5JndtMBFC+Sv87NQUZmyaWF3N90Sq3Om69GdHLCZdJknCfeS9HBA+Qs+BtBq0VbR1XKVIdcUkLR4UMU7NpJwc4d5clCK2DXsRMer0zFtkIM+tpiW9wW5pfmDNKKWqaGv1H9WGsoMnlbyy71FEWbioqKWYxZmRTu30/hnt0U7t6lhI29CsHeHseBg3AeNx7bVq1viMfs9FO/mo4nN3mw+lBNyacR9IqRjORf1RNbReVmoSrRrwNjTg7FJ46Xuv8dpPj06SqxVsuwbdcOpyHDcBw8BI2Lyw2t18/HfyC7OAuAQUFDaVhNHCkAIe0CQqGipJECu4CgWMOrlui1R++AvjT1bM7Z9NNEZkew+OJCJoZNrvX7CFotjgMG4jhgIPrYGPJWrSRv5Qo03t7YBKvWNFcj60soPneO4iNHKDx8iKLDh0yKkKvR1gvAaehQnEaOqnXrt6vZnbCTHfFKvHUve28mNjb/rojx+03HUmBVV/K8Ij25RUosZR9XNR56GWUeN6CEs6q+x4ZWddrQ3b8XuxK2k1qYwtyzs3ii5TM3pE62zZrh/clneLz2Bvkb1pO3cgXFp07iOHToDbnfnYxcUkLxubMUHz9O0YnjFB8/hjElpdqygr0DTsOG4XzPxBseaiOjKJ110asBxYNkUNAwywKyjOaSkpRY1tiaVcSl5pYr0es4372KOFA2wGR7D4TCDMTILUqSQq35vq1vYH/+d/QbUgtT2BG/jejsKIJdQ2qlLrqgYDzffAv3518gb9VKchb+jf7SJXTBIdi1r504zv81ZFlGHxND8fFjytz5+DH0kZFQXeJ1rRbHvv1wvmdSrYZsMcf883+ajsc1nFhjefHSOtOxsWH1OUsy8ktM/5r33dx2BQFj6AC0R2ciGEsQo7cjNTbfP9ZzDqCrfw92J+wguSCJHfFb6Rs44CZUU8C+YyfsO3ZSk31fhT4+nsLdu5S/AweQCwuqLWfboiVuzz6HfZd/H76yOmJyovlw3zumzy+2nUqQmT5djD+IUJrI1hjUE9TweCoqJmRJQh8bS8mZ08pc+sgRSi6aSa6s0WDXoSNOw4bj2K//DdvMBjiTfprt8VsBZR08osGoastViqQQUL0xlIrKzUBVoteAVFyM/uJFis+eofj0KYpPnTQ/+QfQ6rBr3x6HXr1x7Nuv1l3ZzHEi9ThLL/0DgL3WnqdbP2+2rHi5Yqy4LoBiOXM+SUnUEuTliLOdmlT03yAIAq+Gv8lDGxRl6G8nfqRHvV74OfnfsHvq6gfh/uzzuD39LJJqyapMFGKiKT57luIzpyk+eZKSs2eQi4vNytg0DsO+Z08c+/W/abGpC/QFfHnoU9Pn51q/ZDEmqxhXQYlezQSiLJQLgK+rmqyyDNmrMbKdG0JRFmLcPpAl0wbi1Tzf9mX2XtmNUTYw58wM+gUONBsaqzbQuLjgMn4CLuMnYEhLrfVwI3casiyjv5JA8cmTFJ88QfGJE5ScO4tcUmJeSKvFtkVLnIYOUxK1OllO7FlbLLn4DyWSUq9RoWNx0Fn2WhCSjiPkKt5qUnAvsKl+UVJRiX5XK+IARC1Sw0FoTs5HKMlTlHENB5ktrhV1TGw8mR+Pf4eMzLRTv/JZt69qt0qOjrhMnITzPRMpPnoEqahIzWVQijEnh+JTpyg+eVxpvydPImVnW5SxadIEx4GDcR41Go2X102pZ2xODLsTlPA8dR186BPY17KAoQgxStnslh29lXAu1aC23XKkRoPh6EwAxAtrLSrRASY2vtf0TOadnUOfgP43tV3VdojNOw2poICiw4co3L2bwr27q/XuAhTlWps22PfoiWO/AegCb5y1d74+n9d2vEi+Pg+A/vUHMaHRvWbLi9E7TMdScPXhXlRU/qvIej1Sbi7GzEyM6ekYkhIxXEnAEBuLPiaGkogIs5thoEROsOvYCcc+fXHo3QeNR+3lpjBbZ1nm+yPlc7RHmj9hdh0sxu0zHVcMGaaicrNRlegWSJg0Abv4eLNW5mXoQhpg36kT9l26YtehQ60mGrSG3JIc3tvzhikh4ZMtn8XH0ddseTG2PFacFKAo0S8m51JSmlRUtUKvHZp7tWRU6FiWRywh35DP+3vf4rd+M9GImht6X0EUb9oi9HYmrk8vHEvMK8wBRA9P7Dt2xL5zF+y7dL1pm14V+fLQpyTmXwEgvG5HBgdbXmRW2gTzr2r5eCWrPKmon5uqRDchiEiBXdBcXItQmIGQeh65TtNqiwa5BDO5yf3MPTsLvaTno/3vMmPA3FpJMloTd7sCHSBhyCDss7MslhEcHbFt2Qq71m2wa9MG21atb6iVTHUU6AtYdFFJKKoRNNzT2PzCvgzN+dWmY0uK4LS8ioo41aPEGDYCzcn5AIjnVlr87QDGN57IvHNzyCzOYHPsBkY0GE0n3y61Xi9BELBrpya2qkjq1Jcp3LvHfAGNBpuwJti1ao1tmzbYtQu/JSE0KiYwu6fx5Br7dzFqG4Je8Vwzhg4EM3O51NzyjWyvuzicC4AU1APZxgmhJA/NpXUYJANYCNHSwaczoW4Nici6xOn0k5xMPU6rOpZzTKjUDklPP4nuzGnQ66v9XvTwxKF7d+y798C+S9cb7l0NIMkS7+55wxRyqYFrKO90/NDixooYU0GJHlQ7+ahUVG534vr3waGkxGz7NYsoKuNx+w7Yd+mCXbvwWksSai0bYtZyPPUoAIHO9RnZYEz1BWW5PByxjVO1OcFUVG4WqhLdAoaoKNBcNUnWarFp1Ai71m2xbdsWu/DwW6r0kGSJj/e/z5X8BABaeLVigqWFvCyZdullW1dk31ZA5VAuLdR46LXGC22ncjBxP1fyEzieepRfTvzAc21eutXVuiuQCwuqtF9tvXrYtm6DXZu22IW3RxcSckutB1dGLjMlE3XUOvJ2x/ct16cwEyHxBABSnebgUNVCICGr3MLAX1WiV6JMiQ7KZoTRjBId4PGWz7AjfhuxOTGcTT/ND8e+5eV2r9+sqt7VGDPSq7bd+vUVpVur1ti1boMuNBTh6vH5JrPgwjwyixWvn36BAyxuXpchnlfau4yAsbH5sD3JOeWKuLouqhJdCuldroy7uAaDsQQ05mPc22sdeLDZw3x/9GtkZF7a/gwfdv6MAUGDb2Kt705sW7aqpEQX3d1NG162rVpj27w5okPt5Zm4HiKyLrEqajkAjjonRoWaWbRXQFPadgGksOFmy6lttwJaO6QG/dCcW66EY4rdY9E6WBAE7msyhQ/2vQ3Aj8e/47d+M29obHQVheITx9FV9LLWaLBt1RqHrt2w794dm7AmN91S/9cTP7IrYTsAzjbOfNnje8veXkXZCFcUZZzk1Ricax6TVVT+C0g5OVV1VtWgrReATaNG2DRtil3LVti2aInobCYH100gsyiDb498afr8crvX0Wmq39AW0i8h5CUDpZ7Y6rigcgtR3z4LCPb22ASHYBMWhk1YE2ybNcemadObvkNniRmnf2dbnJKkzNnGmU+7fmlxsikknSyPhx7U3dQBnY7PMpVp4e92w+p7t+Gkc+KjLv/HE5sfwigbmXt2Jo3dw9SF/E1A6++PQ7Pm2ISFYdusObbNmqPx9LzV1TJxMvU4nx/82PT5zY7vUc85wKKMeHkvQqnHiRRUfSzlipbo/u63VlFxuyEFdjUdi7G7MYY/ZrasrcaWD7v8H49tfAC9pOfv8/No6tGcQcFqvPIbjejsjH3rNti2bIlt6SRf4+5+q6tVics5sfx5djYAoiDyaMunapQRUs8jpl8EQA7oDE51zZZNKg3LpBGFu96aFVCUcQ0HozmzSAnJFLW1Rmv0exrfy/GUo2yP34pBMvD2ntdILkjmviYPqqFXbiD2Xbsh5WQrbbdlS7QBgbfV712gL+CLg5+YEnk/1OxRnG1qsKo16hFLN2BlG2ek4OoTAkN52wXwuduV6IAxbDiac8sBEM+vqDHExoD6g/nj1C9cyUvgROoxZpz+/YblJVEpx6ZFC7Tp6dh36YZ9167Yd+x0S5VrqyKXM/vMdEAZYz/r9jWBLpbzE4nR2xFkxXvcUhtVUfmvoQ0MxMbJGcHeHtHZGY2bGxpPLzR166L18UEXWB9tYCCi/e1jXCXLMl8c+sRkjNIroC9d/atf2wKIsTtNx+bWwCoqNwtViW6BgE1bcb2NlG5Xsz56DX+c/AUAAYGPunyOr5OfRRkxervpWAruZTo+VWqJLgoQ5nvjXfTuJlrVacOLbV/lmyOfA/Dhvneo6+CjuqjeYPyXrsDlJribXg/xuXFM3fECeklxuxvX8B4GBg2pUU6MqTiBqN5NNSGzghJdtUSvhOzTEtnWFaE4W/ktLcRFB2jm2ZxX2r3B54eUzY6P97+Hn5M/Lb1b36Qa353U27gFVze3W10Ns5xKO8HL258jT58LwNDgEQS51JzIWXN2menY2GSExbJl1qxeTrZoxNtHAXkrMTYbi+bMIgA0pxfXqETXijr+r/s3fHHoE5ZHLAHgh2PfkJAXz9TwN1Tr1huEXRslxNLtSHphGi/veI6z6acB8HHwZWLYfTXKidHbEIqyAJAaDgSt+Y2tipbodVQlOlLDQchaOwRDEZrzKzEM/NKiBaFOo+Ojzv/H45unIMkS00/9hiQZebLVc7fVZsx/jbpff4err+9t8RsfTjrIZwc/NH1+qe1rVoXjEiM3m46l0P43pG4qKrcj/ouW3rZrXnMsvbSILZc3AeBi48Lr7d+xWL6SDqu+qkRXubXc1hlUPvjgAwRBqPTnU0PM4h07dtCuXTvs7OwICQnht99+u+77C7rbN7nmgcS9fLi/vLN5tvWLdPOvOfZbpQlGSB8ACkuMXEpRlAEN6jjjaKsuLGubexrfy4gGowEokUp4ecezRGRevMW1UrkVpBWm8fy2J0077+F1O/BKuHVhQsTo0qRmpfG9qyM+UwnnIgjgoyYWrYyoNVkvCIUZCEknahQZ03A8o0LHAqVtd/uzRGdH3dBq3u3czsndtl7exFObHyGrOBOAULeG1oXokmXEM4uVQwSMTUaZLVpiMJpioquWrOVIDfoi27kBIF5cAyV5NcpoRS1vdXifx1s+bTq35NJCXtj2FDnFlpNdqvy3iMqO5KENk00KdCedM590/QJbTc2eHprTi03HxmZjLZZNzC7fyFbHYMDGCSl0AABCfmolYwBztKrThqdaPWf6PPPMNN7d+wbFRst5blSuH9HJ6bZQoEdkXmTqzheU+PnA+EYTmRg2uWZBWUYTuUU51NpV8jxUUVG5vTiSfIivj/yf6fM7nT7Cy95CPjfJgBitjB2yvQeyT6sbXUUVFYvcvivVUpo1a0ZiYqLp79SpU2bLRkdHM2TIELp3786xY8d46623eP7551myZMlNrPGN50jyIV7ZUT7BGBM6nvubPlSzYFGWKSGD5NEA2aMBAOeSsjFKSogINR76jUEQBN7s8C4dfToDkFOSwzNbHydGVcbdVWQWZfD0lkeJy70MQIhrKF/2+M66hJXZcYhpFwCQ/dtDqTLpai5nKEp0Xxd7bLS3fRd/06nogSNGbauxvCAIvN7+bdr7KFngs0uyeXbLY8Tnxt2gGqrcjsiyzMzTf/D6rpdNipzwuh34o/9s3O2q5ia4GiHpBGJGBABS/W4WY7UmVggHoSYHroDGBmNTZTNa0BcgnltZg4CCIAg81uIpPuzymcn6/GDSfh7aMJmo7MgbVl2V24c9Cbt4eMN9piTedRzqMq3/bOs8AvUFyqYNINu5IoX0tVi8LKSao60WFzvVKAUqbzxoTi+ySmZKs0d5ud3rCCiK3Q0xa3l686OkF6bdkDqq3HoS867w/LanyNcrG6Td/HtanYtGSD2HkKvkB5PqdwOdOnaqqNyOXMg4z2s7XzTpsSaF3UfvAMvjqpBwGKHU8EEK7mU2sbeKys3ittewaLVafHx8TH/e3uaTeP72228EBgby/fff06RJEx599FEefvhhvv7665tY4xvLvit7eGHb0xQblUV274B+vNr+LausB8TILeWx4kIHms6fji+3xmpZz612K6xiQivq+KLHdzTzbAFARlE6T2x+SLVIv0tILUjhic0PE12qtPF19ON/vX+tORZrKWUWNgDGBv2qLZNTqCe7UAkRU89DXUBUR5kHDlT+TS2hFXV82eN7wjyaAJBSmMITmx/ick7sDamjyu1FoaGAt/e8xq8nfjSdGxoygh96/2Z9+z21wHQs1WDJWjGvgapEr4yxZXnidM3J+dckOyR4OL/2nYGbrRJf/3JuLA+vn8zWy5trkFS5U5FlmT/PzuLlHc+aFHON3Zswe+B8Qt0bWXUN8cIahFKvB2PYCIuhXCRJNm2C+bnZ3xaWvbcDUsNByLZKXymeXwn6ghokFCaF3ceXPb7DTqP0gyfTjvPg+kmcSz9zw+qqcmvIKErn2a1PkFqYAkATj2Z81s1ynq+KiJfWm46lBmooFxWV25Gz6Wd4Zutj5JTkANDFrxvPt3mlRjnNpQ2m45o2slVUbga3vRL90qVL+Pn5ERwczMSJE4mKMm+5u2/fPgYMGFDp3MCBAzl8+DB6vd6sXHFxMTk5OZX+bkfWRa/m5R3PmhTo3fx71phItCKa0qRIUBrTsZRTCVmm4+ZqUtEbiqPOkf/1/pVG7mEAZBRl8NimKRxJPnSLa3bncie03+jsKB7d+IBJgV7Hvg6/9J2Oj6Pl8FQVESM3mY6lBtVPIMpCuQAEejheZ23/28juIUjuIQAIcfugMNMqOSedEz/0/o0GrqEApBQk8+jGB9TF/L/gTmi78blxPLLhfjbFli/Qn2n9Au93+gSdxsqQb0a9yfpS1thaDOUCkFChHatK9MrI/u2RSr3oNLG7EDKuzZurdZ22zBn0Nw3dGwOQb8jn9V0v8b+j32CQzM8TVSpzJ7Tdss2vH459a0oi2jugH9MGzMbboY7V19Gc/Nt0XHETpzpS84rRG5V7qW23Alo7jE1GAiCU5CGeX221aK+AvkwbMJs69sozSy5I4rFND7ImyjpPFJXK3I5tN7ckh+e2Psnl3BgAAp2D+F/vX7DXOlh9Dc2ldabjmvJlqKjcqdyO7ddadsRt5YlND5FdnAVAS6/WfNbta6v0WGKEokSXETCGDqihtIrKjee2VqJ37NiRuXPnsmHDBqZNm0ZSUhJdunQhPT292vJJSUnUrVu30rm6detiMBhISzPv/vd///d/uLq6mv4CAgJq9f/4txglI7+d+In39r5pcn3pE9CfL7p/a/0i3lCEWLqLJ9u5VoqnfLLUEt1GK9Ko7q3LxH634Grryq99p5ss0vP0uTy79XFT4jOVa+N2b79lbuRX8hU3Uz8nf/4YMId6ztdQT30BYlmsR0dvZN/qXdDLQrkA1HO3fvFxVyEISI0GK4eyETHKOmt0AHc7D37pN51Qt4YAZBZn8Pimh9gWZ/01VMq53dvujvhtPLD+Hi5lKd5CDloHvu7xP6Y0e/SaLEzFiI0IBcocRGo0GOzdLZaPq6BED/BQ23ElBAFj6/tNHzXH/7zmS/g5+TNjwFwG1h9sOjfv3Gye3PwISflJtVLN/zq3e9uNyY5iyvrJlTa/Hm3xJJ93/+aaFHNkxyFGbQVAcquPHNDJYvHL6fmm40C17VbC2LI8rrXmxLW12zCPpswZvIAWXkoc3GJjMR/se5vPD36sxkm/Rm63tpunz+OFbU9xMfM8oIRa+qnP71aFSTORn4oQrxgjSd5NkN2DbkBNVVRuPbdb+7UGo2Tkj5O/MHXnCxQZFU/LNnXa8b8+v+Koq9ngS8iMRkxRDJZk/3bgZP0muIrKjeK2VqIPHjyYsWPH0qJFC/r168eaNUpMwjlz5piVuXphK8tytecr8uabb5KdnW36i4u7fWLdphem8eL2Z5hx+nfTudGh4/i025fYaGysvo4YtQ2hREkeamw0DEplswpKiC2d9DfxdVFjKN8kXGxd+aXvdDr7KolvDJKBTw98wMf736PQYJ2bq4rC7dp+DZKB30/+zEvbnyFPr7S9xu5NmN5/Lv5O9a7pWmL0dgSDMvEwNhoCQvXtNCatfAEf5KVaopujYjgrzcV1FkpWxcPOk9/7zaK1d1sAioyFvLbzRX4+/j/TJqeKddyubVdv1PO/o98wdcfz5JaOm4HOQcwaNJ+eAX1qkK6K5vhc07GxVc0J0uIyVCW6JYwtJyOXWi5pTv4Fxmu3ILfXOvBx1y94pd0bJiuoE6nHuG/tOHbEba3V+v4XuV3bLsDa6FU8sH4iUdlKDgJHrSNf9vieJ1o+g2hm7DSH5sRfCCjrCGOr+8yOvWWoG2DmkQM6lXuRxOy8Zi8SL3tvfus3k9Gh40znllz6h0c23K+GVrsGbqe2W6Av4KVtz3Aq7SQA7rYe/Nx3Gr5Oftd0Hc2l9aZ2qlqhq/yXuZ3arzWkFCTz3LYnmHbqV9O5gfUH81OfP3DSOVl1DfF8udeRsfGwWq+jisr1cEdpTB0dHWnRogWXLl2q9nsfHx+SkipbEaWkpKDVavH09DR7XVtbW1xcXCr93WpkWWbr5U1MWjOW/Yl7ABAFkRfaTuXNDu9ZHcKlDM3ZpaZjqdSlEuB0ghoP/VbhoHPg214/ck/jcqXKyshl3Ld2AsdTjt7Cmt1Z3I7tNyo7ksc3Pcj0U78hl07se9brzR/9r82NvAzN+VWmY8nCBOJyhmoFZw1SYBfk0sSs4qUNYCiyLHAVLrau/NjndwYGDTGdm31mOo9vmqIu5q+B27HtxufG8dimB5l3brbpXJ+A/swZ/Dchrg2u/YI5CYgRGwGQXepZFcuxzKNEEMDfTW3HVXCqY/ImQRARMqOv6zKCIDAxbDJ/9J+Nj4OS6DW7JJupO1/g/w58RJGhsIYr3L3cjm03X5/PB/ve5v29b1FY+uwauIYye/DfNSYtqxbJgLbU00EWRKs2wC6nVwypprbdSlTxIjFvEGUOG40Nb3V8n3c7fYStRolNfyHzHPevm8Da6FU1SKvA7dN28/X5vLDtKY6nKusdVxtXfu77B0Euwdd8LbHCHNnYaIiFkioqdza3S/utCVmWWRu9iklrxnAo6QCg6LGebf0iH3f94poMQTXnVpiOpbARtV5XFZXr4Y5SohcXF3Pu3Dl8fX2r/b5z585s2rSp0rmNGzcSHh6OTmdl2JPbgNicGF7Z8Tyv73qZzOIMQLF+/KnPH9zX5MFrT1RUnIt4QYk/KNu5KVmNSzkZn2U6bqnGQ7/paEUdU8Pf4MPOn2GvVeJnXs6N5fFNU/jq0GeUGEtucQ1VroV8fT4/H/8fk9eOM1nWaAQNT7d6gS97fI+D7joW1Yai8vZr44wU1MNs0diKruSeqiW6WTQ6kzWDUJJrCpVzLdhp7fi4y+c83+YVNIKSJf5U2gnuXTuWmaf/UNvuHYYsy6yKXM7kteM4k34KAK2o5eV2r/N592+stpi5Gu3RWQil8ZiNre4DUVNjPco8Svzd7FXvMDMYurxMyYQFFD93GtnLugSR5mjh1Yq/hiyid0B5wualEYv469xcC1IqtxOn0k5w39rxleJkDwsZyexB869LKQfKBquQEw+UJip08a9RJqbCGBzkeX19xn8ZY6v7kEVlPaY5Pg8M1xeKZUSD0cwa+BeBzkEAFBgKeH/vW7yz53VyS+6cGMF3IwZJz8rIZUxYPdKkQHexceGnvn+YclVcE0XZiNHbAJCd/ZD9w2uzuioqKtdITHYUz219gvf3vmVKIOpl780vfafzYLNHrkmPJWREIV45AoBUtwWyx3UYs6io3ABu69XZ1KlT2bFjB9HR0Rw4cIBx48aRk5PDgw8+CCguLQ888ICp/JNPPklsbCwvv/wy586dY+bMmcyYMYOpU6feqn/hmkjKT+Tzgx9zz+rR7ErYbjrfo14v/h66hPY+Ha/ruuL5VQh6xTrG2GwsaG1N352IK0+q1yrA7bqur/LvGRIynD8H/0MLr5YAyMhEZkdcs8eByq2hyFDI/HNzGbNyCLPPTDeF9QhwDmTagDk81PzRa3YjL0OM2IRQrExCpMbDQGtntmyZ8s3byRYnW/XdsURFjxzNueXXdQ1BELi/6RT+6D+bek5KXMJiYzG/nviRe9eOJSk/sTaqqnKDSS9M47WdL/LR/ncpKA2nFeAcyIwB85gUdt+1b1yXYShGc2w2ALKoxdB2So0iaXnF5BUr/Uewl6qEM4fs11axRq+lMdLF1pUvun/LWx3fx05jTwPXUO5rOqVWrq1y49Ab9fx64kce3fgA8XmKW7uD1oEPu3zG+50/wU57/ck9NYenmY6N4Y9ZJROdlgeAVhTwd1cTi1bB0dtkSSgUpFWyIL5WGro35s/BCxkaXG6ZuCFmLRPXjOFA4r5/XVWV2iWvJJc/z85m5IrBfLz/PVIKkgHFAv2XvtMJ82h6XdcVL21AKDVaMIYNrzHkkoqKyo0hrTCNLw5+wsQ1YzmQVN4HD6g/mAVDl9GubvtrvqZ4ZrHp2NhsnIWSKio3l9tayxIfH8+kSZNIS0vD29ubTp06sX//furXrw9AYmIily9fNpUPDg5m7dq1vPTSS/z888/4+fnxww8/MHbs2Fv1L1jFmbRTLLjwF5tiN2CUy2Pqetl783K71+gXOPD6F/FgckcFMLaYZDqWZZnjcVkAuDvYqPEbbzH1XYKY1n8uCy/OZ9bpabzT8cPrVryq3BxSCpJZcukfllz6x5RtHBQL1vuaTOGR5k9gZ0HpbQ2a0/+Yjo3NzU8gsgv1pOcrC4lgb9UKvSak4F7Idq4IRdkISSdAlpX4GddBS+/WzB+6mF9P/Mg/F/7GKBux09jjZe9du5VWqVXici+zOnI5SyIWVWq/w0NGMTX8zevzHKmAeHYZQn4qULoB5ly9F11FolLVvAa3CkEQGB06jjZ12iHLsilchMrtR1phKhtj1rE0YhGxOTGm8y28WvJRl8+vLXF3NQip59CUWrdK7sFIDWoOB2OUyr1IAjwc0GnU+Vt1GNo9jBi1Wclt4Fd9knRrcdA58EGXT+ni143/O/gxefpcUgqSeXbr48wfsvj6LJtVapWEvHgWXviLlRHLyDfkV/qum39PXmr7KoEu9a/7+prz5aEejGqoBxWVm058bhx/n/+TFZFLKyV69nHwZWr7N+lZr/f1XViW0JyYpxwiKIagKiq3Cbe1En3BggUWv589e3aVcz179uTo0ds/nnReSS4bY9ezPGIJ5zLOVPrOQevAvU0e4P4mD/3rRbyQcgYxbi8AkldYJTe32PQCsguVhFytAtz+laJepXbQiBruDbufMaHj/pUFlcqNwygZOZC0j+URS9gZvw2jbKz0fb/AATzT+sV/vYgHID8NsTTxpezojRTU02zRMgs4gBBv1YK1RjQ26Ad9g+waiFyv/XUr0Muw1zrwcrvXGRYyiq8OfcYLbV9RPUluQ+JyL7Pl8ka2XN7I+Yxzlb5zt/XgzY7vXV/85KuRZbQHfjJ9NLR/wiqxSym5puPQOs7/vh4q18z1hv9QubGkFqSwLW4zWy5v4ljKEVO+EQCNoOXRFk8wpdmjtdLvag78bDo2tn/SKuvWuIwCig1K6Ca17ZpHDuxK8QsXQFd7c9wBQYNp6d2Gj/a/w6GkAwwNHqEq0G8hsixzOPkgCy/8xc747ZXaKkB3/1480PQhWtdp++9uVJSFGKGEcZUd6yAHdP5311NRUbEKvVHP3sTdLI9Ywt4ru5BKwxaCose6r8kU7m865V/pMsSYXYhZSp4pKbgXuNbCulpFpZZQV/g3kWJjMfuu7GZj7Hp2xm+rtFsH4GrrxvhGE7mn8WTcbN1q5Z6aw9NNx8Z2j1RSFB2JzTAdtw5wr5X7qdQOqgL99kKWZc6mn2Zj7Ho2xq4jrTC10vcaQcuA+oN4oOlDhLr/u/i8la57agGCpGx0GVtOAo353A5RqeVKdDUMhHVIzcfX+jUbuTfmj/6z1U3J2wRZlonMusS2uC1si9vMpayLVcpoBA396g/k5Xav4WFnPgn5tSBGb0dMVmKrS35trV7cR1RQojesq7ZjlbubhLx4tsdtYevlzZxMO15tmTbebXkl/A0aezSpnZvmJqE5tRAA2dbVqoSicFXbraO2XbMIQq0q0MvwcfThpz5/sDxiCQPqD6r166vUTL4+n3XRq1l0cQFR2RGVvrPV2DI4eBiTwx4gyDWkVu6nOb8aoXQtbWw6psacIyoqKtdPibGEw8kH2Xp5M9vjNpNdkl3pezuNPWMbTeD+JlPwtPf61/fTHKmgw6qQlFpF5XZAVaLfYNIKU9l7ZTd7EnaxL3E3hYbCKmXCPJowruFEBgYNrl3laV4KmpPzAZB1jhhb3FPp64pK9PAgj9q7r4rKf4BCQwFHkg+zJ2EnOxO2m+I3VsTTzouRoWMY03A8dR18arcCsoTm6EzTR2PrBywUhsiUCpboahiIW4qqQL+1GCQDp9JOsCN+GzvitppiJV9NE4+m9K8/iMHBw2o99I5m77fl9en4rNWeDucTy5PiNVStWVXuMmRZ5kLmOVPbrW7TCyDQOYj+9QcyKGhIrSnkytAe+Kk8xnLbKWBrXTs8n1Sh7dZV2+6tQBRExjSs/c1xFctczLzA0kv/sC56tSmvSBne9nUY1+gexoSOx82udg221HjJKio3lqT8RPYn7mXvld0cTNxXJSQTQF0HH8Y2nMDohuNrzQiU7HjEC2sAxctEChteO9dVUaklVCV6LSLLMkn5iZxKO8Hx1KMcST5cZSe+DFdbNwbUH8SIBqOvO5lKTWgP/YZgKAJKFwJ2rpW+L1Oi6zQiLfxdrxZXUbmryC3J4Uz6aY6nHOVoymFOpZ0wJQitiFbU0s2vB0NDRtDNvwda0bx1+L9BvLQBMSMSAGNQD2TPhhbLR6hhIFTuYtIK0ziecoRdCTvYc2VXpRjnFWnu2ZLeAX3pE9i/dkIuVYMQfwhNzE4AJPcQpCajrJIzSjIXk5V2XM/dHme7G9O3qKjcTuSW5HAi9Ti7E3ayy8yGNUCwawP6BPSjX+AAGrg1vDGblQUZaI7OAkDW2GLo+IzVohU3wJr4qnNqlf8uaYWpnEo7yYnUYxxKOsDFzPNVyrTybsOERpPoHdAPnQUvyusmNxExZgcAklv9SuFKVVRUrh1ZlonPi+Nk6nGOpRzlaMoh4nIvV1vWTmNPj3q9GBI8jE6+XdHUsheI9uAvCKXhUo1tHwKNTa1eX0Xl36Iq0a8TWZZJzL/CpcwLnM88x/n0s5zNOENGUbpZGTdbd7r796Rv4AA6+na6Yco3APLT0Bz6XamrqKuyEEjOKSI2XbEWaOHviq1OdYFTuXvILs7mUuYFLmSe43zGOc5lnKmUnOxqdKKODj6d6B3Qj14BfXG1vfELZO3+8njKRisW8hGlluiOtlp8XP9dMlMVlduV3JIcorKjiMqOICorkqjsCCKzIkgvSqu2vEbQ0KZOOL0CetMroG/te4xUg3bn/5mOjV1etNrFPDY9n4ISZdGgKuFU/muUGEu4nBNDVHYkkdkRRGVHEpUVweXcWLMyTT2b06teX3oH9Kl1i/Pq0O7/EaFEGUuNre8Dp7pWy569oijRHWw0BHr8u3xGKiq3CwX6As5nnOVM+inOpJ/idNopkguSqi1rr7VnUNBQxjWaSKMbHJNec2ohQmkcZqn5Pf86r42Kyt2EQdJzOfcyEZmXuJR1wbQWNmeAAooBaDe/HvSo15sufl1vXOjZgnQ0R2cDIGvtMIQ/dmPuo6LyL1CV6DWgN+q5kp/A5ZxYYnNjiMmOUib+2ZHk6/MsyoqCSFOP5nTw6UgX/x4082x+0xLNafd8U3kh4OJf6fsDUeUKh44htRMDVkXldkKSJVIKkonLvUxsTjQxOdFEZ0cRmRVBamFKjfL+TvXo4NOJLn7daO/TCUfdzQuRIsTuRry8GwDJIxQpdIDF8vnFBhKylFBRod5OajgRlTsaWZbJKEonOjuKmOxoonOiiM6OJDo7yqq266B1oLNfV3r496arf4+bsulVhhC3H03UFgAk10All4GVnIrPMh0383Op7aqpqNwUCg0FxJYqyyu23/jcuCqJuK9GJ+po79OR7v696FmvN94OdW5SralsfKKxwdDlZatF0/KKuZKtjMFNfV0RRXUMVrnzKDGWcCnrIufSz3A2/TRn008TnRNVKWlgdTTxaMqIBmMYFDwUJ91NyAcgy6ZwpcA1jbMqKv9lDJKBQkMBeSV55JTkkFWcQXpROqkFKSQXJHElL4G43DgS8uIxylW9rSuiFbW08GxJe99OdPLtQlOP5rVucV7tffd9j6BXwsYYW90HjrUbblFFpTZQlegWmLRmDGlyao2ThzJcbFxo6tmc5l4taeHVipberW/OZOIqhNRzaA7/AYCstcfQ/fUqZfZHlVvMdwr598kfVFRuNwYv7YPBRm9VWZ2oo5F7GM29WtDcsyWt67TDx/HGW6xWiyyj21FuyWro9ioIokWRSxVCuTRSY7Gq3OGMXD6QfG3VuIvmcLVxpaF7Yxp7NKGzbxfa1AnH5la4fsoyuq0fmj4au792TS6oJxOyTMct66nJvlXuTN7d8wY74rdZVdZWY0uIaygtvVsRXrcDHXw646C7NVbc2t1flS/c2zwIrvWslj1ZYQOsZYBbLddMReXG8/imB4ktiak2jGFF7LX2ylrXsyXNvVrQuk672ouDbCVCwmHEtAsASAFdkD2s81LJzC/hqXmHuJRi2QjOEp5dupG+d/d1y6uo3AiGLOmDwdZYo2LcEu62HjQr1WO1rtOWZp7Nb5y1uTmy49EcmgaUhlTrav1mtorKzURVolsgMf8KGvvqd9x8Hf1o4BpKQ/fGNHJvTJhHU/yd6t16C1BZQrf2ZYTSSZCx8/Pg7Fu5iCyzN0KxRLfVirRWJ/wq/0GKjUVoqNp+XWxcKrTdMBp7hNHAteGNidl4HYgX11SwQm+A1LzmZEkXkyoo0X1UJbrKnU2OPgeNtmrbdbVxJdi1ASGuDQh2bUADt1BCXBvgYed568deQIzYgBi3F1A8SIwtJl6T/LHLmabj5mqeEpU7lCCXEHZQWYluq7Glvkswwa4hhLg2oIFrKCFuofg5+t8Uy7aaEDKj0RyZAYCsc8DQdeo1yVdsuy3rudVm1VRUbgqRWZFgJ1c6pxG0hLo1pJlnc5p6NqeZVwuCXUJueZvVHvzFdGxsNdlquT/3RXM8Lutf3VuoZm6ionKrKTAWoJGtezdtNXYEOgcS7NqAYNcQxQjFPYy6Dj63fC6t2/o+gkHx6jKGP1YlkoKKyu2CqkS3gKPWiWCPYOo5B1LPKYD6LkEEuQRT3zX4lliYW4Nm/0/li3j34Gp38C6l5JGUoyQcbR/sqcZDV/lPEuhcn+C6DUxtt75LEMGuIXjaed3ySYJZ9AVoN71t+mjo8yFYEQLqQnJ5QrPGPmoYCJU7G287b0J9GhHsGkKQSwjBrsqfu63H7dt2jXq0m98xfTT0eR+uYWMur0hvSkzYqK4zLva3x6aeisq10rZuOOlFaQS7hBBUqjT3dfS75Yo3S2i3vIsgKZ5rxo7PgvO1eaIdjc0wHberr3qRqNx5hLo1xGhrpKlHM5p4NqWpZ3MaujXGTnub5djJuox4bgUAsoMXRisMTUAxIFt5IsH02c1Bh5eT7TXf/szZ6vOvqKjcSuq7BOPk7IiNaIuDzgFHnSPONi6423rgZudOHfs61HGoi5+TPx52nog1eDjfCsTILWjOLAZAtvfA0O3aNrNVVG4mqhLdAqtHb8LV9c6xBhPiDqDd9hEAMgKGIf+DaiY/uy6Wx5Tt0VCNM6Xy32Tu4IW4uNxZCmXtto8Rs2IAMNbvjtR4mFVyZco3UMO5qNz5LBqx6o5ru5rD0xDTLwEg1euI1Hj4NckfvZyJVGoEGB7kUdvVU1G5aXTx60YXv263uhpWI8bsRHN+FQCyYx0MnZ+7JvnCEiMn47MBqO/pgLfzbaZ0VFGxgp/7TsPD7TYfewxF6Da8ilCaW8EQ/li169zqOBaXSXymYuHapYEXMx/qeF1VcG+/6LrkVFRuJHMG/X3HzZsrUZSFbs0Lpo+GPh+AfdUN6ei0POp7OKp5R1RuOaoS3QK3rcVbNQgZUdgsurfckqbz80jBPastu+1CuRK9eyNVia6icjsgRm5Bc/BXoDQb+ZDvwIo+SJJkzpUq0f1c7XFzuAWxoFVU7mZyk9DuVPIYyAjoB35hVdutyN7Icuu2DsFqsm8VlZuCsQTt+nJrN0Pv98H22hQRR2Iz0BuV3Elq21W5U9Fa4fV4SynMxGbRZMTLewCQdY4Y2z1itfiG00mm4+Gt1BARKiq3DbKMbu2LCDlxgGJEZmz9QJViecUGRv60Czd7HePCA3m+b6ObXVMVFRO3+YipYg1CRiQ2fw5HKFAW4cagnhh6vVtt2Yz8YpPbabCXI8Fet2dYGhWVuwkhMxrd8kcRUExRDT3fRvZsaJXs5YwCCkoUq5wmfnewFYKKyh2KbtNbCMXKRpax9X3Ivm2u+RpleUoEATqGqIo4FZWbgWb/T+UJCv3aYmx17zVfY09Equm4SwOvWqubioqKgpAZg27hBFNblXWO6MfNBUfrDMFkWWbTGUWJrhUF+jape8PqqqKicm1o9v0PzdllAMi2ruhH/FqtIcruS6mUGCRScovJKii52dVUUamEqkS3wN49uxk4aLDVFulJSUksX7qEgsIC+vTpR+s21i+koyIjWbN6FZIkMXTYcEIbWqdAE64cRZw3BqFESWpU4tYAaewcs7FYt55LNrmM921Slz27d7Nv3x483D0YNWYsHh7WufIZjUY2b9rIyZMnMGZcQHQNQbAy/qssGZFyopGLsxFs3RBdghCsjJUpG0uQsqOQ9fkI9t6IzgFWPx/ZUIQxK5Kvv/qCrl2706lzZ6tl4+PjWbl8GcUlxfTvP5DmLVpYJQdw8cIF1q1dgyiKDB8xkqDgYKtljx45wrZtW3BydGLUmLHUrWvdxE+WZXbt3MHBgwfw9vJm1JixVocmMhgMbFi/jqNHj1hdz9uRwsJCq13bioqKWLliObGxMYSFNWHwkKFotdZ1jzk5OSxfuoTklGTat+9Az169rX6vUlJS2Lh4NmMyf8FWVtqwseEgjJ2erVE2NiaGVStXcL7AHlCsapr4Wvf/nj1zhg0b1mFIPYHGNQTBxroQMLIsIxckI+VdAY0NGrcGCFZmbpdlGSkvHrkgBUHnWNpnWGc1L8tGpOxY5OJMFi/6h+EjRmJra10sy4KCAlYsX0Z8fBwtWrSk/4CBaDTW9TeZmZksX7qE9Ix0OnXqTNdu3a1+tomJiaxYtpSCwgL69u1Pq9atrZIDiIyIYM1qJbzA0GHDaRAaarXsiePHWbNmldXlb0cSExOtbruyLLNnz27279uLp4cno8aMxd3dupjERqORTRs3cOrUSer512Pk6DE4ODhYJVtcXMzqVSsRIzYwybBEqYu9h5LHoAby8vJYvnQJiUmJtGnTlsbtunIxWUkO3NzPFXcL3iRpaWksX7oEQ/JRRCc/BIe61o+BJbkYs6NAlhCdAxHtrVfWS0WZSDkxIIiILsGI12CtKxUkI+Um8MdvvzJqzFjq1KljXX1lmR3bt3Ho0EHq1qnLqDFjrX4vDAYD69et5dy5s9SvH8SIkaOws7PO7b+oqIgVy5dx+XIsTZo0ZdDgIVaPB9nZ2SxfuoTUtFTat+9Aj569rH4+ycnJLPhrnlVlb1eOHztKj569rC4fEx3NqpUrkCSJwUOG0qhxY6tlT586xaZNG7C1sWXEqNHUq1fPKjlZltm/bx/ndi3ncX1pMlFBRD/ke6ghTqwkSWzZvInjx4/h5+vHyNFj2F7q3SkK0MmCEr2kpIS1a1Zz6dJFjFkRiC7B1s99JT1SVhSyPg/B3qt07mtdTFvZUIQxOxIMxYiOPgiOvtb3Gfp8jFmRfPvNV/TrN4CWrVpZJQcQcekSa9esBmDY8BGENGhgtezxY8fYunUzDvYOjBw9Bl9fX+vqK8vs2b2L/fv34enhyeix43Bzc7NK1mg0snHDek6fPkW9egGMHDX6msaDFcuWWlX2dmXN6lWMGz8Bnc66tVxubi7Lly4hKTmJtm3b0btPX0TRuncyLS2NZUsWk5ObQ7duPejQsaPZd1KI2694WhekA2Cw82CBZjzxK08wYIAvTZs1q/F+Z67kcCVbCeXiq8ll7rRfGD5yFPXr17eqvrIsc/jQIXbu3I4h7bQyb9ZZ925UnPuidVDmzVbPfSWknBjkokwEGxdE12AEKz0GZMmAlB3FV19+TrNmzRk4aLDVc9/s7GyWLVlMWnoaHTp0pHuPntekC1mxbCl5+Xn07t2Xtu3aWSUHEB0VxepVK5EkiSFDh9GwkfWWxqdOnmTz5o3XNR7s27uXrVs3W32v25GMjAyr50eSJLF500ZOnDiOv58/I0ePwdHR0SrZkpIS1qxeRUTEJRo0CGXY8BHY2Fj3Pufn57Ni2VISriTQqlVr+vUfgPbMYnRb3zeV0Y/4BVwDqv3//li1G1DaXZ8w6+aRAAkJCaxcvgxDyjFE5wBEe+s3u6WiLGXui4DoGoRoa32YZ6kgFSkvDgQdGrcQBJ11v7Esy8j5V5Dyk5k9cwajxoy9pnFsw/p1nDlzmoCAQEaOGo29vXXr9KKiIlatXEFMTDSNG4cxZOiwa9KFrFi2lKTkJMLD29OzV2+rx4PU1FSWL11CTm4OPXr0Irx9e6v7m9jYWBYtXGBV2dpGkGVZrrnY3UVOTo5J4di9Z2+WLFuBs7NlJdOsGdN5/rmnkWXQ6HSUFBYwYeK9zJg1p8YX8KMP3uPzzz5Bq1M6IX1JMS9PfY1PPvvc8kt0ejHC0sexFRUr1NOpEv3nFfH6x9/z5NPPVCvyyOwD7Cm1ePM/t4C9K+dh6+CEvrgQWxtbZv/5FyNGjrJY35SUFIYOGsDpUyfQ2thjKCkEjR02IUMRHS0nY5KKMtFHrUIuyQWNLRiLEWxc0DUYjmjrZlk2L5GS6LVgLALRBqQSBPs62DQYVqMiz5gViT52M8hGNDobjPpi+g0YyD+Ll9XYufz84w+8/urLCKIGUaOhpKiQKQ8/ws+//mGxg5BlmTdff5X/ffcNOls7ZFnGqC/h3fc/5M23q/cUKEOv1/PQg/ezZNFCbO0d0ZcUI4oCP//yOw9MeciibE5ODqNHDmPv7l3YOTpTXJiPg4Mjfy9cRP8BAy3KxsfHM2zwQC6cP4udozNF+blkZ2ffUXHWytqvV526rFq9rsbNrFMnTzJi+BCSriRg7+RCYV4ODRs1ZvW6jQQGBlqU3bZ1C/eMH0teXi629o4U5efSsXMXlq9cU+OAN3/en3z+2mOsmaijoYfyHsUVOeL62nFsXCxPDr764v94/9230ehscO3xIE7tRgDw633h9A4zv9EiSRIvPPs006f9jqi1QTIaQJbR+nVGW8fy7yRLBvQxG5TJhKgDyQCCiC6wLxp3y5t+sqGIkqjVyAXJpraLxhab4CGITn4WZaXibPSRq5BLsk19hq9fPdas20CTpk0tyh4+dIhRI4eRnppierbNmrdg1doNNS7K165Zzf33TqSwqND0bHv27svipctxcrLswTP9j9956YVnkRFM48HEe+9j2oxZFscDWZb58P13+eL/PkVno2wS6EuKefX1N/nw408tjgdGo5HHH32Y+fPmorOzR19UeMe2XY1Gw3f/+4nHnnjSYvn8/HzGjRnJ9q1bTOOYna0dc+bNZ9jwERZlk5KSGD50EKdPnjC9G55e3ixbsZr2HTpYlD1/7hzDhw2mOO0yx550xr90epDQ8X08+1dN5l2R3bt3MX7MKLKzMrF1cKIoP5cmI5+iIGwoAM/3bcTTvatvT0sWL+LhKfejL9EjCxqQ9IguQeiCBta4sDakHMdwZa9i3SOIIBnQeDZDW8/y4liWZQxX9mBMPQGCFpBBNqL16YjWJ9ziPWXJiD52E1J2JIg6BIxoNBp++306k++v6qpbkezsbEaNGMr+vXtM45ijoxML/llM3379LcpevnyZ4UMGcvHCeeydXSnMzaaurx8rV62tUQl44vhxRgwfQkpSoum9aBzWlFVr1xMQUHVhV5HNmzYy6Z7x5OfnmfqMzl27sWzF6ho3sefNncPTTz2OwWBElox3bNsFGD12PHP+/KtGZdznn33CRx+8h0ZngyAI6IuLeO6FF/niq28tvpOSJPHs008wa8Z0bOzskYzKb/Z/X3zNcy+8aPGehYWFTLpnHDs2rWXrFGc6+yv3Oe/Rn6CnF1uUTUtLY8SwwRw7clh5JwvycA8Mw3niV4CSUPSvx7pUKxsZEcGQQQO4HBtdPm/WOWPTYDiineVNPyk/SZn7GgrL5832XtiEDK9RkWfMjkIfuwkko5KkXNIjOgegCxpco+GLIe00hvhdIIBGo8VoKGHyfQ/w+/SZFpVxsizz3jtv8fWXn1cax9546x3e//Bjy/c0GHj04Sks/PsvbOwdMOr1CMh8/8PPPPLY4xZl8/LyGDt6JDu3bzX1GfZ29sz7eyGDhwy1KJuYmMjQwQM4d+a0qd17eddh+co1tAu33M+dO3uWYUMHcSVeCUVwJ7fdkAahrFm3sUZjn107dzBuzChyc7JN41i79h1YuXpdjcZY/yxcwOOPPoReb0BnY0txYT5Dhg1n/oJFVYwjNMfmol33silUabrgSccfLhOTq0FTuh577Ikn+f6Hny2ux77deJ4/dkYCkLXld/JPbkQy6Png40959bU3LNa3pKSE++6dyKoVy9BobTEa9CAI6AJ6o/GwvOknG4opiV6NnJ9UPvcVbdAFD0bjbFnJK5fkUBK5Crk4y9Tu0TliEzK8xg1wqSCVkqjVYCgw9TeNGjdh7YZN+PtbDmWzccN67p04gYKCfNM41rV7D5YurzlXzZxZM3n2mScVXYhWR0lRAeMmTGTm7Lk1jgeffvwhn378YaXx4MWXp/LZ51/WOPd95qnHmTNrZqXx4Muvv+PpZy3ntygoKGDihLFs2rAeG3tHSgrz79j2a2tnx+y5fzFq9BiL5VNTUxk+dBAnjh01jWNu7h4sWbaSzl2qH7/KiLh0iaGDB3I5Nto0twoIDGLNug01bnjs37ePsaNHkJmRjp2jM4V5Obw1PJRP2qUhyEo4NH3PtzF2f62K7Irly3jooSl4PfIHop0TUnE+Dc/OYtGiJTVudP76809MfflFQEACZe7r0QRtQC+LG9GyLGNI3Icx5RgIpeOdbERTtz06X8trBFk2oo/dgpR1SRl3S/8/bb2eaD0tr1tlYwn66LVIeQkg2iDIeuzsHfh74SIGDhpsUTYhIYHhQwZy7uyZ8nGsTl1WrlpLm7ZtLcqeOX2a4cMGk5gQb5JtENqQNes2Uj8oyKLsju3bGD92NHm5OabxoH3HTqxYtbZGo6YFf8/niccexmAwmsaDYSNGMm/+whqN5b7+6gvef+ctBI0Wo77kprddVYleDWUd0oCp37Ljl/eY8sADfP/jz2bLnz1zhvA2LWjSbxydH3gFnZ0DF3euZvsv7/LJZ5/z0svmswuvW7uGMSOH0X7is7QZ+TAIAidXz2X/vO/4+58l1XeGhmK0W99HWxo/GeCSQyt+8nmfbQtmcmrdfPYeOFKlwaTlFdPji81IMjhIhUT++AB9X/ySoPDeFOZksvOPj4g/tpMLETH4+JhXho8bM5ING7ciBvRHcPRFLslFf3kzcnE2tk0fMGtZI8syJRcWgiyhCxqIaO+JVJiGPmYDiDpsGo03O1DKkoHis3MRbN2xqd8XdM7I+YmUxKxHdPTDJniQ2frKJXkUn/sT0TUYXb2eoLFDyo7GGL+ZF198iU//7wuzsocOHqRH1460HHo/He59Ho3OhnNblrDrj4/54adfefTxJ8zKLvpnIQ9MnkjnB16h5dD7kSQjx5ZO5/CiX1m1dgP9+g8wK/vVF//Hh++/R69nPqFh96GUFOaxb85XXNi2nKMnztA4LMys7NNPPsbfCxbS76WvCWjTjYLMVLb/8i6pF44REX3ZYoc2aEA/jp0+S/+p3+HuH8L0+zrcsRMK75Aw7I1FnL0QYXbBZzQaadE0jHx09H3pa9z9g0mJOM2mb16meaMQNm/dYfY+2dnZNAypj3tIc3o98wmOHnWIP7GPTd++zPixY/hj+iyzspERETwxsCnLJ7vgZaMsDpIlFzr+lMKDL7xjcZNl+7atDB7Ql7ZjHqPduCc4FJlBZp7i1vZKo2wee8C8O/rsmTN46olH0fr3QOPZFGQjhqRDGFOPYxM6BtHJvGJZn7gfY8pxdPX7Ibo2AGMR+vhdSNmR2DaZjGBj/h0pidmIlBuntHsnf9Dnob+8BakwDdumD1pczBdfXKwkkwoaiOjgjVSUgRS3iWB/L06cPmu2zygpKaFxwxAEZy/6vPAlrj4BJJ4/xuZvXqZLh3YsX7nG7D1TU1Np1KA+vi060/OJ97F38yL2yA62fPcqDz/8MN9+/4NZ2VMnT9IxvDVNB0yg030vo7Oz58L2FWz/9X0+/+Jrnn/xJbOyq1etZPyYkXSY9DytR0wB4MSqORyY/z/+WbKc4SNGmpX96Yf/8dqrL9PzyQ8J6diXmQ92uWPbbljfsVzYupT9h45ZVHq+8tILTJ8xnX4vfkX98F4UZqez8/cPSTixh4uRsRYtnseMGs6ufQfpP/U7fMPakJ0Ux9YfXkfKTuFiRLRZyxpZlmnbugUtXXP4daCIR6kHydZ4La+eCGH33oNm38mCggJCgwNx9GtA7+c+w8nLlytnDnHwYgo2/srEevkz3QmrxqPk8uXLNGvcANk5GK1/99JxTNkc1ni3QufX2ez/KuUnUXJpCRrvVmh9OoCgwZh+FkPCTrQBvS1O6o2ZF9HHbkLr1xWNVwuQJQwpRzAmH0HXYAQaZ/OKZUPSYQzJh9AF9EF0bwjGEgxX9iBnXeLE6XMWPe6eeOxh/lm8hH4vf0NAqy7kZ6Sw/Zd3yYg4SUT0ZYtK6f59e3HqfAT9p35HndDmZF2JYfO3U3GQizl97oLF8aBZWCMKNXb0e+lr3PyCSL50ik3fvETrpmFs2LTF7D2zsrIIDQ7Es1Frej/9MQ7u3sQd38Pmb19h4j0T+PX36WZlL164QJuWTWnUayTh9zzDvCf63bFtt9eTH7Jz2se8/8GHvPbGW2bLb9m8iWGDB9Bu3BO0Hfs4oqjh1Nq/2DvnK+bM+5sJ90w0Kztj2h8898yTdH/sXZr0G4tRX8LBv3/k5Oq5bN+1j46dOpmVfeetN1g+63tWPNmQZprLAFwusKXFz9kcORNp0Xpx8qR72LB5M/1e+Q6/puHkpSWybe0aNGF9AXh1YBiPdK9qbS3LMp07hHPmYgxiQH9Eey+kwnT0sRsAEZvG91iY+xpL574u6AL7I9g4I+cnKXNfh7rYhAwxW19ZX0Dx2bmILvWVua/WHiknBn3sRjSezdD5m0/+KhWkUnLxHzRezdH6dgJRizHjAsb47Xz97f8sKqdWLF/GxPFj6HjvC7QaMQVkmeMrZnFwwY8sWb6KIUPNJ0z//rtvePvN1+n55Ic07jUCfVEB++Z+w7nNizl45IRFL9AXn3+W2bNn0/elr6nfrgeFWWns+O0Dkk4f4EJkDN7e5kN/jBg2mP2Hj9F/6nf4NG5NdtJltnz/GkJ+BhcuRZlVAEqSRJuWzcgokuj59EcseX3iHdt2R30ylx0/v0NooB87d+8zWz4vL4+GIfVxqteI3s99ipOnDwmnD7D5m1cYPnQIs+ea96aJjYmheZOGBHceSLdH3sLOyZXIfRvY+uNbTJ36avkmi7EE7YbX0R6daZLNcGtFgzd3ETTwIdpPeBpRq+PMxn/YPeMzfp8206yBkSzLdP1oFRl6DcgyvVv6oRNlDi/+jWNLp7Nh8zaL3jOffvwhn336CZp6vRHdQsFYgj5hN1LmRWyaTLZomVoSuwUpJ7p07lsP9Pno47Yi5Sdj2+xBixbpxZeWgj4PXdAgRIc6ihFazAaQDdiETTbfZ8gSxWfnIWjt0QX1R7R1Q8pPQorbRLfO7Vm30bzFdUZGBg1D6uMd1pZeT32Mg7sXl4/tYst3rzL53kn89MvvZmXPnztHu9bNadx7NJ0fnIqNvSOXdq1l+8/v8MHHnzD11dfNym7csJ6RwwYTPuEp2ox+FEEQObVmHvv+/IZ5f//D2HHjzcr+8duvvPj8M/R4/D3C+o7BWFLMgb9/4NSaeezae5Dw9u3Nyr75+qv8/PNP9H3hS/ybd2DGA53u2PYb3L4PCSf3cO5iFH5+5o2TJk4Yx+Zt2+n/ynf4Nm1HbuoVtv3wBkWpcURExZr12JNlmY7t25KQnk3/V77Ds34j0mMvsumbl/HzcObg4WNm38mioiIaNgjCxqsefZ7/HBevuvQ48yn3SOtMZQztHsEw6JsqYVwSExMJaxiMf78HkZorxjGu5HL+fw/z1FNP8/mXX5v9X48cPky3zu3ReLUoHcc0GNPPY4jfjrZeD7Re5scTY1YE+pgNaH07o/FuCcgYko9hTD6ELmQYGhfzXiyG5KMYEvejC+yD6N4IjHoMV/ZizDiLTdgkRDvzG436uO0YMy+iCxqA6FwfDAUY4rdjU5JCREycxU3KoYMHcPj4KfpP/Y66jVqRnRjL5u9fQ1uYzflLkWaNuCRJomWzMHIMIv1e/gb3eiGkRp5l0zcvEhZSn207dpu9Z25uLqHBgbgGNaH3M5/i6FmXhFP72fTNy4weOZIZs+aYlY2OiqJFs8Y06DqYbg+/iY2DM5H7NrLtxzd5/Y03eee9D8zK7tq5gwF9e9Fm9KO0HHofcx7tddPbrnV29ncpga270WLY/cydOwe9Xm+23Nw5s3B086T7Y+9g6+iCqNES1nsUDbsNZeYM8wsngFkzZ1A3tDntJzyN1tYOrY0tbcc8hl+TtsycMa1KeSH5NDaz+lZSoO93H8JPDX7A4OxH14ffxMXblzmzZ1aRXXvyiimUS/qxDTQbPJngDn0RRBEHN096P/MxsgwL/v7LbH1TU1NZu3oVeLdTXMkFAdHWBV1AbzAUIOXEmpWVC1ORi9LR1utu2kUX7b3Q+ndVvitMMysrZUeDoRBdYG8EGxflvk5+aOu2V8K7GIrMyhozLyoWswF9ELT2CIKguNW4N2X6tD+wtI80Z9YM3OrWo+tDr2Nj74hGq6P5wIkEd+jLjGqeT0VmzZxOveYdaDPqETQ6G3S29rSf+CzewWHMquG9mDFjOg17DqdxrxGIGg12Tq70ePw97Jzd+HPubLNyRUVF/P3XX7Qc8RCBbZXQE44edej9zCcUFRWyZNE/ZmVjY2LYsW0LHe59kboNW1qs351AlylvcDk2hu3btpots2f3LqKjIuj22Lu4+yuWN3VCm9PxvpfYs2snkRERZmWXL11CXl4uvZ75BCdPJaRCQOsutB71KAsX/E1BQUH1grJMxF+vsPUBe5MCPdE2iB+a/Ylj+Mga+4zZM2fgVb8hHSe/iMbWnpwC5RpyYTb/zPnDouz06dPQugaj9W6BIGoQNDZo/bog2LhizDhnUdaYfhaNZ1M0bqEIgqBM0AN6KQq5jItm5WRjMVJWJNq64Wic6ymyNs5oA/qAsRgpJ9qsrFSYjlyQjNa/K6KDsgAW7TwQfLpy6eJ5Duzfb1Z286aNJF1JoMeTH+Lqoyj6fMPaED7xWTauX0diYqJZ2X8W/I3BYKT3M5/g4O6NIAgEhfei+dD7mDN7FgaDwazs3DmzcHL3pvujb2Pr6Iyo0dKk71hCuw5m5syaxwOfRq0IH/+kMh7Y2tFu3BP4Nm5V7XhQkRkzphHaZRBN+41F1NzZkdq6PPAKTh51qh3HyjAajcyZPYvmQ+4jqL0SQsnBzYteT3+MUZJZ+Pd8s7JJSUmsX7uG8HuexTdM8cBw9Qmg55Mfkpx4hY0b1puVPbV9BZ+3iGLhgGyTAj1L68XcOq9w9PBhzpw+bVZ21coVZGak0/Ppj3H2VsZPr8ZtsfFrAkCgux2Nfar3elswfx6yoEFbr1eFcSwUjWczq9quYOOC1q8rgsYGQdSg9W6B6BKEMf1sjbKiUz20dVqX9hk6tD4dEew8MKbXcN+Ms2jcw9B4NEYQRAStHdp6PRG1thbHscLCQhb8PZ9WIx8msHVXBEHAybMuvZ/5hPz8PJYtMW8xHBUZye6dO+hw30vUCW0OgJtfEN0ee5eY6Eh27TS/Mbpzx3ZiY6Lo/vh7uPkFAVC3YQs6Tn6Jndu3EhNtvq9aungRhYUF9CndUBUEgcA23Wg58iH+nv8XhYWFZmXn/TkHOydXej7xPnaOd87ivTpCuw2mca+RzLBiHPMOakyHSc+js7VHo7Oh9ciHqNeiY41j4MyZ0wlq35vmgyai0eqwsXek65TXcPOpx1wLfYasL8T95B+cesrBpEAvEh34q/FXFMla/v7rT7OymZmZrFi2hDZjn8S/meJq7Ozth0vLvqYyA5tXvwl9+tQpThw/ilC3s8mNXLT3ROvfHbkoXQnzYAYpJxYMBegCeiPals19fdH6dlDCIurNzDMonfsCuoDeCDoHpc9wDUbj1RJj+jmLc19jxjnQOaH1746gsUUQNGg9myK6hTJtmnlFGihzX7+wNrQb9wRaG1u0tnaET3gKn4Ytapz7zpwxndCug2nSdwyiRoutowvdH3sHR3cv5s4xb5hgMBiYO2c2LYY9QFC44l3j4O5Nr2c+oUSvt+junZCQwKYN6wmf+Bw+jVsD4OoTSI8nPyQxIZ7NmzaalT2wfz8XL5yn66Nv4+4fYvF/u93xCgqj4wNTOXRgP+fOmh8XVq1YTlZmBr2f+RhnLyU0UL0WnWgz9nEWL1pITk6OWdn5f/2J1taeXk99iL2LO4Iolj7vscycqYRWIucKNnOHVFKgG9o/wSvHghE8guj8wFR09o5odDa0HHofQe16WFyPnU/KURTogKerPQ4O9ujsHOg0+SU8Axowu+y+Zpg+7Q8Et8Zo3BuZxjFdQC/Q2GDMOG9WTjbqkbIuoq3TFk1p6FHBxgldQB+QSjBmRZqVlYqykPMT0fp1QXRQjAFEO3d09XoiF2cj518xL5sbD/pcdAE9TR7eoqMPQp0ObN+2hcuXL5uVXbLoH4qKihRlmIcy963ftgcthj/IX3/+SXFxsVnZuXNmYe/iRo/H38XOyRVRo6VxrxE07DHMKl1InZCmtL/nWXS29mhtbGkz+hH8m4VbNfcN7tiPZgPvUcYDBye6Tnkd1zr+lscDWWbWzBk0GzSJkE79EKwMPXG70u2xt5ER+Hu++U2stLQ0Vq1YRrvxT+PXLBxBEHCp40/Ppz8mPTXFFH6rOk4cP86pE8fpMuUNPOsrVuee9RvR5aE3OH3yBMeOHjUru27tGtJSkun51EcEu8ILUc9XUqDnNrsPw6Cvq42DvuDvv5AR8O5avpHSsFEoTQdNYtbMGRbHsbmzZ6Kzd0Xr302Z+woatF7NEF0bWDH3PYfg6Iu2blsEUYsg6tD6tEew965ZNuMconsjNB5hpX2GLdp6PUBrb3HeLEtGjJkX0NZpjcYlSOkzdI5o6/WmqLiIxf8sNCsbFxfH1s2bCJ/0AnUbKcZHrr716fH4+yTEX2brFvObZ3v37iEy4hLdHnsH93rKOObdoCkd75/K/r17uHjhglnZFcuWkpuTrehCvHyU8aBlZ1qPfpRF/ywgLy/PrOxf8+ais7Wn55MfYOfshqjR0LDbYBr3GWOVLsSzXgid7nsJnZ11obVqmzu7x7gJuPuHUFiQT35+vtkyKcnJuNQNQKOtbKng5h9MSor5yTFAcnISrv5V3eZc/YJJriirL0C77WNsZvRETD4FQLERvkwM58+AdzGIisuDqNHg4lOflJTkSteTZZnFR+JMnzOPbTApDcuwdXTB0d2bVAt1Tk9LQ5blKu6ngq0rICAbzE/oyyb7V4dtEWyVa8kG84tM2VAIgohgU3nHX7BzA2Rko3klumwoQNA5VtnxF+zcycnOwmg0mpVNTknGxS+oyuDq5h9McnKyGalS2eTkKs9WEITSZ2tZNjUlxdSRlaHR2eBStx4pFu6bl5dHUVFhlWdr7+aFvZMrqanmn23Zu+pez/q4lbczbr7KLrGl36vsGbpd9Xu5lS6GLLXflJRk7ByccPSobO3qXi+YkuJisrOzqwoVpKNbfB8jNduxKTWGvOAUzrehv5NlU1fZ/bXwjMrq7OIbjCAI5BWUYCzdGdMVZ9X8TiYlIV/dhgQBwc7NctuVZTAUIly1ey5obBB0TpZlDcWAVNpWK8jaOIOgtagEKOsTyvqIMsr6H4vvs4VnK8syaamp1YkpsinJOLh5YOdcuc5u/sEU5OdRVGS+v0lJScbFJ7CKItvdP+RfjQc1yaakpFT5X+9URI0WF9/AKuNYRYqKisjPy62iuLBzdsPR1cPiu5GWmoosy1X62LLfr9o+ozgX7dYPabf3UUaGlY/1553C+aLRHPT+ijK+pndSZ2OLS51yd+qUrELTwqFzgKNZS57k5GQ0Ns7VjmMYCi0uJGRDIYKde5VrK7Lm219F2UpygqC0yZpk9dXIiloEWxeL/XJOTg4lxcVVnq2Duzf2Ti4W3wvTOHaVrHs95dla6iPLvrta1vRe1DQeOLpg71Y51qa7fwjFRUXk5uaal01OxqWuPxqddXFFb3fc/IMtziMBkpKTcfELrvJOKn1dzXMrt6uekSCKuPgGVS8ry4jnVmD7e0fe7mTEvjQEYrbWk+8b/EK8RwecPOpafL4Z6ekYjcZK70ZhsYH80txmdbRF1HOvfiFXVqer24Jo1dxXaWPCVfNm62QLQeuAoK1sWSjauSthJWTzc1/ZUIBo61rV3d3GzWLbhdI5SjVjkYsVc9+UlBTcrp77anW4+ARavG9BQQGFBflVxkB7F3ccrBgPoOrc193SeGCqb3Klsnc6Ze+3pd8rOSUZG3sHnLwrW7u6+QdjNBjIzMw0L5ucjLOXTxWlh1u9ENJSkhGitmM7owdiwiEAZI0t+mE/Yxj4JVdSUnE102dY6tc3ny3/ztejPBSfIAjKO5mcZFYWIC0ttfpxTOekhFgyh1QCslRFFp2jEtrFkqyp3V91X7ua2z1m5s1lspb65pSUZOydXbF3rTzXd/cPpqio0DpdyFXjmJt/SI3jQdnct/rxoOY10dXtXtRocPGtb7G/MRgMZGdlVhlL7lRsHZxx8qhj8bfOSE9HkqQqc1+XugGIGq1Vfd3V/XNZ31fT3NfeRsNEcSvvXLiXRvmKwl1CYOrGIqLCnjWbjyQlORmnugGk5iiDrU4r4u3qgLt/MDnZWZSUmE8wmpySjKRzqTKOCXbultsQpWNgdXNfO7eaZfXVyIoaBBsXy7KSHiRD1barc0Br42BxbpRq0uFcNX+tZ8U4ZlovV/9sU2ocDxxx8qwcwcLdPwR9SUn1upAK93Wp44fOtnJYZfd6wdbpQqoZD24mqhK9BqL2byI4JNSi63DbduEkR5wmN7V8Z1gyGok5uIV2NSTUCA9vT8KJPZQUlg9M+qIC4o/vpkN4eyUB2OnF2P7aAe2erxEkxQJS8m7KK+fb8vXGeCSpfCKcn5FC0oVjtG1XOYbf6YRsU+KyVgFuhNRxJmrfxkoL75TIM2Qlx1eRrUhQcDDOLq5VdtCl7ChANu2YV4digSNUIxsJiBZjvIkOdUCWqlitSlmRoLFD0JmPWS861EEuzkaqYOkuyzJydjTNmre0GKM4PLw9iWcPU5BVLms06Ik9vI327S3HxAoPDyfu6E4MxeUKt+L8XBJO7iM83Lx7GSjvVMyBzciSZDqXkxxPSuQZ2lmQ9fDwILB+EFH7N1U6f+XsYfKzMyw+28ZhYdg7OBK5b4PFut0pRB9SLNAt/c9t2yrtM2pf5d8rat9G7OzsLcbcbtsunMK8HBJOVbaGjty3ET//gMqhJGQZ8dRCbH9rj+ZC+U7/Wvsh/BTyPQVaV2RJInr/Jtq0tdxntAsP58qpfRTlZZOZV24VknvxYI3vZIcOHRDzLyNX6DNkQyFSXgKCvfm2KwgCgn0dpKyISn2GVJiOXJxpsd0LNo6KG3lWVKXzUk4syIYa+gxPEESk7MoeAcasSARRpFVr83Hcy5771W0hat9GnF1cLSbrbNsunJzUJJIvnjCdk2WZqH0bCW3YyGICnrZtw0m+dJK8tPKF2TWNB8d3o684HhTmE398N+1r6DPCw8OJPbRViXN/h5OXnkzyhRMW+zoHBwcaNmpM1L4Nld7J5EsnyU5NtNjuG4SG4uLqRuS+yhaGkaX9QKX7GvVoDk/D9pc2aPd+i0ZWPD/SjA7MDvyAH0N+JEfnSeS+jWh1Opo1N+8e2rZdOPqSYmKP7iyvb2b5sx4Wbn4Ds127cEry05AK003nZFlGyopEsPe2OJEUHbyR8hIqTd5lyYiUHY1gof0BCPZ1MGbHIEvl75VsKEbKi69Z1sEbY3Zk5T6jOAtDXrLFZ+vt7Y1/vUCi9ld+PgmnD1CQk2Xx2TZp2hQ7O3vzz9aK8aCq7Ebs7B0Ia9LEvGy7cApyMrly5lCl81H7N1EvoD5eXuYTWbVtF05K1Dmyk8xbCN4pyJJEzMHNFp8RKP3VlVP7KM4vt1o1FBcRf2wn4TXEoA4Pb8/lw9uU2MSlFGSlk3TuSJX7CnEHsJkzCJslDyBmKZ6SBgm2ek3g47AFxDmEkRZzgYyEaIt1DggMxMPLm8gK72RyVnnb7RLsZla2eYuWaLRaZb5aAWN2JCBYTHImOig5TpQ5dgXZrEjQ2JYasJiT9QZ9LlIFS3dZlpXx0869PM5rtbJ1kPKTkPX5FWQlhLyYGnNGtA9vT8Kx3eiLyjfZSgrzSTixu8a5b7t27Yg5sBmpgnFLbuoVki+etNhnODs7ExLasMq6JunCcXLTky0+29CGDXFydqky9y3rByzdt3WbtgiCUGUOeacSuW8jOhsbmjZrbrZMu3bhlBQWcPnYriqydXx8LcbcbtcunLTLEWTEl7cFWZa5fGAjv02sj838UQj5yqaG7BpIyZQNGFvfZ5JNPHOQwpxyJb1RX8LlIzsszn13XCx//72cyjfAi3KzSDx9wOLzBWjTph3kRFcex4qykIvSLY+BWnvQOVVd8+bFKzm9HMyHFxLsPBQvz6v7jNLPgr0F2dLrKmvryrL2Do4Wkze3bRdOflY6ieeOVDoftW8T9YOCLYYDbRfenuSIM+SkJJjOKXNfa8aD9iSc2EtJQbnVqr64kDgrxoP27TtUHQ8yU0k6d8Rif6PT6WjavAVR+zdaNEK4U0iPvUBm4mWLv3X9oCDcPTyrzHFiDm1DMhostoUWLVuh0WqJqmZ+pNFoaNHSTOhFychA3yzOPmXPiJRp2MjKujVDV5dHznVi5gVngkLMb2S0bReO3j0EqfQZ+Xk4IQjKWq5Js+YW42a3axeOXGUcMyJlRyFaWPOCMgYac2KRpfL3SjaWIOXEWVy3mmSzo5Dlch2OVJyDXJBqWVZji2DjUjo3KEfKu4K+KM/is23UuDEOjk5Vnk/Z2GRJtk2btqVlqz5bWzs7mjY1n7y5XbtwigvyiDuxt7Ls/k34+PlbDA/dtl04qTEXyUwo1+3Jsmy1LiTxzEGKcrMslruRqDHRq6EsvlRIx35EHdjM9JlzLCbBys7Opm3rFhQYZFqNfAQ7ZzfOblpEwqn9rNu4xWKsteioKDqEt8He258WQx9AEAVOr5lH7pVoziz9msCoeSbLcwBZ1GHs8hKGblPZd/AI/fv2xCesLc0G3kNJQR4nVsxCayzi6PFTlRZtbyw5wfJj8QB8MqoFctQ+Hpg8kZBO/WnUczi5KVc4sXw6Ab51OXD4mMUEIF99+Tnvvf0mGs+miC5ByIXpGFKOIjr6YtNguMXfVh+3DWPGeTTerRAd/ZDyEjCmnkTj1VSJ2WgGWZbRR65EKkhGW6ctgr2nEtc84xxavy4WkyLKkpGSCwuRjcWKW47OGSnzAsbsKOYvXMzoMWPNyqakpNCuTUsknT0tRzyMzt6RMxv+JuXiCbZu321xMXHu7Fm6dmqPa0AozQdPRpKMnFo1h6KMJA4dPWExK/zWLZsZNngAAa270qTvWApzMjmxYibOthqOHj9lMdHtnFkzefLxR2jYfSihXQeRdSWWE8tn0LhhA3bvPWAx+c4H773Dl59/RrNBk/Bt2o5N37xyx8aH09rYMnz4COYvMB/CBuDB+yezdOkSWo2YQt1GrYg7sZfT6+bz0kuv8OnnX5qVkySJXj26cvrsOVqPehQ3/2Ai923g4o5V/Pjzb6Z4+ULcfnRb3kOMP1Aua+fOk2sNLLwg03rkI9i7eXJ+yxIuH9vN8lVrGTDQfIz/+Ph4wtu0ROfqTd1x75CnVSxG0he+ybalf1mMGXr0yBF6du8Mdt4IHs2RJT3GlOPIhkJswyZazBxuzI5GH70W0SUIjUcYsj4fQ8pRBFGnxHS1kNjQkHoCQ8JuNB5hiK4hyEUZGJKPIjp4o2sw0qICUB+/C2PaKTTeLRGd6iHlJyKnn+TeyUqiTkuMGTWcLVu30mrkw3iHNCX2yA7ObFjI+x9+zBtvvWO+vgYDnTuGE305jtajH8O5jj+Xdq0hcu8GZs6Zx6R7J5uVzczMpG3rFhT9f3v3HR5VlT5w/DstvfdGGr33qoCAgljRdS3rurqWXfWnIuiqawMr2NvaVsG+VuwVFAkJTTqh91DSe592z++PmwQCmUmhJAPv53nmgUzumzkzc997zj333HM0I/2n3IB3QBCb539GzqaV/LxgIWeOHuMydtfOnQwfOgj/qE70veBvYIDM79+nMncfK1aucTuH9JKMDCadfRaxvYbS7ayLWPjK/R6bu8HRCfgYNdasy3Q7/9+nn3zMddf8hc4jJ9J1zAVU5B9k3Vdvk5wQx7I/Vrutx56a9QQzH36QXhMvJ3nwWAr2bGH9N3MZP24cX33zPWhOjJu+wLx4FsaSwxp4Ji9+LEnm6jfXkzrpWmJ7DuLgxj/I/OED/nnzLTz/4isuX1MpxaRzJrBy1Sr6T7mB0E5d2eKIA5MFX4ODVY9chMnoek7JwQP6se9gLoQPwGAJwFm8Ba18L5bkyZhCXJ+EKHs11m2fYDD5YIoagMFowVGYiarOw6vrn9w26rWaImzbv8DgG445sp9+u2nBOpS9Cu/uV+h3lLjgLN+Hffd3GAMTMYX30jvxC9cRExnC2g0b3S7QO/ftt/i/W/5BtzEX0HnUuZRm72HdV3Po3bM7aelL3dZjDz3wb5579mn6TP4LnfqPIm/7BjZ8+w4XT7mEDz762GUcwF//ciXffvM1/S76O9Hd+rF/3RI2/vQ/7r7nPh59/EnXn5OmMebMkWzeup0Bl9xASFwyO5f8zI70H3jtjbf4+w03uoytqKhg8IC+lNc66H3eX1n67lMem7sJ/UZwMHMF3/34i9sFYPft28fQQf3xCo2i34XXYTSZ2fjDh5Tu38GS5Svp1dv1SduqlSsZN/YMorr2o/e5f8FeW82Gb+disFaxeu0GoqOjMeRlYl70BKYdPzWKzfPvyYRnVlKdchbdz5pCZVEu67+eQ0x4CCvXrHd7Qv7SC89z3z130WPCpaQOm8COKn9sdR3g8245g97xIS5jp91xG2+++QbG8L4YA+LRqnJwFqzDFNoDS+I4l3EAtt3fo1VmY44aiME3Aq18L86izZhjR2COdn2iqZQT27bPUY5qzFGDMXgF4izZjla2C0vSRLcLgitHLdatH2MwWjBFD8Rg9EIr3oyqymHBwjRGnXGGy9gd27czYthgAmOT6HP+NShNsfGHD6jK388fq9aS2tn1xcL0xWlMnjiB2N5D6TXxcqwVZaz/Zi6+RsWa9ZluF2z/+KMPuf66a+gy6ly6jjmfstz9rP/6bVKTElm6fKXbATNPPv4ojz0yg96TriRp8BgKdm1i/TdzOeecc/jiy29cxgHcdMPf+eTj/9H73KtY/917Hpu7fc69is0LPuPW/7uNZ5570eX2SinOmXAWq9esZcAlNxKa0Jk9K35l6+9f89wLL7udL7+mpoYhA/tRUFbBgCk34hcWRfXyT5nVeR1nJB76fpydz8Z+8Vvgd6j+z8nJYcjAfhj8gul30XWYvX3Z9NP/KNi1kbT0ZU0unFdYaeXM2fo0Bvb8Pailc+hz3tU4bFYyv3sPR0URK9esd7sWwi8//8QlF52PMTARY1hPlL1ab/sajHh1v9Ltmj764rxpGEO7YwrpjKot0WN9QvHqcqn7tm/2Upz56zBF9MUY2AmtOhdn/jqMIZ3xSnK/uLZtz89o5VmYogZg9ItGq9iHs2gj/77/QR6e+ajLOKfTyZmjRrB95y4GXHIjwbGJDfWYu3nnQd+PBvXvS6Vdo/+U6/ENDGXLr19wYMMyvv9pPuPGT3AZm7V3L0MHD8AnLIa+F15bt0bGh5Qf2MXSFavcXsBesXw5E8aNJqb7QHpNuhJ7TRUbvn0Ho72aNesy3a6F8OW8L7j6yj+TOvxsUkecw68v3eux+esfGk5CdDR/rF7rck0fgOefe4YH7ruHnmdfRsrQcRTu3cb6b+ZyxqiRfP/jL273yTtuu4U5b79Nvwv/RlyvIeRsXs36797j79dff/R8+ZoD4+avMWc8g7Hw0LRHDmXge20UT6z0YdUvX/H4rKe46+6jFxOtZ7PZ6D9tLipUn5YzmQPsT5vH7uULmp0vv7CwkIH9elNaZYfw/hiMXjiLNqFV5uDV9RKM/q47eLXaEmzbP8PgHYa5fk70/HUoWwVe3a/A6O16H3FWHMC+61uMgQl1bd9anPlrUUrTz7VNrtsZzuKt2Pf9hjGkK6bQLihrGRSuo1fP7ixdsdLtot6PPTKDWU88Ru9JV5I4aDT5OzNZ/807TJ48mU8//9JlHMDfr72GL774nH4XXktM9wEc2LCczB8/5I6pdzL76edcximlGH/WaNZtyGTAlBsJTUhl9/IFbFv0DS++/Cr/vOVWl7HV1dUMHtCP4ooq+l9yI36hkWz97UuyVqfx1bc/cO5k12u+HDx4kCED+2EKDKPXpCtJf+txWVi0I6g/IMUndOLhGY+4rTTq7dm9m2l33s78n39CKUX3nr2ZNfupZleEB71j667pU1m+dAnB3vDgxd24dbAJv+qDjbZzpk7AMXE2KuLQCsi/LpjPvffczeaNekf72RMn8fwLLzdaJbmo0sq4Zxdic2gE+ZhJu+dsfL1MfPzRhzwy82Gy9u7BZDYz5ZI/8dwLLxEdHe22vEopXn7xBZ55ejZFhQVgMGMK667PrexmkRQ91okj5w+chRv1W91M3vrCRTHD3K6SDPoVQEf2EpzF2/TbUM1+mKMHYYro1+ztHMpehf1get1oWEVSciqPPPY4V1x5lds4gG1btzJ92h0s/FW/mtenX3+eevpZxk84u9nYZUuXcs+/prPqD70DddSZo3nu+ZcYMNB1p3+977/7lgfvv49tW7dgMBg497zzeeHFV5pdJRngnTlv88Tjj3HwwD4sXl786bLLee6Fl9x2SIHeEfDs07N58cUXKCnSR997aoPixn/8k6effQFfX1+329fW1vLwg/cz5+23qK6qJDQsnNvvmMo9993vtrICvcP0X3dN47NPP8ZusxEXn8C/73+QG2/6B8a9izEtfQHTnt8bxTh7XYJ94lPsK7Yy/c47+OmH79A0ja7duvPYE7O4eMolzb7HzA0bmDZtKnt7X4s5KBKcNt6YHM5ZY1x30NZLW/Q7/7prOpkb1gHo8x0njHa70ElD2Ut24MhdoVfqGOoW6x3jtvMd6ka/FWbiyF8D9iowmDCFdmuYp859rKYvflqYCU4r/v4B/OPmW5j56ONuG4qgV9D33/sv3n/vXWpqqomIimba9LuYNv3uZo8ZBQUF3DVtKl/O+xynw0FiUjIPPTyTv/7tWrdxoM/LfOfU2/h1vj5KumfvPsya/XSzK6uD3kF09113smKZflV/+MhRPPPsC82O/gN9cab77v0XWzbp83J7au6Om3A2r/zndbd3C9T76IP3efSRGezL2ovJbOaSSy/juRdecruoKOj75IsvPMfzzz1LYX4ePr5+XPO3vzFr1mwC9/6sN/yLdjSKcfacgmPcDGyBnZj58IP89803qKwoJzgklFv/7zbuf/Bhtx019e/x3n9N5+P/fYQxvi9Rl80A4NJBCTx5qetFVAGys7OZPvV2vvv2GzTNicE7GHPMcLedYfW02mIcB9L1UXCAwTdCXyw00HXnQUNsZTb27KWoav2WT2NAPOb4M92OoK3nLN2NI2c5ylqCwWhk8uTzef6lV9xeRK43563/8uQTj5N9cD8WLy/+fPmVPPv8i25Hw4Fejz09+0lefulFSoqL8PMP4PobbuSxJ2a5XDSrXm1tLQ/efx/vzJ2j1wfhEUydeif/uvffbjvuQV+U7e7pd/LF559it9mIT0jk/gce5Pobb2r2vWZlZTFt6m38VDcnqafmbmqXrsx+6hm3iyDXW79uHXdNn8qSdP3OjMFDh/H0M8+77aCt9/vC37j3nrvJXL8OgHETzub5F16mZ6gdc8bTmLZ+12h7LbwbjgmPoHWdzGeffcrMhx9iz2590fELL76E5198mdhY1wtrg37MeO0/r/D007MpKC6j0+0fYTBbiA70ZtE9E9zWKQ6Hgycee4T/vPIylRXlYPSqW7RzGAY3I8JBn1tZX5RsKygHmH0xRw3EFDmgBW3f6sPavpq+NkLMMExhrkej1tOspfoxo0K/Q6Jnrz7MfvoZtxf566384w/uvutO/liuL1A5fOQonnv+JQY3M6oU4OeffuT+++5hy+ZNGAwGzpl0Li+8+Irbzvd6H7z3Lo89OpP9+7IwWywN9YG7jjTQv9vnn3uGF55/jqKCfHx9/fjbdX/nydlP4+fnfr5Vm83WUB9UVVZ4bO4Gh4Ry2+138O8HHmq27VtWVsY9d0/jk4//h81qJSY2nnvv+zf/vOXWZvfJgwcPMv3OO/j+26+5caCJ5yb5EWDRuyKUwYRj7P04z5je5PQOmzdtYvq0qaT9ri/y3H/gIJ5+5jmXg9W+WLWPB7/Wz4/PS/Vi+X/vZ+3qVQCMHjuO5194ye3Ak3pff/UlD97/b3bt3A4YMAYlY0kY7fYiMtS1fYs24chbDfZKMBj1tm/cmRjMrjvS9FgNZ95qHAUbwFkLRgum8F6YY0diMDZzzNAcOLKX4SzeDJqD0LBwpk2/i7v+dW+z9VhRUVFDPeaw20nolMQDDz7Eddff4DYOYO+ePUy783Z++elHvS+kR0+emPUU51/gfoAdwLq1a5k+7Q6WLdEXMRw6fARPP/M8I0a6XjS93m+/LuC+e//Fxg363aPjzz6HF158xe2o+3qffPw/HpnxMHv36KN/PTV/L7hoCq+8+rrbkb+g75P/efklnn32afJzc/D28eHqv17D7KefcztAD/R67LFHZvDG669RXlZKYFAwN99yKw/NeOTQoJXaUkzr/4dp5RsNd3/Vy6yN5bqP9rHmQA2R0THcffc93D71TrfHjA0HSrn8jSUA2PJ2kfPuVJJTOvPwzEfcDmiqt33bNqbdeXtDH47BJxxz3ChMQYnNxmpVudgPLkFV63cWG/xjscSPblijyx1n2V4cOctQtcUAGIOSMcePdtv5Xs9RtBlH7iqwV2A2m/U+nBdfJjzc9YwNoLd9n3v2aV584XmKCwvw9fPnur9fzxOznmq2L8RqtTLjoQd4+63/UlVZQUhoGLfdfgf33f9gs/VBaWlpQ1+IzWolNi6e+/79ADf98+Zm64P9+/cz/c47+PH7b9E0jS5du/Ho40+6HeBab2NmJtOnTSU9Te9nkU70DqD+gJRTUOJ21ENTysrKqKmp0UfCtHSeHnsNxl2/4lj7P3z3/orB2Xh+Jy12II5xD6Oljm8yXClFfn4+3t7eTZb35d+289rvemfA389I4d7Jh6ao0DSNvLw8AgICmj14HsnhcJCfn0+vCx91Owq1yTJrTn3eNrNvs42Bo2Pt4LTpsc10vB8V67Sx5YdHiI6ObrYhcaSSkhJsNhtRUVGtnoOpoKAAo9HY7AHwSEop8vLy8PX1dTulUFOcTqc+L3twsNvpJ5pit9vZtWsXA/v29NgGRV5R68pdW1tLcXExkZGRbkewNqWqqoqysjKiA014bfkK09p3MRY0XjxEC++GY+IstM6NL76Ul5dTXV3dumMGsK+oiokvLAJgVOcI5v59eItjlVIUFBTQbdL9R82X2pJYHNVgtDTbAX50rKbnvckLg7F1n3H9MSPvjzfdjhZsSk1NDSUlJURFRTXbyXmkyspKysvLiYmJafUxo7S0FKvV2qZjRmGhfhHL3TQQTVFKsWvXLvr27Hra5K6maeTm5hIUFOR2dHNT6uux0AAfAnZ8hWnZyxhL9zbaxpk8Bse4maj4xqM+rVYrhYWFREZGNntB50jV1dXcN28987fpDezX/jqE8T3cX8CuV1FRQafRd+jzHbdyv1KOWlBaXf3Z2tgawNDmY0ZW2osnvR4rKCggLCys2c7zI9XW1lJUVERUVFTb64Po6GZPPo504MB+uqYkemzu5haWtvo7Lqqbp7W5js4j1bd9vSwWwiq2YF72IqadjW9HVoFxOEbfq08JcVg79Vjbvh+mb2X2b3oHwTUjk3ngfNcj5w9ns9koKCig90WPt6Ht6wCntc1tXzR7G48ZVrb9/PhJr8fy8vLw8fFp9XnYsdQHdrud/Px8wsLCmu10OFJBQQGJcVEem7v7cwpa/T1VV1dTWlraumNdeTam7T/Amvex5G9oeFoLScY+5S1UQvMDBkpKSrDb7c1eLP/H+3+weLs+PcxnN59Bv4QQCgoKMJlMzQ4qOlL9PtnjvIfb3vY1erkdud5krObUO9FN3m0413aw6duH2lSPHUvbt019IXWOtT5w1RfijqZp7Ny5k/69u3ts/ra23Vzf9g0JCWn2QuGRrFYrRUVFhIeH6+djmhNjVjqmDZ9g3PI1hiPm/dYShuMY+wBaytiGY0ZLz8fu/mwt32/Qp0t+8NyuTOgc2KY+nNLSUpLPmt4ubV+MZrejz93FHsh45aTWY/Vt37ac1xxL27e8vJyqqipiYmJa/f1kZe2lR5eUk567rTsan2Zam6CAfjW/JScQ1UUYd/2KafuPGHcuwGCv4shd1Zk8BueIO/RONzc7lMFgcDl6vNLq4KPlewEwGw1cM/KIxTeMxmZH37hiNpuJi4trdaUO+gILeLXuoHAo1gKt7IBriDV5tfn9Njf6zZ3WNgbqGQyGZq8qu2IymYiLi2t+wyZYLJY2x3oqHx+fNr1nQ/FugnYtIGTbDxizMjAcsViXFpKE88x7cPa7stFJfL2goKA2HfSX7jo0T/+wlNZdnDEYDPoJcSsbBPWxNDPy3HWsse2xdceM1nagA/j6+ra6IVEvICCg1Q2Yeq1tyB+utSez9eq/29OJ0Whs2/FKaViKt5G441tMq9/GUF3Y6Nda4hk4xtyHltz0HR7e3t5u5391x2jxZslefT7oAG8zZ3Zp+fcdGBjY7N0frrQl5w/Fti2H6o8Zre1chfarx3x8fNr83fr7+7e6w79eUFDrP6OOpC2LPLV2cEHDa5UfJDYvA/Oq/2LMbjyHrwqIwTHqTpyD/g5N7PPH2vZdsu/QfN/n9m753/Hy8iI+Pr7VHeigL2bYVBuiRbEmL2hlx19DrNm72TtUXTmWeqytbd821wfox4y25n1b2iYdSWs7TEBfm6TZDjjNiSFnLaYdv2Dc+QvG3PVHbeIY8Dcc5zwJ3i27oNWS87GKWjvL6trJMUE+9I3Xj63Hej7W2g50PfYY277Gtsaa27w/H0vbt8V9IU1oc33gpi+kOUajsc3HG09V34fTFt7e3sRFhmLMWoxx+4+Ytv+AofLohSudqRNwjpyqt6Hr2gYtOmbUySmt4eeNOQCE+Fm4bHhnfCytrztBPx8zWFp3saDesbZ9jyW2LTl4LPVY+7V929YXAhAa2roLoseLdKKfLPYajAdXYtyThnHP7xiy12Dg6JsAlF8Ezj5/xjnwWlSk6znAWuqj5Xspq9EXRTi/XxxxIW07EAgh6pQdwLh/ud542JN21KjVelrCCBxDb0LrOaXNJ77uZOwoaPj/mV3bdlIgxGmluhhjzhoMB1dhPLgKY/YqDDUlR23mTBmH48y7UUlnnrCi/LYljyqrvljnpN4xeJnbdmIgxGnBVokhZ11D3hoPrsZQkX3UZiqoE46Rd+AccA1YTkx7N7+ituEidlyILwMT2z7AQohTUmUext0LMe36DePu3zDUFDe5mRbdF8f4mUfdoXk8zN+Ui92pn2dP7N360Y1CiMPYazBkr8a4bynGrHSM+1dgcFqP2kz5BOPscwXOITeiIpqfTsedORm7cWh6Dv9lWFKbO9CFOBGkE/1EUApD6V4MOWsxZq/GeOAPDDnrjpqmpWFz3zCc3c5D63UJWvJYaOWtXq6U19iZm7EbAKMBbj6r+fllhRCHqSrEmJeJIXc9xpy1GA+uwlB+wOXmWkgyWq8pOPteeVwugrliczgbTuLD/L3oFes5tx4KcVLUlmHMXa93vOWswZC95qj5GQ+nDCa0nhfjGHkHKrb5NSuO1Rer9jX8/6IBzc9LLsRpw16NIW8jxpx1GHPWYshZi6FwGwaluQzRovrgGHkHWq9Lj1sb2pWv1hzAWXdif1H/eIwuFgMW4rRhq8S4bxnGPYsw7vkdY/4ml5tqMf3Qup6Hs8eFqOg+J6xI36w71Fa/sH/bRlYKcVpSGobiXRiy6/qxsldhyFmPQbM3vbnJG63LOTh7XYrW7bzjcgE7r7yWz+rayb4WE38dmXzMf1OI40k60Y+FUvrV9qLtegO/YAvG/M0Y8jdjsJa5DdUie6F1ORtnl3NRnYafkJGqb6btbBiFfmH/eFIi2nZblhCnNHs1htJ9+oWv4t16w6FoO8aCrRiq8t2GKqMFrdMItNTxaF0noSJ7uZ166XhZuquQaps+bczorpFyEi9OT0qDynwMFQcxlO3HULQTY94GDLkbMJbsaT7cLwItYRha0pk4e1wEwZ1OQqFhd0Ely3YXAZAU7sewlPa5FVGIdqMUWMswlGdjKM3CULwTY24mhrwNzXaYAyivQLS4gaj4YThTx6ESzzgpda/DqfHpykMXwC4bfHKOGUJ0CLVlGEr2HHoU78JYuFUfKKY5mgxRXoFoKWPRukzC2flsCDrxU0UeKKlm5V599HtyhD994j17miwhTgil6XdXF+3AULS9cT+Wvcp9aHAizpSz0Lqco6/Z18Ypel15deEObA69HfCX4UmE+Xv2dFni1COd6M1x2jCU152gl2ZhKNlb13jYpXe4Wctb9Ge0sM5onUaiJY1GSxkLgW2bi7GldhdU8v4yvRPBy2xk6tnHdkuNEB5HKagpwVBVoM/VVpmHoSIbQ0UOhvID+qNsP4aqgub/Vv2ftPijxQ1CdRqJljgSrdMIaOMca8fil425Df+f1Ir5WIXwGNYKDJW5GCpyoCJXz93K3MNyOBsqc12euB9JmX1RMf3R4gahxQ1GxQ9GhSSflI63I9XXzQBXDE2S28zFqcVp03O2Ln/1RzaGilyoyD6Uw/bq5v8WoIxmVFQvPW9jB6HFD9FvE2/DvOLH6tcteWSX6oumjekWSULYya//hThhNId+zlt/vlu6t+7fPfq/LqZlOZzCgIobiJYyDmfqBH2h0BN8d8iRvli1H1U3Y+qUAQlSx4rTg1L6AtL2Gn0KNGs51JRiqCnSz3Xrz4PLD9YNHstqckqWpmhhXdA6jUAljkJLPAMVmnzC3saOvArmrdkPgL+3mRtGp56w1xKiraQT3Q3v1wbh7Shscu5yd1RgPFpMX/2EPXYgWvwQ8D95cxZrmmLGN5kNc8HdcGaqzIUuTjvez6Xg4+VsfkMXlF8EWmRPVHQfVHRftNgBqIge7XLifrgam5P5m/VOdH9vM2e0YkFCITyB94vd8TG2rIOtKcrsi4ruo+dsXce53unW/k2egopavlyj32bu52WSkazilGP55mZMm+e1KVYZzajInmgx/VGxA9BiB6Gieze5OOjJppTircW7Gn6+dlRKO5ZGiOPL680ReNtyMajWt5u1sC5oyWPQUs5CSx4Nvu13d5XNoTV0wJmMBi4dLNOliVOf93OpeFscre6zaooWkqSf98YM0C+IxQ06aTmtlOKJHzY1TJl20+hUGYUuOqT2P6PswAxV+Ri8m756rTCgQhJRYV1QEd1REd3QInqgInuAb/suMvThir0Nt7HFh/jyjzEyF7o4/RiUA3A9+kRhgMAYVHAiKiQJFZKEFtYZFZqKCu8Kfh1zioVft+Q2LEh4bu8YvGWhFXGKMdirwEXdW0/5RaACY1GBcaigOFRQAiokWb/oFd6lQ3SYN+Xt9N0Nt6heMTSRIN+TO0JPiBNNBbm/O0p5BdblbiwExaOCEtBCU1BRvfS1RMwd84R50bZ8NmXrUzX2ig1iVGe5gC1OHYaKXAwuBp4oDBAUr+dpSBIqNAUVlnqovezlf5JL69ovG3MoqNBH147vEUVUYPtfgBPiRDNoNgxuznmPpMy+ei6HddZzObwbWmRdP5Z3+62z9e26gyyvm+4wLsSX686QUeiiY+qYZ5kdhPKPQotKRAUnoII7oYKTUKHJeuMhOLFDNvQ3ZZfxzM9bG35+/JJ++HpJJ5s4/WiRvXCGx4B/FCowGuUfjQqMQQXGQ1CcfgJv8mrvYrbaJ38cWhzx4oEywkacerTQzjgj4yEgBhUUiwqIPdTpFhCj/9sB69/mHCyp5uO6/PWxGPn7mXJyIE49WuxAfdHAwDhUQAwqME6/YB0YhwqMadcT9LZyaooXf93W8PMt47rKFBHilKIie6D5GOsGlSTr57v1/3bQc94jKaV4Z8nuhp+vHSV1rDg9aJG90AJ8weSNsviCxQ/lHQy+oSjfEPCLqKuPY1FBCeAX3i7TGbqTV17Lkz9ubvj5oQt64yMDxUQHJZ3oblhvXYN3kOc09gsqarn9o9XYnfoot2tHpTBSRsqI05TtuvnYPSh/W2JTdhmrs0oA6BoVwNDkjjlaXohjYbsx7ZTLXYDnF2xrGIV+9fBkGSEnTkla78vQel/W3sU4ruat3s+23AoA+sQHc3bP6HYukRDHl+3an7F5eL27eHsBm3P0tcp6xwUzOKl97wwX4mSxXTffo/PXqSnu/WIdZTV2AM7rG8e4HlLPio7L2N4FEMdHWY2df76/kuwyfcGj/p1CuGuiLCYqxKnkzbSdDf+/ekSyjIQTwkMs31XIDxuyAQjxs/DPsTLNmhCeoKTKxvMLDt3hec+5PaXuFaKDUUrx6u87Gn6++awukqdCeIiXf9vWMI1LVKA3D13Yu51LJIR70ol+CiistPL3ucsbrr7HBfvyyl8G42WWW2CEOFVsySlj/iZ9QdHIAG+myFQuQniEapuDh77ObPh5+jk9ZC50ITzE4z9sorT60Oi4YSnh7VwiIcSRFmzOZcOBUgC6RQcyQUaxCuERvl57gDfT9EW7TUYDz14+kFA/z5tuVZxeZDoXD7ctt5xbPlxFdqk+Aj3c34u3rxsmt4kLcQpRSvHUT1safr5hdKrMEyeEh5j1w2b2l1QDMDgplMsGd2rnEgkhWuK79Qcb7iAJ9rVw33k927lEQogj2RxOnpt/aM2CO8/pjtEoo9CF6Oh+3ZzLA19taPj53nN7yoVq4RGkE92D/bwxh/u/XE+1TV9NPTbYhznXDSc1MqCdSyaEOJ4OX628U6gffxme1M4lEkK0xLfrDvD56v0A+FpMPHFJfzm5F8ID7MqvYMY3h+4gefCC3jJARYgOaG7GbrKKqgAYkhzGuO5R7VwiIURzvlt3kH9/uR6npgC4ekQS14xMbt9CCdFC0onugax2J8/N38r7y/Y2PNc7LpjX/jqE6CBp4AtxKjlYUt1otfJ/n99LpmoSwgNsOFDaaBqXBy/oTXKEfzuWSAjREiXVNm79aFXDIJWLB8RzYf/4di6VEOJIewureH2Rvl6Q0QAPnt9b5kIXogNzaopXF27ntUWH1vm6eEA8D5wnuSs8h3Sie5jN2WXcN2892/MqGp67sH8cj17cD18v6VgT4lRSY3My7dO1jVYrHy/zPArR4e0prOTmD1ZidWgA/HlwJ/4k07gI0eFV2xzc+uEqsor0KZi6xwQy86K+7VwqIcSRnJrivnnrGurZa0am0CM2qJ1LJYRwJauoige+2sCqvcUNz105LJGHLugjd2kKjyKd6B6i2ubg9d93MnfJ7obbXrzMRu6b3JOrhiXJlTshTjF2p8bdn69tWCgpPsSXmRf1ad9CCSGata+oir/PXUFxlQ3Qby9/6ELJXSE6uhqbk1s+WMXafSUARAR489rVQ2SQihAd0Ku/72Dd/lIAksL9mHp2t/YtkBCiSTU2J3MydvHfxbuw1V30Mhrgrkk9uP6MVOnHEh5HOtE7OE1TfL/hIM/P30ZueW3D891jAnn6sgF0j5Er7kKcampsTu7+fC2/bckDwM/LxKtXDyHI19LOJRNCuLMtt5wb3/2DgkoroNfVr109BC+zsZ1LJoRwp7Taxi0fHupAD/A289a1Q4kP9WvnkgkhjpS+PZ/XF+0AwGQ0MOtP/fHzkm4NIToSp6b4Zt0BXv51e6N+rPgQX566bABDksPasXRCtJ3UNh2UU1Ms2JzLq7/vYMdhU7dYTEb+MaYz/xzbRU7KhTgF7S2sYvqna9icUw7od5z85y9D5BZVITq4RdvymP7p2oZ5lLtGBzL3uuFy8UuIDm53QSW3fLiqYXHCAG8zc64bRs/Y4HYumRDiSGv3lTDt07Uo/cZspk7oxqBE6YwToqOwOzV+3JDNG2k72VNY1fC82WjgmpHJ3Da+G/7e0g0pPJfsvR1MSbWNb9Ye4H8rsthXXN3od2O7RXLfeb1IiQhop9IJIU6UWruT95fu4bVFO6i167e6+XubeeWqwYzqEtHOpRNCuGJ3ary6cAdvpB1aJKl/Qghv/G0ooX5e7VgyIURzftiQzUNfb2i4+BUR4M1//zaUXnHSgS5ER2FzOFm4NZ8vVu8nY0dBw/Pn9IrmxtGd27FkQoh6pdU25q3Zz0fLssguq2n0u7Hdo7hnUg86RwW2U+mEOH6kE70DqLY5WLy9gB82HGTRtgLsTq3R7/snhHDnOd0Z2Vk60oQ41RRWWvly9X4+XL6X/Aprw/MpEf68dNVgukVLY0OIjmpnfgX3f7mhYe0CgEm9Y5j9pwEyj7IQHVhJtY0nf9jEd+uzG57rFh3I638dIlO4CNEBaJpi3f4Svlt/kB8zcyirsTf6ff+EEJ66bIAsSChEO3I4NZbvLuLrtQeYvzm3Yc7zekOSw5g6oRtDU8LbqYRCHH/Sid5OiiqtpG3PZ+GWPDJ2FjSMPD3cqM4R3DA6lVGdI2TBBSFOIQUVtSzals8vm3JZtquwYbFgAIMB/joimTvP7i63ugnRwdgcTjYeLGPV3mKW7Srkj73FDflrMhqYfk53rj9TFkkSoqNRSpFVVM3qLD13F27Naxh9DnBh/zgeubivzKssRDtyaoq1+0pYsDmX+ZtyyCmrPWqbuBBfbjgzlT8PSZSpTYVoB1VWByv2FPH7ljx+25pHcZXtqG3GdovkxtGdpfNcnJKkpXiSVNscrN1XwvJdRSzdVcim7LImt4sI8OaC/nH8eXAnud1FiFNEabWNdftLWLlHP3mvn+/8cAYDTOgRze0TusmCwUJ0AEopcstq2XCwlA37S1m3v4TMg2VHjbIBSAr35+nL+tO/U2g7lFQIcaRKq4NNB8vIPFjKun0lrN1XQlETJ/pBPmYevKA3Fw1IaIdSCiHKa+ws3VXIom35pG3Lp6T66Dz1sRg5u2cMlwxKYGRqhIw+F+IkqrY52LC/lD/2FvPH7iLWHyjB7lRHbRfsa2HKwASuGJpIaqRMPyxOXdKJfgJomiKruIqNB8vIPFDK2n0lbMkpx6EdfbABCPf3YkLPGCb3jWVochhmk1xVF8IT2RwaB0qq2VtYxY78CrbllrMpu4ysomqXMXEhvlzYP45LB3UiKdz/JJZWCFFPKcXBkhq25JazJbuMTTnlbD5YRkGl1W1cQqgvUwYmcOPozvhYZPoWIdpDWY2drTnlbMkpY3O2Xu/uLqxsWHiwKYE+Zs7rG8f/je9KVKDPySusEKcxq93JwdIa9tWdJy/dWcj6A6WN7sisZzEZGNU5gvP6xjGhVwwBcnemECecw6mxp7CuH+tgKev3l7I1t7zJHAX9AtfYblGc3y+Os7pH4WWWtrA49UltdAw0TZFXXsuugkp2F1SyI6+C7fkV7MiraHSLaFN6xAQxulsk43pE0T8hFJNcUReiw1JKUWl1UFhppajSRmGllfyKWvLLa8ktqyWnrIac0lpyy2tw0cZopFdcEGO6RjGhZzR94oNl6gchTpD63C2ustU9rBRX2SiqtFFUZaWwwkp2WQ078yupsjqa/XudQv0YlBTK4KQwhiSHkRLhL/krxAmglKLG7nSZu8V1dfGewsomp3w4UqCPmQGd9NwdmhxG34RgOdkX4jiyOzUKKqzklteQV1ZLTlktuWU1Df9ml9Y0eTfI4fy8TJzRJZKze0ZzVo9ogn0tJ6n0QpxeHE6N7NIa9hRWsaugkp35FWzP0/uxrE3ccXm4xDA/RnWJYEzXKEZ2jpA1gMRpRzrRm1Frd5JTVsPBkhoOltZwoLiarOIq9hVVk1VURY3dfWd5vdRIf4YkhTMsJYwRnSOICPA+wSUX4vSmlMLmcFJr16ixO6m1O6mxOam2O/R/bU6qrQ6qbA6qrE6qrA4qrHYqax1U1Door7FTVmOjtNpOSbXN5Z0kzfEyG+kZE0T/TiEMSgpjWEoYYf6S/0K4Y3dq1Nr1PD0yd2tsTmrsh/6ttjqotjmptNob8rW4ykZptY2SavtRi3W3VJCPmT7xIfRNCKZfQgj9O4VK3S1EM5ya0nPW7qTW5qS6rv6ttjr0vK3PZ5uez1U2vc4trbZTWl2ft3oON3ci74rFZKBrdCB940PqcjeE1IgAmQJCCDc0TVFt19vDhz8qD3/U1j9n19vKtXYKK60UlFsprLK6vfvDlZQIf0Z3jWRMtyiGJofhLXd1CdFqmqawOvS2c5VNz9Wymvo2sZWCCit5dYO/DpRUk11a06JzW4MBukQGMDAxjCHJoQxNDic2xPckvCMhOi7pRHfj7GcXUq61/gp4QqgvPWKC6BUXTN/4YPomhBDi53UCSiiEcGXYE/MxePmdtNcL9rWQEOpHYpgfyRH+dI4MoFtMECkR/lhkiiYhWmzkk/Nxmk9uAz0uxJfuMYH0iAmiR2wQvWKDSQj1lVHmQrTSzG8z+XzV/pP2eoE+ZrpFB9I9Jqih7d0tOkBGmQvRCmOe/hWrwbtNneAtYTBAVKAPscE+xIXobeXUSH+GJIcTJx1yQhyTYY//AsfhnNdggMQwf3rGBtErNoi+CSH0iQ8m0EfuCBHicNKJ7kZpjR2jd9MHDbPRQHyoHykR/qRGBtA5MoAuUQF0jgqUOduE6ACUgmPt/vKxGAnx9SLU34tQPy/C/L0ID/AmMtCbyABvooJ8iA7yISbYBz8vyXshjge7U2E8xnSymIyEHZa3of76v2F++v/DA7wJD/Aiwl/PY5nPXIjjw/cYc8lkNBDq50Won6Uub7313G14eBNel8MRAd4E+pjlYpcQx6jW5oQ2jvcyGiAyUG8PRwd5Ex3kS0yw/nNs8KH/y4ASIU4MTUFrssvf20xCqC9J4f4khfuTGhFAl2i9P0vOZ4VonmSJGzFBPiREhxIT7Et8qC/xIb4NI01jQ3ylMSBEB9YrNoiAoCB8LCZ8zEZ8LCZ8vUz4eZnxtZjw8zLh523G38uMv7cJf28zgT4WArzNBPqYCfa1yEg2IdpB99hAggL13PXzMum5azHj62XCty6P63PYtz6f63I41M+LED8v/L1M0rEmRDtIjQxgZGo4vl7mxjnsZcLPYsLniPz18zIR6GMhxNdCiJ+XdIoL0Q56xgZj8fXH30uvSw9/BNb9G+BtJsDH3Ki9HORrIcjHImt7CdGOesYG4esfgJfZWFe/6rka5KPXq2H+XkQGetcN/PIlSOpZIY6JdKK78f3UsQQFBbV3MYQQbfD+jSMlf4XwQB/dOEpyVwgPdeWwJK4cltTexRBCtMJ7N4yQelcID/WBnPMKcVLJUGohhBBCCCGEEEIIIYQQwgXpRBdCCCGEEEIIIYQQQgghXJBOdCGEEEIIIYQQQgghhBDCBelEF0IIIYQQQgghhBBCCCFckE50IYQQQgghhBBCCCGEEMIF6UQXQgghJ3MeXwAAM7FJREFUhBBCCCGEEEIIIVzwiE701157jZSUFHx8fBg8eDDp6elut09LS2Pw4MH4+PiQmprKG2+80abXVUq1Oqa2tpby8vI2vV5VVRVVVVVtiq2oqKCmpqbVcUopSktLsVqtrY7VNI2SkhKUcrbhdTWUoxaltDbEOutiW//9KM1JWVlZm2JramqoqKhodRxAZWUl1dXVbYotLy+ntra21XH1363NZmt1rKZplJaWtDrOkzkcDkpKStC01u+TNpuN0tLSNh8zysrKWh0HUF1dTWVlZZtiKyoqUJq91XFKKZTTitLakvcK5bAe0zHD6Wx9bHt9tzU1Ne1SH1S28TjlqY71WFdSUoLD4Wh1rNPppKSkpE37pN1ur6s/W79fWa1WPQfbVAfaUc7Wf04Aymlr0zGjPrY96rG2frftWR+cbo61Hmtr27esrKxNbV+lFCUlJdjtrc+F+mNG29q+2jG1ffW6ty2xjja3fY+lHmuvtu+x1AeerK31WFuPdVartc3nY8dyzDiW87GysjKU1vp949javuoYzpe1dqvH2tr2ba/6oLy8bedhnup41GPt0fY9lvOxtrd97Shn29u+x3LMaK/zmrYcM9qzPmgPHb4T/dNPP+XOO+/kgQceYO3atYwePZrJkyezb9++Jrffs2cP5513HqNHj2bt2rXcf//93HHHHcybN6/Vrz1y2GA+/+zTFm27f/9+rrr8MsKDA4gOD2bksCH8vvC3FsVuzMzkvHPPISIkgIiQACadM551a9e2KDZ9cRpnjhxOVFgQESEBXP6nS8jau7dFsV99OY/+fXoRGxlKZFgQN91wHUVFRc3GKaV468036JqaTFxUGNbMudgPZrToIKGUhiN3JdZN72LdOAfrpndx5K5qUeNAaXbsB9KxZs7BunEOti0f4Cja1KKEU44abFm/Ys18i5iIEAb268O333zdbBzAnt27ueySi4kICSAqLIgxZ4xkSUZGi2LXrF7NOePPIjI0kPBgfy44bxJbNm9uUeyvC+YzfMggosODiQgJ5OorL+fgwYMtiv3k4//Ru0c3YiNDiQoL5v9u+UeLOmqVUrzy0oukJCbQvXNyi16ro3r80ZktqnzsdjszH36Q+JhI4qLCSO4Ux4svPNei/aqiooKpt91KdHgIsZGh9OzWhf99+EGLypeTk8Pfrr6KyNBAYiJCGDpoAPN/+blFsdu2buWiC84jIiSAyNBAJpw1hlUrV7YodtnSpZw1+gyiwoKwbngL2+4f0KylLYp1lu3Btu1TrJlvY838L7asBSh7yyovR9FmbFs+xLrxbayZc7AfWNyiRolSCkfe6oZjRkJsFI8/OrNFjYPa2lr+fe+/iI0MIy4qjM7Jibzx2qst+m5LSkq4+R83EBkaRGxkKP169+SLzz9ryVtl3759XPnnPxEREkh0eDCjhg8lbdHvLYrN3LCByZPObqgPzp04gQ3r17codnHaIs4YMYzOyQkt2r6juu6aq8nKymrRtvO++Jx+vXvq9VhoEP+86XqKi4ubjVNK8ebrr9ElJYm4qDBiI8O47567W9Rp43A4eOKxR0iIjSIuKoykhFieeWpWixqdVVVVTL/zDqIjQomLCqNb5xTenTunRe+1oKCA66+7hojQQKyZb2Pb9inOsj0titWspdh2/4B1w1tYM9/CuuNLtKqclsVW52Hb+bUet+G/2HZ9h1bb/GcM4CzPwrrtM6yZbxEREsg1f7mSnJyWve7HH31Ir+5diY0MJTo8hDv+75YWnZgrpXjphedJ7hRPXFQYcdERzHjogRadLNpsNh5+8H7ioiP0+iAxnpdffKFFx4zy8nJuu/WfDfVB7x7d+Ph/H7XovWZnZ/PXq64gpVNci7bvqMaNOZNfF8xv0bZbNm/mwvMnN9RjZ48fy+pVq1oUu3TJEsacMbKh7funKRexe9euFsV+9+03DOrfl5iIECJCA7n+umsoKChoNk4pxTtz3qZb5xTiosKIjgjlrmlTW3QCp2kaT89+kqSEWL3dvPEdHLkrW9j2dWA/mNHQ9rVufh9H4cYWtn1rse/7Tc/djW9j2/YxztKdzcYBKFs5tj0/Yd3wX6LCgjhz5HAWpy1qUez6des4d+KEhnps8qSz2ZiZ2aLYRb8vZOSwIUSHBxMeHMBVl1/G/v37WxT7xeef0bdXj4b64OZ/3EBJSfMDQpRSvPafV+icnNhQH9x/3z0tusjicDh47JEZ9Oia2qIydlR9enbj2WeealE9VllZyZ133EZU3bGue5dU3n/3nRa9Tl5eHtddczURdW3fIQP78+MP37codueOHUy56PyGY8ZZo89g+bJlLYpd+ccfTDhrDJGhgUSEBHDxBeexfdu2FsX+8vNPDB00gJiIEKyZb2HbOx9lb9nFIWfxVmxbPqpr+76NfX9aizrzlFI48tceOl/eOBd7zvIWdcQrzYk9exnWjXOJiwojJTGB/7z8UouOGWVlZdx6801EhQUTGxlKn57d+fSTj1v0Xg8cOMDVV17e0PYdPmQQv/26oEWxmzdt4vzJEwkP9icyNJBzJpzF2jVrWhSbkZHO6FEjGuqDP186hb17WtY2+ubrrxjYrw9dUxJbtH1Hddst/6CwsLDZ7ZRSzHnrvw19ODGRYfzrrmktuvjgdDp5atYTJMbHEBcVRqe4aGY98ViLOtNramr4113TiKk7H+uSksTb/32zRftkUVERN15/LZFh+vnYgL69+fqrL5uNA9i7Zw9/vnQKESEBej24fR5aZXaLYrXqgrq273/1c95d36LVNN9PBuCs2I912+d17ea3sO39GWVr2cUhZ8kObFv/h3Xj20SFBXPrzTe1uA/nPy+/RGpSJ70eiwrngX/f26J6zG6388iMhxravkkJcTz/3DMtrw9u/7+G+qBH1858+P57LXqvubm5XPvXvxAREtDQF/LzTz+2KHb7tm1MufB8UjrFtmj7482g2tLlfxINHz6cQYMG8frrrzc817NnT6ZMmcKsWbOO2v7ee+/l22+/ZcuWLQ3P3Xzzzaxfv55lLaxoy8vLCQ4OxhiUhFaexXsffszlV1zpcvuKigoGD+hHTn4xhPXFYPZBlWxBVecz/7dFjDrjDJexWVlZDBvUn2qHGcL6AAYo2Yi3wcofq9aS2rmzy9hVK1cybuwZ4B0BoT1Bs0FxJhGhAaxZl0loaKjL2G+/+ZorLrsEU1ASxtBuKFs5FGXSs0c3lq5Yidlsdhn7yksvcs/d0zCFdtc/o5pCnAUbMAZ1wivlPJdxAPYDi3EWbsQU0QejfyxaVY7+c2Q/LPFnuo217f4erfIgpsj+GH3CcZbtQSvdgTl+NObIfi7jlObEtv1zlL0Kc9QADJYAtNLtOMv38cVX33L+BRe6jC0qKmLwgL4UlVVDWF8wekHJZgy2YtLSlzFw0CCXsTu2b2fEsMHY8IWw3qAUFGfi76VYtXYDCQmuO7oy0hcz6ezxGPxjMIb2QDlqoXgD8TGRrF63AX9/f5exH//vI66/9q+YQlIxBndGWctQRRsYMngQC9PSMRpdXzub9cRjPDrzYUxhPTH4x+LYv5CysjKCgoJcxnQ09flrMJq4/Ioreff9D91uf9MNf+d/H36AIbwPRr9otIoDOIs3c/+DD/PQjEdcximlOGf8WSxfsQLC+mH0CUUr24WzdBf/ffsdrrn2Opex1dXVDB00gH0HciC8HwazH6pkK86qbH78eQFnjRvvMjYnJ4fBA/pSUavp+6TBBMWbMGuVLFuxih49e7qMzdywgdGjhuO0BENoL9AcOAvWozQH3t2vwGDxcxnrLM/Cvvt7jAEJmMJ6oOxVOArWYTD74tXtcgxGk8tYR+FGHAfSMIZ0wRScilZbjLNgHUb/OCypF2AwGFzG2rOX4sxfiym8N8aAeLSqXLSijdxw40288pr7u4yuuuLPfPvNNxjC+2L0jUCryMJZvI0nZj/N9Lv+5fq9Op2MHjWCDRs3YQjrh8E7CK10B86yvXz48Wf86bI/u4wtKytj8IB+5BWWQlg/DGZvVPFmqC1gwcLFjBg50mXs3j17GDZ4ADVOS119ABRvwsdo5Y/V60hJdX2S/seKFUw460zwjUQFdcV5cLHH5q7JO5DoiBDWrM8kODjY5fZffTmPv1xxGabgZIwhXRvqsd69epCxbIXbeuyF55/l/nv/1ageU0WZXHDhBXz6ufvG+dTbbuWt/76JMbwPRv8YtMpsnEWbmDb9Lp586hmXcUopLjz/XBb9vgjC+2H0CUMr34OzZAcvvfIa/7j5FpexNpuN4UMGsXP3Xn2/svjjLNmGVrEfS+r5mIKSXb+uowbr1k8wGM2YIvuD0YyzcBOqtgivrn/C6BfpMlarLcG2/XMMXkGYIvuBcuIs2IBy1OLd40oMFtd1kbPiAPZd32Lwj8Uc3gvlqIbiTDrFRbNq7Xr8/Fwfbz764H1uvP5aTCGdMQanoqylqKJMhg0dwm+LFrs9Zjz+6EyeeOwRTGG9MAYmoFXno4oyufIvVzPnHfcN++uv+xuffvIxhrA+GP2i0Cr24yzewkMzHuH+Bx92/TlpGhPOGsPKVasxhPfF4B1SVx/sZs477/OXv17jMraqqoohA/tzIDsfFdoTZ+4fHpu7xoBYqM7np/m/MmbsWS63P3jwIEMG9qPSSl09ZoTijVhUNcv/WE237t1dxq5bu5axZ45E8wqtq8fsUJxJWJAPq9dlEhER4TL2px9/4E9TLsQY2AljSDeUvRKKNtC1SyrLV67Gy8vLZewbr73KtKm3YQrtijEoBa22CIoyGT9+PN98/6PbffK+e+7i5RdfwBjeG6N/3KG2b0QfLAljXMYB2Pb8hFaepbd9fSNwlu9FK9mOOe4MzFEDXMYppWHb/gXKVq63fb2CcJZsRyvPwpJ8LqYQ1+cXymHFuu0TAP01jF5QsgWshSxclMHQYcNcxu7ZvZthgwdQq7whtA+goHgjviY7K9esJyk52WXssqVLmThhLPhGYQjtWdf2zSQmMpTV6za4zYkvPv+Ma/5yxaH6wFqOKtpA/359WLxkGSaT6zbKs888xUP334cprAfGwES0mgJUUSYXT7mE/33i/uL5/93yT96ZOwdDSA+04k2em7uhPdBKt3H3v+7lsSeOPr+up5Ti/HMnsjg9HcL66vVY2W6cpTv5z2tvcsNN/3AZa7VaGTZ4ILv37muox7TSbWgVB/jm+584Z+Ikl7H5+fkMHtCX0kq73j4ymqF4MyZHGRnL/qBP374uY7ds3syoEUNxGAPqzsecUJRJkJ+JVWs3EBvruhNm4W+/csF5kzD6x9Wdj1XhyF+PweSNV/fLMRhdtzMcRVtw7F+IMbgzppDOaLUletvXLwpL54vdt31zVuDMW4UpvBfGgAS06jychZmYQrtjSXR9jgBgy1qAVroTU0S/unpsH87ircx89HHu/fcDLuM0TWPcmDNZvWYthvB+GLyD0Up34izbwzvvf8SVV/3FZWxlZSWDB/QjO6+wru3rgyrZiqrO4+dfF3LmmaNdxu7fv58hA/tRbTfp363BAMWb8KKGFSvX0KVrV5exa1av5qwxo1BeYXX1gQ2KNxIe7Mea9ZmEhYW5jP3+u2/586UXYwpKwhCUguPAIo/NX5PFlx7du7Lsj1VYLBaX27/6ysvcPX0qptBuGIOS0WqLUEUbmDhxIl994/5i1r/uupNXX3m5ru2r9+FoRRu59bbbefb5l9zGXjrlQn755RcMYXXnY+V7cZZs55nnXuS2O6a6jLPb7YwaPpSt23bo58uWAP18rDyLz+Z9zYUXXewytri4mMED+lJYWtXQh+Ms2oSqKahr+0a5jNWspdi2fY7BKxBTRF9A1bV9q/XzZa9A17GV2dh2foPBP7qu7Vurny8bTHh1vwKDyXU7w1myHXvWAoxByZhCu+p9OMWZDOzfj7SMpW77cJ6e/SQzHnrgqHrs0j9dxgcfub8Qdss/buS9997Vv1u/aLTKAziLt3Dvffcz89HHXcYppZh09niWLlt2VF/I62++zXXX3+AytqamhmGDB7J330EI74vB7I9WuhWtMpvvfviZCWef4zI2NzeXwQP6Ul7tRIX0xJmz9KTnboceiW6z2Vi9ejUTJ05s9PzEiRNZunRpkzHLli07avtJkyaxatWqVt+yYk48B1NwCo/OnOH2StlHH7zPgf37MKZchDlqAKawHphSL8bgE8asJ13veACv/edlqmvtmFIvwRzRB3NEb0ypl2C1K15+6QW3sU/PfhIsQZhSL8Yc3hNzZH9MKReTn5vHe+/OdRv7yIyHMQUlYk45H1NoN8zRQzAmTSZzwzp++P47l3FWq5Unn3gMU3hvLElnYwrtiiVuJJbEcWhle9CqXY/mUfYqnIWbMMeOwJIwRo9NGIM5ZhjOwkyUw/VVUK06X2/4J07AEjsCU2hXvJInYgrriSNvldsr81rZbr2zoPOFmKMHYwrrjjnlAsxBnXjskZluP6d35r5NQUEhppQpmCP7Yw7viSl1CpgDePbp2W5jX3rhOWxOA6bUKZjDe2OO6IMp9RIqq2p447X/uI19/LFHMPpFYE69CFNYD8xRAzAmX8S+rD184mZkm1JK/25DUjEnnat/tzFDMSZOZMXypW7vjqisrOTZZ57CFDkAS+J4tydYnsAYM5JPP/6InTt2uNxm7549fPTBexhjz8ASf6a+TyaOwxQ1iOefe9btqMfFaYtYkrEYY6dzsMQOwxTaFXPSJEwhXXhk5gy3V28///QTdu/aiTHlQsxRAzGFdceUeiEmv2gef8x1xz3Am6+/SnlFZd0xoy/m8F6YUqfgUGZeeN51Bx7As0/PRjP51u2TvTBH9sOr66XgtOEscn+HhCN3JQb/OCydL9JzKHoQXqkXomqL0cpcjwBUSsORtwpjaHe8kifpn3HscCyJ56BV7ENV57mOddTiLNiAKXoolk5n1R0zRmOKHcncOW+7vTNj08aNfP3lF5jix2CJG1n33Z6NKaIvs598wu2oi59/+pG1a1ZhSjwXc8wQPY+Sz8MUnNxsffDh+++RnX0AY8rFmKP66/VB54sxeIcye5b7+uA/r7xEjdWBqXN9fdAHU+cp1No1/vOK+wbqU7OeAO8QvT4Ic90B5QmMSeeRk5PNB++963KbhmNdUJL+3dTXY4mTWL9ujduRDLW1tcx+8gm9A+uweswUP5Zvv/7K7YjJ7Oxs3n7rv5hiR+j7YmhXLJ3GYo4Zwn9eedntSKA/VqzgtwXzMSaMxxI7XI9NmogxtAePP/ao27srvvpyHlu3bMKYdD7m6EGYwrpjSb0Qg38cjlz3o3edhZvAacOr66WYI/thDu+FV9dLMFgCcOS7v+vNmb8WTN54df2TfsyI6KsfM5SGo9D9yFJn3ioMfpF4dblYP2ZEDcSYfAF7du/iMzcj2zRNY+aMhzGFdNGPqaHdMMcMw9jpbJYtzXB7V0d5eTnPPfsMpqiB+rE8tCuW+DMwxp3Jxx99wJ7du13G7t61i48/+qCuPjij7pgxHlPkAJ595mm3U1os+n0hy5ctwdjpHMwxw/QyJ+kdlc3VB59+/D+y9u7W64PI/i638wTm5PMw+kXwxOOPut3ujdf+Q0Vl9aG2b3gvTKmXYNdMvPjCs25jn316Nsrsf1jbtx+m1CkUFhbxzpy33MY+OnMGpoB4zCkX1NVjgzEmn8+WzRv55uuvXMbZ7XaeePxRTGE9sCRNrKvHRmBMGMeC+T+7vROssLCQV//zil6PJYw91PaNG6FfzHIzolWrKUQr242l07iGeswr6RxM4b1x5K12O62aVrZX7yxIPR9ztF6PWVLOxxiYiCPX/Z1rzuIt4KjGu+slh7V9L8bgFayfe7jx8ksvUGvX6r7bQ23fGquDV//zstvYWU8+Dt6hmA5v+6ZcxMGDB/jog/ddxjXUB8HJh+qDmCGYkiaxZvVKt3f51dTU8NSsJzFF9MWSOKGuPhiFMW4MX8373O3do/v37+eduW9jihmBJX6U2/fW0VkSRmOKGszLL77g9m6uZUuX8vvCXxvXY8mTMIV257FHH3Fbj335xeds37YFY/IFDfWYOeVCTAGxzZ6Pvf3fNyguKdXzvq4eM3WegtPow3PPPuU29vnnnsGBBVPnKQ31mKnzJZSVVfDWm6+7jX380Ucw+UdjTr2wrh4bhFfni1DWEpwlrs8vlFI4cldiDOmKV8q5dceMYViSJqJVHkRVuR4Nq5xWnAXrMEUNwtKpvh47E3PcGTiLt6BZXZ+baLWl+kW2hLGH1WMTMEX255mnZrudXum3Xxfwx4plGBMnYo4ZWtf2nYwpJJVHZjzstu378Ucfsn/f3iP6Qi7C4BvOk83UB6+/+gpV1Vb93CSiD+bw3phSp2BzGnj5xefdxj7z1CyUOaDuvOZQX0hBQT7vvuP+Lr9HZ87AFNSpri/EdUe9JzB2msimjRv47ttvXG5js9n0PpywXliSzmmox0zx4/j5xx/cjvzPz8/njddexRQzrFEfjilmOG++/hp5ea7P5dauWcNPP3yPKf5QPWZJOgdTeC+efOIxt3eNf//dt2zMXI8xafJhfTjnYw7qxKMzZ7j9TN59Zw75efmYUi5uqMe8ulyCwSsYR577uxyc+evBaNbbzXX1mFfXSwFwFGxwG+vIW43BNwyvLlMa6jGvLlNQtgqcJdtdxjUcM4JSsKScd6gPp9NEVq1c4fYuv6qqKp6ePQtTZP8j6rHRfPHZJ27vusnKyuK9d+diih11qC+kk94X8uLzz1FaWuoydklGOumLF2FMOLuhL8SSrB/vHn1kptu7FOZ9/hk7d2zT64Oow+oD/xgef9R9X8hbb75OWVlF3TGjt9ttTxTXl087gMLCQpxOJ9HR0Y2ej46OJjc3t8mY3NzcJrd3OBwUFhY2ebXZarU2utWh4ZYJzY4hKJldO3/nwIH9BAeHNPmaSzIWY/KPwmD2bXSLlvLvxPJlS912xGWkp+P0i8VkMDSK1fziSF+82G3skiUZaP6JmJQTVb+TmrzBL4olGelcf8NNTcZZrVY2b8rEFD8GNDv1VaLBJwyzbzDpi9MYN35Ck7Hbt22jtKQYc8rIRuU1BOq3QTkrD2LwbnrkoLMqG9AwBiU1jg1KgtwVOCuzMQV2ajq24gBgwBCQ0Dg2OBmKt6DVFGN09bqV2WAJwuAd0vj7CUhi/boMiouLXY5YXJKRDn7RYPJqFOv060R6err7TtbFi9F84zHBoViDsUXf7R/Ll6OCeoPmOPT9WPww+UeRvjiNP7u4M6KoqIisvbsxJ05o/N36RmHy8iM9bRFDhw1vMnbtmtVUV1VhiUnW5/CqK3MHv1nFZf4aAzvhRO/sjjrimFBvcdoilFJH7ZPGoGRq89fwx4oVDBve9Oe1eHEaRrM3Br+YI/bnZA7u+5WdO3cSExPTZGxG+mIs/hEYLAFH7JOJ/LF8ufu8z8hA840Fg+mIY0ZCs/tVRkYGTt8EjEo7FGu0YAiIxVmVjcnFLaZKKVR1Hqa4UY33K+9g8ArBWXEQo4uRsJq1HOxVGIOTG39OAfGACWfFAQw+TY8UcVblgHJiDEo+4vtJwpG9hIz0xUw+7/wmY+tvOzcEHv3dVuzOZN3atfTu06fJ2Iz0xZh9AjH4RhxxnEtm+7ZF5Obk4B8Q0GTskiXpGP2i9VE4h38//oksW7qsme8nHadfHCYOrw8MOH2bP2YsXZqB5peCSXN6fO4azD4Y/aLIyFjM3677e5Ox1VVVbNu6GXPC2COOdRGYfQJJX5zmciTsls2bKS8rxZJ65hG5q9djaYt+JzEpqcnYjPTFaJoT8xH7lSEwBXvuSlYsW8poF6+bvjgNg9F0VD1mDE6mYO/PbNm8iaTkFBevm4bFLxSDd/ARsSk4s5egOawuR7U5q3Iw+MeA0XJU3auV7XZ7a7mzKhdjYCdAHVaPmTAExKNVZruN1apyMUUPPqIeC8AcEEH64jQudXFHR35+Pgf2Z2FOPLvxd+sXg8niw+K0RQwaPKTJ2FUrV1JbU40l7ohjRmAiDqVIS/udcBcjldPS9M75o+uDFGoK1rFq5UoGD2n6ddMXp2Gy+GLwiz6qPtiX9Rt79uwhMrLpEf8Z6Ysx+UdisPh7fO6iOVABiaxoph7LyEhH84sFg7HxcdI3jsWL3betMjIycPodXY8pv2iWZKTzz1v+r8k4p9PJurWrMcWdcUQ9FoLFL5SMxWlMOndyk7F79+ymsCAfc/KgI+qxBDCYWJy2iO49ejQZu2xJBg67HcuR9VhgErBMb/sGNX28cVboF4oNQYlH533RJrTqAoy+LurPymww+2PwCT9qn9QOLkazV7scReusysHgFw2mxvWY068TSzLcfz/pixej+cUd0fY14PSLJT3dfT22YtkylH9n0Jwo9PMag9kXo18kGemLufqavzUZV1Fezs4d2zAnnNXou8UnArN3AOmL0zjDxUjYjZmZVFaUY4lMOaqtAHp9EO/iztGM9MUorfF5jafmrnLaMAYlY8tbxYrly1x+XumL0zCYLBj84484H0sib+98tm3dSqfEpqfGSE9fjMU/DINX0FHnY6tWLqesrMxlPbZ0STrK9+h6TG/7NnPMSK87H1ON6zHNL4aMZs7lVq5cgQo/oh7zCgTvUL0OdDHgSNmrwF6BMXh448/JPxYMFpwVBzH4Nl0naFV5oDkwBh25TybBwXS0qmwMZp+mYyv1Y4YxMPGo/bmqYD2rV61kwMCm76LOSE/D5OWHwTfqqLbv3j0L2bcvi9DQpo83ej0Wpd9Ze0RfyIpl7tu++jGj6fogrQXnNZpfpyP6QrzAN5qM9MXceNM/m4yz2+1kbliHKX60fszw8Pw1+IRg9g0hfXEaZ58zscnYXTt3UlxUiDll2BHfbycwGEhbtJDOXbo0Gbt0SToOhwNL4BHncoFJ2HOWs3RJhsuRw+lpiwADhsBOR9VFJXs2k7lhA127dWs6dnEaFt8QDD5hjferwGQ2ZqZTWFjo8g6ypUsywD8aTN5Ht31LtjfT9s2ua/s27sMxBMTjrMrB3FzbN7Jf42OG2Q98I3BWHsQU2vR7VY5alLUUU9SgI85rIjF5+ZO+OI0RI5u+WLth3TqqqiqxRDfVztDrsRgXd9ykL05rui8kMBlr3mpWrFjOSBevq/eFeGHwjz3qu83JWsCOHTuIi2t6msKGvhCvwKP6Qlb+0ZK+kBgwmtsvd1UHdvDgQQWopUuXNnr+8ccfV927d28ypmvXrurJJ59s9FxGRoYCVE5OTpMxM2bMUIA85CGPJh67du06Pgl9gkj+ykMeTT8kd+UhD898SO7KQx6e+ZDclYc8PPch+SsPeXjm42TnboeeE91ms+Hn58fnn3/OJZdc0vD81KlTWbduHWlpaUfFjBkzhoEDB/LSS4duff/qq6+4/PLLqa6ubnKeqCOv6pWWlpKUlMS+ffvczsfakZWXl9OpUyf279/vUXN71ZPyt7+ysjISExMpKSkhJCSkvYvj0qmWv56+73h6+cHz34Pkbvvw9P0GPP89eHr5JXfbh6fvN+D578HTyy+52348fd+R8rc/yd/24en7jqeXHzz/PbRX7nbo6Vy8vLwYPHgwCxYsaNSJvmDBAi6++OImY0aOHMl33zWe03v+/PkMGTLE5UIL3t7eeHt7H/V8cHCwR+5MhwsKCvLo9yDlb3/uFrHoCE7V/PX0fcfTyw+e/x4kd9uHp+834PnvwdPLL7nbPjx9vwHPfw+eXn7J3fbj6fuOlL/9Sf62D0/fdzy9/OD57+Fk527HPlIA06dP5+2332bu3Lls2bKFadOmsW/fPm6++WYA/v3vf/O3vx2aI+/mm28mKyuL6dOns2XLFubOncucOXO4++672+stCCGEEEIIIYQQQgghhPBQHXokOsAVV1xBUVERjz76KDk5OfTp04cff/yRpLpFv3Jycti3b1/D9ikpKfz4449MmzaNV199lbi4OF5++WX+9Kc/tddbEEIIIYQQQgghhBBCCOGhOnwnOsCtt97Krbfe2uTv3n333aOeGzt2LGvWrGnz63l7ezNjxowmb5fxFJ7+HqT87c9T34OnlruelL/9efp78NTye2q563l6+cHz34OUv314arnreXr5wfPfg5S/fXhquQ/n6e9Byt/+PPU9eGq560n525+nv4f2Kn+HXlhUCCGEEEIIIYQQQgghhGhPHX5OdCGEEEIIIYQQQgghhBCivUgnuhBCCCGEEEIIIYQQQgjhgnSiCyGEEEIIIYQQQgghhBAunLad6K+99hopKSn4+PgwePBg0tPT3W6flpbG4MGD8fHxITU1lTfeeOOklHPWrFkMHTqUwMBAoqKimDJlCtu2bWu0zXXXXYfBYGj0GDFiRLN/e968efTq1Qtvb2969erFV199ddzLP3PmzKPKFhMT0/B7pRQzZ84kLi4OX19fzjrrLDZt2tQhyl4vOTn5qPdgMBj4v//7P6Djff6LFy/mwgsvJC4uDoPBwNdff93o9y35zK1WK7fffjsRERH4+/tz0UUXceDAgWZfu7V51RaSuydv//f0/JXc7Vi525bXkfxtG8ndk1/+Uz1/JXcld1vK0/JXcrcxyd228/T8ldztWLnblteR/G0byd2TX36Pzl91Gvrkk0+UxWJRb731ltq8ebOaOnWq8vf3V1lZWU1uv3v3buXn56emTp2qNm/erN566y1lsVjUF198ccLLOmnSJPXOO++ojRs3qnXr1qnzzz9fJSYmqsrKyoZtrr32WnXuueeqnJychkdRUZHbv7t06VJlMpnUk08+qbZs2aKefPJJZTab1fLly49r+WfMmKF69+7dqGz5+fkNv589e7YKDAxU8+bNU5mZmeqKK65QsbGxqry8vN3LXi8/P79R+RcsWKAA9fvvvyulOt7n/+OPP6oHHnhAzZs3TwHqq6++avT7lnzmN998s4qPj1cLFixQa9asUePGjVP9+/dXDofD5eu2Nq/aQnL35O7/np6/krsdJ3fb8jqSv20nuXvyy38q56/kruRua3ha/kruHiK5e2w8PX8ldztO7rbldSR/205y9+SX35Pz97TsRB82bJi6+eabGz3Xo0cPdd999zW5/T333KN69OjR6Ll//vOfasSIESesjK7k5+crQKWlpTU8d+2116qLL764VX/n8ssvV+eee26j5yZNmqSuvPLK41HMBjNmzFD9+/dv8neapqmYmBg1e/bshudqa2tVcHCweuONN1z+zZNVdlemTp2qOnfurDRNU0p17M//yANSSz7z0tJSZbFY1CeffNKwzcGDB5XRaFQ///yzy9dqbV61heTuyd3/T7X8ldxt2snI3ba8juRv20nuHu1klv9Uy1/JXcndY+FJ+Su5K7l7LE61/JXcbZq0m5vnafkruXs0aTe7dtpN52Kz2Vi9ejUTJ05s9PzEiRNZunRpkzHLli07avtJkyaxatUq7Hb7CStrU8rKygAICwtr9PyiRYuIioqiW7du3HTTTeTn57v9O67ek6vP4Fjs2LGDuLg4UlJSuPLKK9m9ezcAe/bsITc3t1E5vL29GTt2rNtynMyyH8lms/Hhhx9y/fXXYzAYGp7vyJ//4Vryma9evRq73d5om7i4OPr06eOyfG3Jq9aS3NWd7H3nVMlfyd32y922vo7k77GR3G2sPdsOnpy/krs6yd228fT8ldyV3G2tUyV/JXel3XwsPDF/JXcbk3aza6ddJ3phYSFOp5Po6OhGz0dHR5Obm9tkTG5ubpPbOxwOCgsLT1hZj6SUYvr06Zx55pn06dOn4fnJkyfz0UcfsXDhQp577jlWrlzJ+PHjsVqtLv+Wq/fk6jNoq+HDh/P+++/zyy+/8NZbb5Gbm8uoUaMoKipqeK3WluNklb0pX3/9NaWlpVx33XUNz3Xkz7+p161/LVevnZubi5eXF6GhoS0uX1vyqrUkd3Unc985lfJXcrf9cretryP523aSu0drz7aDJ+ev5K5OcrdtPD1/JXcld1vjVMpfyV1pN7eVJ+av5O7RpN3smrnFW55iDr8qA3qyH/lcc9s39fyJdNttt7FhwwYyMjIaPX/FFVc0/L9Pnz4MGTKEpKQkfvjhBy699FKXf6+1n0FbTJ48ueH/ffv2ZeTIkXTu3Jn33nuvYTGDtpTjZJS9KXPmzGHy5MnExcU1PNeRP//j+dod5XuR3D15+86plL+Sux3jO5H8lbq3tU6V3G3r63eU70VyV3K3LU6V/JXcldxtiVMpfyV3O8Z3IvkrdW9rnSq529bXPxnfy2k3Ej0iIgKTyXTUlYb8/PyjrkjUi4mJaXJ7s9lMeHj4CSvr4W6//Xa+/fZbfv/9dxISEtxuGxsbS1JSEjt27HC5jav35OozOF78/f3p27cvO3bsaFjxuLXlaK+yZ2Vl8euvv3LjjTe63a4jf/4t+cxjYmKw2WyUlJS0uHxtyavWktzVtde+A56bv5K77Zu7bX0dyd/jR3K3fY+dnpy/krs6yd3WOxXyV3JXcvdYeGr+Su5Ku7mtTpX8ldyVdrM7p10nupeXF4MHD2bBggWNnl+wYAGjRo1qMmbkyJFHbT9//nyGDBmCxWI5YWUF/arIbbfdxpdffsnChQtJSUlpNqaoqIj9+/cTGxvrchtX78nVZ3C8WK1WtmzZQmxsLCkpKcTExDQqh81mIy0tzW052qvs77zzDlFRUZx//vlut+vIn39LPvPBgwdjsVgabZOTk8PGjRtdlq8tedVakru69tp3wHPzV3K3fXO3ra8j+Xv8SO6277HTk/NXclcnudt6p0L+Su5K7h4LT81fyV1pN7fWqZa/krvSbnarxUuQnkI++eQTZbFY1Jw5c9TmzZvVnXfeqfz9/dXevXuVUkrdd9996pprrmnYfvfu3crPz09NmzZNbd68Wc2ZM0dZLBb1xRdfnPCy3nLLLSo4OFgtWrRI5eTkNDyqq6uVUkpVVFSou+66Sy1dulTt2bNH/f7772rkyJEqPj5elZeXN/yda665ptGKs0uWLFEmk0nNnj1bbdmyRc2ePVuZzWa1fPny41r+u+66Sy1atEjt3r1bLV++XF1wwQUqMDCw4bOePXu2Cg4OVl9++aXKzMxUV111lYqNje0QZT+c0+lUiYmJ6t577230fEf8/CsqKtTatWvV2rVrFaCef/55tXbtWpWVlaWUatlnfvPNN6uEhAT166+/qjVr1qjx48er/v37K4fD0bDN+PHj1SuvvNLwc3N5dTxI7p7c/f9UyF/J3Y6Ruy15Hcnf40dy9+SX/1TOX8ldyd3W8qT8ldyV3D1eToX8ldztGLnbkteR/D1+JHel3dya/D0tO9GVUurVV19VSUlJysvLSw0aNEilpaU1/O7aa69VY8eObbT9okWL1MCBA5WXl5dKTk5Wr7/++kkpJ9Dk45133lFKKVVdXa0mTpyoIiMjlcViUYmJieraa69V+/bta/R3xo4dq6699tpGz33++eeqe/fuymKxqB49eqh58+Yd9/JfccUVKjY2VlksFhUXF6cuvfRStWnTpobfa5qmZsyYoWJiYpS3t7caM2aMyszM7BBlP9wvv/yiALVt27ZGz3fEz//3339vcp+pf/2WfOY1NTXqtttuU2FhYcrX11ddcMEFR72npKQkNWPGjEbPucur40Vy9+Tt/6dC/krudpzcbe51JH+PH8ndk1/+Uz1/JXcld1vDk/JXcndso+0ld9vuVMhfyd2Ok7vNvY7k7/EjuSvt5tYwKFW32oAQQgghhBBCCCGEEEIIIRo57eZEF0IIIYQQQgghhBBCCCFaSjrRhRBCCCGEEEIIIYQQQggXpBNdCCGEEEIIIYQQQgghhHBBOtGFEEIIIYQQQgghhBBCCBekE10IIYQQQgghhBBCCCGEcEE60YUQQgghhBBCCCGEEEIIF6QTXQghhBBCCCGEEEIIIYRwQTrRhRBCCCGEEEIIIYQQQggXpBNdnHR79+7FYDBgMBgYMGBAw/PXXXcdU6ZMOe6vl5yc3PB6paWlx/3vC3E6kfwVwjNJ7grhmSR3hfBMkrtCeC7JX+GKdKKLdvPrr7/y22+/nfDXWblyJfPmzTvhryPE6UTyVwjPJLkrhGeS3BXCM0nuCuG5JH/FkaQTXbSb8PBwwsPDT/jrREZGEhYWdsJfR4jTieSvEJ5JclcIzyS5K4RnktwVwnNJ/oojSSe6OCYFBQXExMTw5JNPNjy3YsUKvLy8mD9//jH97dWrVxMVFcUTTzwBwMyZMxkwYABz584lMTGRgIAAbrnlFpxOJ08//TQxMTGNthdCuCf5K4RnktwVwjNJ7grhmSR3hfBckr/ieDK3dwGEZ4uMjGTu3LlMmTKFiRMn0qNHD/76179y6623MnHixDb/3UWLFjFlyhRmzZrFLbfc0vD8rl27+Omnn/j555/ZtWsXl112GXv27KFbt26kpaWxdOlSrr/+eiZMmMCIESOOx1sU4pQl+SuEZ5LcFcIzSe4K4Zkkd4XwXJK/4niSTnRxzM477zxuuukmrr76aoYOHYqPjw+zZ89u89/75ptvuOaaa3jzzTe56qqrGv1O0zTmzp1LYGAgvXr1Yty4cWzbto0ff/wRo9FI9+7deeqpp1i0aJEckIRoAclfITyT5K4QnklyVwjPJLkrhOeS/BXHi3Sii+Pi2WefpU+fPnz22WesWrUKHx+fNv2dFStW8P333/P5559zySWXHPX75ORkAgMDG36Ojo7GZDJhNBobPZefn9+m1xfidCT5K4RnktwVwjNJ7grhmSR3hfBckr/ieJA50cVxsXv3brKzs9E0jaysrDb/nc6dO9OjRw/mzp2LzWY76vcWi6XRzwaDocnnNE1rcxmEON1I/grhmSR3hfBMkrtCeCbJXSE8l+SvOB6kE10cM5vNxtVXX80VV1zB448/zg033EBeXl6b/lZERAQLFy5k165dXHHFFdjt9uNcWiHE4SR/hfBMkrtCeCbJXSE8k+SuEJ5L8lccL9KJLo7ZAw88QFlZGS+//DL33HMPPXv25IYbbmjz34uKimLhwoVs3bqVq666CofDcRxLK4Q4nOSvEJ5JclcIzyS5K4RnktwVwnNJ/orjRTrRxTFZtGgRL774Ih988AFBQUEYjUY++OADMjIyeP3119v8d2NiYli4cCGZmZlcffXVOJ3O41hqIQRI/grhqSR3hfBMkrtCeCbJXSE8l+SvOJ4MSinV3oUQp5e9e/eSkpLC2rVrGTBgwEl5zUWLFjFu3DhKSkoICQk5Ka8pxKlI8lcIzyS5K4RnktwVwjNJ7grhuSR/hSsyEl20m1GjRjFq1KgT/jq9e/dm8uTJJ/x1hDidSP4K4Zkkd4XwTJK7QngmyV0hPJfkrziSjEQXJ53D4WDv3r0AeHt706lTpxP6ellZWQ2LPaSmpmI0yrUjIdpK8lcIzyS5K4RnktwVwjNJ7grhuSR/hSvSiS6EEEIIIYQQQgghhBBCuCCXN4QQQgghhBBCCCGEEEIIF6QTXQghhBBCCCGEEEIIIYRwQTrRhRBCCCGEEEIIIYQQQggXpBNdCCGEEEIIIYQQQgghhHBBOtGFEEIIIYQQQgghhBBCCBekE10IIYQQQgghhBBCCCGEcEE60YUQQgghhBBCCCGEEEIIF6QTXQghhBBCCCGEEEIIIYRwQTrRhRBCCCGEEEIIIYQQQggX/h+O8LV/XX4gowAAAABJRU5ErkJggg==", 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" ] @@ -369,7 +369,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -410,7 +410,7 @@ ], "metadata": { "kernelspec": { - "display_name": "parcels-dev", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -424,7 +424,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.15" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_periodic_boundaries.ipynb b/docs/examples/tutorial_periodic_boundaries.ipynb index 9ea4857c9b..556a71cf62 100644 --- a/docs/examples/tutorial_periodic_boundaries.ipynb +++ b/docs/examples/tutorial_periodic_boundaries.ipynb @@ -146,7 +146,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -154,7 +154,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in PeriodicParticle.zarr.\n", - "100%|██████████| 86400.0/86400.0 [00:00<00:00, 202338.06it/s]\n" + "100%|██████████| 86400.0/86400.0 [00:01<00:00, 51326.74it/s]\n" ] } ], @@ -192,7 +192,7 @@ "outputs": [ { "data": { - "image/png": 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", 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amv/j4KGfQUfhp2lT7yM396pe28uyjCy78fns+HyOjueu1w2NH1FT8xKBIiIS2VmXYzItCJQXkWUChUYCzyHvI6xradlNfcN/gn3l5FxJWuoZKBQ6FAotCqUOpUKLQqFDqdR1LNehVGqRJE1I8sfBHqdAIIhtRK3DKDJSRaUFgnjD6azF7jiBQV+MTpfTb3tZ9uP12nC7rXg8Ftrtxzl06GeEVmyTSE1dAcjdRFSXkPL7Hcjy0Ot/jhxSUIBJkgq3uyFsfW7O1ej1eajUJtQqI2q1CbXahEoVeFYqDSFirTuD/ewFgvGIqHUoEAjillALjURB/rUkJc/C47HicTfh9lg7Xls6XlvweJqh34JTMhbLpwMagySpUSoNKJV6lEoDsuzH4TgR1i45eT5aTVpHDRIJCUW32idSoISIpOgoJSKBBC5XI1brhrC+EhKmoVRq8fud+HxO/H4nfr87+L7r+GT8fgd+v6PX46ypfanf41OrjajVKai6CTGX04zFupFOS1tJ8ffJz/8manUKkiQiRwSCkUBYtKKIsGgJxhIDsYTIsozP14bTWYvLZcblMuN0mXF1vLc7KnE4yoc8BpUqCbU6BaUykba2Az3WSkwouQOdLjsoohRKAyqlAaXSgEKpR6noWK5Qhx3bxk1nECrmFJy2/NNBW32G0lfArenB73cFRZjP78TpqGL3nhvpabnLzb0GZB8ebzMeT+Dh9djweK34/e5BjRcCwkyryUCrzUKjzUKrzUSrzUaryUSrzep4ZKJSJYUdq7COCcYiwqIlEAhGlJ5WqPz8b5KQMDkooJwdosrlMuPz2Qfdf1LiTAyGYtSaFNTqNDTqFNQdD40mreO1CYWiKzFvNGOXdLocpk29L6y/oYiHofQlSRKSpEGh0ISImcSEyUybev+Aj1OWZfx+Z1B8ebwdAsxjpaVlLzW1L/eynQenqwanq6bPY1MqE9BqM9FoMvH7XbS07CZoHSu5jaLCG1AqDX32IRCMd4RFK4oIi5ZgtBmsxcHns+NwVOJwVuFwVOBwVNLedhRr86ZB7VelMqHTZQesItpsdNpstNocJEnNgYN3EmqhGZrlCALH53CcRK8viopFJZr9xVpfvVnali1dj0KhxOWqw+WqDwhmd33H+8Ayt7sOr7d1QPtRq9PQ6/PR6fLR6wvQ6fLQ6wo6luWiUGgjjk1YxgSxhLBoCQSCfolk8cnJ+TIuV11ATDkqcTgrcToqA6LKWYnb3Tjg/pOT55OUNL1DRGWj1WUHXyuV+l63k2VXVCxHELAeRfOPOZr9xVpfvVnaDIaCjvW5fW7v9bbj7hBgFstGTpx8MmI7j6cJj6epw9rVEwmtNisgwnT56PT5uJy11JpfIyC+xaxKwdhHWLSiiLBoCUYDv9+DzbaLnbtWE2o5AlADnj63V6mS0OsL0esK0esLUKqSKSv7LdGyQkH0LVGCgTOc1rEli99Blj04HFUBEe+swuGoCj73HuAfSkrK6SQllqI3FGPQF2MwFKPVZouAfcGIISxaAsEYpz9Xiiz7A8Hl9nLs9hPYHeXB105nZR9pDDxIkqqbOyfw0OkDokqvK0CtNoZtpdWkRc0KBdG3RAkGznBaxxITpwCQlDQjbBtZlvF4mrpEmKOaZtt2mpr+G9bWat0QNnNTodCh1xdi6BBf3UWYRpOJJEnCBSmIC4RFK4oIi5ZgKPR0+RUV3ojBUBIQUo4T2O3lOBwn8ftdvfYhSTpk2dljqYIF8/8Po3E2kqQc9LiEFUrQk1M9J3qzjJWU3IbHY8HhONlx81CFLHt77Ueh0KNWG3G5zB1LJIqKvkNR4Y0RbxwEgv4Yzv9vIbSiiBBagoHg87lwdAgoW8sXVFT8ZUDbSZI6/A7fUILBUIJWk0Vt7Ssio7gg5hnI7FG/34PTWY3dcQKH/UTHDccJHPaTOJxV9JVjTa1OJcEwMfDbSJgQfK3TFaBQRHbiCMuYQAitOEEIrfFJpIu0LMu4PU3Y28uw24/Tbi/Dbi/D3l7W7x8FQFLSLIzJcwOiylCCXl+MTpfX6x9F97EIK5Qg1jmV89Tvd2M2v83BQ3cParvOG5UEwwQMnY+EElpa9nL06H2IG5TxjYjREghilKrqf3L48C/ozDdlTJ6HjB+7vQyvt6XX7VSqJAyGCWi1OTQEa+R1omD2rKeGnNNJCCxBrHMq56lCoSE1dRmgoKcLcumSf+Pz2TviF8totx/veF2O3+/Ebj+O3X68j979HDz0U0CBybQQnS6/35sbgaA/xBkkEAwAj6c5cNFu77x4l9HWdhins6pbKxlby85u7yV0unwSEiZg6HBfBNwYE9Bo0oO16SK5UoRYEgh6p7fg/ISEiQAkJ88KaS/L/oDludOybC+n3X6ctraDeDzWHr3LHDx0DwCSpMFgKMJgmBiwhCVMDFrEVKrEsHEJF6QgEsJ1GEWE6zC+6HlRlGUfDkdV151we5fLz+OxDLjf4uJbycq8AL2+GKUyPFljb2MRLj+BYHAMT3C+hMEwEaezss8JKFptdkeMZEB8OZxVVFY+h3BBxiciRitOEEIrfghYkX5Kp8tOo8nC47Eiy73XjdNqcwIWqY4AW5XKxP4DPyQa9fIEAsHo0FtwfsAKVtMVYxm88To+wES/EgX515GcPJuEhIBFW5Qril3GhdB64IEH+OlPf8ptt93Go48+CgQCitesWcOf//xnrFYrS5Ys4YknnmDGjK6cLS6Xi7vuuosXX3wRh8PBueeey5NPPkl+fn6wjdVq5dZbb+XNN98EYNWqVTz22GOYTKZgm4qKCm655RbWr1+PXq9n9erVPPLII2g0XbXW+kMIrfgg8l1sAIVC23GXOiHo5uvrIhnN+nsCgWB0GKxlzOOxdbN8l2Ft3kZLSNhAZAJWsK6ZkJ3Xl+7JWYX7cXQY88Hw27Zt489//jOzZ88OWf7QQw/xu9/9jueee44pU6bwm9/8hvPOO4/Dhw+TlBQoxHr77bfz1ltv8dJLL5GWlsadd97JJZdcwo4dO1AqA7mDVq9eTVVVFf/+978BuOmmm/jmN7/JW2+9BYDP5+Piiy8mIyODDRs20NTUxLXXXossyzz22GMj+EkIRgK74wSRRNaM6b8nK+viQeWcys29itTUFcLtJxDEMYMNzlerjRiN8zAa5wG9uyAzMy8KJhr2eCzBQuxWa2gtUYVCh8FQgiSpaG3dR2fh7smT76Ww4NpTPj7B6DLqFq22tjbmz5/Pk08+yW9+8xvmzp3Lo48+iizL5Obmcvvtt3PPPYHARJfLRVZWFmvXruXmm2/GZrORkZHBCy+8wNVXXw1ATU0NBQUFvPvuu6xcuZKDBw8yffp0Nm/ezJIlSwDYvHkzy5Yt49ChQ5SWlvLee+9xySWXUFlZSW5uoP7XSy+9xHXXXUd9fX2v6tblcuFydfnwW1paKCgoEBatGKe3pInC5ScQCIZKf9Ztj8fa4YIsDwblt9vLcDgqkOXey2SpVKbAhBp9CQZDMfqO3HkGfVGvNUaFVWzwjGmL1i233MLFF1/Ml770JX7zm98El5eXl2M2mzn//PODy7RaLWeeeSabNm3i5ptvZseOHXg8npA2ubm5zJw5k02bNrFy5Uo+//xzjEZjUGQBLF26FKPRyKZNmygtLeXzzz9n5syZQZEFsHLlSlwuFzt27ODss8+OOPYHHniANWvWRPPjEIwAvc1YEhckgUAwVPqzbqvVKZiMCzAZF4Qs9/u9OJ2V1Ne/x/Gy34b16/U2Y7PtxGYLd01qtdkdZYlKggmM21oPUlb+B0Q4Q+wwqkLrpZdeYufOnWzbti1sndkcKK2QlZUVsjwrK4uTJ08G22g0GlJSUsLadG5vNpvJzMwM6z8zMzOkTc/9pKSkoNFogm0i8ZOf/IQ77rgj+L7ToiWIfYTLTyAQRJuh5AdTKFQYDCVkZ1/B8bLf09PSPnfO/+L1tnWU5CrHbj+J3V6O19vc5Yps3txL74G8YA5nJUlJMwMVJfQFAwrKF1ax6DFqQquyspLbbruN999/H51O12u7zlxDnciyHLasJz3bRGo/lDY90Wq1aLUDm74/VonnH6NI7ikQCGKF3iztaWlnRmzv8VgDBea7FZlvbTmAw3miR0uZEyeeDFmi0WSg1xdh0Bei1xei1xehNwTeq1QmUc4ryoya0NqxYwf19fUsWNBlRvX5fHz66ac8/vjjHD58GAhYm3Jyuv4M6+vrg9an7Oxs3G43Vqs1xKpVX1/P8uXLg23q6urC9t/Q0BDSz5YtW0LWW61WPB5PmKVLEMDnc1BR8VfKyh8lELgpfowCgUBwKgzG0q5Wp2A0pgQD8qH3oPz0tHNwuxuwO07i9dpwuxtwuxuw2baH9atUJuDztXdb4ufgoZ+h1xdjNM5BoRjfxoWhMGpC69xzz2Xv3r0hy66//nqmTp3KPffcw4QJE8jOzuaDDz5g3rzAieR2u/nkk09Yu3YtAAsWLECtVvPBBx9w1VWBP/ja2lr27dvHQw89BMCyZcuw2Wxs3bqVxYsXA7BlyxZsNltQjC1btoz77ruP2traoKh7//330Wq1IUJwLNKbRcrvd+N01uB0VuNwVOJwVuF0VOJwVuN0VkbIIxP4MaamrhBWIoFAIBgip2Jp780qFhqUb8PhOInDUYG947nz4XKZe4isTvzs3PU1QEKrzUKny0OvK0Cn73zOR6/LR6vNCZYsimdvR7QZ9VmH3TnrrLOCsw4B1q5dywMPPMCzzz7L5MmTuf/++/n4449D0jt897vf5e233+a5554jNTWVu+66i6amppD0DhdeeCE1NTU8/fTTQCC9Q1FRUUh6h7lz55KVlcXDDz+MxWLhuuuu4/LLLx9Ueod4yqPl93uoqHiG42UP0zmVODl5LgpJhcNZhctVR3+FjyMxf94/SElZGu3hCgQCgWCADDVjvs/npNm2gy++uJbQ+qsgSTpk2dnn9pKk7MgJpsHhKO9cSmHhDeTlrkany45Zi9iYnnXYFz/60Y9wOBx873vfCyYsff/994MiC+D3v/89KpWKq666Kpiw9LnnnguKLIB//OMf3HrrrcHZiatWreLxxx8Prlcqlbzzzjt873vf47TTTgtJWBrL9HbHIMsyXm9zh0Wq4+HqfF2Ly1mDy93TnSrT0rIrZIlCoUOny0evzw+7e1FIGrZsvZiegZt6fdGwHa9AIBAI+meoVjGlUkda6mlMm3p/mFUsJ+ereDyWDu9GVTcvRxVOZxUORzWy7MbprO7Rq0xFxf9SUfG/AGg06ei0uWh1ueg6H9rcjjHnolanBWOjx4pVLKYsWvHOSFq0QnO2RPKrDw2TaSnG5Dno9Plo1GnQcy5At7PFYtlIdc2LdP4Y83K/Rmrq8l77lunrVOtjXb+naO/r+9znkE/9vrcb+j6Huq6/ffa95fDsc2j99n2O9MOw7LOf8Yjj7Gef0e+z/30Ox+/vFNae0j6H45o5sO/L623D67WhUhm7FdDuY1vZh9vdQGvrAdrbj/Sx/6Ew/DHA46IEz1hgpIRWXyVkBAKBQCAYewxvUulx6zoURKa3EjKdqNUpaLWdvvDe01N43E04nBXB93pdIRpNWuBNnyk0hrZO6mu7Ie+vb4Zjn332OeT99dVjP9uNge9q6Pvrb5/DcYxDG8twfaZDPx/77jX6+xuuY+xrw1g6/4f6mfbTbQz9xjv7bGs7jMW6kc7439SU00hMLO13f36/B5erjva2I9gdZT0a+XE4TsalC1EIrTjEoC8GFESjhMxQgyYFAoFAIOiNU/lv6a1MWrzGACtGewCCwdM5hbfr6xt6CRmdLoeUlKVCZAnGLTabjfLycmw2W0z2JxDEI6fy3xLN/7hYQMRoRZGRTu8grFGC8YjNZsNisZCamorRaDylvnbu3Mlbb70VrAJx6aWXMn/+/JjpL5rHKhDEGyP5HyeC4eOEeMqjJRDEI/0JGa/Xi8vlGtCjtbWVgwcPhu0jNzc3JD0MBFKm9KTnMq/XG7EKxaxZs0hMTAyW7NJoNCHPPV+rVKoBHatAIIgeQmjFCUJoCQSRGYplxu/3Y7fbaWlpobW1lfr6ej766KOwdkajEY/Hg8vlwufzRXvoI45CoUCj0eB0hieHPP3008nIyCAxMZGkpCSSkpLQ6XT91n/tRFjIBILIiFmHAoEgbulpmbnkkkuYMWNGUEB1f3Rf1tbWht/ffwqTSLFQarU6aCHq7SHLMhs2bAjZTpIkLr74YgwGQ0Tx0tcyu93OunXrwtYvXboUSZJwu924XK7gc/fXbrcbj8cDBARmJJEFhI0XQKVSBUVXUlJSiAjr/ti/fz9vv/22sJAJBCOMEFoCgSDqOBwOmpqaqKqq4t///ndwuSzLvPXWW8HyVwOhUzjodDrKy8tD1kmSxFVXXUVqamqIG66n6683UlNTo+qe6zy+ofTn8/lwu9243W6ampp44YUXwtyT06ZNC7o9W1tbcTqdeL1erFYrVqt1UON88803kWWZ/Px8UlJS0Gg0gzpWgUAwMITrMIoI16FgLNGfm8lut2OxWLBYLDQ1NQVfWywWHA5Hv/3rdLqgtSU5OTmiFSYxMTFENA1H3FK03WnR6m8gx+rxeGhrawuzDHZaBLsLsv5ISkoiNTU17JGSkoJOpxu24xQIYgERoxUnCKElGCv0/JOfO3cuycnJIaKqvz/vTgFVXR1a+0ySJG655RbS09OHNLbx9AcfrWNtamri8ccfD7OQZWVlYbPZ+v0uExISQoRXS0sLu3btEm5IwZhBCK04QQgtQbxit9upr6+nvr6eqqoq9uzZM6DtOq0gaWlpYZaQTleUmD0XG/T1PXS3Tlqt1hDrZHv7wGqozp8/n4KCAjIyMsjIyECr1Q7n4QgEUUUIrThBCC3BaNOfBcTpdNLQ0BAUVfX19TQ0NNDW1tZv35MnT6aoqCgoqgYT1zOerFCxzFC+B6fTGSK+Tp48ybFjx/rdzmQykZGRQWZmZvA5PT097JwR54YgFhBCK04QQkswmvS0WKxYsYLU1NQQQdVXtnKTyURmZibJycls3749ZJ0kSdx+++3ij1CAzWbj0UcfDXFDSpLEnDlzsNls1NfX92kFS0lJITMzk8zMTNrb24ULUhATCKEVJwihJRhpZFmmpaWFsrKyiKkFIpGUlBT8o+tuceju6hHuPkFf9Hd+dLqiu1tPGxoasNvt/fa9YsUKiouLyc7OJiEhYTgPQyAIIoRWnCCElmA48fl8NDQ0YDabg4+6uro+Z/hlZWVRVFQUIqr0ev2A9idcOoK+GMr50dbWFhRdx48f58iRI322T0pKIisri+zs7OAjNTUVhSK8TK84XwWngkhYKhCMcXr+STgcDurq6kJEVUNDQ8TM5wqFgtTUVBobG0OWS5LE6tWrh/ynYzQaxR+WoFeGcn4kJiaSmJjIhAkTmDp1KkePHg2bCTl58uTgzNbO9BTdY8LUajVZWVkhAqy2tpb33ntPWGAFMYkQWgLBKCLLMhs3buTDDz8MLtPr9b1aqbRabcjdfXZ2NhkZGahUqojuHCGUBLGK0Wjk0ksv7dUF6XK5qK+vD7PgejweqqqqqKqqithvZ9LYnJwccnKGtxCxQDAQhOswigjXoaAv/H4/FouF2tpazGYztbW11NTU9JrDyGg0hokqk8nUZ1074T4RxBuDOWf9fj9NTU0h1t6qqqpef0NJSUnk5OSQnZ0dFF5Go3HAtSEF4wcRoxUnCKE1Pon0R+H1eoPxVLW1tdTW1lJXV4fb7R5Qn1/72tcoLS0dzmELBGOCSLMg+0Kv1weFV+dzWlpaMO5L3KyMT0SMlkAQo3R31wEUFhbi8Xior6+PGE+lUqnIysoK3l0nJiby0ksvhU2Vz87OHrFjEAjimd5ckDNmzKCuri54o2M2m6mvr8fhcFBeXh5SN7Mz7kulUnHixAkAEesliBrCohVFhEVr7NPe3h60UlVWVnL48OFe22q12qCg6n7n3LPgsUilIBCcOgOxRHm93mDcV3dLs8fj6bXf6dOnU1hYGHTfR6r7KIh/hOswThBCK77o68IsyzLNzc3BO+HOC3Nra2u//Z511lnMmTOn33iqgY5FIBAMH51xX3v27OGzzz7rt31KSkqY6zEpKSmkjfg9xx/CdSgQRJmeVqQzzjiDlJSUoKAym824XK6I26amppKdnU1KSgobN24MWSdJEvPmzRv0xVWkUhAIRgeFQkFGRgYLFy5kw4YNYW78JUuWYLVaqa2tpaWlBavVitVq5eDBg8F2CQkJQdHlcDjYuXOnsFALggihJRh32Gy2kLgqWZb55JNPwtopFAoyMzODd66dj+4Z1NPS0kRKBYFgDNBfugkIZLzvfjNWW1tLU1MT7e3tHD9+nOPHj4f0Kcsyb775Jm1tbRQXF5OVlSWKbY9DhOswigjXYXxQXl7O888/H7Y8KysrWPojJyeH9PR0VKr+70WEm0AgGDsM9vfsdrupr6+ntraWo0eP9pvtPiUlJZhstTPxqslkEtnuRxnhOhQIokhqaiqSJIW5CIaaRV24/QSCscNgf88ajYb8/Hzy8/OZMmVKxGz3xcXFNDU10draGnQ9Hjp0KKSP7tnus7KyRLb7MYQQWoJxR28uAiGWBALBqdCf+7G9vZ26urrgo7O0ltvtprKyksrKyoj9dma7NxqNFBUVDcjSLogdhOswigjXYXwhzPICgWA4GMy1xefz0dTUFCwxVFdX12e2+87appmZmcFHRkYGqampYaljxDVu4Ij0DnGCEFoCgUAgOFV6y3av0Wh6rS6hVCpJT08nIyODzMxMWltb2b59u3A9DpCYEloul4utW7dy4sQJ7HY7GRkZzJs3j5KSkqgOLB4Zz0JL3DkJBAJB9IiUyHjevHm0tLTQ0NBAfX198NHQ0NBn0tVOli5dSl5eHunp6aSlpaHRaEbgSOKDmBBamzZt4rHHHuONN97A7XZjMpnQ6/VYLBZcLhcTJkzgpptu4jvf+U5Y8rbxwngVWiKzuUAgEESfgd7A+v1+bDZbUHSVlZVRVlbWb/9Go5G0tDTS09NDHklJScFky+PlJnrUhdZll13Gtm3bWL16NatWrWLhwoUYDIbg+rKyMj777DNefPFFdu/ezd/+9jfOO++8qA40HhhPQsvlcmGxWKiqquKdd94JWSdJErfffvuY/lEKBAJBrNKb63HmzJm0tLTQ2NiI3W7vdXuNRkN6ejoKhYKqqiogcF2/4IILWLJkybCOfbQYdaH1xBNPcOONNw7IzLh//35qamqE0IojodXbHYvb7cZisWCxWGhqagp53dbW1mef1157rXAnCwQCwSjRn6fBbrfT2NgYfDQ1NdHY2IjFYgkTaN3R6/Wkp6eTkpJCampqyKO7AaaTeLGIjbrQEgyMeBRaW7duDeZqASgsLEShUARzvvSFXq/HaDRiNptDlguLliDe8NpceBsdqNL1qIzRydw9HH0KBINhKCLH6/VitVrZv38/H3/88aD2p9PpQoRXS0sLu3fvjouwkpgVWm1tbfj9/pBl8SIwhoPRElp9/Zi8Xi82mw2r1Upzc3PIs8Vi6XUKcSd6vT74o0lLSwt51uv1gIjREow8QxUxsteP3+ENPOwe/HYvjgNN2LfXBdvopqeiKUgCJOioCR4IV+l6H3zusUzqaOyqaMHxRUNwedLZhSQsykKRoEZSKwZcbDwaxywQDIVI7sfOxM7dvR2dj/5uzDspLi4mIyMDk8kU8jAYDL3+LkbCKhZTQqu8vJzvf//7fPzxxyF/0p1/sj6fL6oDjCdGQ2h1FzkAU6ZMQa/XBwVVS0vLoPucP38+EydOJC0tLSim+qO1tZXm5mZMJtOQJkMM5Y8nWozmvkd7//F47PZd9TS/XQYyIEHi0hw0BUn47V78Ti9yp5ByePA7fIHXTi9+hw/Z3XV9GrUjVylQ6lUoEtQoDGoUemXg2aDuWK5C0qs71itR6NU49zXS/FbXMZsunYhhfuaQhxCP3/tY2Pdo73+w+961axfvvPNO8P/94osvZt68eRHbejye4A28xWLh5MmTHDt2bMD7UqlUYeLLZDJRV1cXLPY9nDfyMSW0li9fDsBtt91GVlZW2Bd35plnRm90ccZIC63eAh4FAoFAIBiLDFdoSkzVOtyzZw87duygtLQ0qgMRDJ7eghYVioG7Jvx+f5hpOFJx0/4YbbE32vuPlTEIBALBWEaWZSwWS1zFAA9aaC1atIjKykohtGKA3ooj33bbbYM6CeNlVohg+ImGWOzZR9uGamzvlQfcXoAq0wB+Ga/VCb7w/XVfokjUoErVoUrTokrVodCraH6nPLSRBNk/WhSMWxrsMdi312F942jQLZdy+WQMC7MG1UdP2rebsb5xrFufkzAsGHyfsizjbbRT/8cvQo8ZUOcn4rO58LdGTlQpd2wg6VSo0nSoUvWBzzFNj6fBQdtnVV3ju2xo4+tv7KONGMPo77+lpQWr1UpKSsqgw0paW1v505/+FPYfl5qaGu1hDiuDdh0eP36c73znO3zjG99g5syZqNXqkPWzZ8+O6gDjidGO0RKB6ILRRPbLeJsceGra8dS24a5px13Vimz39r6RQkKVokWZpu8QVJ2CQIcyVYdCowzbpH2bGetr3YTRlZNJWJR9SmOP9VmHfR2z3+3D2+TE1+TA2+TA2+jseHbga4lcriUSpssnopuUgjJVh6QY3TgmgaCTkfqPi6kYrc2bN7N69WpOnDjR1UmHVUUEw8ferEOBYKj0JRRkjw+P2Y67pg1PbTuemjY85nZkt7+X3kJJvqgYw8wMlEYtklLMwBsIQzlmv9uHz+LE2+jA2xQQYO7KVjy17b1uI2mVqHMS0OQmos5LRJ2biDpTj6QcfEiBQBANxt2sw+nTpzNt2jR+9KMfRQyGLyoqiuoA44l4zKMlEESipwUl8bRclMnagLCqacfbYA9zZQFIagXq7ATUuQmocxJRJKuxvHAw3NX348XjRiDFGl6bC/ODW8O+P1W2AW+jA7wRvliVhDq7Q3zlJgTEV3ZC0OI4HoWvYGwRU0IrISGB3bt3M2nSpKgOZCwghJYg3vG7vDgOWbC+eLjftooEdfBPV5MTeFal68PcTsPh6hOcGr19J7LPj7fBgbu6DU9NwP3rqWlDdkXwVEigyjCg0CpwV7YFl4nvVxCPxNSsw3POOUcILYFgDCDLMt4mJ+6TLbgrWnBXtOIxt0e0VAFoSpLRTUlBnZOIJjcBRZJmQLNbExZlo52SIiweMURv34mk7LBIZidAR3C87JfxWZ0Ba2Z1e4dVsw1/mwdvfY96eTJYXz2K60QLuikmNEXJAffwKOeuEghGk0ELrUsvvZQf/vCH7N27l1mzZoUFw69atSpqgxMIBNHD7/bhrmzFXdEaEFeVLfjbwwPVFcka/D2DqCVIvWbqkEWSyqgVAivGGOh3IikkVGl6VGl6mJUBBES6v9VN+456Wv5zImwb+4467DsC2fYVyRq0RcloCpPRFCWhyU1EUol4L8H4YdCuw75yLIlgeOE6FIwuwViZNB34ZFydoqqiJWCt6hmrrpLQ5CWhKUxCU5iMtigJZbJWuPsEAyJivJcEhvlZeOoCbsdez7miwPmmKUxGmaQJ6VNYPwUjTUy5DnvWNhQIBKOP7PVj+/AkbR9X9dlOadQELAv9WBeEu08wEFRGLSlXTu4z9YSnqg1XRUtA8J9swW/3Bl93RHahTNWhLUpGlmUcuxuEwBeMKU6pqLQgFGHREowUfrcPd0ULrvIW3OU2XBUtEWeLqXMS0E4woilKRlOULASTYFgYqBUqkIDVEXRfu062BOK8+vgXSv3GVPRT04S7UTCsjLpF66WXXuKaa64ZUIeVlZVUVFRw2mmnndLABAJBF367B9eJFlwnAsLKXd0G/v7vkYyXTEA30TT8AxSMawYc7yVJqDMMqDMMJHQE2/udXtwVrbTvqsexqz5sG8vfD4FKgbYwCU1xMtqSwI1DpGS2AkEsMiCh9dRTT/HLX/6S66+/nlWrVjFt2rSQ9TabjY0bN/L3v/+dDz/8kL/+9a/DMliBYKzS0yLga3HhKm/BdcKGu9yGpy78rl9p1KApMaItNqJK19H4131hsTKqdP2IHodAMFgUOhW6KSmosgw4vqgPO88lvRLZ4cNVZsNVZqOVSlBIaPIS0ZQkoy02oi1ORmEInZglYr0EscKAXYdvv/02jz32GB9++CEJCQlkZWWh0+mwWq2YzWYyMjK4/vrruf3228nMzBzuccckwnUoGAptW2tpfv1Y8A9GSlAhR5gNqMrQoy02Bv9clCmh0+ZFALsg3ol0DhsWZuFtcOAqt+E+0YKrzIbP5grdUAJ1liFw41FixNfs6qqvKX4LggEQUwlLm5qa2LBhAydOnMDhcJCens68efOYN29enzMSxwNCaAkGguyX8dbbcZ2w4TxsxXnQErGdOjehQ1gF7ti7z8zqDXEXL4h3BnIOe63OoBvdVW7D2+Dou1MJsu9ZhMqkG4YRC8YCMSW0BL0jhJYgErJPxlPbhqvcFgheP2HD31ehZSDt2unop6WN0AgFgvjG1+oOCi/HYQu+JmdYG4VBhXZyCtqSQJyXKsMgimcLgox6MLxAIIhMpLtv2ePHXdWK60SnsGpBdofml5PUCjRFyaizDbRtrAmLrVLnJo7gUQgE8Y0ySYNhVjqGWekk2vIj1nL02704djcE0kcQEF6aYmNQeKlzEsMKnAsLsSAaCKElEAyRnvEk2tIUZFcg+3rPVAuSThkI2i0JxFhp8hKRlAFXuzorISwuRVzUBYKhESm3l3HVRNSZhoCr8URXPi/ngSacB5oAkDRKNEVJaDvivDx1dprXHRNxXoJTRrgOo4hwHY4PfC1uHAcbaX79eK9tFInqwAW7OBlNiRF1dkKfbgpx5ywQRJe+flOyz4+7ug13eUvApX+iBdnZtzsfCbJ/vFj8PscoIkYrThBCa+wRDFw/GXABuk624LOEx390krgij4TF2ajS9aKQrkAQJ8h+GU+dPRhc7zxqRXaGl5NTpGjRT04J5PMqSkaZqhO/8zFCTMZoud1uysvLmThxIiqV8EAK4o/I8VU+3JVtuE52TCU/2Rp+pysFUi146x1hyxNPzxN3vAJBnCEpJDQ5CWhyEkhcnou32Yl57bbwOC+ri/atZtq3mgFQJKkDBbOLAtZrdW5CMCSgE2GtFgxaIdntdn7wgx/w/PPPA3DkyBEmTJjArbfeSm5uLj/+8Y+jPkiBINqExFcB2skmZKcPd00b+HrEV6kVgaLLRYH8VZrCJBQ6VcScP+JCKhDEPyqTLjzO66ISVCm6gHX7ZAvu6jb8rR4c+5pw7OuI81IrUOcnBUIGipLxNjmwvV0m4rzGOYMWWj/5yU/YvXs3H3/8MRdccEFw+Ze+9CV+8YtfCKEliHm8NleIyAJwHW0OvlYkaYIXSm1xMuqc8LtUEIWXBYKxTG+/b/3MdKDD+l3VFgwrcFd0FMwuD1RzCEMG62tH0U4yoUoR+bzGE4MWWm+88QYvv/wyS5cuDfFNT58+nePHew8OFghiBW+jI2IR28Sz8klclD2ouIuB1ngTCATxR1+/b0mtDM5QhI54zkZHoGzWiRacx6z4WzyhG8lg/u2OQN3Ggq6HUlxDxjSDFloNDQ0RS+y0t7eLoEBBXKBK14NEWO6qxGW5QjSNY1qbGrHW1pCSk0tSWnrM9imITSSFhDrTgDrTAItz8NpcEfN54fUH6zZ2okzWoClIQt0pvvITUWi7/p5FnFd8M2ihtWjRIt555x1+8IMfAATF1V/+8heWLVsW3dEJBMNApDw7Ir5qfLN3/ft88OfHkGUZSZI476YfMOuc82OuT0H8EOk6Y7piEtrCZNyVrcGHx9weSBmzvwnH/kCsFxKoMg1oCpKQfXJXsW0R5xWXDDq9w6ZNm7jgggv4+te/znPPPcfNN9/M/v37+fzzz/nkk09YsGDBcI015hHpHeILcZcYvwzGUuTzerG3NGNvbqbdZqW92drtdTMtDfWYjx0O206t06FQKpEUShQKBVLHQ9H9Wep6Tbd1fp+P+vIeoRSSxIprriWjuISktHSS0jLQGgzR/FgEMUh/1xm/24enqg13VZf48jW7IvTURfIFxegmmlBnG5DUyuEa+rgi5vJo7d27l0ceeYQdO3bg9/uZP38+99xzD7NmzRpUP0899RRPPfUUJ06cAGDGjBn8/Oc/58ILLwRAlmXWrFnDn//8Z6xWK0uWLOGJJ55gxowZwT5cLhd33XUXL774Ig6Hg3PPPZcnn3yS/Pz8YBur1cqtt97Km2++CcCqVat47LHHMJlMwTYVFRXccsstrF+/Hr1ez+rVq3nkkUfQaPov5NuJEFoCwfDT01I076LLyCqeQHuzlXZbM/bmgJhqb7ZitzXjaG0Z7SH3ikZvCIiu9AyS0zKCrwNCLCDGVBGuQcIlObbxtbhxV7Vi39OA44uG3hsqQJVhQJObiDo3EU1eAurcRBS6UGeVuKnsn5gTWtHirbfeQqlUMmnSJACef/55Hn74YXbt2sWMGTNYu3Yt9913H8899xxTpkzhN7/5DZ9++imHDx8mKSkJgO9+97u89dZbPPfcc6SlpXHnnXdisVjYsWMHSmVA6V944YVUVVXx5z//GYCbbrqJ4uJi3nrrLQB8Ph9z584lIyOD3/72tzQ1NXHttddy5ZVX8thjjw34eITQEgiij8veTsPJchpOllN96CCHP/900H1ICgUGo4kEYwoGU+A5wWTCYExBoVSy/rmnodulUJIUXPWL+9EnG5H9fmS/H7/fD7KM3+8Lvu++rvtru83KB395IqRPgMKZc3C02GhtasTZ3jagseuTjUHRlZSWTnuzhaNbPwfhkhzz9BbnpSlOxtvgwN/uibidMlWHJi8RdW4CvjYP7ZtqhOuxH2JKaL377rsolUpWrlwZsvw///kPfr8/aI0aKqmpqTz88MN8+9vfJjc3l9tvv5177rkHCFivsrKyWLt2LTfffDM2m42MjAxeeOEFrr76agBqamooKCjg3XffZeXKlRw8eJDp06ezefNmlixZAsDmzZtZtmwZhw4dorS0lPfee49LLrmEyspKcnNzAXjppZe47rrrqK+vH/CHPp6FlrhjEpwqsizT0lBH/clyGk6UBcWVrb6u320zSyaSll8YEFOmFBJMKSGv9YlJSIrwFB2d7F3/Ph/85XFkvx9JoeC8G78fnRitPvp0Ox20NjbS2tRAa1PguaWx83XgvdfVtwupk1nnnE/BjNlkTZhMSnZOn8cqiC8i5etLWJSNLMv4W9y4q9vw1LThrmnHU9PWr9sRwHhhMdoJJlSZBhRa4XqEGMsM/+Mf/5gHH3wwbLksy/z4xz8estDy+Xy88sortLe3s2zZMsrLyzGbzZx/fteFSavVcuaZZ7Jp0yZuvvlmduzYgcfjCWmTm5vLzJkz2bRpEytXruTzzz/HaDQGRRbA0qVLMRqNbNq0idLSUj7//HNmzpwZFFkAK1euxOVysWPHDs4+++yIY3a5XLi6XQhbWmLXRTGc9HYhEAggspvL43bRVFlBw8ly6jtEVWPFCVz29oh9JKVlkFFUTHJmNl/85+1Q65NCweV333tKLrRZ55xP8Zz5NJtrMGVHxx3XX58anZ60/ALS8gsibi/LMs72NlobGwJirLGR6kP7ObQp3KK3d/377F3/fqBfvYGskolkTZxM1oRJZE2YhCkrR8wKj1N6y+clSRJKoxa9UYt+elqwva/dg6e2DU91O44jFtzHw3N62d47EXytTNWhzjJ0PBJQZQVmTkoqkeE+WgxaaB09epTp06eHLZ86dSrHjh0b9AD27t3LsmXLcDqdJCYm8vrrrzN9+nQ2bdoEQFZWVkj7rKwsTp48CYDZbEaj0ZCSkhLWxmw2B9tESkeRmZkZ0qbnflJSUtBoNME2kXjggQdYs2bNII94bOB3evE2BHLG2N4p71rRmZRvSor4MQpC4qlAInvSZDxOJ5bqKmTZH9ZeoVSRVlBIZlEJGUUTyCgqIaOoGH1S1x1mZlFJmKUoGsKoMy4qmpxKn5IkoU9MQp+YRGbxBAAmLlzC4c8/I8QRIUlMP+McrDVVNJwox+2wU3lgL5UH9gabaBMSyCqZRNbEyWR3iK/kjKyg+BIxX7HNYPL1KRPUKCeloJuUgn5uRu+uxyYH/lYPPosTn8WJ86Clq4ECVGl61NkJqLMM+FrdgbJD4mZ6SAxaaBmNRsrKyiguLg5ZfuzYMRISEgY9gNLSUr744guam5t59dVXufbaa/nkk0+C63vehXUGwPZFzzaR2g+lTU9+8pOfcMcddwTft7S0UFAQ+e401olY96/DNO1psOOtd3Q82/E0OPC3uHvvTA4kBRVCa3zistupPrSfY9u3sPejf3dbI2M+diT4Tp+UTEZxQExlFpWQUTyB1Nx8lP3UTh0O61O8kJSWznk3/aBXl6TP68VSXYm57Ch1x49RV3aUhpPluNrbqdi3m4p9u4N96RKTyJowCYVSSfkXO0TM1xikt1Q2nSLJ1+7BW9eOp86Ox9z5bEfuuJH2Njhw7O3RqQzWV4/iqmoNxIGlG1Bl6FEkqvv8vxzPFrFBC61Vq1Zx++238/rrrzNx4kQgILLuvPNOVq1aNegBaDSaYDD8woUL2bZtG3/4wx+CcVlms5mcnJxg+/r6+qD1KTs7G7fbjdVqDbFq1dfXs3z58mCburrwGI+GhoaQfrZs2RKy3mq14vF4wixd3dFqtWi18X/CtG2upXndseBdj6YwKZDluMGB7AqvYN+JIkmDKkWLu6I1dIXUkRRUMC7wOJ1UH9pPxYG9VO7fQ13ZMWR/uLWqkxVfu5bpZ5xDQkrqkN1Zw2F9ihf6EppKlarDCljCrLM7xZeHxsoK6jrFV/kxGk6ewNnWysk9u0L6lmWZ959+DEmhYMqS5Wj0Iv1EvNNXqTBlghrlBBPaCabgMlmW8be68ZjteOracR5txnXEGtavfYsZe7f3klaJKkOPOl2PKsMQ2FeGHlW6HsfuhnEdXjJoofXwww9zwQUXMHXq1GAKhaqqKlasWMEjjzxyygOSZRmXy0VJSQnZ2dl88MEHzJs3DwC3280nn3zC2rVrAViwYAFqtZoPPviAq666CoDa2lr27dvHQw89BMCyZcuw2Wxs3bqVxYsXA7BlyxZsNltQjC1btoz77ruP2traoKh7//330Wq1cZMXrN9cLS4v3iZnx8OBz+LE2+jA0xhunQoRTlLAhKzK0KPKNKDOMKDK1KPOMKDQB04fUVx5fOFxu6g9cojK/Xuo2L8X87HD+H2hgtyUlUP2xMkc+vyzsHiqaSvOJjE1rWe3gkEwGKGpVKkDMVslE+HcwDKvx0NjxQkObviYne+u67GFzH+eepQP/vwY2ZNKKZo1h8JZc8mZVNqvtVEQmwzG9ShJEspkLcpkLbopKehnR3A/SmBYkIWvxY230YHP6kR2BfKBear6mU3bEV6iSNagLUwO/o+MZYaU3kGWZT744AN2796NXq9n9uzZnHHGGYPe+U9/+lMuvPBCCgoKaG1t5aWXXuLBBx/k3//+N+eddx5r167lgQce4Nlnn2Xy5Mncf//9fPzxx2HpHd5++22ee+45UlNTueuuu2hqagpL71BTU8PTTz8NBNI7FBUVhaV3yMrK4uGHH8ZisXDddddx+eWXx0V6h55CJ2FhFkqjNiCqLAFh5W+LPA24N5K+VIhhVjqqNH1YUGQkxrNZeCzSPWZHn2zEfOwwFfv2UHlgD7VHD+PzhJ5PSekZFM6YQ8GMWRTMmE1yegYwPLP5BNGjtamRv9xyPT3/BpLTM2lprA9ZptbpKZg+k6JZcymcNZe0/EIRYD9O6G/Ck+zx47UEXI2eRkeH29GOt9GB3+7ts29Jp0KVpkOVqkOZqkOVEnitStWhNGmD/z/D/R8TU+kdoskNN9zARx99RG1tLUajkdmzZ3PPPfdw3nnnAV0JS59++umQhKUzZ84M9uF0Orn77rv55z//GZKwtHuslMViCUtY+vjjj4clLP3e974XlrB0MK7B0RBavdbTOlV0yh4xbP20D1sv9bN+6Nv213xQ+460vq+D7Xcs/exsOD/HsN0P7XNwtLbQ2tiI3HFSSZLU8UfcdZIplCo0ej0avQGNXo9Spe71c/R7PXjdHlQadaDdQMYzzJ/joM/nQZwT4ev7btD/WE7hsxjAti0N9dSfON5heZTILJmIMSMTj8uJvcVGu82Go6UZn9dL93NAqdZgMBo78pOZUGm0IIHX5cLtdKLR6VD1vH4O4lii/9s6te3DROWgrmnDPJbBbD/YbTve+10+/A4vCr0qpA5jf5cZr83Vd9LVfsaiNAbElrfREVw2HK7HmBNaH330ER999BH19fWBJH7deOaZZ6I2uHhjNISW83gzjX/pGa0oEAgEAsEYRYLsHy+OqmUrpvJorVmzhl/96lcsXLiQnByRm2W0UaXrA7cQPfznGTfNRpnUVbojTE330Ne+Vje+ZhdKkzawXX/yuz993t9qubc3g+/r1McywvsP/zIG3FVf20ZeH7m5LMu0WRqpPXoY87EjNFSe7GXngd/3iq8FavQN+rMYxuMJH+7I7XtAzUfwswhvOrz79nm92OrrsNZUYampClhAQzLrB18x/6JVGDN7WB9G8LPouSDqv7FTvD70P55TuD4N8lj6a34qn0XAIuZBoVP1niQ1wvZemwtnZ7Htbu3iaWb7oIXWn/70J5577jm++c1vDsd4BIOkt+m72hLjoPpRZ4jZRWMdn9dD1YH9lO3cStnObTTX1YasT80rIH/aDPZ89J+wAPaUhUXo01JHesiCGMZIIYUsAsDZ1sauf7/Jplf+Gdbu6Es7SM3NZ8KCxUxcsJjcKdNQKEU2csHA8NpcmA80hRkT4mlm+6CFltvtDs7WE8QGfU3fFYwfIiWdbG+2Uv7FDsp2buXknl24HY5ge4VSRcGMWUyYv4gJ8xZhyg7MuM2eOGVYEoIKxi66xERmnn0+n//rxTALsaRQYOmwfG1/6zV0SclMmLuACQuWUDxnPlqDuMkT9E5vxoR4+p8bdIzWPffcQ2JiIvfee+9wjSluGc+1DgWjS0gGdkli4oLFtDdbMR8/GmKdMhhNAWE1fxFFs+b2mieptalxXCYEFZwakWaZTll6WkDs79hK+a7tIcW0FUoV+dNnMnHBEiYuWIwxs/e8hYLxzbiadXjbbbfxt7/9jdmzZzN79mzUanXI+t/97ndRHWA8IYSWYDSwmmt55vabeo3lyCyZyIT5i5k4fxFZEyaJgsOCYaUvke73+ag5fJBjO7ZQtmMr1trqkPXpBUUdLsYl5EyaQpvVIkoDCUaEmBJavRVYhsCU0/Xr15/yoOIVIbQEI4WzrY3yXds4tn0Lx3dsxecJL4m04JIrWHjx5SI5qCBmsdRUU7ZjC8d3bqX60IGQigIavT7o6halgQTDTUwJLUHvCKElGE5aGus5vn0Lx7ZtpurgvrBs7N2RFApufPwZYQUQxA2OtlZO7NrO8R1bKdu1DY/TGdbmzG98m+lnnosheXCTfQSC/hBCK04QQksQTWRZprHiBMe2bebY9s3Ulx8PWZ+WX8ikRUuZtHAp9SfL+PB/nxQZ2AVjghO7d/Lq/T+PuE6SFOSWTmPSwiVMXLSUlOzcER6dYCwSc0Jr27ZtvPLKK1RUVOB2h7osXnvttagNLt4QQkswFLrPFkwwpVB9aD/HOixXLQ3dCqJLEnml05i4cCmTFi4hJScvrB8RwC4YC0QsDSRJpOUV0lR1MqRt4IZjGZMWLhExiIIhE1MJS1966SW+9a1vcf755/PBBx9w/vnnc/ToUcxmM1dccUVUBycQjHVCZgsCKq0Wr8sVXK9SayicPZdJi5Yycf5iDEZTr30NptCwQBDLJKWlc95NP4hYJ7O7C73ywF6aqipoqqpgy+svk5iaxsQFS5i0cAkFM2cHSz5FSn0iEIwUg7ZozZ49m5tvvplbbrmFpKQkdu/eTUlJCTfffDM5OTmsWbNmuMYa8wiLlmCgtFoaOfDpf9nw4vNh67SGhICwWriE4tnzUet0ozBCgWD06c9K231SSPkXO/A4u/LEafQGSuYuQGMwsG/9+8iyLILqBb0SU67DhIQE9u/fT3FxMenp6fz3v/9l1qxZHDx4kHPOOYfa2tr+OxmjCKEl6A1Zlqk/Ucbx7Vso27mVurJjvbb9yv/7DUWz5o7c4ASCMYDX7aZy/x6ObdvM8R1baG+2RmwnSQpufEJMFBGEElOuw9TUVFpbWwHIy8tj3759zJo1i+bmZux2e1QHJxDEM50X/uM7tnJ851bamhq7VkoSmUUl1J8op3ttCUmhIDU3f+QHK6DN6qS53oEpU09iirAixhsqjYaSeQspmbeQL/m/R+2xI+x6700Obfo0pJ0s+3np5z+idPkKJixYTO7kqaIkkGBYGbTQWrFiBR988AGzZs3iqquu4rbbbmP9+vV88MEHnHvuucMxRoEgZukZ+2FvsVG2cxvHt2/h5J5deFxdU9RVWi3Fs+cxYcFiJsxbRIIpJWImbXGnPfIc2FjDx38/REdifc76xlSmnxad2WxCwI08kkJB7pSpJKWlc/jzz8LKArU01rPtzVfZ9uar6BKTKJm3kAnzF1EydwFaQ8IojVowVhm069BiseB0OsnNzcXv9/PII4+wYcMGJk2axL333ktKSspwjTXmEa7D8UVoILuEMSsbW705JEN7YkpqINP1wiUUzJiNWhNeOkLMFhx5fD4/bRYnLQ1O6itb2Px6WVibifMz0BrUKBQSCmX3hwKp+zJFYFno+8Cy6iNW9n1aHazRdtbqUmasyAsfkGDY6Hkzc9a3/gdDspGyndsilARSkjd1BhMXLGbC/EUhM3tFQP3YJqZitAS9I4TW+MDtdHBk8wb+89QfIq7PLJ7IxIWBMiKZJRORJGmERzh2Gah1SJZl7C1uWhqdtDQ6aG1yYGt00trowNbooN3q6q1i0bCTlpdAekESqTkJpOQkkJpjIClNj0IhzpPhorebGb/PR82Rg4EkqTu2YqmpCtkuJTefCfMXIUkSO95+XQTUj2FiSmgplUpqa2vJzMwMWd7U1ERmZia+PrJVj3WE0BqbdCYOLf9iByd276T60AH8Pm/Etpfcfg+ly1aM8AjHBz3de6dfNZncyaagmGppdNLS5KClwUFrkxOvx99nf0q1guQ0HQajhurDzaErJZh3fiEarRKfT0b2yfh9Mn5/x7PP3+114CH7O5Z3tHO0ummqbh/QsSnVCkxZBlI7hFdAgCWQnKFHqew9L5RwS0YXq7mGsh3bKNu5tc/qC6LywtgjpoSWQqHAbDaHCa2amhomTpyIw+HoZcuxjxBaYwdHWysVe7+g/IsdnNy9kzarJWR9UnoGrY0NIcvExXf4sNS28+KvtnSfN9A/EiSmaElO05OcriM5Xd/tocOQpEHqsCId2FjDx/84hOwHSQFnff3UY7TarE7+9tNN9Mi5yZmrS3G0urHU2rGa27Ga7fh6EYUKpYQpy0BKdqgAM2UaOLzVPGxxZQJw2ds5sXsXez/6Nyf3fhG2PiktncmLl1M0Zx4F02aJNCxxTkwIrT/+8Y8A/PCHP+TXv/41iYmJwXU+n49PP/2UEydOsGvXrqgOMJ4QQiu+CMnInpJCXdkxTnyxk/LdOzAfPYIsd/35qbRaCmfMpnjOfIrnLiAlOzdiILtwJ0QHr9tHbZmN6kNWqg5bqTvRElFkqXVKUrIMQfGUlKbHmK4nKV1HUqoOpWrgWcLbrE5s9Q6MUbQODUTA+f0yrU2OgPCqbcdS2x54NtvxunrxEEiEfR6SAr5133Jh2YoyEbPU90CpUpE3dTpFs+dTNHsemUUlIkN9nBETQqukpASAkydPkp+fj7LbdFiNRkNxcTG/+tWvWLJkSVQHGE8IoRU/9JeRHQKlPYrnLqBkzgLypk5HpdGE9SMC2aODz+en/kQr1YctVB22Yj7egs/bt+tPkuBb98e+sBiqgJP9Mm3Nri7hVduOtdaOpbYdtyOy67pkTjrTT88lrzQFtUakLIgWkQLqE1PTOLl7Fyf27KSloT6kvcFoomjWXIrnBIRXgilFBNPHODEhtDo5++yzee2118b17MLeEEIrPujtDlWj0wctVsVz5ouL4TAi+2Uaq9qoOmyl+rCVmqPNeHpYbxKMGvKnppI/NYW80hQqD1qi7t6LR2RZpqGilVce3N6rK1WpUpA7xUTRjDQKZ6RiyjKISRmnSG83VbIsY62t4eSenZzYs4vKfXtC0roAJKam0WZpAhDB9DFKTAmtnvh8Pvbu3UtRUdG4F19CaMUHFfv28Mqvfxq2XGRkjy7dA7UTTFqa6+xUHQoIq6ojVlztoVYZXYKavFIT+aUBYRVJHAyHey9eCXFLSjDzzDz8fqjY10SrJfSPPjldR+GMNIpmpAWsXVph7RoufF4PNUcOcXLPLk7s3tlrFYg5513IhPmLyZs6XeTuigFiSmjdfvvtzJo1ixtuuAGfz8cZZ5zB559/jsFg4O233+ass86K6gDjCSG04oNIFi0RyB5dus8QBNDolbgdoRYrtVZJ7mRT0GKVnpcYDE4XDIxIwlOWZaxmOxX7mzi5r4maY834vV3nukIlkTvJRNHMNApnpJGS3SVoxSzG6HN06ybe/O39va6XJAUZRSXkT59J/rQZ5E+biT5J/H+MNDEltPLy8li3bh0LFy7kjTfe4JZbbuG///0vf/vb3/jvf//Lxo0bozrAeEIIrfhBBLIPD26HlwMba9j4r/C7eIVSImeSkfzSFPKnppJRlNRn6gJBdHA7vVQfaaZiXxMn9zfR2hRq7UpKC1i7FArY90m1mMUYZSKGKkgSpUtXUFd+lGZzeH3g9IIi8qbNpGD6TPKnzRQxXiNATAktnU7HsWPHyM/P56abbsJgMPDoo49SXl7OnDlzaGlpieoA4wkhtOILEcgeHbweHxX7LBzZZubEnqZeg9gv/cEcCmekjfDoBN2RZZnmOjsn9zVRsb+J6qOh1q7uxMtkg3igrxu7NksTVQf3UXVwP1UH99FUVRG2vcFowm5rBgIxXl+68fvMPnflSB7CmCemhFZRURF/+ctfOPfccykpKeHJJ5/kkksuYf/+/Zx++ulYrZErpo8HhNASjBf8fpnqI1aObq3j+K6GkFlwyek6WhpDrSYi9UBs4nH5qD5sZf+GGk7saQxbnzfFxLzziyiYloJCWB9PiYHe2NlbbFQf3E/lwb1UHdxPw4nw8lAA+dNnkT9tJjmTp5A9cQqGZONwDX1cMJz/34MuKn399ddz1VVXkZOTE5g9cd55AGzZsoWpU6dGdXACgSB2kGWZ+hOtHN1Wx9Htddhb3MF1CSYtkxdlMWVRFukFiRzcVBs2Q1CIrNhDrVVSPDud9IJETu5tDCtLVH2kmeojzeiTNUxZnMXUpdmk5yeNzmDjnKS09AFZzg3JRiYvWc7kJcsBOLZ9C+se/nVYu6oDe6k6sDf43piVTc6kUrInTiFn8hQyiieE1FYVrsfRY0izDv/1r39RWVnJV7/6VfLz8wF4/vnnMZlMXHbZZVEfZLwgLFqCsYjV3M6RrXUc2VZHS0NX5QdtgopJ8zOZsjiLnImmsEB2MUMwvuiZXHXBBUW4HD6ObqvD2eYJtkvLS6B0SQ5TFmeRYAovki6ILhEn70gSy676Os21NdQeO4K1R41GCBTIzigqIXviFHweD/s/+VDUauyDmHIdCnpnvAotcac0Nug+4wzg6LZ6jmwz01jZFmyj0igomZPBlEVZFExPHVTmdUHsE0kc+3x+KvZbOLy5lvI9jcGYLkmCgmmplC7NpmRuhkiQOoz0N3nH2d6G+fhRzMeOUHvsMOZjR4IxXZGRWLH6OgpnzCKtsCjE8jVeGXWh9cc//pGbbroJnU4XLMXTG7feemvUBhdvjEeh1T3DurhTil96pmPojkIhUTAjlSmLsiienY5GN+iIA8EYwdnu4diOeg5vNmMuswWXq7VKJs7PoHRpDnmTu6ybIl1E9BjM5B1ZlmltbKD22GGObN7Ikc0bem0rSQpScnLJKCoJPIoDz4kpaSF57Mb6DfWoC62SkhK2b99OWlpasBRPxM4kibKyyIF744HxJLTstmYqD+zl7T88BCIfVdwiyzLlexp576m9Yesyi5OYtjyXifMz0CeGlx8SjG+a6+0c2WLm8BZzyOSHxFQtpYuzUWkUbH2rXKSLGGV6Sy+RWzoNa001jhZbxO30SclB8eVqb2ffJx/CGL6hHnWhJRgY8Sq0+rpTsduaaaysoKm6gqbKCpqqAg9Ha+9pPK76+f0UzJg93MMWnALOdg+Ht5g5sKEGS017xDaX/3AeeaXju9qDoH9kWab2uI3Dm80c21Hfax1GMfN09OjN9SjLMu1WCw0ny6k/WU5Dx8NaU40s911rdO75F5E9qZTUvHxSc/PjPru9EFpxQjwKrZDiypLE1NPOQKtP6F9QSRJJaem0NjaELhYWrZil8w/xwGc1HNtZj88TuJAqVRK+HrmUxJ+iYCh4PT5O7Gniiw8rqCsPv3acuXoKM8/IH4WRCQbjevS4XTRVVtBwspyynds4tu3zfvtPSEklLS+flNwCUnPzSc3LJy2vgMTUgAsy1l2Poy607rjjjgF3+Lvf/e6UBhTPjKbQ6u8klmUZR4sNq7mWZnMNzeYa6k+UU7Zza98dSxLGzCzS8gtJzy8kreORmpePWqsTGdbjAGdbwHq1/7NqrGZ7cHlaXgIzVuQxZXEWx3c1iILNgqjRZnXyt59uihjzl1GYxPTTc5myOEvE+8UBvbkep51+Fm2WJiw1VbRbLb1ur9bq0Ccl09JYH9x2yWVfZf7Fl6FPSo6ZYuejLrTOPvvskPc7duzA5/NRWloKwJEjR1AqlSxYsID169dHdYDxxGgJrZ4B6QsvvZLUvAKazbVYO0RVs7kWt8Pef2fA1NPOoGTuwhBB1Rciw3rsIcsyNUeb2f9ZDWW7GoLZ2lUaBZMXZjF9RS5ZxaEXOZGOQRBNeha9zixOprGyLXguqrVKJi/OYuaKPDIKRW6uWKa/G2qXvR1LTRWW6ios1ZXB1811tfh9vl771ej1GDOzMWZmY8rOCTxnZmHMziE5PQOlSh1sO9wWsVEXWt353e9+x8cff8zzzz9PSkogfsNqtXL99dezYsUK7rzzzqgOMJ4YDaEV8W7jFMksnoBSExr8LNHjrqPbH3T4DYnUo2nPbXu+7b3vgfQf3r7vO6Tw8fTYPnyDQfXff/uBH99APjuvx4fb5UOjVSIpFLQ2OWlpdOB2dl3gtAYVxgw9Sal6FMpunYz6Z9fP8Q32swsbz2D6P7XzcOyf54P77EHC7fTiavegTVCj1avwuv00VrXSUNEWkpsrwaQloyiZtLyEQP3LQX92p/qb7Nl89D+7wbQfzutz5wJnWxv2lmYSjCZ0iUm9tu8+Fr/PR+X+PRza9GnPTvtFkhQkpadjysrG5/VSfeggMHzB+DEltPLy8nj//feZMWNGyPJ9+/Zx/vnnU1NTE9UBxhOjIbQq9u3hlV//dET2JRAIBALBaDMcscAxVYKnpaWFurq6MKFVX19Pa2tr1AYmGBgpOblIkhSWNXjld25H3+1kCdfTXe8drS20WSwkpKSiT0ru3KBbyx7b9uwr7G3f7cOlfc/1/Wwftrkc+XV/bSPtK6x5f2Pp57Po43MfVNvwXdNmcbDj3yfpSYJJQ+5kExmFSajUXQlF+/vc+/6eovgdRdo+rHk/51xf7Qf4HTkP7Kd1/X/pzD+QePbZ6KZPDxv9UD8356GDtH3yaVf/Z5yBbtrUPo9t+D+3fo5tEOf3YM/X3sbidfux1rVjrW3H7eiywuqT1aRkGzBmGPB5/bjsHjR6FWqtMvJY+/iewj+X3ttGbj9y53d/fUf1GhSh+8F+FgNp29rUSGNl17UqraAoIJIG8Lk521qpKzsW2s7vp9lcEzehKoMWWldccQXXX389v/3tb1m6dCkAmzdv5u677+bKK6+M+gAFfZOUls55N/0gzH8+46xzR3togmFAlmVqjjSz/7Nqju2sR6ULT79w4XdFWobekL1eXMfLaN+4kfp/vkp295UvvoqmeAeSWh3wtygUgWepwx0SfC8F3C3dHwop0KZjO7/bjXPXrtCdv7KOCe/ehLa4eASPOH6Q/TJVR6zs/7SG8i8a8PpkGqrBUq8IzpAV+bjil6HG8kYsQaRQYMqOn3Ng0K5Du93OXXfdxTPPPIPHE/Cxq1QqbrjhBh5++GESEuI7l8apMNqzDkVA+tjF2ebh0OZa9n9WQ3Nd75MaRFqGLmS/H/fJkzj37cO5bx+OvftwHjyI7HD0v/FwoVCgnVqKfvZs9LPnoJ8zG01JCZJClDLqjr3FzcFNNez7pJo2qyt0pQSrf7mUlCzD6AxOMOKMxOz2mIrR6qS9vZ3jx48jyzKTJk0a1wKrk3jMoyWIXWRZpvZYM/s+reH4rvpgjTm1VsmUxVnMWJFHQ2WrSMtA4LPy1tQExNT+DlG1fz/+COEMCoMBzeTJOPfsCXVdKBTkPvIwKpMpcPcsA7I/0EaWA8v8MtDx3t+5jo5nf7Cdz2Kl7v77+3V5AiiSktDPmomuU3zNnoUqXdwsAVQdtLDuD1+ELVdpFExblsP0Fbmk54sZi+OB4TYmxKTQEoQjhJYgGjjbPRzeHJ73KqMwiRkrcpm8KDT/0FhOy+Axm3GfOImmuAh1dpejz1Nfj3Pffpz79uLYtw/nvv34LOG5fCStFt20aehmzgyImZkzgxak5n/9i9qf/wL8flAoyPnVGkxf+UrUxt6z/+w1a0g8bTmOPXtw7N6DY88enPv3IzudYduqc3PRzemyeummT0ehC/1ue/tsxhJ95ePqJKskmemn5zJ5YVZX/JZAMEiE0IoThNASDJbOorvGDB1tFhf7e2RtV2mVTFmYyYwz8sgsGl/nVIhQkSQSzz0HZHDu24e3ri58A5UK3ZQp6GbNQjdzBvpZs9BOnBiIueoFj9mM+2QFmqLCYREr/fUvezy4jh4NiK89e3Hs2Y37eFm4Jazz2DrEl8dcS+Njjw+bSIwlQvJxKeDMr5WSnK5n/2eBWC6/v8PSq1MyZXE2M07PFXm5BINGCK04QQgtwWA4sLGGj/9+KOLdenpBYiBr+6IsNPrxlz3bVVZG2cWX9O56UyjQTpyAbmY3UVVaikKrHdmBDgO+1tZATFmH1cuxZw++xsa+N1IomLT+ozFt2YpktbW3uDn0eS0HNtRga+iKvcssCmSf72n9FQh6QwitOEEILcFA8Ptljm4z8+GzB8PWTVqQydwvFZJZnBQzpSlGClmWcezaRfNrr9Hy1tvILldYG9PXvobx4ovQTZuGYpzEhXbFn+3FsXsPbRs34j5yJKxdwhkrSP/Od9HPmzv+zh2/TPURKwc21HB8VwN+X1c84+TFWcw4PRdDsobmegemMehiF5w6QmjFCUJoCfqiuc7Ooc9rObzFHD6TqoPLfzj+UjN46uuxrVuH7dXXcJ840XvDMW61GSges5lj55wbcBtGQDNxIqavfAXjZatQpaaO8OhGH0erm0ObzRzYEHmGrkgRIYjEqAutN998c8Adrlq16pQGFM8IoSXoicvh5dj2Og59bsZcZgsu1+iUISVyYHylZpDdblo/+QTbq6/R9tln0FEPTTIYSF65EtOXr8RVfgLzL4YvWD2e6Rlon3rDt/E1NNLy7393Bder1SSdcw6mr3yZhOXLkZTjK1C8s97nFx9VcmJ3uOv1rG9MZerSbJQqkVpDEANCSzHAHC+SJOHro4DkWEcILQEEXIPVh6wc/LyWsi8aQpItFs5MY+rSHEpmp3N4q3ncpWZwHjmC7bXXsb35ZsgsQf38+Zi+fCVJKy9AmdjlEhzuYPV4JtJn42ttpeWdd2n+179w7tsXbKvKycF05ZWYrrwCdV7eaA15VKg6bGXd73dFXKdLUDN5YSalS3PGpbte0MWoCy3BwBBCa3zROWOwM+ajuc7Ooc21HN4c6hpMyUlg6rJsSpdkk2DUhvUxVlMzdBL883/ttUDuqg6UGemYLr8c4xVXop1QMoojHJs4Dx2i+V+vYnvzTfwtLYGFkkTC8uWYvvoVEs85B0WP4vFjkd5SROgS1SGFrU1ZBkqXZDNlSRbJafoRHqVgtBFCK04QQmv80HPGoDFDHzLrSWtQMXlRFlOX5ZBZND7ulLvndVJlZmLfupXmV1+j9f33uwLbVSqSzj4b45VXkLhiBZJKzAgbbvxOJ60ffEjzq69i37w5uFxpMmG87DJMX/ky2smTR3GEw0/PFBFnfT3gNqw6ZOXwFjNluxrwerpi3vKmmChdms3EeZnjctbveCTmhFZ7ezuffPIJFRUVuN3ukHW33npr1AYXbwihNT6w1tn55y83R6j+CoUz0pi2PIfi2Wmo1OMnJqZnziul0YivuTm4Xjt5EsYvfxnjpZeiSksbvYGOc9wVFTS/9hq2117HW18fXK6fMwfTV79C8oUX4mttHZOJUPuyHrudXo7vbODwllqqDzcHl6vUCkrmZlC6NJuULD0tTS4xa3GMElNCa9euXVx00UXY7Xba29tJTU2lsbERg8FAZmYmZWVlUR1gPCGE1tjF4/Zxcm8Tx3fWU7a7IVgOpzsrb5zJpAWZozC60cVjNnPs7HPCcl5JBgPGVZdi+vKX0c2cOS6sevGC7PXS9tlnNL/6Km3//Tg4GQGNBjpvnsfpBISWJgdHttZxeLM5cl1RCc5aXcqMFeMr1m2sE1NC66yzzmLKlCk89dRTmEwmdu/ejVqt5hvf+Aa33XYbV155ZVQHGE8IoTW26BRXx3bUc3JfI1535On0ML5mDHanfctW6u6/H9fhw2HrCv7yZxJXrBiFUQkGg7ehAdu6dVhffAlPdXXoynGcUkOWZepPtrLv4yoObTaHrZ+6NJvSZTnkTjKiUIqZi/FOTAktk8nEli1bKC0txWQy8fnnnzNt2jS2bNnCtddey6FDh6I6wHhCCK34omcwO4DH5ePkvsjiKilNx6T5mUxamElDZSuf/PPwuJox2Iksy9i3bKHx8Sewb98eudE4/oOOV9o2b6byuuvDluvmzCb7Zz9DP3v2KIxq9Olr1iIEgupL5qQzYW4GBVNTUaqF6IpHhvP/e9BRfmq1OugCyMrKoqKigmnTpmE0GqmoqIjq4ASC4aJ7MLskwfTTc3G2e8PEVXK6jonzM5m0IJOMwq6g9syiZIpmpI35GYPdkWUZ++bNNDz+BI4dOwCQ1GpMX/0K6tw86n/3u5CcV0JkxRfa4mJQKMISoTp37+HEVVeTeOaZpH//FvSzZo3OAEcJU6YeSQr1jEsSTJifSdUhC842Dwc31nJwYy0anZKiWelMnJdB4Yw0UeRaAAzBonX++edz3XXXsXr1ar7zne+wa9cubr31Vl544QWsVitbtmwZrrHGPMKiFR/0Nt27k97E1XhFlmXaN22i8YkncezcCYCk0WD66ldJu/F/goJK5LyKf3omQs249VbcJ05ge/PNoAAbj4Ir0qzF6afl4vf5qT7aTNmuBsq+aMBu65ocplIrKJyRxoR5GRTPSsPj8okSQDFMTLkOt2/fTmtrK2effTYNDQ1ce+21bNiwgUmTJvHss88yZ86cqA4wnhBCKz7ozRUweVGgzqAQVwFkWaZ94yYaH38cxxdfAB0C66qrAgIrK2t0BxgjmNvNVLRUUJhcSHZC/AvMSILZfeIEjU/9Cdtbb41bwdVfzjvZL1N3oiUwYeaLBloancF13S1iogRQbBJTQkvQO0JoxQeRLFrjNZg9ErIs075hA42PP4Fj924AJK0W09VXkXbD/6DOGn8zK3vjtaOvsebzNfhlPwpJwS+W/YIrJ4/dCUERBddZZ5F+yy3oZ80c5dHFDrIs01jVRtmuBo5ur8NW7whrM3VZNhPnZ5I3JUW4GGMAIbTiBCG04ofeXAHjGVmWaf/sMxqeeALn7kAGd0mrJeWaq0m94QbUmfElsKJhaZJlGbvXjsVhocnZhNVpxeK0YHFaqGyt5PVjr4e0l5B46eKXmJ4+PRqHELMIwTVw+gumVyglciYZKZiWSuH0NNLzE5EUwqI+0sSU0Kqrq+Ouu+7io48+or6+np6bi1qHQmjFC+Oh/E1fdGZyVxcV4jp8mMYnnsS5dy8Akk5HyjXXkHbDt1FlZIzySAdPX5Ymj88TFEvdH03OJiyO8OUun6ufvYWTk5DD7IzZzE6fzeyM2UxLm4ZWqe1/wzijP8HVvVrAeI3bixgTKsGURVnUHrfR2uQMaa9PUpM/NZXC6akUTEslwaQN9iNivIaPmBJaF154IRUVFXz/+98nJycnLJblsssui+oA4wkhtATxQkjQczcknY6Ur30tILDS00dpdKeGud3Myn+txE/oseUn5mNz22h1tw66T51SR5o+jVRdavChVWp5+fDLyJFKBPRApVAxNWUqszNmMytjFnPS55CflD9mYgFd5eU0/elP2N56O3hOaUtLcR05EghOGqfJTzvpzYIuyzK2egeVBy1UHLBQfdiKxxVqrEjNTcBg1FB1yAqyiPEaLmJKaCUlJfHZZ58xd+7cqA5kLCCEliAe6C2Tu+maq8n4wQ/itkSOX/az3byd/937v3xe+3mfbZWSMkQ0pepTSdGmhImpzodBbYjYTyTL2crilexr3Mfexr3sbtjNnoY9WJyWsG1TtCnMypgVtHrNTJ9JkiYpKp/FaBEUXG++FXZ+jffcagOxoPt8furKWqg40ETlAQv1Fa0RS31BIDt98Zz0sEL1gqERU0Jr+vTp/OMf/2DevHlRHchYQAgtQazjPHyY2nt/jnPPnrB1hc8/T8KSxaMwqlOjsqWSN8ve5M1jb1LTXhOxjYTEI2c+wqSUSaTp0kjSJKGQopNY0txuprK1koKkgoixYLIsU9New56GPYFH4x4ONh3E4/eEjXGCcULA5djxmGiciFKhDO4nXmY3Nr/xBrU//knY8tzfPoLx4otHYUTxibPNw+71lWx/90SvbZLTdWRPNJIz0UTORCOpOQkixmsIxJTQev/99/ntb3/L008/TXFxcVQHE+8IoSWIVdxV1TQ+9sfIlgaIO2tDu6ed90+8z7rj69hRtyO4PEmdxAUlF2DUGnlm3zMxOxvQ7XNzyHIoKLz2NOyhuq06rJ1BZWBm+ky0Si0bqjcgI8fk8fTEYzZz7Jxzw1zTqFSkfv3rpH3nZlQpKaMzuDijt7x/pmxDoBZjj+UavYrskuQO8WUkq8SIWqsUMV79EFNCKyUlBbvdjtfrxWAwoFarQ9ZbLOEm8vGCEFqCWMNrsdD4pz/R/OJLyJ6ABSXpwgvQlU6l4Y9/DMnkHuvxM37Zz466Hbxx7A0+OPkBDm9gyryExLLcZVw+6XLOLjgbnSrwJ9KfpSnWaHI0sbdxb9DytbdxL3ZvhKLGgEJS8J8v/yemj6tn8lNNcTHusjIAFImJpP3PDaR+61soDJHdsoIueovxcju8mMtt1B63YT5uw1zegrdHjJekkEgwaWizdEzqkODM1aXMFEWxQ4gpofX888/3uf7aa689pQHFM0JoCWIFv92O5fnnafrfv+JvbwfAsGwpmXfcGZx+Hy+Z3Ktaq3jz+Ju8efzNEKtPcXIxl026jEsmXBLTgmOo+Pw+ymxlrDu2jucPhF93L594OXcvvptkTexea7qfY6qsLNo3bqL+t7/FdfAgAMqMdDJuuQXTl7+M1OOmXRDKQGK8/D4/TdXtHcKrmdrjNtqskWfNpuUlkFWcTHpBEhmFSaTlJfaaz2s8WMNiSmhFkwceeIDXXnuNQ4cOodfrWb58OWvXrqW0tDTYRpZl1qxZw5///GesVitLlizhiSeeYMaMGcE2LpeLu+66ixdffBGHw8G5557Lk08+SX5+frCN1Wrl1ltv5c033wRg1apVPPbYY5hMpmCbiooKbrnlFtavX49er2f16tU88sgjaDSaAR3PeBJa4+GHF4/IHg/N//oXDU88ia+xEQDd9Olk3HkHiaedNsqjGzh2j533T77PumPr2F7XVbg6UZ3IBSUXcNnEy5iTMWfMzNrrC3O7mZWvrsQv+8PWJaoT+drUr/HN6d8kRRcfrjjZ76fl3fdoePRRPFVVAGiKisi4/TaSLrhgXHynI8nRbXW8/9f9/baTJDBlGUgvSCK9IJGMgiQyCpIo290QUhd2rM54jDmh5fP5eOONNzh48CCSJDF9+nRWrVqFUjm47LYXXHAB11xzDYsWLcLr9fKzn/2MvXv3cuDAARISEgBYu3Yt9913H8899xxTpkzhN7/5DZ9++imHDx8mKSkwQ+e73/0ub731Fs899xxpaWnceeedWCwWduzYERzThRdeSFVVFX/+858BuOmmmyguLuatt94KHtPcuXPJyMjgt7/9LU1NTVx77bVceeWVPPbYYwM6nvEgtLxuHzv+czIQnCkDEpw9Rn948YTs99P6739T/4c/4DkZKO6uLiwk47ZbSb7wQiRFdAK/h5NO1+C6Y+t4/+T7Ia7BpTlLuWzSZZxTeA56lX6URzry9JzdeMWkK9jdsJtjzccA0Kv0XF16NdfOuJZ0fXyk5ZDdbqz/9wqNTz6JryPkRDdzJpl33UnC0qWjPLqxQ8RKGBKccU0pbVYnDZVtNFa2Ym9x995JNyQJvvbLpaRkjS2Xb0wJrWPHjnHRRRdRXV1NaWkpsixz5MgRCgoKeOedd5g4ceKQB9PQ0EBmZiaffPIJZ5xxBrIsk5uby+23384999wDBKxXWVlZrF27lptvvhmbzUZGRgYvvPACV199NQA1NTUUFBTw7rvvsnLlSg4ePMj06dPZvHkzS5YsAWDz5s0sW7aMQ4cOUVpaynvvvccll1xCZWUlubkB0fDSSy9x3XXXUV9fH/GDd7lcuFxdZtmWlhYKCgriRmj1ZZVyObxYa9uxmtux1Nqxmtux1raH1O/qRJSvGXm6J4J0l5dT/8hvce4P3LUq09JI/953SfnqV5EGaI0dDTpn0akVajbXbmbd8XUhrsGi5CIum3gZl068dEy6BgdLz5gzv+znvxX/5ek9T3PQEnDFaZVavjz5y1w/8/q4+cx8be1Ynn0Wy7PP4rcHYtISTjuNzDvvQDd9bGfYHykGUgmj3eaisbKNhspWGitbaahso6UhvHRQJ0mpOlKyDaRkJ5CSYwi+1ieFX3PiwQMSU0LroosuQpZl/vGPf5CamgpAU1MT3/jGN1AoFLzzzjtDHsyxY8eYPHkye/fuZebMmZSVlTFx4kR27twZkk7isssuw2Qy8fzzz7N+/XrOPfdcLBYLKd1mscyZM4fLL7+cNWvW8Mwzz3DHHXfQ3Nwcsj+TycTvf/97rr/+en7+85+zbt06dnfUdoOAuzE1NZX169dz9tlnh433l7/8JWvWrAlbHg9C68DGmqA5uDNLsTZBHRBXte202wZ2d9PJ5T+cR15pfLgu4p3eko0qDAZSb/g2adddh6LDIhyrvHrkVdZ8viYs2WeCOoELii/g8kmXjxvX4KkiyzKfVX/G03ueZk9DIG2HSqHi8kmX8+2Z36YgqWCURzgwvE1NND71J6wvvwwdEzeSL76YjNtuRdJoxn2G+VNlKJUwLLXtvPirLb3m8oqELkHdIboMmLITaLU42ftxVcwnWx1OoaUa7AaffPIJmzdvDoosgLS0NB588EFOO4UYEFmWueOOOzj99NOZOTMQrGs2mwHIysoKaZuVlcXJkyeDbTQaTYjI6mzTub3ZbCYzQp22zMzMkDY995OSkoJGowm26clPfvIT7rjjjuD7TovWSDGQuwS/X6bN4qSl0UFLoxNbgwNLTRsn9jZ1NZLhyNa6sG0TjBpSchJIyUkgteNuRaNX8coD28IKMhszx587ZzTwmM3U3vvzsBQNxiuvJPPOO+Ii2eg28zZ++fkvw5b/ePGPuXLylePSNXgqSJLEGflnsCJvBVvMW3h699Nsr9vOv478i9ePvs7FEy7mf2b9DyXGktEeap+o0tLI/n8/I/Vb36ThD3+k5Z13Ao/33uu6qYiTGbKxSGKKbtDWpNScBM7+xtQwa1jJnHSsnZ4Os73j0U6rxYmz3UPt8cBMyJ7IMvz3hUNUH7aSlpdIcrqe5HQdyel6tAZVxBureLCG9ceghZZWq6W1NbyERVtb24CDxiPx/e9/nz179rBhw4awdT0/fFmW+73T7dkmUvuhtOmOVqtFqx2drLzdLVKSBAsvKiY9Pwlbg4OWRge2RgctDQ5am5z4/QO7HZm0IJPCGakdpuAEtPrIp8dZEX548foDiCfclZWYf7kmYh4s42WXxbzIsnvs/GXvX3hm3zMR109JmSJE1ikgSYFYtqU5S9lRt4O/7PkLG2s28ubxN3nr+FtcUHwB/zP7f5iSMmW0h9onmsJC8n77CGk3fBvz/Q/g2N41GQK/n9qf/4KE008fVcvWoBxBA2w64B4HuO+B99f36tIl2eRNMWFrcGBM7xI7WcXJZBWHWn48bh/N9fagCKs51kxdWUtYn4Eb+9Cbe4VKwpiuJylNjzFdR3KGHluDg32fVse8Naw/Bi20LrnkEm666Sb++te/snhxIIv0li1b+M53vsOqVauGNIgf/OAHvPnmm3z66achMwWzO35IZrOZnJyc4PL6+vqg9Sk7Oxu3243Vag2xatXX17N8+fJgm7q6cItNQ0NDSD9btmwJWW+1WvF4PGGWrtGmzerscvsR+N1te+fEKfdbe9xGXXn4jyJSLTd9sga/T0ahlNj2Tjnb3invbBxVBnw9G+GLz9D6HNqHI/v8yA4HfpcLuBSWXxrWRvmyA1757JQGOJCafYPpr3t7j+zB6XUhyxO5lvsiNJLYtaudL6RP++lrdL7nQR3yQL/nqP8Bh76dyzXM5ip8fl9gxuJmeO+lcv4jnUQpKft3yw74tzfQAQ7ht5J0PfKZ4SmD1v9yP5J0YFh+z4LRwe+Vg9axSMgyfPyPQxROT427G/tBC60//vGPXHvttSxbtiyYrNTr9bJq1Sr+8Ic/DKovWZb5wQ9+wOuvv87HH39MSUmoabukpITs7Gw++OCDYIyW2+3mk08+Ye3atQAsWLAAtVrNBx98wFVXXQVAbW0t+/bt46GHHgJg2bJl2Gw2tm7dGiIObTZbUIwtW7aM++67j9ra2qCoe//999FqtSxYsGCwH9Ow0lzvGOp/dp+0N0fOtyKIBTTQh8XYY/cBvl7Xjz4SGvq+OHp8fiA8hYHg1FCgREG3GeFyQHcMWFiPNr2UShq9xESC0UL2g63eMfaFlslkYt26dRw9epRDhw4hyzLTp09n0qRJg975Lbfcwj//+U/WrVtHUlJSMBbKaDSi1+uRJInbb7+d+++/n8mTJzN58mTuv/9+DAYDq1evDra94YYbuPPOO0lLSyM1NZW77rqLWbNm8aUvfQmAadOmccEFF3DjjTfy9NNPA4H0DpdcckkwZ9f555/P9OnT+eY3v8nDDz+MxWLhrrvu4sYbb4y5wHZTph5JImy67gXfmYUhufc/Y4nQO1h7i5u2ZieJJl3odgOMP452nHLUA5+jfhwDa3iqh+Gz2Wh+9VVa3nkX2eMGGfSzZpHyja+jmxGYheVtbMRTU4s6NwdVenrH6AZ6wANsdgrH4fK5eOXIK7x25DU8she1pOKKyVdwVelVwcztDY4GatvM5CRmk6HPGNqO4vQ7HuJuT/k3crLlJC8depH1lf/tyMvVdRFRSAp+uOCHXFhy4ZAHOODhDeIwWt5+m7qHHqYzTsJ42Sqcu/fgKg9Y0ZVJSaSsXo3py1dGLct8tI8j2r/NwTDwYxngdzzgHXe9bGt20dLgIDlDT6JpYOE2bc0uXlqzZUzEA49qwtLeLhrPPvss1113HdCVsPTpp58OSVjaGTAP4HQ6ufvuu/nnP/8ZkrC0e2C6xWIJS1j6+OOPhyUs/d73vheWsHSgcVgjmUdrINN1BfGFr7mZpmefw/LCC8gd09z18+aRcdutcZNXSJZlPq78mLXb1gZTNSzPXc5PFv+EYmPxqI4tiK0aLMchdSIYR6gMyWjssw8qWip4bNdj/PvEv0OWx2ppn55VDDrzxjU8/kSwrI8yNZW0G28k5WvXoNDFl8VDEJmR/J8b9fQOd9xxB7/+9a9JSEgImWUXid/97ndRG1y8MdIJS4cyXVcQe/ja2rA8/zyWZ5/D39YGgG7GjIDAWrEiblIcVLZU8uC2B/m0KhBnlZ2QzT2L7uHcwnNj5xh2/g3euo3glfvSP8D8bw2tr+6XzuDrCMt2/R3e+WF09hlFttZu5Yb3bwhbfvv827lhVvjyWET2+Wh5+20anngST0UgUa8yI530m27GdPVVKGI4j5xgYIzU/9yoC62zzz6b119/HZPJFDGfVLAzSWL9+vVRHWA8MR4ywwuig8dsxnX4MO07dmB7+f/w2QJTobVTppBx260knnNO7IiTfnB6nTyz7xn+uvevuP1uVAoV1824jhtn3YhBHUPZoxuPweMLCY+MVnS4TSIJJyK0P0UkJdy+d9QtW32V9rl80uXcvSi26yh2R/Z4sK1bR+OTT+GpqQFAlZ1N+ne+g+nKK/BaLCIPl6BPRl1oCQaGEFqCgWD5xz+o+819IX/mmgkTyPj+LYFab3FQLqeTT6s+5YEtD1DVFqhZtzRnKT9d8tPYytlkKYdt/wvbnwVP+2iPJsDCb8M594Ihtf+2w0jP0j6LsxezpXYLMjKZhkzWLF/D6Xmnj+oYB4PsdtP82ms0PvUnvB0zzZUmU+BGRpZFHi5BrwihFScIoSXoC09dPY1/+hPNL74YukKSmPjhB2jyRj92Z6BUtVaxdttaPq78GIBMQyY/WvQjzi86PzYscX4/HF8PW/8MR9+nV6uUpID/WQ9JHVaO4Ni7HUPI8UgDXNZBqxn+dFrAbdgTlQ5mfQUW3Qi5c/s9pOGiZ2mfnXU7uXfjvVS0BlxxV06+krsW3kWSJmnUxjhY/C4XzS//Hw1PPYXfag1dqVAwaf1HwrIlCGHUhdaVV1454A5fe+21UxpQPCOEliASzsNHsDz7LLZ33gmWFulJ4fPPk7Bk8QiPbOB01iXMTsjm3fJ3+d+9/4vL50IlqfjmjG/yndnfiQ03odMGX/wTtv4lEHzeycRzYfFN0GaGt+8A2Rdw4V366PDHS+38G7x1e9c+Z18FdfvAvLerTf5iWHwjTL8MVKOTBLk7Dq+DP+78I/84+A9kZLIMWfxq+a9Ynrd8tIc2KNo+/ZTKm24OW5504YVk/ehu1N3yMwrGN6MutK6//vrga1mWef311zEajSxcuBCAHTt20NzczJVXXsmzzz4b1QHGE0JoCTqRZZn2TZuwPPsc7d2qHehmzcK5b19oDFCM32F3dy91Z3H2Yn625GdMME0YpZF1o+4AbPsL7H65yz2oTYa5X4dF/wPp3dLP2KrBUgapE0Z41mG3fcoyVG4JCMID68DfIcATMmD+tbDwejDm993nCLCjbgf3bryXytZKAL48+cvctfAuEjWJozyygeExmzl2zrlhdUEBUKlIvuACUq+/Dv2MGSM/OEFMMepCqzv33HMPFouFP/3pTyiVgSR4Pp+P733veyQnJ/Pwww9HdYDxhBBaAtntxvbuu1iefQ7X4cOBhQoFSeefT9r116GfMye0KHSMx4yY282s/NdK/D0Sif50yU+5pvSa0XUT+rxw+J2AWDnRLSt+xrSAdWj21aCNA0HQWhewem1/BloDgdxISph6UcAKV7xiGBJ3DRy7x84fdwWsWwA5CTn8cvkvWZ4bH9atnr+3lNVfw3X0GPZulUAMixeTet11JJ51ZlzFSAqiR0wJrYyMDDZs2BBM9NnJ4cOHWb58OU1NTb1sOfYRQmv84mtpwfryy1hf+Dve+noAJIMB05e/TOq130KTH2qd6JkXKFZ58dCL3L/l/rDlz6x8hkXZi0ZhREBbA+x8LhDc3hLI1RUQJhd3CJPTR1WYDBmfBw6/G0E4Tg1Y5eZcA9rRi5PaZt7Gzzf+PDjx4StTvsJdC+8iQZ0wamMaKJF+b479+7E893ygaLXXC4CmuJjU667FeNllKPTxlxhTMHRiSmilpKTw7LPPcvnll4csf+ONN7j++uux9gw8HEcIoTV+8JjNuE+cRNJqaf33ezS/8i/8HUlGVRkZpHzzm6RcfRVKo3GURzo0fH4fz+x7hsd3PR5mzRq1pJZVOwLB7ftfA587sMyQDguuixlXW9SoPxgQXLtf6nKFapICYmvxjZBR2vf2w4TdY+fRnY/y4qHAhI6chBzWLF/DstxlozKeaOAxm7G88ALN//cK/tZWIDBTMWX110hZvRrZ6xWpIcYBMSW07rjjDp577jl++tOfsrQjW/XmzZt58MEH+da3viUSlgqhNeaxvvIvzD//eVixNe3kyaR++9skX3xRXCdKNLeb+clnP2F73XYAZqbN5IDlQDAFwC+W/YIrJw98gswp4XHC/tcDAqtmZ9fyvAUB69WMK2IieHzYcLYExNa2v0Djka7lJWcEZiuWXgTKQVdSO2W2mbdx78Z7g9n/r5pyFXcsvCMurFu94Wtrx/baq1ie/xue6g5LqVIJvo4aojHu5hecGjEltPx+P4888gh/+MMfqK2tBSAnJ4fbbruNO++8Mxi3NR4RQmts46mpwfL3v2N5JnzCR87atRhXXRobqQ1OgQ9PfsgvNv2CFncLBpWBny39GZdOuJQ6e11ICoBhoXuZGtkfiFna+TzYO8IRlBqY+eWAwMiPrULvw44sQ/knASvX4Xe70kUk5wWsefOvg8SMES31Y/fY+d2O3/Hy4ZcByEvM47b5t5GmS6MwuTDmyvgMFNnrpfXDD2l8+mlcBw+FrpQkStatQzdl8ugMTjBsxJTQ6k5LSwuAEBUdCKE19vA7HLR++BG211+j/fPNYVasTmI9PUN/2D12Htr2EK8efRWAGWkzeOiMhyhMLhyZAXQvjQMEclN1fNbJ+bDo24HZeAnpIzOeWKa5EnY8CzueB3tjYJlSA9mzA1a/ES71s6V2C7/Y9IugdQtAgYJfLB9By+cw0L55CxUdNXdDUKlIOu9LmC6/nITTTkNSjbxFURB9YlZoCUIRQmtsIMsyji++wPb6G7S8+26w/iCAbu5cnLt3x1V6hv442HSQH336I060nEBC4tszv80tc29BrVSPzABs1fDozPCkngVLYPkPYMqFo+Iei3m8Ltj/RsCtWr09fP0Ilvopt5Wz6o1VIctitUD1QOkzNUQHyox0jKtWYbr8crSThZUrnhnO/+8BXb3mz5/PRx99REpKCvPmzevTPbJz585e1wkEsURnQHtnkKunrh7bunXYXn8dd3l5sJ06Lw/j5ZdjvOJyNPn5EdMzxKPI8st+/n7g7zy681E8fg+Z+kzuX3E/S3KWjOxA9r4SOXP6OfdCyYqRHUs8odLCnKsDj+3PwNs/DF0v+wK5u0ZAaDXYG8KW+WU/z+57lh8v/nFcutTV2dnk/GpNyG89e80a9DOm0/z6G7S89Ra+hkYsf30Gy1+fQTdzJsYrLif5ootQpaQA4dcYwfhkQELrsssuQ6sNBJz2nG0oEMQjIWJJktBMmoT7+PHg3auk15N8/vkYr7gCw+JFIbl1TF/5Cgmnnx4X6Rl6o9HRyP/b8P/YWLMRgHMKzmHN8jWYdKaRG4TfDxt+B+t/Hb5OUgaSew4ztTYH5Y3tlKQnkGOM4+n8k1cG3IU9BWvD4RERq4XJhSgkRVhS238e+ie17bX8avmvRvbcihK9/dazp08n6+67aPv0U5pff4O2Tz7BuW8fzn37qHtwLUlnn40qMwPrP1+Mi3x5guFlUK5Dn8/Hhg0bmD17Nikdil3QhXAdxgd9uQT0CxZguuJyki64AGViHCS7HAKfVn3KvRvvxeK0oFPquHvR3Xx1yldH1urgbIE3vguH3g68L1weyJQ+gqVx/rH5JP9v3T5kOZB2667zS/nGkiKSdCoUivizwISU+unOsu/Dl9YMu/u1Z4HqlcUr+fDkh3j8HrIMWTy44kEWZi8c1jGMFt6mJlreeYfm19/AdfBg5EZxHmIw1ompGC2dTsfBgwcpKSmJ6kDGAkJoxQe9Bbnmrl2L8bJV4RuMEVw+F7/f8ftghu8pKVN46IyHmGiaOLIDqT8EL38Dmo4GgrgvegQWXDtipXG8Pj/PbiznvncPRVyvkMCoV2MyaDAZ1Jj0alIMGoyGwLPJ0LFO3/29mkStalBidVisaZ2fYUpRwJ244feB5cUr4CvPBmYmDiM9C1R3j/9TSApunn0zN82+CZVi7MbcOQ8dovHJp2h9//2wdQmnLcf01a+ScPrpY/ZGLl6JKaG1aNEiHnzwQc4999yoDmQsIIRWfBDRojWG7zbN7WY+r/mcZ/Y/wwnbCQC+Me0b3L7gdrTKEc5BdWAdvPE9cLcFUhNc9cKIpWrw+2Xe2VvL7z88QllDe9T7VykkTAY1Rn0EQZagCVm+pbyJx9cfwy8HhN0DV87i6kXDMMPzwJsBy6G7DZJy4aq/QcHIZvS3e+zcv+V+1h1fB8D8zPmsPWNt3AbJD4R+A+nVahIWLybx7LNJOvss1HkjVHNT0CsxJbTef/997rnnHn7961+zYMECEhJCE9SNZ4EhhFb8EE/1Bk+FV4+8yprP1yB3pEpIUCXw8JkPsyJ/hIPMfV5Y/yvY+IfA+xGysEBgFulHB+v57QdHOFjbkZJGp6LV6aX7xU8pSfz3rjPRaZQ02z002z1Y7W5sHc/NDg/NdndweWebZocbp6f3mWkDQSlJbPjx2cMTJ9ZwBF7+eiDhqUINF66Fhd8e8TJFb5e9zW82/4Z2TzvJmmR+fdqvOafwnBEdw0jS8xqTev314PfTtn497pMnQ9pqp04l6ZyzSTz7HHQzpiMpFCKQfoSJKaGl6BYU3N1MLssykiTh8/kibTYuEEIrvoiXeoND5ZDlEF9966shy0Zlyn17E/zr+kDCTQikbDj3lyOSsmHjsUYeef8wuyqaAUjSqvifFRP49unFvLu3lp++tg+fLKOUJO6/cuaQrUpOj6+HAHNj7RBh3d/b7B6qm+1UNzvD+vjn/yxh+aRhyhPmag1YEg++GXg/9xtw8SOgHtkJAJUtldz96d3sb9oPwDWl13DXortG3rI6QvR2jXGVldP23//S+t/1OHbuCrF8qTIyUBcV4dixI5BGZgzfCMYSMSW0Pvnkkz7Xn3nmmac0oHhGCC1BrLCpehN3f3o3Le6WsHUjWhC6eif837fAVgnqBLjscZg5/Eksd5y08Mh/jvB5WSCrvE6t4LrlJdx8xgRSErrKI9XaHJxotFOcbhixWYe1NgenPbgef48r75x8I49eM4+S9GEqYyPLAYviR2sCsxNz5gRctylFw7O/XvD4PPxx1x95bv9zQCBW8OEzHmaCafhnmcYiXquV9k8/pXX9f2n/7LNgzdQQJInchx8i6ZxzUBgMIz/IcUBMCS1B7wihJRht3D43j+58lBcOvBBx/YhatHa+AO/cCT5XoCTMNf+AzGnDust91TZ++/5h/ns4kNdJo1Swekkh3zt7IplJumHd92B4eVtF0JomSaBWSLh9Mjq1grtXTuW65cUoh2vmY9nH8K9vB0ob6VPgy3+FSSMfc7uhegM/2/AzLE4LepWeHy/+MVdMuiIuc25FC7/bjeVvL9DwyCORG6hU6GfMwLBoIfqFCzEsWIAyKWlkBzlGiTmh9dlnn/H0009TVlbGK6+8Ql5eHi+88AIlJSWcfvrpUR1gPCGElmA0Od58nB99+iOOWAPFh68pvYZJpkncv/X+kS0I7XXBe/cEysRAoPDxFX8CnXHYdnmsvpXffXCEd/eaAVAqJL66IJ8fnDuZPFNs5sfqbk3z+mR+/NoeNh4LWOAWFqXw8FfnDJ91q7kyYGms2QlIcO69cPodIx631WBv4Kcbfsrm2s0AXFB8Ad+Z8x2aHE1xXS/xVIgYSC9JKDMz8NXVhzaWJLTTpmJYuBDDokUYFi5ElZIi4ruGQEwJrVdffZVvfvObfP3rX+eFF17gwIEDTJgwgSeffJK3336bd999N6oDjCeE0BKMBrIs8/Lhl3lk+yO4fC5StCn8+rRfc2ZBwI3fc8r9sGKrDvyBV28HJDjnZ3D6ndAttjOaVDTZefSjI7yxqxp/Rz6sVXNyuf1LU4ZPpAwTsizzz60V3P/OQdrdPrQqBXevLOX600qGx7rlccJ7dwfybwFMvQQufwp0I3vt6swg//iux/HK3uDyEbsxiEF6m6zjqa7Gvn077du24di2PSyoHggIsvqOTP2SRPaaX5Jy1VUjfATxR0wJrXnz5vHDH/6Qb33rWyQlJbF7924mTJjAF198wQUXXIDZbI7qAOMJIbQEI43FaeEXG3/Bx1UfA3Ba7mn85vTfkK4fheLLJzbAK9dBewPoTAGX1OQvDcuuzDYnf1x/lP/bVom3I9hp5YwsfnjeFKZmx/dvr8pq58ev7mXDsUDB6IVFKTz0ldlMyBimvEs7nod37wKfG9ImwdX/gMypw7OvPlhfsZ7b/ntbyLJ4r5d4Kgxkso6nrh7Hju3Yt2/Hvm0brqPHIrbTzZiBfu5cdNOno5sxHe3EiUjqEaplGifElNAyGAwcOHCA4uLiEKFVVlbG9OnTcTrDZ9OMF4TQEowkG6s38rMNP6PJ2YRaoeaOBXewetpqFNLwWI96RZZh85Pw/r2BrORZs+DqFyA1+kmNG9tcPPXxcV7YfBK3N+BaOWNKBnedP4XZ+aao72+0kGWZF7dWct87B0bGulW9A17+FrRUBSYtXP4EzLgi+vvpg621W7nh/RvClv9y2S/58pQvj+hY4pWWDz+k+vs/6LedpFajnTIlKLx006ejnTIFhU43bt2Oo15Uujs5OTkcO3aM4uLikOUbNmxgwoTxOWtkLDNef3SxjMvn4tEdj/L3g38HYKJxImvPWEtpaunID8bdDm/+APa9Gng/+2q45FHQRHdmlM3h4S+flvHMxnLs7kAKmcXFqdx5/hSWTEiL6r5iAUmSWL2kkDOmpPOT1/by2dFGfvPOQd7bZ+bh4bBu5S2Amz/pSMPxacAyWb1jxNJwQO/1En+9+ddYXVaum3HdmM4oHw30M2cG3PQ9kjFn/eQneGpqcB44gPPAAfytrTj378e5fz+80tFOqUSVno63ri7wXpLIuOMO0m74dkitV8HgGbRF66GHHuL555/nmWee4bzzzuPdd9/l5MmT/PCHP+TnP/853//+94drrDHPWLNojZeknvHEMesx7vnsnmDA+9emfo07FtyBTjXCM+ps1XDiM/j0kUApHYUKVj4Ai2+MakB1u8vLc5tO8PQnx2lxBuJ3ZucbufP8Us6YnD4uZqjJssxL2yq5752DtLm8w2vdipRYduX94GwOzBwdxtJIEF4vcbJpMoethwGYnTGb+067j2Jj8bCOId7p77otyzKeqiqc+wOiy3nwIM79+/FZLJE71GjQTpiAdkIJmpIJaCaUoJ0wAU1xMQp96ESTeL4xjynXIcDPfvYzfv/73wfdhFqtlrvuuotf//rXUR1cvBGrQmugJ78sy/iam/FUVODYs5e6++8PuIU6GcNlamIZc7uZky0n+aL+C/6y9y+4fC5Sdan8+rRfc0b+GSM/oJ1/gzdvhc686tpkWP1/ULTslLvurP+Xa9Tz4cE6nvr4OE3tbgBKs5K44/wpnD89a1wIrJ5UNzv48at7+OxoIHZrQUfs1sThiN3qXiqpE0kBl/5h2It9d5+8kWXIYt3xdazdupY2Txs6pY7bF9zO16Z+beRd5HHEYJMxy7JMy7//Q80Pfzio/ahzc9FMCIgvX3MzLW+9HbdJVmNOaAHY7XYOHDiA3+9n+vTpJIoCmTEptHre3WT/4hcknLYcT2Ul7opKPJUVuCsqcVdV4qmoxN/W1md/hc8/T8KSxSM0esFrR19jzaY1+OlyBZyWdxq/OW2UAt5t1fD7GdC9eI2kgNv3nbK14+VtFfzktb1hiTyL0wz88LwpXDI7d/hyS8UJkaxbd51fyrdPHwbrVvmn8PylocskJdy+d9gtWz2pbavl3k33sqV2CwBLspfwq9N+RW5i7oiOYyzTWw3Yohf+hq+1FXdZOe7yMlxl5biPH8fX3Nxvn/pFi9BOnIA6Lw9NXh7q/HzUeXkoU1Mj3iyNpkUsJoWWIJzh+qIGc/L5XS68ZjMecx2uw4eoe+DBUKvUAFBlZaHKysS5Z2/oCmHRGlFq22pZ+erKYJ1CAAmJ/3z5P+Qk5ozOoD5+AD5+MHz5tW9DydDrJ/aWLf0nF0zl2ytKUCuF9aI7Pa1b8wtNPPzVOdG1bkUSWnDK3/VQ8ct+Xj78Mr/f8XscXgcJ6gTuWXQPl0+6fMxYOIN/x7L8/9u77/AoqvWB49/d9LqkkEoCAekBRAhFUEQUvBSvYkEQBPXaQBERFctP0OsVrNdrAcUCVrAQBRQElCaGXgMBFEiBkJBKes/5/TFkyaZAQnazm+T9PM8+kJkzM2dnZ3ffPefMey48Kv2tLhSsef2FArWsr/QGq2F91qqfSXnzTeMPc78nZ+I5apTJ8So2KcvMoOjECYpPnCRvz24K9+6r9/O1DwzEISgIh+AgyrKzydu8xWotYjYRaN1333112uFnn33WoAo1ZZZ4oaq2SLWePh2XK6+kJDmJ0uSzlJxN1v5NTqY0OZmyzMxL79TODsfQUBxCQ3AMCcUxNASHNiHn/22D3tm5xmPXduFb+8PhwvEr7aPK8ep8jFr2Ua/1SlUUrPaclVIX9nGR9adzEvjowCLO5CaiA3SVTsGsPk/SqVWnavswfR2qH6PaeuNJqaWOVdcn7oUdi1AVg5UrVuv0cMPL4NKq0vY176O2OkQnniNyz2l0lV5rHYpJ/UNp6+N24ZzWVsca16sLdTQ+v7qtN9a16jGq7eNS6y+jDpXOmbrIeqUUp9LziEnKprSsHDudjs7+brTzcUNXdfta3qOKi9ShtAjio0wuJQD8u4Oz14XzxEWegxnWVz0PJWXFpOWnUlSqDV1xtXfB28kbO52d5eqg6vA5Vpf1tbwOF15zYdTIP+xtItDS6/W0bduW3r17c7FNfvzxR7NVrqkx9wtVY1OuGeicndHZ2dXtw0Ep7fgVvxjlw0EIIZofne7Co9LfuprWVyqjO/+vKilBFRdf2J2zMzonJ+P6ivKqtJTynJw6Vakxh6rYRHqHhx9+mGXLlnHy5Enuu+8+Jk6ciLe3t1krI0wVx8WbPcgCUIWFNJsQqYEfDrXt41Lr0WndeOZcn19WQHpBGiXlpSgduDm442zvTFphuvaLW6fD380fg1Mri9Wh2nqdDvLS4ewhoBw8ArQWjbJiKCnQ0jg4OGv7qeF1uLB7HdRQpkwptp/MIDO/BHs7HSXlWsOCDugV6kVbX7dK3UI117Hib5Nj1Hl9LXWsbf1lHaPK+ooylzpGfdYDexMyWXPoLIVl5djp9dzQzY9BV7Qmp6iUtLxifN2dMLg61v0YFc+hIPN8EloD7FmCLuNvLdfWdc+cn5DadHt0ukrH4MKxLrm+4m/qvP50biKLDi4iLieeSu2R6PQ67u/xL4aGDq37MUzOyWWur3St6iq97qbr67qPhhzj/HnmEusrHcsc6jsIv/J2NY0Pc2wbatb6WUu9xmgVFRURGRnJZ599RlRUFKNGjeL+++9n+PDhZn/BmqJGadHS6wn56EPsfX3r/MYtTUun5MwZrS/cr7V8ONiY1PxUXtv1Gmvj1gIQ4BbAc/2eM35JNOoUOlX9tRa+nagFVt3HwtiPzZZXqbSsnIe/2sNvR1LwdLbnh0euxsPZ3jj/X6DBNucotGVnzhUwOzKaLX9pU7CEertwOrOAcgV6Hcwb24NxEQ348irMhq/Gwuld2oTUk1dBQA8z1f7ylJSX8N/d/+XLI6YTqbfkrPJNkbXTCdlE12FV8fHxLFmyhC+++IKSkhJiYmJa/J2HjTFGq6ndMitqV1Zexvd/fc//9v6P3JJc9Do9E7tOZNqV03B1MG/Cz8vy93pYNkELsrrdok2pY6YgSynF7OXRfLv7FE72er76V38i2kkLuTkopfhu9yleXqVlla/MTqdj6+yhDQtiC7Pgy7HafJYu3ueDrfAG1rphassq/8RVT3Bfj7qNLxbWd7ktYuZgE12HVenOtywopSi3QPeW0LS6/XbcBg+22sUnLONoxlFe3vYy0WnanZ3hPuG8OPBFuvp0tXLNzjv+Gyy7Wwuyut4Mt31i1gzhb6//i293n0Kvg/fG95Ygy4x0Oh3jIkJxdbTnsaX7TNaVKUVcWn7DAi1nA0yKhC9ugTN74YubtTsR/bs1rOINUFtW+f/u/S+7z+5mVsQs2htk5hJb5xAQ0Cy/4+p1z3RRURFLly7lxhtvpHPnzkRHR/P++++TkJDQ4luzLMkhIAC3/v2a5QXYkiTnJbPl9BZeinqJu36+i+i0aNwc3Hi237N8NfIr2wmyTmw4H2QVQZfRcPtnYGe+CWi/3BbHexu0yW9fuaUHw7vLdW0Jfdt5UTW1ll4H7XzN0FrqbIBJP0JQb8hP19JApBxp+H4vU4BbAHMGzjEmMdXr9AwMHIi9zp4/Ev/gthW38drO18gqyrJaHUXLVeeuw6lTp7Js2TJCQ0O59957mThxIj4+zW+OsYawxYSlwjYs/2s5L217ySQn1vC2w3mm3zP4ufpZsWZVnNwE34yD0kLoPAruWAL2jmbb/ZroJKZ+sxelYMYNHZlxQyez7VtUVzUJrI+bIxuevA6Dq5kC54JM+OKfkHQA3FrDlF+gtRXm3Dyv6njGuKw43trzFptObQLA4GRg2pXTuKPTHTJvojBhE2O09Ho9oaGh9O7d+6KDkSMjI81WuaZGAi1RlVKKn47/xItRL5os16Nn7e02NlA3dgt8fSeUFkCnm+DOL80aZG0/mc49n+6kuKycCf1D+c8t4c3uxgZblJRVwMFT55izMobk7EKu69yaTydHmC+TfH6G1n2YHA1ufueDLdsKoKPORPHGrjc4fk5rSe1g6MBTEU8xKHiQlWsmbIVNBFpTpkyp04fi4sWLG1yppkoCLVFBKcUfiX+wYP8CDqcfrrHMZyM+IyIgopFrVou4rfD1HVCSDx2Hw7ivwN7JbLs/mpzNHR9uI6ewlOHd/Fk4sU+Ln06nsR1KzOL2D6MoLCln2tAOPDWii/l2np8Bn98MZ6PBPUALtnyvMN/+zaC0vJTIvyN5f9/7ZBZlAnBN8DXMipiFq70rCdkJhHqG2taPH9FobCLQEpcmgZaoCLAW7l/IofRDADjbOVNUVmTSbWhTt57HR8FXt2lB1hU3wLivwcHZbLs/nZnPbQujOJtdREQ7L768vz/ODnZm27+ouxX7E3l82X4AFt59Ff/oYcapnPIqxmodBo9ALdjy6WC+/ZtJdnE2iw4s4uujX1NaXooevXEuUb1Oz5yBcxjbcayVaykamyW/v2UCMSHMQCnF1sStTFw9kWm/T+NQ+iFc7F24t/u9rL19LXOvnmsyUHfOwDk2EmRtg69u14KsDtebPcjKzCvmns92cja7iE7+7nxyT4QEWVb0zyuD+dfgMACe/P4Ax5LrlqG7Ttx8YPJK8OsGOUmwZDSknzDf/s3E09GTWRGz+OmfPzEgcIDJhO3lqpyXtr1Ecl6yFWsomhtp0TIjadFqeZRSRJ2JYsGBBRxMPQhoLVh3dbmLKd2n4ONy4YYRqyYerSorEY7+DL/N1YKs9kNh/FJwMF+S0PziUu7+ZAf7Es4RZHBm+dSrJQmpDSgtK2fy4p38eTydtj6urJw22HyD4wFyU+Hz0ZB6FDyDtfxr5SXg3QEMweY7jhnUln8rwj+CmX1nEu5r3fxgovFI12ETIYFWy5Ccl0x8djxpBWksPbqUA6kHAC3AGtd5HFPCp+Dr4mvlWl7E3i9g1eNQkXPItyM8uEWbTsdMSsvKefDLPWw4moLBxYEfHh5IR38Ps+1fNExGXjFj3ttK4rkCru3UmsVTzDg4HiA3RWvRSjt2YZlOD2P+B1fdY77jNFByXjIjlo+oln+rQh//PkzuNpkhIUOMLdKieZJAq4mQQKv5+/7Y9/x7+79Nxls52TlxZ+c7uS/8PtsOsEBryXon/EKQBaCzgxnRZmttUErxzPKDfLf7NE72er55oD992kpCUltz+EwWty3UBsc/cl0HnrnJjIPjAc4cgEXXmi4z87VmDpF/R/LStpcoV+XodXoe6vkQp3NOsyZ2DaWqFIB2nu2Y1G0SN3e4GWd783WtC9shgVYTIYFW83U65zRfxnzJN0e/MVmuQ8e3o7+1nWSjl7L7M/j5ierLJ/8MYdeY5RBvrj3G+xuPo9fBR5P6cmM3f7PsV5hf5cHxH0y4ilE9zTg4PnaLNji+KjNea+ZSU7f+2byzfHP0G74/9j05JdpYNi8nL+7qchfjOo/Dx8WH5LxkuVuxmbDJKXiEaO6Kyor4Pf53Io9HsiNpR41lFIrcktxGrtllSjoI6+dUX66zA2/zTE/yeVQc72/UchW9emsPCbJs3D+vDOZQYhYf/xHLrO8P0MHPjS4BZvqS8e6gdRdW7ZZzdDPP/s0owC2gWqDk7+bPE32e4MGeD/Lj3z/y1ZGvSMxNZOGBhXwa/SnhvuHsS9mHQsndiuKipEXLjKRFq3k4lnGMH4//yKoTq8guzga0lqur/K9i79m9tpum4WLOHtbGzBRkgFcYnEsAVaYFWWPeMcu4mV8OJvHoUi3r+8wbOzF9WMeG11tYXGlZOVMW72Lr8TRCvV1Z+eggWrmaKVHt3i9g1QztWqvgc4WW+sHDxt8zVZSWl/J7wu98fvhz4xyllTWZzwJRI+k6bCIk0GpaKjf7uzu4syZuDZF/RRrzX4H2S/fWK27llituIcg9qNp4jibxKzblKCwZBflpENxHm6OuKBcyTmotWWYYL7PtRDqTP9Oyvt/dP5RXJOt7k5KZV8zNH2zlVEYB13T0Zcm9/cw3OD4rUbvW7J3gh/shKwF8O8OUn8HdhqafqiOlFN8c+Yb5u+ZXW9fLtxd3db2L60Oux9XBfDeXCMuTQKuJkECr6agcMAE46B0oKS8BwF5vz9CQodzW8TYGBA7ATm+a98mm0jRcSupfWpCVlwKBveCeleDSymy7T8oqYNPRVF75JYa84jJu6h7AB3dfJVnfm6CYM9mMXfgnhSXlPDSkPc/+wwLjDjNitesxO1HLtzX5Zy3/VhNzqbsVne2cubbNtYwMG8ngNoNxsjPfLAvCMiTQaiIk0GoaavuQDPUI5c7OdzKmwxi8nZvBXXLpJ2DxSMhNhoAeWpDlar7nVXXC4jBfN9Y8fo0kJG3CVh44w/Sl+wB4b3xvxvQKMv9B0k9owVZOEvj30JKcmvG6bCxVW7cf6fUIpeWlrIldQ0JOgrGcu4M714dezz/C/kH/wP446B1kEL0NkkCriZBAq2moLUnhp8M/pV9gPyvUyAIyTsLiUZBzBvy6w+RVZm05SMoqYND8DcYgC0Cvgz9nXy9JSZu4eauP8NGWk7g42LH8kavpFmSBz7K047BkJOSehYCeWrDl4mX+41hYTa3bSiliMmJYc3INv8b9ytn8s8byXk5edGjVgT1n98ggehsjU/AIYUahnqHVkg/qdXpCPUOtVCMzy4yDJWO0IKt1F7hnhdm7Z2LT8kyCLIByBXFp+WY9jmh8T9/UhWs6+lJQUsZDX+0mM6/Y/AfxveJ88N8akg/Cl2OhMMv8x7GwALcAIgIiTFqldDod3X26MytiFutuX8eSm5YwrvM4vJ29ySzKZPfZ3cYbaspVOXOj5rI7eTfS5tF8SaAlWpwAtwDmDJxjm3MPNtS5U1ruouzT4NNR6y50b232w6TlFlVbZqfT0c5XBgA3dXZ6He+N702ItwunMgqYvmwfpWU1j0VqkNadz3dn+8CZvdrE5oXZ5j+OFel1evr49+GFAS/w+x2/M/OqmdXKKBT3rr2XG3+4kRe2vsCqE6tIzU+1Qm2FpUjXoRlJ12HT0qQGtddFVqLWHZMZp+UwmvILeJoxAeV5hSVl3PTOFuLS89EBCi3IenVsOOMimkmroOBIUjZjF0RRUFLGg9e257mRFkrKmxyt/TgoyISQATBxOTi5W+ZYVlbb+FB7nb0xC32FDoYO9A/sz4DAAfQN6IuHo4eM7bIgGaPVREigJawmO0kbYJxxArzawZTVFpvm5K11x3hvw3H8PZ348v7+pOcW087XVcZmNUM/HzzDo99og+NfurkbHf09CPN1M/9rfWY/fHGz1n3YdhDc/b1NJjY1h5pSxPwj7B/sS9nH9qTt7EjawZH0Iyb5+ux0dgS6BZKYm6iN7ULPnKtlbJc5SaDVREigJRpdViKc3g3rX4RzcdAqVAuyWoVY5HB/n81h5Lt/UFKmWHj3Vfyjh/lbzIRtmb/mKB9uPmH8W6+DeWN7mL/1MnEPfHELFGVDSH+45inw72ZT8yKay6Va088VnmPX2V1sP7OdHck7iM+Or3E/g4IG0ce/D918utHNpxtezk3vhgJbIYFWEyGBlmhUe7+AVY9fmOLExQse3AxebS1yuPJyxbhF29gVl8mwLn58MrmvJCVtAU5n5jP4tY0my+x0OrbOHmr+lq1Tu7SW2bLzYwB1ehjzP7PMXNCUrTm5hqf/ePqS5YLcguju290YeHX36Y7BySBdjnUgcx0KIUxlJZoGWaB1u+gt95b+bvcpdsVl4upox8uS+b3FSMiofidpmVLEpeWbP9DyDILziYMB7fpeNQM6DGuWLVt11du/N3qd3mRslx49D/R8gIScBGLSY4jPjudM3hnO5J1hffx6Y7lWTq04V3QO0KYSm3rlVO4Pvx8HO4fGfhotlgRaQjRFR1ZVn6xXlWv5syzwhZSaU8Srq48A2jyGwa1kPFZLEebrhl5HtZxpFrnDNONEDdd1GcT+AVfeZf7jNREVd0pfbPqvnOIcjqQfISY9hsPphzmcfphTOaeMQRZodzh+sP8DFu5fSIhnCGGeYYQZwmhnaEeYIYwwzzBaObcyOba0hjWcdB2akXQdikZx8Hv46RHTX/6gTRA9I9oigdaMZfv4af8Zugd5smLaIOztJDNMS/LtrgSei4ym7Py3RWd/d36dca35WzWzEuGd8OrBlrMB7loK7QaZ93hNTH3vlN6YsJHpG6fX6xheTl7G4Cu3OJf18etbxAB8GaPVRNh6oCW/TJo4pWDz67DpVe3vgJ5w9rD2i19nB2PeschYlj/+TmXSpzvR6+CnaYPo2aaV2Y8hbF9SVgFRJ9J55ocDlJbDokl9GN7dAp8je7/QugtVmTZGq1WolrJE7wD/fB96tdyWrfqqKZ2EXqfnm5HfkFuSS2xWLHHZccRmxRKbFUtSXtIl93lFqyto69mWIPcggtyCCHQPJMgtiCD3IDwdPY3Bd1P7vpFAq4mw5UCrpluKm+svk2aptAhWToeDy7S/r34MbnhZmy8u4yR4t7dIS1ZhSRkj3tlCfHo+U65ux9ybu5v9GKJpee3XoyzcdII2Xi78NnOIZea2zEq8cF27esOPD0PMT9q6IbPhutkgYwTrpD6f/fkl+cRnxxOXHcfWxK2sPLGyXsdytXclyD0InU7H35l/A9q4sEndJnHrFbfi6+KLwclQp5bQxg7UJNBqIhoj0LrYxVdYWkh6YTrpBecfhemkFaRxKvsUK0+avmH0Oj1rb1vbJH5ptHj5GfDtRIj/U2u5GvUW9L23UQ79xtqjfLDxBAGezqyfeS0ezjKAtqXLLy5l2FubScoqZPqwjsy8sZPlD1peDhv+DVvf1v7ucafWumXvZPljNwOXk5y5ttawuQPnUlBaQFJeEom5iSTlJnEm7wwZhRl12q+D3gFfF1/jo7VLa+3/rr74OmvLdp/dzTt73qGcxmsYkECribB0oBX5dyRzo+aaJLJriNs63kYbjzbVlle+JCofq9blletTpWq1lavLMWrdTz3rUZdtzVqPixyjPs9BKaXlFDr+GxTlaF0n7YeAZ3Cj1COnoIQNx1JRStEvzJtAg3OdzrFZ69GQ1/oyXvf6XjfmqkddrrcG16Ou19wl6qGUIruwhNOZBeh00N7XDUd7fd331ZB6FGZBXqpW2t4FPPxBZ1fv6+1y6mHOa64+dbBmPUrLSylTZca/7XR26HX6GutQNbO9OTVGw0CzDbS2bNnCG2+8wZ49e0hKSuLHH3/klltuMa5XSvHSSy+xaNEiMjMz6d+/Px988AHdu1/ovigqKmLWrFksXbqUgoIChg0bxoIFC2jT5kIAkZmZyfTp01m5UmvVufnmm3nvvfdo1aqVsUxCQgLTpk1jw4YNuLi4MGHCBN58800cHR3r/Hws+ULVNnWDEEII0dx9NuIzIgIiLLb/ZptHKy8vj169enHvvfdy2223VVv/+uuv8/bbb7NkyRI6derEK6+8wo033sixY8fw8PAAYMaMGaxatYply5bh4+PDk08+yejRo9mzZw92dtrYgQkTJnD69Gl+/fVXAB588EEmTZrEqlWrACgrK2PUqFG0bt2arVu3kp6ezuTJk1FK8d577zXS2bi4hOyEGoMse509rV1b4+Psg6+LL+6O7ujQ+r8r94PHZ8dzMPUgCoUOHb1a96KtZ1uTMhXbVd228vLKat22lv2YbFuHY1Xd1lz1MNmPyX8tcC7qUDeTXRbmoCvIhNwUOPE7OlUGHkHQ8050Th6XPIZJnepZj8pl9iWc45foJBztdDxy3RV4nu8yrOtrVZcy9b5mGvI612U/Frjmq+2nAdebua5bc10vZ7IKjHciPnljJ3qHetVr+wbV41wCrPs/yE3W3hc3vATuAZCTCJ7B4Nba4p8LF92+DmUs/flUp/004HW6WLk1sWt4e8/bxnFhM/vMZFT7UXXaNjU/lTtX3Uk5pl2WIR6Wme2iMdhM16FOpzNp0VJKERQUxIwZM3jmmWcArfXK39+f1157jYceeoisrCxat27Nl19+ybhx4wA4c+YMISEhrF69mhEjRnDkyBG6devG9u3b6d+/PwDbt29n4MCBHD16lM6dO7NmzRpGjx7NqVOnCAoKAmDZsmVMmTKFlJSUOke3jd2iVd/m1GY3iXJzUzXTO0DXMXDrInC0QM6iWqTkFHLDW5vJLizlxdHduG9wWKMdWzQt81Yf4aMtJwn1dmXdE9daZmB8bXJTYOld2tQ9Orvz7xuFZJO3DQ35vrHGzVuW/P622WQ4sbGxJCcnM3z4cOMyJycnhgwZQlRUFAB79uyhpKTEpExQUBDh4eHGMtu2bcNgMBiDLIABAwZgMBhMyoSHhxuDLIARI0ZQVFTEnj17aq1jUVER2dnZJg9LqUhYp9dpL1nFxVefCzjALYCIgAgJsmxRTZne0cGIeY0aZAG88vMRsgtL6RFsYPLV7Rr12KJpeWxYR/w9nUjIyOejzScb9+DufjD5Z7jiRi0VRMVgoYps8lmJjVsfYaIh3zdjO45l7W1r+WzEZ6y9bW2Tv0PeZgOt5ORkAPz9/U2W+/v7G9clJyfj6OiIl5fXRcv4+flV27+fn59JmarH8fLywtHR0VimJvPmzcNgMBgfISGWbdpsbhefOE8p2LO4epJGlJY/qBFtOpbCygNn0Ovg1Vt7YKeXW+hF7dyd7Hl+VDcAFmw6zqkapuuxKEdXGPhY9eWqTEsPIZqs5tQwYLOBVoWq/cNKqUvm4Khapqbyl1OmqmeffZasrCzj49SpUxetlzk0p4tPoP3qXjoetrxRfZ3OTssj1EhiU/N46ocDAEy5OowebQyNdmzRdI3pGcjA9j4UlZbz8s8xjV8B3yu07sKq9n6uzf8phJXZbKAVEKAFElVblFJSUoytTwEBARQXF5OZmXnRMmfPnq22/9TUVJMyVY+TmZlJSUlJtZauypycnPD09DR5CFEn5eWw61P4oD/8tUZL3dDpH1pwBRgzvTfSRLrf7krg+rc2kZpTDEA7n8btrhRNl06n46V/dsder2N9zFk2Hktp3AoYgrUxWRXvnYpB1tHfa++vo6sbtz5CVGGzgVZYWBgBAQGsX39hFvLi4mI2b97M1VdfDUCfPn1wcHAwKZOUlMShQ4eMZQYOHEhWVhY7d+40ltmxYwdZWVkmZQ4dOkRS0oXpB9atW4eTkxN9+vSx6PMULVDacfh8NPwyE4pzILgvPPwHTFimzVU4+Wft30YazJuUVcDsyGiTDDsvrYohKaugUY4vmr5O/h7cO6gdAC+tPExRadnFNzC3q+658N554jBM+UVrDc5JgmXj4fsp2uB5IazAqukdcnNzOX78uPHv2NhY9u/fj7e3N6GhocyYMYNXX32Vjh070rFjR1599VVcXV2ZMGECAAaDgfvvv58nn3wSHx8fvL29mTVrFj169OCGG24AoGvXrtx000088MADfPTRR4CW3mH06NF07twZgOHDh9OtWzcmTZrEG2+8QUZGBrNmzeKBBx6QViphPmUlEPUubHoNyorAwRWGvQj9HgT9+V/jhuBGa8WqEJuaR9V7j8uUIi4tn0CDS6PWRTRdj9/QiRX7zxCXns/HW07y6PUdG7cCld87hmB4JAo2zYeo9+Dwj3Byk3ZzSa+7kOl7RGOyaqC1e/duhg4davx75syZAEyePJklS5bw9NNPU1BQwNSpU40JS9etW2fMoQXw3//+F3t7e+68805jwtIlS5YYc2gBfP3110yfPt14d+LNN9/M+++/b1xvZ2fHL7/8wtSpUxk0aJBJwlIhGiQrETJOQEmBNoVIcrS2vMP1MPod8Gpr1eoBxKbnVVtmp9PRzle6D0XdaQPju/L4sv28v/E4t/QOpo2XFa8hBxe48SXofiusfFR77/30MER/p7339Pbae9O7Q6P/uBEti83k0WoObHlSaWEFNeXFcvGCm+ZDz3E28au6sKSMYW9tJvFcATq0G+TtdDpeHRvOuIhQa1dPNDFKKe5atJ0dsRlc16k1Dw5pT5ivm/VbRstKtJatTfO11mQ7R22Z5N0S5zXbKXiaGwm0hFHKMVjQH9PJH3Xw0BYI7GmtWlXz7u9/8/b6vwg0OPPNvwaQnF1IO19X638xiibrWHION/1vi7E7Wq+DeWN72EbgnvY3RD4EZ6rkR9TZaWO8pGWrxWqRCUuFaJJykmH9HPj4OqrNsI2yqdvNz5wrYMEmbYzksyO7EtbajYEdfCTIEg3i6WJvcumXK3gu8pBt3Fzh2xGGzam+XJXB5tdt6v0pmg+rjtESotlI+xv+/B8c/BbKimsu08h5sS7ltV+PUlhSTkQ7L8b0DLR2dUQzEZuWV+0nhk3dXFGRd6tqguC9S+DQcuh7LwyYCp7ynhDmIS1aQjTEqZ2w7G54PwL2fakFWSEDYPwyGPOu1fJiXcruuAxW7D+DTgdzxnS/ZBJgIeoqzNeNqhMK6HXYzs0VVfNu6ezgyonQuouWbiXqXXinB6yYBqnHrFtX0SxIi5YQ9ZGVqOXByj4F+76ChG0X1nUeBYOmQ+iAC8uuuEGbCsS7vc0EWeXlipdWaRm8x/UNITxYMsAL8wk0uDBvbA+ei4ym7HzTVo9gg220ZlW46h7oMMz0vVleDn+vgz/f0d7X+77SHp1HwaDHwdBG7lIUl0UGw5uRDIZv5rYtgLXPYTIAxc5Ru4Pw6unQupPVqlYf3+06xdPLD+LhZM+GWdfR2sPJ2lUSzVBSVgEbj6bw3I+HAFj24AAGtPexcq3qKGGH1rJ19Ofq6+QuxWbJkt/f0qIlxMXkpsCRVXDwOzi1vcpKHdy3DoJ7W6VqlyOnsITX1x4FYPqwjhJkCYsJNLgwoX9bYpKy+Wp7AnNWHOaX6YOxt2sCI1ZC+0Po15D6F2yaB4cjL6xT5bByOhTnw5XjwVlahMXFNYErXohGln0GdnwEi0fCm520qXKqBVkACopzG716DfH+huOk5RYT5uvG5KvbWbs6ogWYNbwzXq4OHDubw5fb461dnfpp3UkbHF+Ngl+fgTeugK/vhH1fQ35Go1dPNA3SoiVaroqs7d4dtNu7Y1ZCzAo4vdO0XHAfCBuijd2ofKeSjd1FeCmxaXl89mcsAP83uiuO9vI7S1heK1dHZo3ozPM/HuLt9X8xplcQvu5NqCXVu0MNdynqwCsMMk/C32u1h95e+5zodjN0GQ2lRTKmSwASaImWqqas7ZWFDIBu/4SuY6BViLbMOwxWzdCCMhu7i7Au/vNLDCVliiGdWjO0s5+1qyNakLsiQlm6M4FDidm8/utRXr+9l7WrVHcVdylWfe9fdQ+kHIUj53+gnT0EJ37XHqtmYBzLqdNrU/70mWy1pyCsSwbDm5EMhm8ishLhnfDqQVabftDzTu3XaG05dLISbe4uwrrY/Fcqkz/bib1ex68zruUKP3drV0m0MHviM7ltYRQAP069mt6hXlauUT1d6r2fdhyOrIDo7yHlSPX17a+HDkMhdCAE9gJ7R8vXWdSZDIYXwpwyTtTckjXsRQi75uLbGoKbVIAFkJCRx7ORBwGYfHU7CbKEVfRp68Xtfdrww57TvLjiMD9NG4Rd1YRbtuxS733fK+CaJ6FNBHw+pvr6kxu0B4C9szYkIXSAFni1iQCXVtq6ykMamthnjaiZBFqi5alpzEUTG29VV9/uSmD28mhjQoo2XjaUy0i0OM/c1IW1h5KJTsziu92nGN/PBuY/NLcaP1/0MHim1tJ1ajvkp0P8n9pDKwB+3bRJ5+P/RCa7bl6k69CMpOuwCdn7Rc1jLpqRpKwCBs3fQHnltF86HVtnD7Wt5JGiRflsaywv/xyDl6sDG2ddRyvXZtiFdrHPF6Ug/biWFDVhu/Zvxsna99XpJgjuC35dtGDMqx3o7UzLSCtYg1ny+1sCLTOSQKuJaaLjrepq699pTPx0R7XlSx8YwMAOTSRxpGh2SsvKGfXuVo6dzWFs72Bu79uGMF+35hf81+fzJTcFdn+m5ey6FHtn8O2kBV1+XbSJ7Hcu0lrQpBXsskmg1URIoCVsyfw1R/hws+kvZWnRErZg24l0xn98ITedXgfzxvZgXEQz7Eqsq5pu0tHpYdAMyEmClBgtgWppwaX31fMu8O8GrULPP9qCqw9UndNUWsKMZDC8EKJeDp4+xyd/aDmzdDqtt8JOp+PVseESZAmrqzrBdLmC5yIPcW2n1i33+rxYGokK5WWQGQepR7XA6+QWiNtSfV8Hl1Vf5uBWKfAKhbxULS1FxXiwkW9BxH11r68EaXUmLVpmJC1awhbkF5cy+t2tnEzLY2SPAF4Y1ZX49ALa+bq23C8xYVOiTqQx4WPp1q5Rfboca2wF00HEg1CQCecS4Fy81iJWF86twDMI3P3APeD8v/7gEWC6LGYF/Dzj8rorbTRAkxYtIUSd/eeXI5xMy8Pf04lXb+1BK1dHglq5XnpDIRpJmK8beh0mN2rodNVbulqk+qSQqUsrGGhZ6rNOa0FXZjzEbYVDP1TfX+E57ZESU/f6Vsz9mLANDCHg4g2u3uf/9brwt5Mn7PvyQqLoyxlPZqNB2qVIoCVEM/L7kbN8vSMBgLfuuLJ53tElmrxAgwvzxvbguchDlJ3vVHHQ68grKrNyzZqgq+6BDsMu3gpm7wQ+HbQHQMfh2kTZVVPcTIwEyrXB+TnJ2r+5Z00fhVk1VELB/m8uUVG9tm/jJucDtNgt4BEIzp7gZAAnj/P/97zwr5OnloH/l5lNctC/dB2akXQdCmtKzSnipne2kJ5XzP2Dw/i/0d2sXSUhLiopq4ATKbm8vf4v9iaco5O/Oz9NG4Sro7QBWNzlprhJPwHv960+92O/B6G8RJtcuyATCjIg//y/Jfnmr7/ODmZEm61lS7oOhRAXpZTimeUHSc8rpkuAB0+N6GztKglxSYEGFwINLnQK8GD0u1v562yuNvn0nb3QVb1DTphXXVrCauLToW7dlZWVFGrdkZ8Mqx6gDZgGOrSWsqIcKMqGwmzt36Ic7f8ledX3qcq0ujeBLkQJtIRo4pKyCvh4y0k2HE3B0V7PO3ddibOD3aU3FMJG+Hk489743kz4ZAc/7kskop03E/q34FQPjeVypxSrb5Dm4AzBV9U/QKuQGQ/vXtlkZ/OQQEuIJuzbXQk8GxltHFQ8vJs/XQKk21o0Pf3b+/D0iM7MW3OUuSsP0yPYQI82BmtXS9TmcoK0y21F82pbc5DWBFqzQMZomZWM0RKNqeYpdmDr7OsljYNokpRSPPjlHtbHnCXE24VP74kgLa+oeWaOF/Vnwdk8ZIyWEKKag6ezTIIsgDIFcWn58qUkmiSdTsebd/Ri9Ht/cCqjgOHvaMk4JXO8AC6/q9PK9NaugBCi/lJyCpm/5ki15XY6neQiEk2awcWBf/8z3GRZReb4pKw6TD8jhI2RQEuIJubMuQLGfbSd2LR8PJ3t0Z+/OUum2BHNhaN99a+mMqWIS7NAmgAhLEy6DoVoQhLS85nwyXZOZxYQ3MqFbx7oj6O9nri0fJliRzQbNWWOB/DzcLJOhYRoAGnREqKJOJGay50fbeN0ZgHtfFz57uGBtPXRBgkP7OAjQZZoNioyx9tVyaU1fdk+zmYXWqlWQlweuevQjOSuQ2EJSVkFbPkrlflrjpKZX0JHP3e+/ld//DydrV01ISwqKauAuLR8copKeHZ5NOl5xQQanPl0cgTdguQzVpiP3HUoRAv17a4EZkdGU/FzKNDgzLIHB+DjLl0oovmryBwP0DXAkymLd3IiNY87Pozi/QlXMbSLn5VrKMSlSdehEDbqVEYes5dfCLIAzmYXUlxWXvtGQjRTId6uRD4yiKs7+JBXXMb9n+/i/Q1/E3UiTe5GFDZNAi0hbNDuuAzu/mQnVfv1y8/nyRKiJTK4OrDk3n7c0acN5QreXPcXEz7ewaD5G/h2V4K1qydEjSTQEsKGpOYU8eR3B7j9w20kZFQPqCRPlmjpHO31PHFjRyoPky9XMDsymoT0GiYfFsLKJNASwoqSsgqIOpHGqYw8lvwZy/VvbWL53tMAjOsbwv+N6mq880ryZAmhiUvPr9baqxTc/uE2VuxPpLxqXgghrEgGwwthJVUnhK7QI9jAy//sTu9QLwBG9gyUPFlCVFJbnq2UnCIeX7afDzef5OmbOnNdp9YkZxcSm5Yn8yUKq5H0DmYk6R1EXZ05l8+g1zZS9d339E2deejaDtjpdTVvKIQAtB8qz0Ueokwp7HQ65ozpRnZhCR9tPklOUSmgBWRx6XkoJfMliouT9A5CNBOnMvJZvvc03+xIqBZkAfQO8ZIgS4g6GBcRyrWdWldr7b27f1sWbDrOkqg4YtMujNkqV/BsZDTXdmotLVuiUUmgJYQFJGUVGLsr3J3sWROdzA97T7MzNqPWbWSguxD1UznPVgUvN0eeH9WNnm1a8djSfSbryhU8+d0B7hnYlus6++HsYNeY1RUtlARaQphZ1bFX9nY6Ssu0P3Q6GHyFL7dd1YacwlLmrjxs7PqQge5CmE/fdl41juOKOpFO1Il0XB3tuL6LH6N6BHJdZz/OFRTLWC5hETJGy4xkjFbLVVJWzuEz2Ww4cpZ3Nxyvtj7U24VxEaHc2juYoFYXPsQrphiRge5CmJ/pOC54aEgHikvLWXMomcRzF5KcOtjpKDn/Y0jGcrVMlvz+lkDLjCTQat4qdwd6ODuwLyGTXXGZ7IrNYN+pTApLas/YvvSB/gzs4NuItRVCQM0/ZpRSHDidxeroJFYeOENyVvWJqq/v4seA9t70atOK8GADbk721fYrLWDNhwyGF8IC6vpBmVtUyoebT/DBhuPG3D06qJbHp5WrA+FBBv48nmayTht75Wbm2gsh6qKmcVw6nY4rQ1pxZUgrruvUmgmf7Ki23YajKWw4mgJorVyd/D3o1aYVvUJacTa7kPc2/E253M0o6kACLdEiVR5HpdfBf27twTUdfTmRmsfJ1FxOpOZyMjWPE6m5nM0uqra9AgJbOTMwzIe+7byJaOdFh9bu6PW6aredy9grIWxXWOvqObn057sZY1PzOHD6HElZhRxNzuFocg7f7j5lsn25gtnLo8nMK6FniIF2Pm4EeDqjr3L3sLSAtVzSdWhG0nXYNCRlFTBo/oZqg2Tra+kDAxjYwafWY8jYKyGahpp+HFVuoTqbXcj+U+c4cOocm/9K5fCZ7Ivuz9FeT1tvV9r6uNHOx5W03CJWHDhjzOf16q09uKvfxVvAJDBrXDJGq4mQQKtpiDqRxoSPq3cV2Omhva87HVq70761Gx1au9PBzx1XRztuemeLSWBmp9OxdfZQ+QAUopmo64+jmn6o6YD+7b05m13EqYx8SuvwKy7A05kAgzOtPZzw83DCz+PC//efPseCjccvq2tSArTLI4FWEyGBVtNQ0welXgebn7qOEO+ax1Jd6hevEKLluNjnQWlZOWfOFRKXnkd8Rj7bjqex+lByg495hZ87rd2dMLg4YHBxoJWrA57n/zW4ONDKxZEdsel8cJkBWksngVYTIYFW03E5gZN0BwohKjSkBUyvg48m9aFcQWpOESk5RaTmFJKaU8TJ1DxOVspo3xDS8l53ctehEGZW2/QdF1PT3UtCiJaprp8HgQYX5o3tUe2H3Y3dAmosX1tg9tadV2Kn15GVX0xWQQnn8ku0fwu0f5POFXAqs8BkX2VKEZeWL59bViaBlmixJHASQjSG+vywqy0wu7V38EWPUVOAJtN62QYJtIQQQggLq88Pu8ttca8pQJMfk9YngZYQQghhYy6nxf1yAjRheRJoCSGEEM2EDImwPXprV0AIIYQQormSQEsIIYQQwkIk0BJCCCGEsBAJtIQQQgghLEQCLSGEEEIIC5FASwghhBDCQiTQEkIIIYSwEAm0hBBCCCEsRAItIYQQQggLkUBLCCGEEMJCJNASQgghhLAQmevQjJRSAGRnZ1u5JkIIIYSoq4rv7YrvcXOSQMuMcnJyAAgJCbFyTYQQQghRXzk5ORgMBrPuU6csEb61UOXl5Zw5cwYPDw90Ol29ts3OziYkJIRTp07h6elpoRqKyuScW4ec98Yn59w65Lw3vss950opcnJyCAoKQq8376gqadEyI71eT5s2bRq0D09PT3lDNjI559Yh573xyTm3Djnvje9yzrm5W7IqyGB4IYQQQggLkUBLCCGEEMJCJNCyEU5OTsyZMwcnJydrV6XFkHNuHXLeG5+cc+uQ8974bPGcy2B4IYQQQggLkRYtIYQQQggLkUBLCCGEEMJCJNASQgghhLAQCbSEEEIIISxEAi0bsGDBAsLCwnB2dqZPnz788ccf1q6STZo3bx4RERF4eHjg5+fHLbfcwrFjx0zKKKWYO3cuQUFBuLi4cN1113H48GGTMkVFRTz22GP4+vri5ubGzTffzOnTp03KZGZmMmnSJAwGAwaDgUmTJnHu3DmTMgkJCYwZMwY3Nzd8fX2ZPn06xcXFFnnutmLevHnodDpmzJhhXCbn3DISExOZOHEiPj4+uLq6cuWVV7Jnzx7jejnv5lVaWsoLL7xAWFgYLi4utG/fnpdffpny8nJjGTnnDbdlyxbGjBlDUFAQOp2On376yWS9rZ3j6OhohgwZgouLC8HBwbz88sv1nw9RCatatmyZcnBwUB9//LGKiYlRjz/+uHJzc1Px8fHWrprNGTFihFq8eLE6dOiQ2r9/vxo1apQKDQ1Vubm5xjLz589XHh4eavny5So6OlqNGzdOBQYGquzsbGOZhx9+WAUHB6v169ervXv3qqFDh6pevXqp0tJSY5mbbrpJhYeHq6ioKBUVFaXCw8PV6NGjjetLS0tVeHi4Gjp0qNq7d69av369CgoKUo8++mjjnAwr2Llzp2rXrp3q2bOnevzxx43L5ZybX0ZGhmrbtq2aMmWK2rFjh4qNjVW//fabOn78uLGMnHfzeuWVV5SPj4/6+eefVWxsrPr++++Vu7u7euedd4xl5Jw33OrVq9Xzzz+vli9frgD1448/mqy3pXOclZWl/P391V133aWio6PV8uXLlYeHh3rzzTfr9Zwl0LKyfv36qYcffthkWZcuXdTs2bOtVKOmIyUlRQFq8+bNSimlysvLVUBAgJo/f76xTGFhoTIYDOrDDz9USil17tw55eDgoJYtW2Ysk5iYqPR6vfr111+VUkrFxMQoQG3fvt1YZtu2bQpQR48eVUppHxZ6vV4lJiYayyxdulQ5OTmprKwsyz1pK8nJyVEdO3ZU69evV0OGDDEGWnLOLeOZZ55RgwcPrnW9nHfzGzVqlLrvvvtMlo0dO1ZNnDhRKSXn3BKqBlq2do4XLFigDAaDKiwsNJaZN2+eCgoKUuXl5XV+ntJ1aEXFxcXs2bOH4cOHmywfPnw4UVFRVqpV05GVlQWAt7c3ALGxsSQnJ5ucTycnJ4YMGWI8n3v27KGkpMSkTFBQEOHh4cYy27Ztw2Aw0L9/f2OZAQMGYDAYTMqEh4cTFBRkLDNixAiKiopMuneai2nTpjFq1ChuuOEGk+Vyzi1j5cqV9O3blzvuuAM/Pz969+7Nxx9/bFwv5938Bg8ezO+//85ff/0FwIEDB9i6dSsjR44E5Jw3Bls7x9u2bWPIkCEmyU9HjBjBmTNniIuLq/PzkkmlrSgtLY2ysjL8/f1Nlvv7+5OcnGylWjUNSilmzpzJ4MGDCQ8PBzCes5rOZ3x8vLGMo6MjXl5e1cpUbJ+cnIyfn1+1Y/r5+ZmUqXocLy8vHB0dm91rt2zZMvbu3cuuXbuqrZNzbhknT55k4cKFzJw5k+eee46dO3cyffp0nJycuOeee+S8W8AzzzxDVlYWXbp0wc7OjrKyMv7zn/8wfvx4QK71xmBr5zg5OZl27dpVO07FurCwsDo9Lwm0bIBOpzP5WylVbZkw9eijj3Lw4EG2bt1abd3lnM+qZWoqfzllmrpTp07x+OOPs27dOpydnWstJ+fcvMrLy+nbty+vvvoqAL179+bw4cMsXLiQe+65x1hOzrv5fPvtt3z11Vd88803dO/enf379zNjxgyCgoKYPHmysZycc8uzpXNcU11q27Y20nVoRb6+vtjZ2VX7hZKSklIt0hYXPPbYY6xcuZKNGzfSpk0b4/KAgACAi57PgIAAiouLyczMvGiZs2fPVjtuamqqSZmqx8nMzKSkpKRZvXZ79uwhJSWFPn36YG9vj729PZs3b+bdd9/F3t7e5NddZXLOGyYwMJBu3bqZLOvatSsJCQmAXOuW8NRTTzF79mzuuusuevTowaRJk3jiiSeYN28eIOe8MdjaOa6pTEpKClC91e1iJNCyIkdHR/r06cP69etNlq9fv56rr77aSrWyXUopHn30USIjI9mwYUO1ZtuwsDACAgJMzmdxcTGbN282ns8+ffrg4OBgUiYpKYlDhw4ZywwcOJCsrCx27txpLLNjxw6ysrJMyhw6dIikpCRjmXXr1uHk5ESfPn3M/+StZNiwYURHR7N//37jo2/fvtx9993s37+f9u3byzm3gEGDBlVLXfLXX3/Rtm1bQK51S8jPz0evN/1KtLOzM6Z3kHNuebZ2jgcOHMiWLVtMUj6sW7eOoKCgal2KF1XnYfPCIirSO3z66acqJiZGzZgxQ7m5uam4uDhrV83mPPLII8pgMKhNmzappKQk4yM/P99YZv78+cpgMKjIyEgVHR2txo8fX+OtwW3atFG//fab2rt3r7r++utrvDW4Z8+eatu2bWrbtm2qR48eNd4aPGzYMLV3717122+/qTZt2jSL268vpfJdh0rJObeEnTt3Knt7e/Wf//xH/f333+rrr79Wrq6u6quvvjKWkfNuXpMnT1bBwcHG9A6RkZHK19dXPf3008Yycs4bLicnR+3bt0/t27dPAertt99W+/btM6Y0sqVzfO7cOeXv76/Gjx+voqOjVWRkpPL09JT0Dk3RBx98oNq2bascHR3VVVddZUxXIEwBNT4WL15sLFNeXq7mzJmjAgIClJOTk7r22mtVdHS0yX4KCgrUo48+qry9vZWLi4saPXq0SkhIMCmTnp6u7r77buXh4aE8PDzU3XffrTIzM03KxMfHq1GjRikXFxfl7e2tHn30UZPbgJurqoGWnHPLWLVqlQoPD1dOTk6qS5cuatGiRSbr5bybV3Z2tnr88cdVaGiocnZ2Vu3bt1fPP/+8KioqMpaRc95wGzdurPFzfPLkyUop2zvHBw8eVNdcc41ycnJSAQEBau7cufVK7aCUUjql6pviVAghhBBC1IWM0RJCCCGEsBAJtIQQQgghLEQCLSGEEEIIC5FASwghhBDCQiTQEkIIIYSwEAm0hBBCCCEsRAItIYQQQggLkUBLCCGEEMJCJNASQjQ5S5YsoVWrVvXaJi4uDp1Ox/79+wHYtGkTOp2Oc+fOmb1+tuDYsWMEBASQk5PToP1EREQQGRlpploJ0fJIoCWEuKSKoKS2x9ChQ61dxXq7+uqrSUpKwmAwXLJsUwzKnn/+eaZNm4aHh0eD9vN///d/zJ492zi5shCifiTQEkJcUkVQUvXx0UcfodPpmDp1qrWrWG+Ojo4EBASg0+msXRWzO336NCtXruTee+9t8L5GjRpFVlYWa9euNUPNhGh5JNASQlxSRVBS+ZGZmclTTz3Fc889xx133GEsu3nzZvr164eTkxOBgYHMnj2b0tJS4/rrrruO6dOn8/TTT+Pt7U1AQABz5841Od7bb79Njx49cHNzIyQkhKlTp5Kbm1uvOu/cuZPevXvj7OxM37592bdvn8n6qq1U8fHxjBkzBi8vL9zc3OjevTurV68mLi7O2GLn5eWFTqdjypQpAPz6668MHjyYVq1a4ePjw+jRozlx4oTxGBXdlZGRkQwdOhRXV1d69erFtm3bTOry559/MmTIEFxdXfHy8mLEiBFkZmYCoJTi9ddfp3379ri4uNCrVy9++OGHiz737777jl69etGmTRvjsoru1p9//pnOnTvj6urK7bffTl5eHp9//jnt2rXDy8uLxx57jLKyMuN2dnZ2jBw5kqVLl9br/AshNBJoCSHq7dy5c9xyyy0MGTKEf//738bliYmJjBw5koiICA4cOMDChQv59NNPeeWVV0y2//zzz3Fzc2PHjh28/vrrvPzyy6xfv964Xq/X8+6773Lo0CE+//xzNmzYwNNPP13n+uXl5TF69Gg6d+7Mnj17mDt3LrNmzbroNtOmTaOoqIgtW7YQHR3Na6+9hru7OyEhISxfvhzQxj0lJSXxv//9z3icmTNnsmvXLn7//Xf0ej233nprtW62559/nlmzZrF//346derE+PHjjcHn/v37GTZsGN27d2fbtm1s3bqVMWPGGIOdF154gcWLF7Nw4UIOHz7ME088wcSJE9m8eXOtz2XLli307du32vL8/Hzeffddli1bxq+//sqmTZsYO3Ysq1evZvXq1Xz55ZcsWrSoWiDXr18//vjjj0ucdSFEjZQQQtRDWVmZ+sc//qG6du2qsrKyTNY999xzqnPnzqq8vNy47IMPPlDu7u6qrKxMKaXUkCFD1ODBg022i4iIUM8880ytx/zuu++Uj4+P8e/Fixcrg8FQa/mPPvpIeXt7q7y8POOyhQsXKkDt27dPKaXUxo0bFaAyMzOVUkr16NFDzZ07t8b9VS1bm5SUFAWo6OhopZRSsbGxClCffPKJsczhw4cVoI4cOaKUUmr8+PFq0KBBNe4vNzdXOTs7q6ioKJPl999/vxo/fnyt9ejVq5d6+eWXTZYtXrxYAer48ePGZQ899JBydXVVOTk5xmUjRoxQDz30kMm2K1asUHq93vgaCiHqTlq0hBD18txzz7Ft2zZWrFiBp6enybojR44wcOBAk3FPgwYNIjc3l9OnTxuX9ezZ02S7wMBAUlJSjH9v3LiRG2+8keDgYDw8PLjnnntIT08nLy+vTnU8cuQIvXr1wtXV1bhs4MCBF91m+vTpvPLKKwwaNIg5c+Zw8ODBSx7nxIkTTJgwgfbt2+Pp6UlYWBgACQkJJuUqP9/AwEAA4/OtaNGqSUxMDIWFhdx44424u7sbH1988YVJF2VVBQUFODs7V1vu6upKhw4djH/7+/vTrl073N3dTZZVfi0AXFxcKC8vp6ioqNZjCiFqJoGWEKLOvv32W958802WLVtGx44dq61XSlUbXK6UAjBZ7uDgYFJGp9MZu9vi4+MZOXIk4eHhLF++nD179vDBBx8AUFJSUqd6VhyzPv71r39x8uRJJk2aRHR0NH379uW999676DZjxowhPT2djz/+mB07drBjxw4AiouLTcpVfr4V56Hi+bq4uNS6/4oyv/zyC/v37zc+YmJiLjpOy9fX1zjGq7Z6VNTlYq9FhYyMDFxdXS9aVyFEzSTQEkLUyf79+7nvvvuYP38+I0aMqLFMt27diIqKMgl0oqKi8PDwIDg4uE7H2b17N6Wlpbz11lsMGDCATp06cebMmXrVtVu3bhw4cICCggLjsu3bt19yu5CQEB5++GEiIyN58skn+fjjjwHtZgDAZJB4eno6R44c4YUXXmDYsGF07dq1xuDmUnr27Mnvv/9e6/NwcnIiISGBK664wuQREhJS6z579+5NTExMvetSm0OHDnHVVVeZbX9CtCQSaAkhLiktLY1bbrmF6667jokTJ5KcnGzySE1NBWDq1KmcOnWKxx57jKNHj7JixQrmzJnDzJkz0evr9nHToUMHSktLee+99zh58iRffvklH374Yb3qO2HCBPR6Pffffz8xMTGsXr2aN99886LbzJgxg7Vr1xIbG8vevXvZsGEDXbt2BaBt27bodDp+/vlnUlNTyc3NxcvLCx8fHxYtWsTx48fZsGEDM2fOrFc9AZ599ll27drF1KlTOXjwIEePHmXhwoWkpaXh4eHBrFmzeOKJJ/j88885ceIE+/bt44MPPuDzzz+vdZ8jRoxg27ZtJoFhQ/zxxx8MHz7cLPsSoqWRQEsIcUm//PIL8fHxrF69msDAwGqPiIgIAIKDg1m9ejU7d+6kV69ePPzww9x///288MILdT7WlVdeydtvv81rr71GeHg4X3/9NfPmzatXfd3d3Vm1ahUxMTH07t2b559/ntdee+2i25SVlTFt2jS6du3KTTfdROfOnVmwYIHxeb300kvMnj0bf39/Hn30UfR6PcuWLWPPnj2Eh4fzxBNP8MYbb9SrngCdOnVi3bp1HDhwgH79+jFw4EBWrFiBvb09AP/+97958cUXmTdvHl27dmXEiBGsWrXKOB6sJiNHjsTBwYHffvut3vWpKjExkaioKLPk5BKiJdKpyxnMIIQQwqYtWLCAFStWNDjR6FNPPUVWVhaLFi0yU82EaFnsrV0BIYQQ5vfggw+SmZlJTk5Og6bh8fPzu2QOMiFE7aRFSwghhBDCQmSMlhBCCCGEhUigJYQQQghhIRJoCSGEEEJYiARaQgghhBAWIoGWEEIIIYSFSKAlhBBCCGEhEmgJIYQQQliIBFpCCCGEEBYigZYQQgghhIX8P6qoMmMNrlXLAAAAAElFTkSuQmCC", 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" ] @@ -229,7 +229,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -243,7 +243,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/tutorial_sampling.ipynb b/docs/examples/tutorial_sampling.ipynb index ec98b2f8e7..db652acb10 100644 --- a/docs/examples/tutorial_sampling.ipynb +++ b/docs/examples/tutorial_sampling.ipynb @@ -66,7 +66,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -114,7 +114,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -147,7 +147,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in SampleTemp.zarr.\n", - "100%|██████████| 108000.0/108000.0 [00:03<00:00, 35058.76it/s]\n" + "100%|██████████| 108000.0/108000.0 [00:04<00:00, 24824.50it/s]\n" ] } ], @@ -181,7 +181,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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9SpUqhbu7O5IkceLECerUqcOFrMNUtPqruKZO1nImaw+SknzHMXl5eRF6LpS1a9eycsVKEhMSaRBcmyFDhlCnTh2zg9UFQRAE4Z/EGKoi9CKNoTIYDOzZs4dDhw4hSRKNGjWiWbNm+QYIp06don69+qglF1wsyqJW2CHLelJ1USTqrtG6TUs2b96cq40sy5w6dYratWsTqG6Ck8rP9FpkHRcyVyJjMDnm5uZGclIyngRTRl3f5HiaIYETWatZuXIlPXv2NHvdc+fO5b333sNGZY+XVAK9rCdGDscg6Vm7bi3t27d/3MslCILwTD3LMVT3bw/GwT7v2dIF6itVQ7GSv7wQ728vKpGh+g8KCwujQ4eO3LgRhtrCGpCZNGkSZcuWY9OmjZQqVcpsu4kTJ6KSbPBUVzOWH5AkJQ4WfihQsmXLFr744gv0er0xy3T79m2Sk5MBsJDMVxRXSCpUkiXlKpame/fulCpVilKlSlGyZEmcnJz44osvmPL1N3jqA3FW+hjb6WQtN/RH8XD3pHPnznne77Bhw6hXrx5z5szh0MHDWCmVvPvaMIYNGybGJQmCIBh0YMi/Jl2B+hDyJTJURaioP3EYDAb27t3L6tWrSU5OJigoiMGDB+cbJDx69Ijy5UNISkjFSlkMlSKnFpHOkEam/j5u7k5cuXIZJyenXO0SEhJwc3PH1aIsjmrTyt2yLHM3fTcGNGa/r4SEt0VlvCwqmBzLNCRxLWsTq1atMrtYcFZWFm1at+HQoUO4KwNwkrzJltOJk26BysCu3TupV69efi+VIAjCS+WZZqhuDiiaDFXQEpGhyofIUL2gEhMTadeuHceOHcPCwgrZoABJy5QpU5g4cSKffvqp2XYLFiwgPj4eR8vyKBV//QJZKO1RSIFER19hxIgRBAcHc+fOHWORy8jISABUCvNZJkmSsFBY4ebtTocOHYxZplKlShEQEMCwYcNY8dtqnA3+WCr+Wq7EIOuJ1p3F1dWNjh07mu3bysqKHTt38PPPPzN3zlxu3jqJrZ0d/Xv1YcyYMQQFBf3bl1EQBEEQGapnQmSoipC5Txx6vZ7Vq1cze/Zsrly5go2NDT179mT48OH5ZppatmzJ/v0HUOCMQrJCkiRk2YBOn4LOkMySJUtMliVJT0+natVq3LsTj72ZukoAKVm30OiTzB6TkHC0CMDVspzJMb2sITJzH5OnfM2HH35ocjw2NpY6tevw4H4MzpTCTumOxpBOArfQyCls3LSRNm3a5Hm/giAIr5JnmaF6cL1nkWSofMusEhmqfIiAqgj98xdEr9fTq1cv1q5di1KpxmDIeXSmVMpYWqrZtWuX2UdZ58+fp0qVKqhVbigVprPqNLp4XN3sGThwAPfu3SM8PJzw8HDi4+MBCWsLD2zVpoPDAdKyI5AsUunRoweBgYGULFmSwMBAAgMDmTp1KrN/mIuXug5qxV/LlsiyzCPNVdLlSO7fv4+np6fZvuPj45k4cSKLFi4iLT0NSZJo06YNX3zxhajkLQiC8DcioPrvEQFVEfrnL8j333/PmDFjAEukv5UFkGUZhUKDk5MD9+/fNxaaTElJ4d69e0ybNo3ly1egVvqanZWnN2Sg0cWbvQaVSgUGS5ysy5ock2WZNG0YLVs3ManrBDnjr+rUrsO9u5HYKopjo3RHL2eTqo8kXRvLzJkzGTFixGNfB41Gw8OHD7G3t8fe3v6x5wuCILxqnmlAdbU7DvYWhesrVYtvuTUioMqHGEP1lBgMBr777jtAlSuYgpzxSAaDRU4AU6cOBoOBiIgIkpKS/naWAkmVV4mDnGfhvXv3plq1agQEBODv709AQAD79++nS5cuZOsSsVQ552ql0SeQrU3j7bffNturq6srx44fY9y4cfz2228kZt4AoHy58nwxfpbZAeXmqNVqfHx8Hn+iIAiC8NRJBh2SoXA19SQxhuqxRIaqCP39E0dWVhaenp5IkpVJQPUngyGdv68xB+Di4oKDgwN3797FUuWNQmGaptXqErG01hMXF4eNjc0/+jTQq9frrF27BrXSFUuVC8gyGn0i2fpH9O7dm6VLlz62YGVqair37t3DxsaGgIAAUeBSEAShCD3LDFXUxQ5FkqHyqbhJZKjyUchh/0JelMo/103KO15VKBQ0adKE7du3c+XKFVJTU3n06BE3btzAw8MTPcnIcu5imAaDBlnKYPDgwSbB1J99Ll++jMmTJ+PkqiIl6wYp2Tdxdlczbdo0lixZUqDgyN7enpCQEAIDA0UwJQiCIAiPITJURejvnzjs7e2pVKkSV65cB0xX+ZZlPbKcycaNG+nQoYPJ8YMHD9K6dWv0OhlZtkZCiUHOBimT8uVDOHz40GM/Jeh0Ou7cuYMkSQQEBOS7yK8gCILw7DzTDNX514omQ1V5m8hQ5UNkqJ4SSZL4+OOPMRi0yLKGv8etsmxAqdRRqlSpPBftbdSoEadPn6bX6z1QKDPQ6h/h4WnPhAkTOHr0SIF+oFUqFaVLlyYoKEgEU4IgCK8oyaAvkk3In3iXfYpef/11rl27xqRJk1CpZHQ6GYUCQI+Xly/bt2//26NBUyEhIfz6668sXrwYrVaLpaVppksQBEEQhOdPBFRPkSRJTJw4kc6dOzNv3jwuXryIvb093bp1o0+fPtjZ2T2+E3LGRYlgShAEQfhXZH3hK6XLIkP1OCKgegaqVq3K/Pnzn/dlCIIgCK8gyWAo9CM7yWB4/EmvOBFQCYJQaKmpqaxevZrw8HBcXFzo3r07fn7mq/XnJTY2ll27dpGdnU3VqlWpWrXqU7paQRCEoicGpQvCK+7s2bP079cPd1c3nBwcadG8OZs2baKgE4AXLVqEj7c3bw0Zws/f/cAnH32Mv78/w4YNQ6d7fDHArKws3nrrLfyKFaN///4MGTKEatWqUatGDa5fv17Y2xMEwaAvmk3Il8hQCcJL7urVq8yfP5+rV65i72BP165d6dq1a4HG3a1cuZK+ffriZmlHPTt/LC1UnD95hY4dOzJq1ChmzJiRbx2yDRs28MYbb9DcNZC+gRVwU9uQqdey4+FtFvz0EyqVilmzZuXZXpZlevXsyY6t2xjiF0xbj+LYqFScTIxj3vXrNKzfgNBzZ5842yUIwl9yZukVtlK6CKgeR9ShKkLPoq6IIPzdV199xfjx43FQ2xKg9iBVzuJOejTBpYPZs3cPxYoVy7Pt/fv3KRkYSA3b4gzxrY9S+ithvefRNZZEn2D9+vV07tzZbHtZlqkYEoLlgyQmlGxoEnitjbnKbzGXiYiMxNvb22wfR48epX79+nwVXJ0mbr65jiVqs+l/4SAD3n6L77//voCviCC8HJ5lHarY4/VxsCtc/iQlTYdnnSPi/S0fIkMlCM9RYmIic+bM4ZcFvxAVE4WnuycD3xjI8OHDcXd3z7ftihUrGD9+PK+5VqeFS2VUUk4JjvvZj/g5Yhft27Xn7LmzeWaYFixYgFKWGOBdJ1cwBdDctSzHU8OZMH48er2ezMxMk+3+/ftcvnqV8aUamf0erd1KsTTqEm3atKFUqVIoFAqT7eTJk3hZ2dLI1XTtR2cLS15z82XJ4sUioBKEwjDooZAZKvHI7/FEQCUIz0lMTAwNGzTkXvhdQqyDKGdXi/iURKZPmcbiRYs5fOQwJUqUMNtWlmW+mfIN5e1K0Ma1Wq5jxSxd6ePWiFkXNjN16lT8/Px49OiRyXbyxEnKWnthrTRfQbmqnR+rLoXSvXv3fO/DXW26BBKAnUqNpULJhQsXuHDhQp7tazi6o8gj6CtubUfSg1vodDpRnFYQ/qXn8cjv0KFDTJ8+ndDQUKKjo9mwYQOdOnX6q788fuenTZvGBx98YPbY4sWLGTRokMn+zMxMrKysnuj6ngbxF0oQCsFgMLB161Z++fkX7t69i6enJ/3696N79+6PHcP0ztvvEBcRwztePXG1cDLub6irxuL4jQwcMJD9B/Yb92dmZvLgwQPu37/PlStXuHjpIoO8m5vtu5S1Nw5KG8aNG5fvNWjyqYWmNehRKhXUqVsXKysrrK2tc20Gg4EF8+dzNS0ef2snk/aRmclk6LW8+eabVKlSBVmWMRgMubYNGzYQduYsOtmASjKdI3MzPRkPNzcRTAlCYTyHDFV6ejqVKlVi0KBBdO3a1eR4dHR0rq+3b9/O4MGDzZ77dw4ODoSFheXa9yIEUyACKkH417Kzs+napStbt23F28oLN4Ub129co9/ufsz4dga79+zG1dXVbNvIyEg2bd5EW+eGuYIpAEeVPU3ta7Lm4C4aNmxIcnIy9+/fJyEhwaQftWT+V1iSJNQKFW7OblSsWBFXV1eT7ejRo/yy4GcStOm4WNjmam+QZY6n3aVzly6sXr06z9cgNjaWDTv3Uc/JD0eLv/6o6WUDv0Zfwt3VjdmzZ+cZXDZr1owqVaqwLTaCDl7+uY5FZ2Ww81EUw98fk+f3FwThxdSmTRvatGmT53EvL69cX2/cuJEmTZoQGBiYb7+SJJm0fVGIgEoQgOvXr3PmzBnUajVNmjR57PglgE8//ZSdO3bSyaU9gVYBxv0xmlg2XtnCwAED2bxlM5DziO7hw4fcvn2b27dvs3XrVgwGA2WsA8z2XcYm54/K4cOHc+23sbHBz88PHx8fTh4/weX0e4TYmT4WjNMk8VCbwtLvltK3b1+z36Njx46sW7OW2Q8OMsK3MU4WOY/usg06fos+SUxWMqNHj873Nfj222+pc6Q2o2/uoaNrKYJt3YjVpLHl4S1upCewdt3afDN1lStXZvDgwXy7cCERmWm09SyOrdKC44mx/Bp1C3dvL8aMEQGVIBSGZJALXZhTMuTMX0tJScm139LSstArecTGxrJ161aWLFny2HPT0tIoUaIEer2eypUrM3HiRKpUqVKo719UREAlvNIiIiIYNHAQ+/bvM+6zsLBg0KBBzJw5M89UcmpqKvN+nEc1myq5gikAL7Un9W3rsmXrFlq1akVsbCx37twhNTXVpB+NrDXb/5/7hwwZQteuXfH19aVYsWI4Ojoaxx5MmjSJL8d/SRX7QIJt/prNl23QsvrhUdxd3ejWrVue9+7o6Mj2nTto06o1o2+uJcTWB0tJyZXMGDL1Wn7++Wfq1KmTZ3uAwMBATpw6ybiPP2bx+vVo/6g7Vb9uPXZN/IqmTZvm2x7gp59+ws/Pj+9nfMeqqNtAznJL7du1Y+6PP+Lm5vbYPgRByIdBD4UtdP7HI79/ljAZP348EyZMKFTXS5Yswd7eni5duuR7XpkyZVi8eDEVKlQgJSWFmTNnUq9ePS5cuEBQUFChrqEoiLIJRUiUTXi5xMfHU61KNVLiU6lsWYvi6gB0so6bWdc4n3WKlq1bsmXLZpPBkwkJCaxYsYL33nuPAe59cLUwfaynk3XMip6ba58kSfj6+lKyZEn8/PxYvXIVdWwr08y5lkn7o8nn2Jd6ksj79/H09DR7/dnZ2XRo3549e/YQYudPkJU3KfoMzqTfJluhZ9v2bTRq1Oixr0NiYiJLlixh29ZtaDUaatWpzdChQwkIMJ89y0tCQgL379/HxcUl33INecnMzOTYsWNkZ2dToUIFUXtK+E97lmUT4vdWwsFOWbi+0vS4N7tAZGRkrustSIZKkiSTQel/V6ZMGVq0aMEPP/zwRNdkMBioWrUqDRs2zLfe3bMiMlTCSy87O5s1a9bw669LiYuJpbh/Cd58czBt27ZFqcz7j8isWbOIjYmjk0Nv7JT2AFhIairaVMNR6cS2bVuZMmUKlpaWhIWFcf36da5fv058fLyxD4WZgdQA0h//69a9GwMGDKBkyZL4+/vnynh5enry/Xff46F2IcSmFJIkIcsyNzLvsj/lNP0G9M8zmIKcP2Rbtm5l4cKF/DhnLlvCQrGztaXnoD6MGjWK4ODgAr1+zs7OjBo1ilGjRhXo/Ly4uLjg4uLyr9tbW1vTrFmzQl2DIAhmyEWQofpjcWQHB4ciDQAPHz5MWFgYq1ateuK2CoWCGjVqcPPmzSK7nsIQGaoiJDJUz15CQgItmrfg7LmzeKj9sJEdSJUSeKSJ5rU2r7F+w/o8Pz0V8/XDPsGZunZNTI7Jssy6xKWkGJLMtvXx8SEmOoa6drWoaV/D5PiNzJtsSdzOhQsXqFixotk+NBoNvV/vzbr16/CwcsVd4cQjOYWYzHhatWzFht83YG1tXfAXQxCEl8azzFA93F0OB9tCZqjS9bi1uPqvrje/DNXAgQO5fPkyZ86ceeJrkmWZmjVrUqFCBRYuXPjE7YuayFAJLwxZlrl27Rrp6emUKlUKZ2fnx7YZNHAQVy9dp7Ftd1yUf838iFHeZdfO7YwbN44ZM2aQlZXF9evXuXr1KleuXOHq1atERT2glm1Js/1KkoSLyhWDWsdrr71GmTJlCA4OpkyZMpQuXRo7OzuGDBnC0sVL8bP0w1v91/dO0iVzJP0YDRs0zDOYAlCr1axZu4bDhw+zaNEiIiMiqeLjzYABA2jatCkKhVhqUxCEl1NaWhq3bt0yfh0eHs758+dxcXGhePHiQE7At2bNGr799luzffTv3x9fX1+mTJkCwJdffknt2rUJCgoiJSWFWbNmcf78eebMmfP0b6gAREAlvBB+/fVXJn41iVu3c1K3ags1PXv1ZPr06Xk+9rp9+zabNm+iqlWzXMEUgJeFP6X0VZg16wc2btzI3bt3MfxjlouERILuodm+ZVkmmSS6d++e5yefGTNmcOniJVaeWkOAtT8eSneS9Encyr5D8eLFWbZ82WPvW5IkGjZsSMOGDR97riAIwr9ShIPSC+rMmTM0afJX9v/P2boDBgxg8eLFQM5aorIs8/rrr5vtIyIiItcHy6SkJN566y1iYmJwdHSkSpUqHDp0iJo1az7hzTwd4pFfERKP/P6d6dOn8+GHH+KhCsRXWRYLyZoE/X3uy5fwLubJyVMnTMoYaDQavvnmG8aPH08H+7dRSabVvlP1CexO/yuocXZ2pnz58pQvX55y5coRGhrKimUr6ejwOg5Kx1xt72Tf4EDqDg4ePJhvsJOVlcXSpUv5ef7P3Iu4h4e7O/0HDuDNN9/EycmpcC+MIAj/Wc/0kd/2oKJ55Nfmpnh/y4fIUAlFRqfTsWXLFjZs2EB6ejrly5dn8ODBxvSuOVFRUYz7eBwlVJUJUtc27ndQuOFhCCT0/gY+/PBDOnTowOXLl7l8+TJXrlwhLCwM3R9T9BXkMTD8jwHjU6dOpX//nAHef5+xl5CQwNHDR9lxfz2VLGtQXB2ITtZyM+sal7LP0rVLVxo0aJDvPVtZWTFkyBCGDBlS4NdJEARB+O8RGaoi9CpnqKKiomjVsjWXr1zCzsIVpWxFhvwQvaxj5szvee+998y2mzJlCuM/n0A9dV9Uktrk+E3NCe7pLgCmP6Y2NjZkZGRQ07oVxSxKmxwPyw7lpuEMUdFReVYsj46O5q23hrJ16xb+/FWwtrLm7Xfe5ptvvkGtNr0mQRCEwnqmGaqtJYsmQ9X29iv5/lZQIkMlmJBlmUuXLhEfH4+fnx+lS5sGK39nMBho+1o7bt+4S7BlG2yVOY/n9LKWaO15hg8fjr+/P+3atUOWZeNadFeuXGHRokVYy45mgykAR4UnIFOxYkWqVKlCSEgI5cuXJyQkhGLFitG0SVPOHDuBk9IDO4WTsV2CPpZburP0HdA3z2AKwNvbm82bN3H37l3Onj2LWq2mQYMGODo65tlGEAThZSIZDEiFHENV2ErrrwIRUAm5bNu2jQ/GfsDVa1eN+2rXrsP3339HrVqmBSgB9u3bx/kL5wiybGkMpgCUkgW+FtXJlBN4c/CbBJYM5MqVKyZLF1hghSwbjI/o/i5LTkWpUHLixAmzJQR+W/YbDRs0Yu+95fgoS2IrOZEsxxOjvUuNGjX47rvvCnTf/v7++Pv7F+hcQRCEl4rBUASD0kVA9ThiXvZ/3JM80d2wYQPt27Xn7s14vK1qUtymCZ5WVbkQep1GjRpz4sQJs/0vX74ca5UDdgrT2XiSJOGiLEVsXCzHjx8nJSUFlUpFuXLl6N69O0OHDkVLFrH6OyZt9bKOaK7TqXOnPOsx+fr6cvZcKFOnTcWxtJpEx3v4VnTjp/k/cfDQQZGaFgRBEJ4JkaH6D9JqtcyfP5/Zs+cQFnYdS0tLunTpwtixY/NcRFKr1fLO2+9go/TAw7KacfC2hcIWG6UnMZoTDB36NpMmTeTatWtcvXqVq1evcu3aNdLS0rCSHJHUktm+leTMwPvpp5+oV68eQUFBucYmxcTEsG3LdnRo8FYGoZQsSDU85Jb+BBopnU8//TTf+3V0dOT999/n/fff/zcvlyAIwn+byFA9E2JQehF6EQalazQa2rfvwO7du1ArnVApHJBlLTqSkGUt6zesp127dibttm7dSrt27Shm3RBLpem1p+miic0KNfs9FQoFBoOBEKuuqBW2JscjNMexcEvn/oNIs8UqMzIyGDz4TVatWolSUmGhVJOpTcfL05tly38r0AK7giAIL5NnOSj90TpfHGwL90AqJd2Aa9cHYlB6PkSG6gV2584dZs+ezZo1a8nMzKRSpUq89967dOrUyWTB3j/NnDmTPXt2Y29ZCvXfaivJshdpmnBe7/U69x/cJzMzk+vXrxvXqNu1axcgmQ2mAKz+GPAdEBBA7dq1KVu2LOXKlaNcuXJ4enpSongJ7mefxt+iAQrpr9kkqfoYEg3hfPnehDwrf9vY2LBixXK+/noSGzduJCMjg5CQENq2bYtKJX5EBUEQhBefyFAVocd94pBlOc9A6J8OHjxImzavodXqkA2WSJICSdKi1WUwcOBAfvnlF5MARZZlihcvQXxMBvaWASZ96g0aEjMvYmVlRVZWltnvW9ymKRYKG5P9mbqHRGWd4PTp01SvXt3k+JYtW+jSuQsWki1OBKCSrEgzxJCkv0ejRo3YvmP7Y1ckFwRBeFU80wzVWi8cbAqZocow4NotRmSo8iEGpT9lWq2WOXPmULZsWVQqFba2tvTv359Lly7l2SY9PZ1OnTqh1YBK8kStcsFC6YRK4Y6F0pXFixfzyy+/ADmVuq9evcrGjRuZOHEi9+9H5spM/Z1SoUYpWZOVlYVCoSAwMJDXXnuN0aNHM2vWLKytbUjS3jZpJ8syybpwSpYsRbVq1cz23a5dO06cPEGHrq15yBUiNMdxLq7gf9/+TwRTgiAIz1FO2YTCb0L+xPOUp0ij0dCuXTv27NlDzkttQWamjhUrVrJq1So2b95My5YtTdotX76cpKQkLC18TUoJqJR2GORMRo0azaRJk4iMjDSZySfL5n/wZVlGqZTo1rUnixcvxsrKKtdxnU7HmDFjkJBwtCiJhcIajSGVRM1N0nWxTJs2N98MW9WqVVmxYgWyLKPX68XjOkEQBOGVId7xnqJvv/2WvXv3ApZI0l8vtV4vYzBo6N69O1FRUdjY2BAXF8edO3e4c+cOP/74I0qFJQrJ/D+PQrImI+MRERHpANjb2xMUFERQUBBHjx4jLuYRlrKrSfCjM6Sj0WXQv39/k2AKYNSoURgMBsaPn0BE+l2UChV6gw5XF1d++mEZXbp0KdB9S5IkgilBEIQXhZjl90y8MI/8pkyZgiRJjBo1yrhPlmUmTJiAj48P1tbWNG7cmCtXruRql52dzfDhw3Fzc8PW1pYOHTpw//79XOckJibSr18/HB0dcXR0pF+/fiQlJeU6JyIigvbt22Nra4ubmxsjRoxAo9H86/sxGAz88MMPyLIyVzAFOQGHLFuQkpJC6dKlsbOzw8vLi7p169K3b1/OnTuHoQA/vLt37yYmJueZdmhoKCtXrmTevB/R6FJJ10Qiy3+tDq7TZ5Cpv0e5cuVp3bq12f4kSeL9998nJiaaZcuW8e2M/7F+/XoeRD2gd+/e//q1EARBEJ4jg6FoNiFfL0Qa4fTp08yfP5+KFSvm2j9t2jRmzJjB4sWLKV26NJMmTaJFixaEhYVhb28P5GRVNm/ezMqVK3F1deX999+nXbt2hIaGolTmzDbr3bs39+/fZ8eOHQC89dZb9OvXj82bNwOg1+tp27Yt7u7uHDlyhEePHjFgwABkWeaHH374V/cUHx9PdHQ0kmSaCYKchXtlWSIqKuqPryX8/PwIDAwE4MCBAxgMGhQK0yVZZCmTmjVr0rx5c5Njbdu2ZdasWYwaNQqdJgmFbI2kMJCtTSUoqDQ7dmzPc7bdn+zs7EQAJQiCIAhP4LnP8ktLS6Nq1arMnTuXSZMmUblyZb7//ntkWcbHx4dRo0bx0UcfATnZKE9PT6ZOncrQoUNJTk7G3d2dpUuX0rNnTyBnkV4/Pz+2bdtGq1atuHbtGuXKlePEiRPGpVNOnDhBnTp1uH79OsHBwWzfvp127doRGRmJj48PACtXrmTgwIHExcUVeEbD32dt6PV6XFxckCRLJMnC5FxZllEosmnfvh3Tp0+nePHixmKXGo2GwMCSxMU+RCm5GjNcsiyjMySj0yezZs0aunXrlue13L17lwULFnDlyhVsbGzo3LkznTp1wsLC9FoEQRCEZ+tZzvJL+M0ZB5uCzTDPs68MGZe+iWKWXz6ee4bq3XffpW3btjRv3pxJkyYZ94eHhxMTE5Nr0LalpSWNGjXi2LFjDB06lNDQULRaba5zfHx8CAkJ4dixY7Rq1Yrjx4/j6OiYax262rVr4+joyLFjxwgODub48eOEhIQYgymAVq1akZ2dTWhoKE2aNDF77dnZ2WRnZxu//vsadc7OztSoUYOzZ89jMJgrl2BAr9fxzjvvUKpUqVxH1Go1O3Zsp2nTZjx8GIVCsgYkFAodOn0248ePzzeYgpy16b7++ut8zxGEopKamspvv/3G3r170ev11K1bl0GDBuHm5lbgPmRZ5ujRoxw8eBBZlmnQoAENGzYscKkRQRDyYJCLYAyVqLD0OM81oFq5ciVnz57l9OnTJsdiYmIA8PTMvT6cp6cn9+7dM56jVqtxdnY2OefP9jExMXh4eJj07+Hhkeucf34fZ2dn1Gq18RxzpkyZwpdffpnn8U8++YTOnTv/8ZXa+MYgy3qUSh1ly1Yw+9gOICQkhBs3wvj1119Zu3YdGRnpVK5cmWHDhlG1atU8v6cgPKkLFy7w3XffsXXzFjQaDdWqVeO9EcPp3LlzgYKZU6dO0bbNayQmJlLe3gMVEts2b+HL8RNYvXYNr7322mP7uHv3Lt26dCH03DkcLK2QgM+zs6hUoQLrNmygZMmSBb6fq1evcubMGdRqNU2bNjX7+y8IrxSDAQyF/GAiAqrHem4BVWRkJCNHjmTXrl1mZ5z96Z9/0AtSHPOf55g7/9+c80/jxo1jzJgxxq9TUlLw8/Mzft2pUyf+97//8cEHH6BQyOj1MkqlAoNBS2BgabZt25bveCYnJydGjBjBiBEj8r5Z4ZWn0+mMY/9KlChBtWrVCpzVWbduHa/36oWThQ117fyxtrXg/NkwunbtyjvvvMOcOXPy7evhw4e0btkKL1nN9JB2uKtzlh5K1mUz694punbuwvmLFwgODs6zj5SUFJo1aUJW/CO+LV+bGk7uSMCZ5IfMuHOFpo0bc/7iRZMPTv909+5dBg4YwMFDh4z7LFQqBg4axKxZs/L9OyMIglBYz22WX2hoKHFxcVSrVg2VSoVKpeLgwYPMmjULlUplzBj9M0MUFxdnPObl5YVGoyExMTHfc2JjY02+f3x8fK5z/vl9EhMT0Wq1Jpmrv7O0tMTBwSHX9k/vv/8+N2/eZOzY92nXrg3dunVh1apVXLp0iWLFij3uZRKEfC1duhT/Ev40adKEbt26UaNGDSpWqMihvwUVeYmJiaFvnz5Us/NjWmBnuntWo517RT4r0ZrBPvX48ccfWb16db59/PLLL6SnpfGpfz1jMAXgqLLko4C62ChUj53YsWTJEiIiIviuTE1qOXugkCQkSaKGkzvfla1JdHS0sZBtXuLi4mhUvz63z4YyvWIIp5s35mCTBgwP9GfpokV069rVpF5bXjIyMlixYgUzZsxgxYoVpKenF6idILywxCy/Z+K5ZaiaNWtmUi180KBBlClTho8++ojAwEC8vLzYvXs3VapUAXIGax88eJCpU6cCUK1aNSwsLNi9ezc9evQAIDo6msuXLzNt2jQA6tSpQ3JyMqdOnaJmzZoAnDx5kuTkZOrWrWs85+uvvyY6Ohpvb28Adu3ahaWlZZ6VwZ9EyZIl+eabbwrdj/Df9eeb/ZOMF/r5558ZMmQIVexL0suvM+5qByKy4tkZfo4WzZuzd98+6tevn2f7hQsXIusMDPSug+ofBWQbu5TmeGo44z//gvT0dOOWlpaW679379xJdXsvnCxMsz9qhZIGDsX4ef4C9u/fj1KpNLtdvniR2k4e+FqbLqztZWVDA2dPZs+aRfHixXF2ds61OTo6olQqmTlzJgnx8WyoUwOvPzJRVkolgwJKUMLWhpHbtrF///7HLrQ9b948xn30EUkpKdiqLUjXaHG0t2fK1Km88847BflnEYQXjxhD9Uw8t4DK3t6ekJCQXPtsbW1xdXU17h81ahSTJ082Fq2cPHkyNjY2xin9jo6ODB48mPfffx9XV1dcXFwYO3YsFSr8NTapbNmytG7dmiFDhvDTTz8BOWUT2rVrZ3wM0bJlS8qVK0e/fv2YPn06CQkJjB07liFDhojZDMJTI8sya9eu5fvvvufEyRMoJAVNmjTm/bFjadWqVb5tMzMz+eD9sdRyCKaPZyNjIFbW1o9S1j7MitrMB++P5eDhQ8TExBAdHU10dHSu/960aRPB1h7YKs0vC1TNzo+lN08yePDgPK9DiYSNq/mljgBslBbodFquXr2a5zkqScLbO+/B616WNhy6f9s4k/fvJEnC0dGRjLQ0unh7GYOpv2vi7kaAvR0LFy7MN6BauHAh77zzDj393Xm3biX8bK24n57N3LAohg0bhoWFBW+++Wae7QVBeLU991l++fnwww/JzMxk2LBhJCYmUqtWLXbt2mWsQQXw3XffoVKp6NGjB5mZmTRr1ozFixcba1ABLFu2jBEjRhhnA3bo0IHZs2cbjyuVSrZu3cqwYcOoV68e1tbW9O7dm//973/P7maFV4osy7z//vt89913BNr40capPnrZwJWjl2m9pzXTp09n7NixebbftGkTSSnJtPJvY5LVslAoaeZYkV9O7X7sGopONnk/0tYY9CgVClq1bo2dnR22trbG///zv3///XdCT5xGJxtMslyyLHMqNYqatWrx9eTJ6PV6s9uUyZO5eDM8z+u4mJqAi5sbwWXKkJiYSEJCAomJiWRmZiLLMklJSUhAoJ3pot6QE3SVtLZm+bJlbN++neLFi+Pn50fx4sWNm7e3N+M++pCOxd2YUjXA+JoWs7VkctUAsvQGPv/kEwYMGCBKjwgvH9kAciEHpT/fCksvhedeh+q/5FnUFRFePGlpady+fRtLS0tKly792MKpADt27KBNmza85tKA2g6VjPtlWWZP0nEOJ5/l/PnzlC9fnnv37nHr1q1c26lTp0iMf8SMIPMZk3hNMl/dXQmAhYUFXl5eeHt74+3tbfzvmzdvsnz5cr4N6oq72j5Xe4Ms88XdLVRqWpeNmzbmeR+XLl2iYsWKdPEswyDfyrmCu81xN/gpMpTt27fnWZ0fYPPmzXTo0IGJZarTxM0n17GjCTF8dPWU2bpr2dnZJCYmkpiYSLPGjamrVjGhfFmT/g2yTJvDx4jKzMrzGv60pVkI5Z1MHz1eTUqn7d7L7Ny50+z6m4LwpJ5pHar5VjhYF7IOVaaMy1tZ4v0tHy90hkoQXmTJycl8+umnLF60mPSMnIHLgf6BjPt0HIMHD853PNTsH37A19qTWva5VweQJImmTrU4l3adhg0bkpGRgU6ny7OfR9pUXC3sTfZHa3Imahw9epTatWubDfJyxkDtYvaDQ4ws1hgXi5xAQmPQsSLmNBEZj/h17Pv5vgYVKlRgxowZjBkzhksZD2no6IdKUnA85QEXk2MYNWrUYx9ftm3blu7duzNh3TpCkx7S3N0XCdj/MIqNsRF0aN/+b+VH/mJpaYmXlxdeXl4MHTaMqV9/zeCAEvjZ5M5U7YiJJSozi+3bt+Pr60tkZCQRERHGLTIykqtXr/Lw4UNK2JqfCVjCLmf/w4cP870XQRBeXSKgEoR/IS0tjcaNGhN25ToVrSoS4FYCjUHDldirDBkyhIiICL766qtcbWRZJjY2lkuXLnHk8BEqq0ubDbqUkpLS1iU4n3IdAzJWVlaULFmSUqVKGTdfX19693qdPQnn6enZIFd7vWxgX9JFqlapapx4YY6dnR07du2kdctWjLm5lhBbH6wkFVeyYsnQZTNv3jwaNmz42Ndi9OjRhISEMOPbb/l1714Mskzd2nVYM+oHunbt+tiB9gqFguXLlzNlyhRmz5rF75eOAuDm4sq4zz7ls88+y/UI35zhw4fz26+/MjD0Am/7F6eJhxsZOj0bo6JZdC+CHt2706pVKyRJokKFCibtjx8/Tt26dbmQmEY9D9MxYRcT0oCcgrmC8NIRg9KfCfHIrwiJR34vJ1mWSUhIQK/X4+7uXqCZdl9//TVfjv+SXi7dcLdwz3XsROopjqWeYNWqVSQnJ3Pp0iUuX77MpUuXjBkOBQpq2ofwmqv5gGVl3HYUAdZs37EdHx8fsxmm2bNnM3z4cGo7BNPUuRJuFg5EZsezPSGUW1kx7Ny187Gz2iAn0/brr7+yZcsWNFnZVK9Zg6FDh5pU8C+IfzNb8e80Gg1hYWHIskxwcPBjx4D9XUxMDG8PHcrmLVuMi4vb2djw9rBhTJ48Od+xT7IsU75MGewTY1lavzTqv73eWoOB/kdvkOTowdWwMFG5XSgSz/SR31x10TzyG6YR72/5EAFVERIB1ctFlmWWLVvG9KnTuXj5IgD+JQIYOWoEw4cPzzcrUrxYcRwT7WnpZFrpXifr+CnmF7LlbJNjCoWCUqVKodfribkXxRifAVgocieK0/QZfPfgVyZOnmRcxzIv8+bN4/NPP+NhwiPjvkD/QObOm/vYR23/VREREZw9exa1Wk39+vUL/Lu4f/9+WrdqRTkHK4YGeRHsYMONlAx+uhXL5aQMtu/YQbNmzZ7y1QuvChFQ/feIgKoIiYDq5fLJJ58wZcoUilsGEKAujRIl9zS3uaO5Qfdu3VmxckWuzJBerycsLIxTp04xaNAgWjo1J8SmnNm+1z36nVgpjoYNG1KhQgVCQkKoUKEC5cqVw9ramps3b1KxQkVKqLzp6NIEO2XOuJ8kXSprH+0mVZ1B2M0buLu7m+3/77Kzs9mzZw8PHz7E39+fBg0aFGhgvGDq8OHDfDD2fU6e+ms5rFo1ajDtf/8r0ONPQSioZxlQPZpdNAGV63sioMqPGEMlvJLOnDnDlClTqG5Tj4o2fxVv9bcsRYnskqxes5qq1ari7u7O2bNnOXv2LBcuXCAjIwMACYkUXYrZvmVZJp0MevfunWeF76CgIH7f+Dtdu3Tl2wdLKGHpgwEDEVlRODu7sGP7zgIFU5AzOLtt27ZP+AoI5jRo0IATJ08RFhZmLPSb37I5gvBSEGOongkRUAkvNa1Wy2+//ca8H3/i9u3bODs50btvb4YNG5bvskE//vgjDmpHQqyrmBzztyyFZ6Y3H388Dsj9R8TW1pYqVaqQkJDAlZvXqG6oilqhznVORHYkD7Mf0qtXr3yvvVWrVkRERrBo0SKOHTuGQqHgo2bN6Nu3L3Z2dgV/EYQiFxwcLAIp4b/DQBEEVEVxIf9t4pFfERKP/J6trKws2r7Wlv379+OlLoGz5EWGIZUowy2cXBw5cPAAZcvmrkuk1+u5fv06Hdp3RBGlpqF9C7N9n884xfnMUzRq3IiqVatStWpVqlWrRqlSpVAqlVy/fp0a1WvgpHekkV0DPNUe6GU9NzNvcSD9EFVqVOXQ4UPi0ZsgCGY900d+31sUzSO/UVrx/pYPkaESXloTJkzg0MHD1LfphLvqr4Wmyxlqcyx5E106d2XL1s2cOXOG06dPc/r0ac6ePUtaWs4UeF+L4nn2nWnIwNfXl3379pk9XqZMGXbt3kWP7j1Y9mAl9pb2aPUasnTZtGndhuUrlotgShCEF4PIUD0TIqASnjuDwcD27dtZtGgRkRGReHt7M2DgANq3b49KZf5HNDMzk3k/ziNAVSFXMAVgpbChoqoBh8LWm536b2tri5eXF3du3yFFn4yDMnfdIY0hm7v6W7zT4+18r7tOnTqE3w1n27ZtnDt3DktLS9q1a2eyRqUgCMJzJfPP0Qv/rg8hXyKgEp6rrKwsOnfuwo4d23G08MDa4MxNRQQbN22kQf0GbNu+zex4otOnT5Ockkxlm0Cz/boqfVChRlbqqVq1KjVq1KB69erUqFGDsmXLkpGRQfmy5dkbv4X61s1xt8gZb5WsT+RYxn6UaiXDhw9/7PWrVCo6dOhAhw4dCvdCCIIgCC81EVAJz9XYsWPZs2sPFS3b4KoobiyamKh4wInju3jn7Xf4af5PnDt3zvjY7tSpU9y6dQsAQ555aBmFUsFn4z/j888/Nzlqb2/P3v17adumLZtvr8LZ0hWlpORhVhzubu7s3LhDVMUWBOE/QTZIyIbCjaGSxSO/xxKDPIQiIcsyBw8epE+fPlSvXoOWLVuyaNEiMjMz82yTmJjIzz//gp+yMm7KErkqUDsrffFXVGfZsmXY29tTv359Ro8ezfLly43BlEqpIlIbZrbvGN09NPqsfBflDQoK4lrYNTZu3Ejft3rTfVBXli5dSkRkRL5LtgiCILxUDEW0PYFDhw7Rvn17fHx8kCSJ33//PdfxgQMHIklSrq127dqP7XfdunWUK1cOS0tLypUrx4YNG57swp4ikaESCs1gMPDmm2+yaNEibC2csTK4ckuKYvfuwUz9Zhp79+3B19fXpN2hQ4fIzs7CyyrIbL9eqiBuao8iG2S8vb2pUaMGNWrUoGbNmlSvXp0FCxYwbtw4XDXeFLcoYwzIkvUPuag7RN069ahRo0a+165UKsUjO0EQhCKWnp5OpUqVGDRoEF27djV7TuvWrVm0aJHxa7Vabfa8Px0/fpyePXsyceJEOnfuzIYNG+jRowdHjhyhVq1aRXr9/4YIqASznmRNthkzZrB40WJKqOvioixpbJOpSiI8fD9du3Tj8JFDXL9+ndDQUM6cOUNoaCihoaEAKDC/xMuf+7///ntGjhxpcnzs2LFcu3aNJUuWcMtwDifZkywpjVhNBGWCy7B23Zp/de+CIAj/KbIEhXzk96SD0tu0aUObNm3yPcfS0hIvL68C9/n999/TokULxo0bB8C4ceM4ePAg33//PStWrHiyC3wKxCM/IZdNmzbRuHETLCwsUKvVNGvajK1bt+Z5vk6nY8a3M3BRlcJVVSpXAGatcMJXUYOTp05gb29PxYoVGTRoEHPmzOHEiRNotVoA4vXhZvuO+2P/a6+9Zva4Uqlk0aJF7N+/n9e6tsS9og0VG5Vh0aJFnD13Fm9v73/7MgiCIPxn/DmGqrBbUTtw4AAeHh6ULl2aIUOGEBcXl+/5x48fp2XLlrn2tWrVimPHjhX5tf0bIkMlGH3xxRdMnDgRG7UrjsrSAJw4ep52+9sxceJEPvvsM5M2Fy5cIDommiDLlibHABwUPiiwIDs7G3t7e6pWrUr16tWpVq0a1atX55NPPmHL79twMvhgp3AxtsswJHNPPk3LFi0JCjL/SBByMmiNGzemcePGhbt5QRAE4bFSUnIvuWVpaYmlpeUT99OmTRu6d+9OiRIlCA8P5/PPP6dp06aEhobm2V9MTIzJChienp7ExMQ88fd/GkRA9R+VlpbGxo0biY2NxdfXl/bt22NjY5Pn+YcPH2bixIk4q4NxUpc07neQ/UniFp9//jk1a9ZEqVRy/vx5zp07x7lz57h27RoAUp7JTgmVUsXQYW/z/fffmxS7nDdvHo2uNubM9XW4KwKwlVzIkJOIN9yhRIkSLF6yuLAvhSAIwqvNUASP/P4YlO7n55dr9/jx45kwYcITd9ezZ0/jf4eEhFC9enVKlCjB1q1b6dKlS57t/jkMRZblAg1NeRZEQPUfNHPmTD755FMyMtJRKi3Q67U4ODjw7bff8uabb5ptM3v2bKwsHHC0yF3XSZIknCxKkaa9T6tWrcy2VUgKkvQR2Ck9TI6lG+LQ6DPp0KGD2crhrq6unDh5nJ9//pmfF/zMgwc38fLyZPQbX/PWW2/h5OT05C+AIAiC8BdZytkK1UfO/0VGRuZaeubfZKfM8fb2pkSJEty8eTPPc7y8vEyyUXFxcfmu2/osiYDqBSfLMvfv30ev1+Pn54dSaX4A95/mzp3LqFGjsFK542wdiFJhid6QRUZGDEOGDMHKyoq+ffsaz09ISODSpUvs3bMXNa5mI31JkrBReZCijSAwMIAqVapQuXJlqlSpQpUqVfjhhx+YPu1/OOp9sVf+NW5JK2cSZThD6aDSNG3aNM9rtrOzY9SoUYwaNerJXyBBEAQhX0VZh8rBweGprOX36NEjIiMj8x37WqdOHXbv3s3o0aON+3bt2vXClLkRAdULSpZlfv75Z6ZNm2asu+Tl5cWIESMYO3YsFhYWJm2ysrL47LPPsFS5YWdZwrhfqbDCTl0C0DNi+AjOnTvHlStXuHTpElFRUX+cJWGvyvuRoEHWUb58eS5fvmRybPz48Zw+dZq9+3bjZFEMa9zQGNJIIQInZyc2/L5BrGsnCILwCklLSzO+dwGEh4dz/vx5XFxccHFxYcKECXTt2hVvb2/u3r3LJ598gpubG507dza26d+/P76+vkyZMgWAkSNH0rBhQ6ZOnUrHjh3ZuHEje/bs4ciRI8/8/swR73LPiCzLpKSkkJ2dXaDzx4wZw1tvvcXd8GjUKnfUKg/i49L49NPP6Nq1K3q93qTN7t27SUxMxNrCNP0pSRJWKk8SkxKZMWMGO3fuNAZT/v7+lCwZSIYhBoOsM2lrkLVkyXF06dLZ5BiAlZUV23fkrMUXXKUY2faROBaXGffpx1y8dIFy5coV6J6Fl192djbp6enGshuCILwADIqi2Z7AmTNnjE8xIOc9rUqVKnzxxRcolUouXbpEx44dKV26NAMGDKB06dIcP34ce3t7Yx8RERFER0cbv65bty4rV65k0aJFVKxYkcWLF7Nq1aoXogYVgCSLv3xFJiUlBUdHR5KTk40p0YyMDGbMmMGcOXOIiYlBoVDQpk0bPvnkkzzTlCdOnKBOnTpYKJ1RKXOnVvWGDDS6eH766ScqVqzItWvXjNvJkyeJj4/H1aYqkmT6w2+QtSRkXKBNmzZ06tSJChUqUL58eRwcHLh37x7lypYDnS1uFhVRKnKei+sMWTzSXkShzuJ62HWzBTqF/wadTodSqfxXAzy3b9/O9GnT2H/gAABlSpfmvREjePvttx/7mPpPsixz+PBhfvnlF+7cuoWrmxu9+/Shc+fOZjOygvAyM/d+8bS+R9znDjhYFe6RX0qWjMfElKd6vS87EVAVoX/+gmRkZNCsWTNOnTqNLCvISQjKKJUyBoOe1atXm60gO2jQIJb9tgKl5Gn2zS1bG4NBzjvT5WgVjIXS3mS/RpdMSvZNQkNDqVq1qsnxffv20aljJ9IzMrBSOAOQpU/Azt6ezZs30bBhw4K/GMJLISMjgx9++IF5c3/kbsQ9rK2s6d69Gx98+CEhISEF6mPWrFmMHDmScg4eNHEqgZVCyamUaI4mRtCla1dWrlz52KBKr9fz5uDBLF6yhOJ2DpS1diBam8XFpIdUq1KVnbt34erqWuD70mg03Lp1C4VCQalSpVCpxOgG4cUiAqr/HhFQFaF//oKMHz+eSZO+RpbVSNJfbyg50zw1WFlZEBUVRXp6Ojdv3jRu8+cvIDVFg1rlZvb7aPXJ6PRJ+Pj4ULZsWeMWHBzMwIGDiI9JwU6du8imLBtI1dwkuGwAFy6czzMLkZiYyOLFizl06JCxxtOAAQNwdHQs2hdLeO7S0tJo3rQZZ8+epbZDAGVsPEnQpnM49Q6psoZt27c9tr7XrVu3KF26NB3dSzO4WJVcP1fHk+7z9e3DLFq0iIEDB+bbz9dff80Xn3/OuFKVaO3hZ+znamoiH4WdoWaDBuzYtfOx96TRaPj666/5cfZs4hMSACjm48PI0aMZM2aMGMsnvDCeZUAV+5ljkQRUnpOSRUCVDxFQFaG//4LY2tri5eXFw4fJKBSm00pl2YAsZ6BWq9FoNCbHFZIVlmbGQgFodI/w9nEiMjLS5NjOnTtp27YtKskWtdIdlcIanSGDbEM8Mtns27eX+vXrF/5mhedOr9ezefNmFv6ykPuRkXh5ezNg4AC6dOlSoEdkH3zwAXNmzuLj4q0ItP4reNcYdHwXuY84Sw2RD+7nu77WBx98wPxZs1lUvj2WCtMs0PhbB8n2dWb12jVYWFigUqmM259fGwwGgoOCqK+25/2SFU362B1/ny/DznL58mXKly+f57XodDo6dujAnl276ObrTXNPD/SyzLboWH6PimbAgAEsXLjwhalZI7zanmlA9Ylz0QRUkxNFQJUPkQd/SuLj43n48CGSZGX2uCQpkGUJjUaDQqHA39+foKAgSpcuTVxcHKtWrcIga1FIud8YZVmPJGXTu3dvs/22atWKXbt28cHYDzh77qxxf+3atfn2229fmOmlQuFkZmbSsUMHdu/ZQ4CtF95KZ27eukivHb2oU6s2O3btzPePXlZWFj/PX0ATx9K5gikAtUJFX8+afHxrA71796ZYsWIkJyfn2pKSkkhOTibh0SNqOfqaDaYAqtp78fPVswWamNCqYlmz+xu7+jBZcZ7Ro0fTvn17PD098fLywtPTE09PTxwdHZEkiVWrVrFt+3Z+rFqZ+u5/PR6s7epCNWcnPlu8mL59+9KsWbPHXovBYGDXrl0cPXoUpVJJ8+bNqVevngjGBEHIkwionhJra+s//st8AlCWZZRKJX379mH+/Pm5sgDp6emcOHGSqAfRyLITCskSSZIwGDQYSMLWzob33nsvz+/dtGlTQs+Gcu3aNWOl9PyWbxFePmPGjOHQgUO849OWsrZ/VS6+kxnN/LM7GfrWUFas/Gux0IyMDO7evUt4eDjh4eGcPXuWpJRkKvnXMdu/r5UTziob1q1b99hrSdblPZ4vVZ+NQqHA0ckJnU6HTqdDq9Ua13H8O0uF+XFWSimnDv/u3bvZvXu3aTtLSzw9PUlOTKSmi3OuYOpPHXy8WBRxnwXz5z82oLp8+TJdO3Xixu3beNpao5NlvvzyS6pXrcr63383qRQtCC862UAR1KESD7MeRwRUT4mjoyP169fn+PGTGAzmSuPr0et1DBo0yOSRiq2tLfv376Ndu/ZcvXoFCwsrJCQ0ukx8fHzZuLFgf9T/HFslvJiio6NZuHAhFy5cwNramk6dOtG+ffvHDqBOSEhg0cJFtHCsnCuYAgi09qatU3VWrV5FZlYmcXFxhIeH57nWVYbB9HEzgEE2oEFP9erVad68OY6Ojjg6OuLk5GT8b0dHR3bt2sXY98dyPyuFYla5M2Jag579SRH069+fRYsWmX4PgwGtVktiYiIlAwM59CiaIDvTsXqhSfFkGwx07twZpVJJTEwMsbGxxMTEkJqaSnZ2NhEREagkiaqB/mbvR5IkqjjYsWfXLj799FPKlClDmTJlCA4OzpXJi4mJoVmTxrgZNKxvWo4qLrbIwJHYFD45f43mTZpw7uLFfJdxEoQXjlwES88UttL6K0AEVE/RZ599RuvWrZEk/hiYLv1Rn0ePUqmjWrVaec6cCwgI4NKli+zdu5c9e/ag1+upW7cu7du3F1PI/wMWLlzI20OHIskKill6kiln8+uvv1K2TFl27tqZb8C8c+dOsjXZVLMvZfZ4Nfsg1sQfYePGjbn2Ozg4EBAQQGBgIP7+/qxcsYJDSTep7lDCpI+zqZGk67L58ccfqV69ep7XUrJkSX6YOZOv7x7lg+K1CbTJmR2aoM3kx8hQkvTZuaoa/51CocDS0hIvLy8GvfEGi+cvoI6LJ+XsnY3nPNJkMSviGhVDQli3bp3JB5PMzExjcNWja1disrLyvNbozCwSk5KYPHlyrv0+Pj7GAOv27dukJSezrXUF3Kxyfs8koKGXI4vrlqLFrkssX748zyWc/ikjI4OkpCRcXFywsjL/+F8QhP8GMSi9CJkbZPjLL7/wzjvvoNfrUShUSBJotRqqV6/Otm3bcHd3f85XLTxr+/bto3nz5lSxLUdL57pY/TFp4UF2LGsTd+ETWIwLly4gSRLh4eFcuHCB8+fPG7c/JyN86d8XZws7k/6zDVo+uP0LPXv2pFu3bgQEBBAQEICzs3OugGTZsmX07duXju6V6OBeEbVChSzLXM+IZU7UQarWrsm+A/sfez83b96kTatW3A4PJ9DOFSuFkrC0h1hbWbNi1UratWv32D7S0tJo2bwFp06for6LF+XsHInKymDPo2jsnZ04cOgQwcHB+fbx5ZdfMu3rr9larxZu/1hfLDw9nU5HT9Kte3dcXFy4fv06169fN8ncqSTo5u/ON9UDzH6P/kduYFG2Knv27s33WsLCwpj41VesWbMGjVaLlaWaXq/35osvviAgwHzfwqvlWQ5Kj/7QFQfLws1wTck24D3tkRiUng8RUBWhvH5BYmNjWbx4MVeuXMHW1pYuXbrQrFkzMYX7FdWqZUuuHrnEG+5dUfwj4xKZHcMvMWspW7Ys9+/fJzU11WwfEhJd3OvSyKmCybFTKWH8FrufmzdvUqqU+SzWnyZPnsxnn32GrYUVgZauJBoyiUx/RK0aNdm6fVuBaz9ptVo2bdrEtm3b0Gg01KxZk/79+z9RuY2srCx++eUXfp4/n/DwcFycXeg7oD/Dhg3Dy8vrse1jY2OpXKEC9ppsPgsOooqTIzJw4lECX4XdxNrDk/MXL2Jra2tsk5SURFhYmDHAmvXddwwt5cbIcuYL2H58Jpytcen06defGjVqUKNGDcqWLZvrMe358+dp3LAhjgotg4IdKO2k5kpCNovCUtBa2HD46DHKlClT4NdF+G96pgHVWPeiCaj+Fy8CqnyIgKoIPYtfEOHFkJSUxJw5c/hlwS9ERUfh4e5B/4H9GTFiBB4eHnm2y87OxtramjbODalpbxoMAcx6sJQEXTIAarWakJAQKleubNwqVqzIO++8w+a1vzPMuy3FLP+apRerSWJOzBbqNKnPtu3bC3Qvt2/f5pdffiEsLAwHBwd69uxJy5YtX8qA/9q1a3Tp1InrN27gZm2NXpZJzMoq8IDyhvXrwZ2rLK1f2uSYLMs02n6RiPTcg/BtbGyoUqUKNWrUoHr16kz5ehKKhxFsbFMMe/VfA+0TsnS023Yf35Dq7D94qGhuWHhpPcuAKmqMR5EEVD4z4sT7Wz5EQFWERED1aoiLi6Nh/YbcuXOH0uog3C3cSNAlckNzAzcPdw4fPYy/v7/x/KysLEJDQzl27BgHDx5k69atdHFrQUVb84+wfoldR/FqgcybN4/g4GCzY+YSExNp1qQpFy5eJMSuBL4WrsRoE7mUfpeSpUpx4OCBAmV1/osMBgN79+7l6NGjKBQKmjZtWuCSB0uXLqV///782iCYhl65s2urw+P58Ew4EyZMID09ndOnTxMaGmo2i7i8lR8t/Ewfx264ncxb+6O4fv36Yx9hAly/fp3o6Gi8vb1FVus/RgRU/z1iULogPKFh7wzjwd0H9HHphbPqrwHUNfXVWffod3r17MWHH33IsWPHOHbsGKGhobmKtyqQuJlxz2xAlabPIFoTz6guY/Nd+sXZ2Zkjx46yePFiFv78C2fvR+Dp48m0N6YzePDgV/oPnkKhoEWLFrRo0eKJ277++uusXL6cN3fvpneAG62LOaM1yGyMeMS6e4944403+OKLL4zBmcFgICwsjNOnT3P69Gm2bdvGnTt3aOhjfhZgQ9+cx40HDhzIN6A6dOgQH459n5Onzxj31axejWn/+5ZGjRo98X0JrzZZlpALOUuvsO1fBSJDVYREhurllDNhQFGgDMaDBw8oXrw4je0aUsnWtKr3jcybbE0yfdTm4eFBvXr1qFu3Lvfu3ePHuT/S260dJa3/egSllw38nrCXm9p73H9w/4nWrhOKzp/L18ybO4e4h48AKFGsGCPHjGHkyJH5Pgpdu3Yt3bt353yvUvjamWYWrydm02DdHQD8/Pxo2LAhDRo0oGHDhpQpUwZJkti/fz+tWraksqeKUdVtKedmwbWHWmaGpnM2Rse27dtp3rz507l54Zl5lhmqByO9iyRD5TszWry/5UNkqIRXklar5aeffmL2D3MIu3EdtVpNx44d+fDDD/MtExAaGorBYKCkVaDZ44FWOTO4fH19adeunTGICgwMNAZsGo2GmzdusHzPFspal6SklR+ZhiwuZIbxUJPI8hXLRTD1HKnVar788ks+/fRTbt++jVKppGTJko9d4BmgZcuW2NpYs/haIp/WMB1Lt+RaImqVEp1BJjIykmXLlrFs2TIA3NzcqF+/PiePH6Wmt4qN3VxRK3N+Zko6q2gVaEXndY94b9jbXAu7Kaq2C8IL5uUbdSoIhaTRaOjQvgMjR4xEc09PPdtmVFBVZ8/GfdSpU4cNGzYYzzUYDFy8eJFZs2bRpUsX+vTpA4BWNq30DaCTdQB88803zJs3j379+lGyZMlcb35qtZpNmzfz7YxvyfaS2fhoL/tSTlK3dQOOHD1Cjx49nuLdCwWlVqspW7YspUuXLlAwBTm1vkaOGs2siwn8dDmBTJ0BgHStgVkXHvLz1US+nDiJ5ORkdu/ezRdffEHjxo2xsrLi4cOH/P7770THxvNRbTtjMPUnC6XEx3XsCbt5m2PHjhX5/Qr/XbJBKpJNyJ/IUAmvnFmzZrFr126a23XAV13cuD9ErsKh9F30fr03E76cwKlTpzh48CCPHj3K1V5C4mrmderZmy7bcjXzGiql6rHLm6jVakaOHMnIkSPRaDSoVKqXcladYOqrr74iMTGRz378kf9dSKSEg5o7SdmkaXR88MEHfPTRR0iSRPPmzY2P7jQaDWfOnGH27NmsWLGCql7mF6Su4pnzGPHu3bvUq1fvmd2T8HITY6ieDRFQCS89nU5HWloa9vb2j80kyLLMnB/mEKAOyhVMASgkJTVtGrI6cSEff/yxcb+trS3169encePGNG7cmDVr1jDz+5m4qVwpbRVkrIB/N/sex9NP0qdvH7y9vQt8/f9cekh4uSmVSubOncuYMWP47bffiImJoauvL/369cs1+/Pv1Go1devWJSMjgxUrVnAnSUdlT9Ofi/DknAyom5ubyTFBEJ4vEVAJL63bt28zefJkli9bTlZ2FrY2dgwcNIBx48bh62u+MGNycjJ3I+7SyK612eM2CltclO5Yeqp47733aNy4MdWrV89VuqBatWpERkayZs0aTlqexkVyJplk4rLiad68OXPnzn0q9yu8XEqVKsWECROeqE2jRo3w8fLghzNp/Pyas8k4qVmn0/DycKdJkyZFeKXCf55BkbMVqo+iuZT/MhFQCS+lS5cu0bBBQ7QZegIUFbG3diFJF8/C+YtZt3YdR48dJTAwZ+D4/fv32bdvH/v27WPPnj0AaORss/3KsoysMtC+fXvGjRtn9hwLCwtWrVrF8OHDWbhwIZERkXh5e9G/f3+aN28uHt0J/5qFhQWTJn/DG2+8gbUK3q/lQICTirtJOmacSmXl1QwWLJgpsprCEymKMVBiDNXjiYBKeOnIssyA/gORMi1obNUNtZSz6KyvRSlKGipyJGEDnTt1pk7dOuzbt4+bN2/maq+QFNzMvkqwZYhJBiBeF0NC9sPHrj8nSRINGjSgQYMGRXtzwitv0KBBaDQaPv7wA369FIOtpYr0bB2ODnbMnTu3wAszC4LwbImASnjuZFnm3LlzREdH4+XlRdWqVfOdEh4aGsq582epY93OGEz9yUphS5CyGmcv7eXipYtATqHH6tWr07RpU5o2bUpmZiYdO3bkRPoBqtvWw0LK+bT/UBfH4azdlC9bnjZt2jy9GxaExxg6dCj9+vVj8+bNREVF4e3tTYcOHbCxMV8wVBDyIwalPxsioBKeq927dzN61BiuXL1s3Fe2TDlmfPctrVubH+d04sQJADxU5tdl81TlDDZv3749Q4YMoWHDhiaL9M6bN493h73LneQbuCu90EjZxGfHUKZ0Gbbt2FbgafKC8LTY2NjQs2fP530Zwn+BXARjqEQJ8McSAZXw3OzcuZO2r7XFUeFFJcu22EkupMsJRNy6QNu2bdm0aRNt27YlNTWVI0eOsH//fg4cOMCZMznLcWjkLKwkW5N+NXIWACNGjMizovTQoUNp27YtCxYs4PLly1hbW9OpUyc6duxodu08QRCEl5UYQ/VsiKVnipBYeqbgZFmmdFAwifeyqGDRBoWk+NsxAxc129HbpVI6uDShoaHo9fpc7SVJooy6JmUsa5j0fTHrMI+s7xEdE42VlZXJcUEQhOftWS49c/fNQBzUhVx6RmPA/+c74v0tH2I6klAkzp8/z5AhQ6hcqQq1a9VhypQpxMXF5Xn+8ePHuXX7JsWVVXIFUwCSpKCEqipJyUmcOnUKvV5PYGAgb7zxBkuXLiUyMpKRI0cSpjnDXc0VDHJOsKWXddzKPs8dzUXGfjBWBFOCIAiALP81jurfb8/7Ll584pGfUGjTpk3jo48+wtrCHhuDJ3oS+fzMF0z9Zio7d+2kVq1auc6PjY1lzZo1ANgrzK9ZZ6/IKVz41ltv8emnn1K8eO4inNOmTSMhIYFff/2VMP1pbBWOpOkTydRlMHz48DxLHgiCILxyimLpGPHI77FEQCUUyo4dO/joo4/wVIXgraqI9Ee2SSdncTfzEG3avMa+fXs5d+4chw8f5siRI7nKGGQYknFQmi4imyEnA9C1a1eTYApy6vUsWbKE999/n6VLlxIbG0uxYsUYMGAAwcHBT+luBUEQBME8EVAJRrIsc/LkSZYvX05CQgL+/v688cYbxgKZ5nz77bfYW3jgraqUq9SBSrKiuLIeVxI3UKVKlVxtJEkiJCSE8Dvh3Ms6T4iiRa62siwToT2Pp4cXTZs2zfeaK1asyPTp0//lHQtFQavVsm7dOpYsXkxsdAy+fsUY9MYbdOzY8YlnS+r1enbv3s3NmzdxdHSkffv2ODs7P6UrF4RXgywrkOXCjfARw60fTwRUAgAZGRn07NmTLVu2YGlhh0qyQmNIZfLkyXzyySdMnDjRpDaULMvs378fL0UVs3Wj1ApbbBXuZMgPqVu3LvXr16dBgwbUq1cPJycnli9fTp8+fbiq2UsJi6rYSs5kyInc054nVn+LJdOXoFKJH9GnyWAwcPbsWWMAXbp06Sdqn5KSQptWrTl24jghDp4UU9tzK/wUXbdupVnTpmzavLnAtZN27drFkMGDibh/HwulEq1ej7WlFaPfH8PEiRNFBXpB+LcMUuEf2YlHfo8l3q0EAIYMGcL27TvxsKqCjdILSZIwyHpStOF8/fXX+Pj4MGTIEC5cuMCJEyc4ceIEx48fR6/XIyny/kVTSEo6tO/A77//bnKsd+/e6PV6xox+n1OPVgMSIOPi7MrCbxfSv3//p3a/Aqxdu5ZPPv6Ym7dvG/fVr1uPmT/MomrVqgXqY+jQoVwMPcu04OaUs3M37j+fEsOkQ4cZPXo0P/3002P7OXr0KO3atqWyvQufV2pAWXtnEjRZrIu+y5QpU9BoNE+ciYyOjubevXu4uLg8caAoCILwpETZhCL0opRNiIiIYN68eWzbug2dXk/9+vUYNmwYFStWNHv+3bt3CQwMxEVdDgeLEibH47MuoFE8RJIgO/ufa+BJ2CncCbJqadJOK2dyNft3pk+fxpgxY/K8Xo1Gw86dO40VoVu1aoWlpeUT3bPwZH799VcGDBhAZYfitHYpj7uFHXcy49mScJmHZHLk6BEqV66cbx/379/Hv4Q/Q3wr087DNGBZHX2F1Q/DuB/1AFdX85MP/tSkcWNizl3ix5C6WPwjE/Vr5A0W3r9JRGQk3t7ej72369evM/b999m2fbvxMUXVypWZNHmyqIAvvDCeZdmE2/2CsVcXrlhxqkZPyaVhz/397UUmMlT/Mbt27aJjx47otHqUkgMSEjduLGH+/PnMnj2bYcOGmbTZunUrEhJ2Kl+zfdpZ+BGT+QAAJycnateubdyioqJ44403iNNex10VbHz0Z5B1RGpPYm1txaBBg/K9ZrVaTfv27Qt5568erVZLXFwctra2ODk5FbhdZmYmo0aMpK5jSYb6NjT+m7mr7als78dX97Yx9v332bN3LwaDgcTEROLj44mLiyMuLs7430eOHEFv0NPYxd/s92ns4s+vURcpXbo09vb2qNVqLCwsjNufXxsMBg4fPsznpauYBFMAXbwDWHL/Fr/99hsffPBBvvd2/fp16taujYNBz/hypang5MiDjEyWRkTQtm1bVq1aRffu3Qv8WgnCf4Eo7PlsiIDqBRcREcHZs2dRqVTUr18/3zfOmJgYOnXqhKyzwsEyAIWU84lElg2ky/d57733qFSpEv7+/oSGhnL27FlCQ0M5ePAgsgwS5j/BKMmpHL58+XJ69uyZayyLLMtcuXKFb7/9lmTCsZW90aMllUhQGti0fqMYVFzEkpOT+frrr/llwc8kJCUC0KRRYz79/DOaNWv22PYbN24kMTmJzqWam4x9s1RY8JpzeX7atw8PDw8SEhJMiqr+kyKPdReVf+xPSEggISHhsddVzNrO7H47lQV2CiUffvgh06dPx9/fnxIlSpj8f4kSJXh/zBgcDXqW16yCwx8V74Pt7Wjs4cYHF67w7jtv06FDB5EBFQShyImA6gUVExPD0KFD2bx5C7JsAMDKyoq3336bqVOnolarTdosWLAAjUaLo2WwMZiCnEKZtmo/tFkpNGvWzMxjuxzZhiSslKbBT6Y+HguVBS1atDAZGCxJEtOnT6dly5bMnj2HM6fPYKVW07fLW7z77ruUKlWqMC+D8A/Jyck0bNCQm9fDqGUbTJBPbVJ1mZw4fZ0WLVqwdOlS+vTpY9Lu0aNHXLp0iYsXL/Lbb79hpbDA09J82t7fOqcGWHx8vHGfk5MT7u7ueHh44OHhgbu7OyqVirlz53IsMZLmbqYzQY8mRaJUKtm2bRtOTk5oNBq0Wq1x+/PrhIQE3h32LtdTkyhvb/rz91CTRaJWY7ym+Ph4Tp8+nedr9GVIGWMw9SeFJPFeqQDaHznJpk2bCpSlMhgM7N27l/379yPLMvXr16d169ZinUfhpSNm+T0bIqB6RrKzs4mJicHW1hY3N7d8z01KSqJ+/QbcuxeBSuGEUmGDjAGdJp1Zs2Zx9+5d1q9fnyu7kJKSwvr1G1Bih0Iy/WeVJAm10pnM7GgUCgXlypWjWrVqVK1alSpVqtCvb3/io8NQK6rnaq81pJNmuEf3Ht3zvG5JkmjZsiUtW5qOoxKK1tdff83N62EM9+6Aj+Vf45JqOgSzIm4/Q94cQkBAAHfv3uXixYvG7cGDB7n6kYAkbQZOFqYz8GKyc2qAbdiwgZo1a+Lm5mY2gAe4d/cuv+47SLCdG35WfwVodzISWRl7jZ49ehTo52LXrl2s2bWHlh7FsFf9FQzJssySyBtYWVlx9fo1EhMTuXv3Lvfu3TP5/z+zYJUczQeKAXa22FlYsHz5ckqWLEmFChXyXLfx9u3bdO7QgUtXr+JlZ41Ckvjmm28ICgxk/caNhISEPPaeBOFFIR75PRtiUHoRMjfIMDk5ma+++ooFCxaQmpoKQJ06dfjiiy9o3bq12X4mTZrE+PETsFB6opBy/8HXG9LR6B7y2WefodfruXTpEpcuXeLevXsAqJXOOFiVNNtvhiYKpWUqMbExJlPZT548SbOmzdBpJWwkH1SSDdmGJDLlaPz8fDl2/Bienp6Fen2EwtFqtXh5eFIRPzq51zU5nqxLZ0L4b8h5LAsfEBBAxYoVCQoKYtbMmbRwKENPr9xrIRpkA99E7MQ2yJszZ0Mfe02xsbE0adSYGzdvUMepGH6WDtzNSuZk0n0qVazE3v37CvTINywsjDq1a+Ook+nrE0hFBxfisrNYGx3OgYdRzJ49m3fffTffPs6cOUONGjWYU7UijTxMg/8kjZaG+w5j+ONrKysrqlSpQs2aNY1byZIlSU1NpVJICFJKAlOr+lHTLedR5PmEdMadiyRBacXFy1fw8DAtSCsIBfUsB6WH9QwpkkHpwasui0Hp+RCFXZ6i5ORk6tWrx8yZs0hNzUKSrJAkS06dOsNrr73G4sWLzbb7+edfkLA2CaYAFJINEiomTZrElClT2LJlizGYsre3R2tIMa5t93eyLKMnhabNmpmtC1SrVi1OnzlNz9e7kM494rPPo7RLZvSYkZw6fUoEU0Xo2LFj9O/fn6pVqtKoYSNmz55NSkrKY9vdu3ePhKREgmzMTx5wVNniYeGEhYUF9evXZ9iwYfz4448cPXqU5ORk7ty5w++//8706dP5/Isv2ProEstjTpKgTc/pP/MRM+/v40ZGLJO/mVKge/H09OTk6VN8O2MG6cWcOaCPRxvgzuw5czhy7GiBx88FBwdz5OhRStWqzqQb5+hxZi/vXTpKhJ2apUuXPjaYAqhWrRoVQ0JYFvEAg5nPicsj7qNQKmncuDFOTk5kZWVx/PhxZs6cSZ8+fQgKCsLNzY1atWoRef8+v9YrSS13eyRJQpIkqrjasbR+KVKSkgpUCkIQXmWHDh2iffv2+Pj4IElSrtI5Wq2Wjz76iAoVKmBra4uPjw/9+/cnKioq3z4XL15s/H38+5aVlfWU76ZgRIaqCP3zE8fHH3/M//73LQaDBdLfxjTlvOQaLCwkrly5QmxsLNevXycsLIzr16+zZcsWVAonVErznwI0unhs7Sx4/fVeVKhQgQoVKhASEkJGRgYlA0uiwA5bC3/jMjCyLJOhjSJTG83+/ftp3Lhxvveh0+nIyMjAzs5OFFMsQrIsM3bsWGbMmIGblQt+Si8y5ExuZUXg5eXFvv37ctVLysrK4sSJExw4cID9+/dz/PhxtFotvTwaU9uxjEn/BtnAV5ErGDLibaZNm/bYa/nmm2/4etIk0jMyUCmU6Ax6fLy8mTvvRzp27Fjk919Q4eHh3L59G0dHR6pVq/ZEP4ObN2+mY8eOtPHy4L1SARS3tSFZo2V5xH1+vH2XDz78kG+++QZZlrl16xanTp0ybufOnSM7OxsF0NTHkV/qm69d9f6pO1yzdufy1WtFdMfCq+hZZqiu96hQJBmqMqsvFfh6t2/fztGjR6latSpdu3Zlw4YNdOrUCchJNnTr1o0hQ4ZQqVIlEhMTGTVqFDqdjjNnzuTZ5+LFixk5ciRhYWG59nt5eRXq3oqKCKiK0N9/QWxsbHB3dycpKR2FwnRGkSwbkOWMPPtSKuxQq0xr9+RkmuLo0aMrv/32m8nxDRs20LNnT5AVKHFEkiT0pKLRZjB16lQ+/PDDwt2k8K8tWrSIN954g1ZODahlX9E4Bi5Jl8KKhK3Y+zjxy8JfOHTokDGA+ucnLytLSzwkR0YV62wyu+5iWjgLo3dy4sQJkwWp85KamsqWLVt49OgRAQEBtGrV6qWvTr98+XKGv/suCUlJuFhbkZKtQaFUMmr0aKZMmZJngKbRaLh06RJdOnagkZWOSdVMa7IBTL90n9/up7Jq7ToaNGiAtbW12fP0ej0rV65k3tw5XLlyBVsbGzp17cbIkSPFZA3hmQZU17pXxN6ikAGVVk/ZNRf/1fVKkpQroDLn9OnT1KxZk3v37pldvxVyAqpRo0aRlJT0RN//WXm5/3K+wB4+fEhSUhKSZGX2uCQpkOWcyuDFixenTJkylClThuDgYE6cOMHyZcsxyDqTAeYGOROtLosBAwaY7bdz585cvHiR2bNns23bdnQ6HfXrN+W9996jbl3TcTfCsyHLMv+b/j/K2JaktkOlXMecVA50cGzKz3fWmGQPPT09adKkiXG7d+8eLVu2ZEXcftq51sJRZYtBNnA5/R6rHh6iedNm1KxZs8DXZW9vz+uvv14Ut/jC6N27N507d+b3338nPDwcFxcXunbtiru7e77t1Go11apVo3bdepzak1MU1NySSsfiUkhJTadVq1ZYWVnRsGFDWrVqRatWrShXrhySJKHT6ej9ei/WrF1Hw2J2vBtszaPMbFYtms/ihQvZun07DRs2fFovgSA8Nf8cnmBpaVkkZUiSk5ORJOmxNfXS0tIoUaIEer2eypUrM3HiRJP1Yp8XkaEqQn//xAHg6OiIJFkimRkLJcsyCkU27747jJkzZ+Y69vDhQ6pUqUpsTBzI9igV1oCMzpCOTE7pg+3bt4vHcS+RuLg4PD096ebWmvI25rMT3z9Ygkato127djRu3JgmTZpQpkwZkzf1ZcuWMeTNIWg02fhYu5GmyyQxO5XmTZuxZt3aJyryKZjau3cvzZs35381AugekHtw+84Hibx19BZNmjThxo0bJrMnfX19admyJTqdjuXLfmNhcx9e87c3Hk/XGui/O4qrGRZE3H+QZ3ZL+O97lhmqq90qF0mGqtza8yb7x48fz4QJE/Jt+7gMVVZWFvXr16dMmTJmn7z86cSJE9y6dYsKFSqQkpLCzJkz2bZtGxcuXCAoKOgJ7ubpEBmqp8TBwYHmzZuzf/9BDAZzn3T16PU6s9kBNzc3jh07yoABA9i/fz/aP8aYq1QqBg4YyA8//CCCqeckNTWVhQsXsmTREmJjY/Hz8+PNt96kb9++WFmZZiNlWSYsLIxly5YBoCDvqceWFmr6DR7ADz/8kO819OnTh7Zt27Js2TKuXr2KnZ0dXbp0oWbNmmYzKsKTadq0KW+88QYfLFrEsbhU2hd3RilJbLufyJq7D+nWtSurVq9GkiSuXr3Krl272LlzJwcPHuTBgwcsWrQIpQSdAu1zBVMAthYK/lffg5or77Bq1SoGDhz4fG5SeKUUZdmEyMjIXAFgYbNTWq2WXr16YTAYmDt3br7n/rlCx5/q1atH1apV+eGHH5g1a1ahrqMoiIDqKfr888/Zt28foEGWLf54zCcDehQKHY0bN8tzrIufnx/79u3j+vXrnDlzBgsLC5o0aSKmaj9HMTExNG7YmFu3bhFoFYiv0pf4y3G8NeQtFsxfwO49u3FwcECr1XLkyBE2b97M5s2buXXrFpATTF3LuE1ZG9OyFnGaR8RlPaJevXoFuhYnJ6cCzXwTnpwkSSxYsICKFSsyc8YM1h++CUAxb28mfT2ZsWPHGj/QlC9fnvLlyzN69GiysrI4fPgwv//+O3PnzuW1AHuz/Qc4qCnvbsuJEydEQCW8dBwcHIoso6bVaunRowfh4eHs27fviftVKBTUqFGDmzdvFsn1FNZzTXP8+OOPVKxY0fgPVKdOHbZv3248LssyEyZMwMfHB2traxo3bsyVK1dy9ZGdnc3w4cNxc3PD1taWDh06cP/+/VznJCYm0q9fPxwdHXF0dKRfv34mg9oiIiJo3769sfDmiBEj0Gg0hbq/hg0bsmrVKqyt1UAmSqUWpVKDLGfRtGkT1q1b99iMQpkyZejbty89e/YUwdRzNqD/AKLuRdHHrTevObWhrn0d2ju1p4drDy6eu0iH9h3o3bs3Hh4eNG3alO+++45bt25hYWFBy5Yt6dy1C5czb3I141aufjMNWWxJPoC3lzddunR5Tncn/J1CoWDkyJHc+mPG4a1btwiPiODjjz/Oc9C+lZUVLVq0YNKkSQBk6/MeTZGWlbMg+MKFC3NVpP87g8HA6tWradq4Ee6uzpQo5suIESOMAbogFJQsS0WyFaU/g6mbN2+yZ8+exy6gbv6+ZM6fP1+gRdOfheeaoSpWrBjffPONccbLkiVL6NixI+fOnaN8+fJMmzaNGTNmsHjxYkqXLs2kSZNo0aIFYWFh2NvnfPobNWoUmzdvZuXKlbi6uvL+++/Trl07QkNDjUtE9O7dm/v377Njxw4A3nrrLfr168fmzZuBnNk4bdu2xd3dnSNHjvDo0SMGDBiALMuPffzyON26daNVq1asWLEiZ6aPrS1dunShevXqhepXeLbCwsLYtXsXrZxa4qzKXVvJS+1JdetqHDx00LjPzc2Ntm3b0r59e1q2bIm9vT16vZ4+ffqwatUq/G2KUULlTZohk6tZt1DbWLJ70+48K5ILz4dCoSAw0HRZnfw4OztTo1pVVt+6QfcgR5Pj5+MzuZeqhdS7DB48GIVCQb169ejUqROdOnUiMDAQg8HAgP79+G3ZcuqXsGZYeQseZSazYtE8Fv7yM1u2bnts+RNB+FNRBERP2j4tLS1X8B8eHs758+dxcXHBx8eHbt26cfbsWbZs2YJerycmJgYAFxcX49/B/v374+vry5QpOXXxvvzyS2rXrk1QUBApKSnMmjWL8+fPM2fOnELdW1F54Qalu7i4MH36dN544w18fHwYNWoUH330EZCTjfL09GTq1KkMHTqU5ORk3N3dWbp0aU6pACAqKgo/Pz+2bdtGq1atuHbtGuXKlcs1lfzEiRPUqVOH69evExwczPbt22nXrh2RkZH4+PgAsHLlSgYOHEhcXFyB05DPYpCh8HwsXLiQwYMH867XMFRmlvZJ0aWwKH4x3bt3Z+TIkdSuXdvsmm8Gg4H169fz49wfuXL5MnZ2dvTo1ZNhw4ZRrFixZ3ErwjOwatUqevXqxcfV3RhR2RULRc6b0Z1kDX12R6O3c2PAG4PZtGkTZ8+ezdW2QoUK+Pn5sX37Nha1c6Zr2b8K8aZrDLy+MYkLSWoiIh9ga2v7TO9LKDrPclD6xQ7VsLcoXP4kVauj4qbQAl/vgQMHaNKkicn+AQMGMGHCBAICAsy2+3utxMaNG+Pv728sgj169GjWr19PTEwMjo6OVKlShQkTJlCnTp1/fV9F6YUZQ6XX61mzZg3p6enUqVOH8PBwYmJicq0DZmlpSaNGjTh27BhDhw4lNDQUrVab6xwfHx9CQkI4duwYrVq14vjx4zg6OuYaq1S7dm0cHR05duwYwcHBHD9+nJCQEGMwBdCqVSuys7MJDQ01+0MBOQHe3xcaLki1a+H5O3bsGLNnz+bsmbNYWlnSsVNH3n777Vz//n+SZZnTp0+zdu1a49fmxpUb/ljQZPDgwfmOg1IoFHTr1o1u3boVzc0IL6SePXty/fp1JkyYwJKwVOp5WvIwy8ChB+kU9yvG7r37KFWqFOPHjyciIoKNGzfy+++/c/DgQS5dusTVy5foEGSVK5gCsFUrmN3SgZD5saxYsYI333zzOd2hIOSvcePG+S6oXJBczoEDB3J9/d133/Hdd98V9tKemuc+VezSpUvY2dlhaWnJ22+/zYYNGyhXrpwx/ffPJU88PT2Nx2JiYlCr1SbLW/zzHHNjjzw8PHKd88/v4+zsjFqtNp5jzpQpU4zjshwdHfHz83vCuxeetS+++IJ69eqxfd1OpEgr0m9omDp5GmWCy3Ds2DEgJ7g/dOgQI0eOpHjx4tSqVcs4ti8s64bZfsMyb2BtZV3ggprCf9/48eM5f/48nfq+QZxXBazK12XeTz9x+eq1XIU9ixcvzvDhw9m7dy9xcXHMmzcPvQwdSpsvqVDcUUUVb2uOHz/+rG5FeMm9iGOo/ouee4YqODiY8+fPk5SUxLp16xgwYAAHD/41FuWfg7bzKraX3znmzv835/zTuHHjGDNmjPHrlJQUEVS9wDZs2MDEiROpalOXEKtqxn/bbEMWBzK20bpla7p278q2bduIi4sztrOzs6Nt27aE3wnn+PnjuKnc8FL/FYDfy44gNDOUIUOHiBpQQi6VKlV67FTwv3NxcaFPnz68/fbbaPIZ1J6ereXQoUNs2LCB1q1bm61nde3aNWbOnMmWTRvIztZQuXIVhr03nE6dOonyGq8YWVYgy4XLnxS2/avguQdUarXa+GmtevXqnD59mpkzZxrHTcXExOQawf9ngUTIWb9Ho9GQmJiYK0sVFxdnrAru5eVFbGysyfeNj4/P1c/JkydzHU9MTESr1ea7KHBRVYgVno0Z387A27IYFaxzTwiwVFhR37oFa5MWGZ/VOzs706FDB7p06ULLli2xsrIiISGBli1asursKopbFcdJ4chDwyOisqJo1qwZ//vf/57DXQn/NXZ2dtSpVZNV1y7Rt4LpGKnLcVrCHung0S26dOmCjY0Nbdu2pWvXrrz22mvY29uzbds2unbpjIu1TM8KEo7WEjtuHKVLl/289dZbzJs3TwRVglDEXriQU5ZlsrOzCQgIwMvLi927dxuPaTQaDh48aAyWqlWrhoWFRa5zoqOjuXz5svGcOnXqkJyczKlTp4znnDx5kuTk5FznXL58mejoaOM5u3btwtLSkmrVqj3V+xUKp6BzKvR6PUePHaW4ynyVclulPe4qb0qWLMnOnTuJjY1l8eLFdOjQwViw08XFhaPHjrJ06VKC6gZh8Jep3KQy69atY8eOHaLqtVBkxoz9gAN3M/nmaAo6w18/4xHJOt7YloKvtycjRoygePHiZGRksGbNGnr16oW7uztt2rShW5fONC8pc3WMFVNes+LjJpYcGGrFT12tmD9/fr7VqIX/HoMsFckm5O+5zvL75JNPaNOmDX5+fqSmprJy5Uq++eYbduzYQYsWLZg6dSpTpkxh0aJFBAUFMXnyZA4cOJCrbMI777zDli1bWLx4MS4uLowdO5ZHjx7lKpvQpk0boqKi+Omnn4CcsgklSpTIVTahcuXKeHp6Mn36dBISEhg4cCCdOnV6orIJYpbfs6HVapk/fz5zZs8l7MZ1rKys6dy5Ex988AGVKlUyOf/Ro0f8/vvvvPnmm9SybUwZq4pm+92Zup6GneqyatWqp30LgvBYX331FePHj8fHUU2jYkoeZcLeu1l4e3mxa89eypYtiyzLhIaGsm7dOtatW2cscKhUQPg4OzzsTD8zt1+URZJ9eU6dOWtyTHh2nuUsv7NtamNXyFl+aVodVbefEO9v+Xiuj/xiY2Pp168f0dHRODo6UrFiRWMwBfDhhx+SmZnJsGHDSExMpFatWuzatcsYTEHOqH+VSkWPHj3IzMykWbNmLF68ONeU9WXLljFixAjjbMAOHTowe/Zs43GlUsnWrVsZNmwY9erVw9ramt69e4tHOC8gjUZD+3bt2bNnD16qAEIsGqLRZbJp9TbWrF7D7xt/NwbQv//+O+vXr+fAgQPo9XokJMKzb5gNqNL1qcRpo2jUqNFzuCtBMPXFF1/QsWNHfvzxRy5fPI+1ly2z3u9K3759jW9okiRRvXp1qlevzuTJk7l8+TK9evXCJTPMbDAF0LG8gvc2nEOv15st7fEnjUbDpUuXMBgMlCtXTpRoEITHeOHqUL3MRIbq6Zs6dSqffvIpNS3b4aH6awKAXtZzJnsHiYpoKleuZDImrlKlSpQpU4ZVq1ZRzaY+5a2qGMeQaAzZHMjYRoZlChGREeLf7gmlp6eTlJSEi4uLeOz5Anj99de5e2I9B4aari0JMOdoNmO3ZDN+wgS6du1K+fLlc42n0ul0TJkyhdk/fE9cfAIADva2DH7zLSZNmoSNjY3ZfoUn8ywzVKGt6xRJhqrajuPi/S0fL9wYKkHIi8Fg4IdZs/FVBucKpgCUkpIK6oZkZ2cZg6natWszbdo0bt26xfnz51mxYgXjxo0jNOMIm9OXczr9MEfT9rA+dTGpqiQ2b9ks/lA8gWvXrvF6r144OzlRrFgxXJydGTRoEOHh4U/cl16vZ+PGjbRv145KISE0a9qURYsWkZWV9RSu/L+tZcuWnLyn4fZDg8kxWZZZelaLJMGECROoUKECQUFBfPDBBxw7dgy9Xs/AAQP4csJ4upZL4tAHKk58rGJYvUx+mjuLtq+1LvSSXMKzJ8omPBsiQ1WERIbqyciyzJEjR9ixYwc6nY4aNWrQsWNHLCwszJ4fHx+Ph4cHNaza4GNhusAwwP6MlVSoHcyqVavw9fU1e86hQ4eYM2cOoadDsbKyomPnnMKeouRFwYWGhtKkcWPsDAraOJekmJUj4ZmJ7Ei8jWxtyZFjRwkODi5QX9nZ2XTt0oWt27ZRztGVYBt77mdlcDoxjoohFdizby/u7u5P+Y7+OzIzMykVGICnKoG1fS3xdcz53KzRyUzYnc2MQxpGjx7NzZs32b17d67ixM7OziQmJvLrICWv18z9OPDITQNNv9Mxf/4CUVC0CDzLDNWZVnWLJENVfecx8f6Wj+deNkF4NUVFRdGxQyfOhJ7G2sIOpaQiTTMNby8f1m9YR+3atY3nJicns2PHDmO1ch3mPyHLsgxKPVWrVs0zmIKcRasbNmxYtDf0Erl9+zaLFy/m3r17uLm50bdvX6pWrVrg9rIs88bAgXhJVnwV1AQbZU4AXM3Rh5ZupRh3ay/vvP02+/bvL1B/n376Kbt37mJauVrUdfmrTMnNtGTev36K/v36sf2PdTiFx7O2tmbbjp20atGc4OmPaBmkwsEK9t2GuFQtM2bMYPTo0UDOems7duxgw4YNbNmyhcTEREp7Qq8apg8v6gcpaF1eyS8LfhIB1Uvmeazl9yoSGaoiJDJUBZOdnU2VylW5d/s+pRT1cVYUQ5Ik0gyPuK0/iladypatW7hw4QKbN2/mwIED6HS6P1pLuCi9qG/dxaSOziNdFEcy17Njxw5atWr17G/sBSfLMp988glTp07F1sIKX0sn4rVpJGSl0r1bd5b+trRAddX+XAtzQqkmVHEwXeX9QEI43909zsqVKwkICEClUuW5ZWVlUalCBTq7+DLUv6xJXzvjIpl44xzXrl2jTJkyBbrPtLQ0li5dysoVK0h89IjSZcow5K23aNmy5StVeykpKYklS5awZfMmsjIzqVKtOm+//TblypUze75Go6FShXLUcQtnfj/zn7W/3qZn7nFHYuMfPc1LfyU8ywzVyRYNiiRDVWv3YfH+lg+RoRKeufXr13Pt+lWqWXXFXuFm3G+ncKW81JqTGSuMi2P+qUyZMnTo0AEXFxc+/vhjrmQfpYxlLVRSTnYkSR/Ped1eKoRUNM4SFXKbOXMm33zzDV09qtPSpTxqhQq9bOBk8h0Wb9jA8OHDmT9/fq42Wq2WiIgI7ty5Q3h4OHfu3GHv3r0AVLQ3X/S2sr0XAL169SrwtbUINp9RbOLmw9c3z7NgwQLGjRuHm5ub2fP+FBERQbMmTbgTHk4Dd1fKW1lyft9eWq9fT+/XX+fXpUvzndn2X+Lk5MTIkSMZOXJkgc5Xq9X4B5Tk7r27eZ7zf/bOOjqKq43Dz6zEnQSSYMGCu7u7OwR3CBQotFjx4lJKgVKkOMHd3d2ChhAgRIm7rc73R0povk2QEiGwzzl7SueO3LvZmfub977iHSZiY2OdbruerxNRFBC1egtVZqMXVHq+mHc5xJ48eYKJiQkdO3akatWq6VoDdu/ejZXMIZWYeodMMMBe6oy/+gn16telXbt2tG3blmLFiqXsY2hoyPjx4/FP8sSKPKgkSUQogyjuXIJjx48ikehjLf4flUrFwvkLqGvlTBvb97m6pIKEWlZFidUksuHvv7GxsSE0NDRFQPn5+aHV6jo3A0SpkshloBvxFalKdiR3cHDAwMAAtVqd8tFoNKn+/53lUZLOb0WCACL89ttv/Pbbb9ja2lKyZEmdzzv/t84dO5IYEszhOtVxMk3umyiKnAgKYfKuXZQpW5bJkyf/9y/yG6dHTxf69z/NQ3+B8vlS30eBUSJ77gtMnNI3m3qnR8/XjX7JLwP5Hpf89u/fT7++/YhPiMfUwBqVVoFCFU/Dho3Yt29vqpJAarWaW7du0bt3H+L9BEobpm1J8lM9IkDygMSkxHSv6+3tzbp163j69CkmJiZ06tSJDh06pOvQ/r1z48YNatWqxVSnthQx0S0WnqBRMNIz7ezZRkZGFCpUiMKFC1OoUCEcHByYPWsW7W2K0ctRN5Hqat/b3NVG4h8Y8NElxMjISPI5OuKSuyD9C+g6sV8IC2Ta87s4ODikqmTw/5iampI3b15evHjBX5XLU8cul84+s54+55pSwxs/P/3vJB2SkpKoXq0yIX4vWN4V2pUXkAhw3lPkxz0QK+TigftjfZBABpCVS343GtfHTPaFS35qNTXPXfqu5rfPRW+h0vOfuXbtGl27dsNCko8Shk0wkJgiSrTECAFcu3KD9u07sGXLZk6fPs2pU6c4d+4c0dHRAMgxRitqkAi6yy8xYlAqi1RaFCpUiHnz5mXKuL5GIiMj+euvv9i0YSMhoaHky5uXwUOHMHjw4A8mXIyLi+PKlSts3LgRAHNZ2rmJjCUGSAUJVapVpVWrViniqXDhwuTJk0fH6hcbG8uihQuxkBnSzLYohhIZiRoVR0I8ORn2kiVLlnySP5a1tTX9Bgxg8/q/qWRlSzmL90IoIDGeVb7PqVenLpeuXCY+Ph5PT088PDxSPs+fP8fLy4v4+HhevHiBmUxKLVubNK/V0j4Pe+48wNPTkzJlyny0b98jRkZGnD5zHpce3em+7hKmRlKkEohJ0FCxfFkO79mnF1M5EL1TetagF1R6UqFWq4mMjMTc3Dylhl16zJ07F2OpFQVktRCE5AlXECRYyvIjaCRcuXKRQoUKpTrG2tqaqlWrcvr0afzVjykgr5CqPVITSJjmDbNH/pmBo8rZ+Pv7U7dOXQL9AyhnUpii8uIE+oYzftw4Nvy9gQsXL2BjkywiFAoFN2/e5Ny5c5w/f55bt279y6EfnsQF0MhG9+3SMyEIjahl4cKFn5Qtfs6cOURHR7N69Wp2hjwjj6EZb5NiSdKomDx5MuPGjfvk8S1evJgnjx/jevUq1W3yUNzUAv+kBC6HB1GwYAG273ADkq1QlSpV0olIVKlUvH79mlmzZnF83z7Se+xL/1lWnDVrFr169aJRo0YffNNOTExk586d7Nu7l7jYGEqUKs2wYcOoWLHiJ48tJ5InTx7OXbiIu7s7Z8+eRaPRULt2bWrXrv1dOfXr0fO56Jf8MpCcvOQXEhLCvHnz+PvvDcTFxSKVSunYsSNTp05Nsz5eQkICZmZmOMqqYCt31mkXRZFniQfQCEnUrFmT5s2b07x5c6pUqYJUKmXy5MksWLAAO1kh8kickQgywjRvCNZ6Ur9+PU6cPIGBgUFWDP2rp2GDhjy6+YDhedqQS/7+d/VWEc5fIUep07Au9Rs04Pz581y9epXExNRLpQULFqRx48Y8fvSI1489mVygFbnkZintiRolS/xPYZDXmmfPPT5r0nz58iXbt28nKCiIfPny0bdv3/+Uz0upVOLm5sb6tWvxefMGWzs7+vTrx6BBg7C0tPykc5w/f57GjRuzoWpFquXSdZye7/GCnb4BaP555MlkMmrXrk3Lli1p0aIF5cqVSxm7j48PTRs14qX3a2rmtsTOUMrtiETexiUyefJk5s6dqxcXer6IrFzyu9qwYYYs+dW5cCFHzm9ZhV5QZSA5VVAFBQVRs0ZNAgLeYiw4Yii1Qq1NJFEMQJSoOHXqZIrVIjExkZs3b3LixAkWL15MQYO6WMkKpHneV6pTdOzRki1btui0iaLIxo0bWbhgES+8PAHIZWOL68gR/PLLL5+0XPQ98OzZM0qXLk3vPE2paFZUp/1y1EMOh1/n3zdxnjx5aNSoEY0aNaJx48YpVsKAgABq16xFRHAodc2L4WRsS7AimkuxXihkWs5fuECVKlWyaGQZjyiKlCtThgR/P9ZVKkceo/e/oauh4Yx2f0Knrl2xs7Pj5MmTKYWE3+Hg4EDz5s1p1qwZc3/9ldgAHzbUKkwxi+RyOmqtyPoXQcx/5M/mzZvp21fvnK3nv5OVgupKg0YZIqjqXjyf4+a3rEQvqDKQr0lQabVa4uLiMDExQfaRG6lXr17s3X0AW4OqyCXvo7a0ooZw5QNMLAWGDBnMlStXuH379r9KTwjYypzJa6A7CatFBc8VB1m4aAHjx49P99qiKOLn54dKpaJAgQJ6Z+H/Y8OGDQwaNIiFhYciS8PfLEIVy1zfbdSoUYOePXvSuHFjSpUqla71JDg4mIULF7Jh/d9Ex8ZgaGBAj549mTx58idnNv+aefHiBY0aNCAsNJSmuW1xNDLEPSaW22ERtGndmn3796dYPl+9esXJkyc5efIk58+fJyEhIdW59jQsQTU7c51rDL72kmArR9wfP9ZbqfT8Z/SC6ttDL6gykK9BUIWFhbFw4ULWr19PVFQUBnIDunXvxpQpUyhZUjdxYnh4OPb29phLimBhUEinXaGJJijxRqptjo6O1K9fn6ioKM6cPktheVOMJe+XWERRJEB1m1jBF/8Af70T638kKCiI8ePH4+bmxtxCgzCS6C6BhiqjWOC3g1OnTtGsWbNPPrdGoyE2NhZTU9NvTsSGh4ezdu1adrptJyoyiiLFijF02DC6du2abg4qhULB1atXOXHiBJs2bUIWH8OttuXTFEzH/CJwvfGKt2/fYm9vn9nD0fONkpWC6nL9xhkiqOpdOqcXVB9A75T+DREcHEyNGjXx9w9AihWmBk5oRSW7d+1j//4DnD9/jurVq6fsr1KpOHr0KGq1GiPjtBMmGkotkQgyylcoi6urKw0aNKBIkSIIgkBsbCx169Tj2dNzWAmFMJM6oBEVRIqviFUHs27dOr2Y4v0Ev2O7GxERkTgXd2bY8GF06dJFZ4KPiYlh//79uLm5ce7cuZQcUPdjX1DLUjcy7V7cC0xNTFKV6vkUpFIpVlZW/3lMXzO5cuVi8uTJn5VvytDQkMaNG9O4cWPUajVHN69P1/pkJE0OwPDz89MLKj05Aq0ooP3CKL0vPf57QC+ovmLUajUnTpzg5cuXWFlZ0a5dO3Ll0s2v844ff/yRAP+3mMqKIZW89x8RRTsSVK/p0qUrS5Ys5s6dO9y8eZN79+6RlJSchFEjpl0fTyuqQRAZMGCATv0uc3NzLl+5xJw5c1i7dh3e0c8BqFmzFlOnbqBVq1Zf+hXkeF68eEGD+g0ICw2jhGFhnKQOeN/yosfFHilLUKIocuLECbZv386RI0dSFautUaMGSoWSE4/vkMfAhiLGjkCyFfBpwhsuxjxk1Ogf9G+MGUiNGjVYvnw5XjGJKf5T/+ZkQCRSAapVq0aTJk3o27cvHTt2xMzMTGdfURS5c+cOR48eRaFQUKFCBTp16qT3EdSjJws5fPjwZx/TtGlTjI117/8PoV/yy0Ay0oR7/PhxBg4cRHBwEFKpDI1GjVwuZ/z48cyZM0fHshEaGoqjoyMGgj1Gct3EjSpNHLGKFzrbLS0tUSqUCGpL7Iwq6LTHqnyJUj7ntfdrChYsmG5/lUolQUFBGBsb661S/yCKImVLlyXEO4ie1u2wkL2fcF8mvmFPxHHKlS/H69evU/JzQXKZnV69etGzZ0+KFClCTEwMrVu24ur1aziZOGArtSBIHYF/Yiht27Rhz969+gk6A1EoFBQqWID8ooKNtYtgJn9/r118G82gay/JV6AAb968SdluampK586d6devHw0aNEAikRAWFkbXzp24ePkKtqaGmBlIeROZQB47W3bs2k3Dhg2zYXR6vhaycsnvQt0mmMm+bGk/Tq2i4ZWzOXLJ73OrZwiCgJeXF4ULF/6s4/QWqiwiOjoab29vTE1NKVq06AedWS9dukS7du0QMMRQ5oBEYoAo0aDWxLJw4UJUKhVLliwBkidtHx8f3NzcUKvVmBrpOtECyCSmgEDevI60a9eOGjVqUL16dYoVK8bmzZsZOHAgkYoXWBoURiLIEEUt8eogotUvcOnV64NiCpLrgBUokHa03/fKhQsXeOrxlN52HVOJKYCixk5UMinN3QfuiIjkzZuXnj174uLiQoUKFVL9PiwsLLhw6SJHjhxh8+bNBL8NpmbBcgwaNIimTZvqS+1kMIaGhuzdf4CWzZtT9+RTOua3IreRnBuh8Vx8G0nb1q3Zd+AAfn5+bNu2jS1btvDq1Su2bNnCli1byJ8/Py4uLpw4doxA7xdsbZaXpgXMkEoEvKIUTL4eSpvWrbh1+44+waieLEGf2DPZJzV3bl1jQ1qYm6c9j34MvaDKZEJCQpg4cSJubm4p0XHFixdn5syZ6RaP/eWXXxAEA2SCbcrEKghS5DIr0AgsW7aM6OhovLy8cHd3T2Xd0Ioa0na71SIRBKZMmYKrq2uqlgEDBhAUFMTUqdNISPLHQGaGRpuEQpVAx44dWbt2TQZ8E98fV69exczAlIKGaRf+LWlSlDtxj9iwYQN9+/b9YNFemUxGx44d6dixY2Z1V8+/qFWrFu6PHrF8+XL27tpJ3NsoSpQoycZ5rvTu3RuZTEbhwoWZPn0606ZN48aNG2zZsoVdu3bh5+fHwoULATjUtgC1HN5HzhazMmRrM0dq7/NlyZIlbNq0KZtGqOd7QswAH6qcLKj69ev3Wct3vXv3/k9WOP2SXwby/ybc0NBQqlevjp+fHxqNBJACIoKgQatVsXz5ckaPHp3qHP7+/uTPnx+51BaZVLekiChqSVL5pdoml8spVaoUXl5eqJVGmBk46RyXpAolUR3Amzfe6VqS/P2T8+u8fv0aGxsbevbsqZOVWs+nM2LECDat28h4hyFpWiTfJPmzLfQAT548oXTp0tnQQz0ZTVJSEkePHuXHH3/EOC6Ea10Lpfm3X3o/jD+exhEXn6BPvfCdkpVLfudqN8P0C5f84tUqGl87nSOX/LIKvYUqE5k7dy6+vn5otQYppVkARDHZEjF+/HjKlStHaGgoz549w8PDg3v37gEgEdL+0wiCBIkgo0rVSri6ulKhQgVKliyJgYEBf/75JyNHjiRRMMRIlgdBkCCKIkpNFArtW3r1cvngsly+fPn45ZdfMvAb+HaIiYnh7NmzxMfHU7p06XSFZnx8PDt27GDNmjXcvXsXgNcKP4oY6X7vzxK8sM9tj7OzbqZ5PTkTIyMjunTpwo4dO4i8czpdsWRvIiMhMQmNRvPRPHF69Hwp+iU/8PLyYsOGDUycODHTIpz1d3ImoVQq+fvvv9FoBB0fl+SHrAFqdXy6jqlaUYkEXUdjUVQjomHo0KH069cvVduIESMIDAxk3rx5qMRwpIIRIiqUqkTatm3L2rVrM2x83wsajYaZM2eybOky4hPjU7ZXqlCJDZs2pJTlefz4MWvWrGHr1q3ExMQAyZZDCzNzTkZfpKe0HTZyK+BdWR4v3BOeMeeXOd9cHig94OzszF8njpKo1mIs0/Vxu/Y2AZlEoH///owYMYJatWp90FKl0WjQarX634qe/4ReUMGCBQuIjIxMU0wlJSXx+vVrSpUq9UXX0C/5ZSD/NuHGx8fj6OiIIBghpGNt0mrjkctlVKpUiZIlS1KqVClKlizJH3/8wcULl5EKdgj/yo4tiiIqTQSGhlreBr1N1+z66tUrNm7cyJs3b8iVKxe9evWiatWq+qWF/8CoUaP4888/qWhSiTImZTGRmOCn8ONO4i2SDJL4ZeovHDp0iOvXr6ccU6RIEYYNG0b//v1JSEigUYNGvPF5Q1FjJywkpgRoQnibGEzPHj3Zum3rB32n9ORMXr16RbFixfixgg2Tq6aOer0fkkjrw76ote8fvWXLlmXEiBH07t07lUPs0aNH+W3pYi5euoIoilStXIkfxoyld+/e+vs5h5OVS35narbIkCW/pjdO5tglv6JFi7J+/XoaNGiQZnu9evVo0aIFU6ZM+c/X0AuqDOTfN4hEIsHS0hJRlCEIuhmuRVFEKlUwbty4FAfWd7x48YLq1asTH5cEoikSiSGiqEajjUOjTWDNmjUMHTo0q4b13fLy5UuKFStGHfO6VDCtmKpNoVXgFradeG0ckOw03r59e4YPH06jRo1SWSXj4uLYunUrbtvdiIqMophzMYYOG0rz5s31k+I3zPz585kyZQrNCprj4myBhYGEM75xbPGMpVzFSixcvISNGzeyc+fOlILWZmZm9O7dmxEjRnDixAkmTZpE9XzGdCthgFwqcMRLwZnXiQwfPpw///xT//vJwWSloDpVo2WGCKrmN0/kWEFlbGzMixcv0i3evn37dlasWMHNmzf/8zX0gioD+f8bpG3btpw8eQqNxkDnwSeKKkRRwb1799L0x3n+/Dljxozh9OnTKduKFCnC3Llz6d69e6aPRQ/MnDmTRfMW0c9mALI0rIz34+5xI+4602dMZ9iwYTg4OGRDL/V8zbi5ubFw/jwePXkKgI2VJYOHDmP69OmYmiYHnURGRrJlyxZWr16Np6dnquN/rmnOtDrmqZ4fGx/GM/pUFIcPH6Zt27ZZNxg9GUpWCqqT1VtliKBqcet4jhVUefPm5cCBA1SrVi3Ndi8vL2rWrElYWNh/voY+gU0mMn36dAAEQYkoaoBky5QoqhAENe3bt0/XublEiRKcOnUKHx8fLly4wP379/Hy8tKLqSwkKCgIS6llmmIKwFpmg4jI0KFD9WLqP5KYmMjZs2c5cuQI3t7e2d2dDMfFxQX3R4/x9fXlxYsXBAYlF6d+J6YArK2tGTNmDB4eHpw/f56uXbsiCAJ2JhKm1DbXeRkbUN6UKnmN+XPViqwejh49OZZ69ep9ME2JRCJJVaXiv6AXVJlI1apVOXr0CDY2lohiIlKpEkFIQhQVdO3aBTc3t4+eo0CBAjRo0ICKFSvqzfsZgFKpTMkHlh6iKHLu3DkuX75MuCIclahKc79wdRiGBoZYW1un2f6tcfnyZbp160bB/AUoVqQoY8aMwcvL6z+dS6vVMnfuXPI6ONK0aVPatWtH4cKFadmiRaoM5N8CgiCQP39+ihUr9sGM9oIg0LBhQ3bv3k2l8uVoVtgImSTte76Zkwz3Bw8yq8t6vjHe1fL70k9O5qeffmLdunXpBmfduHHjszOj/z96QZXJNG/enICAAHbv3s2UKZNZsGA+Xl5e7Ny5ExMTk4+fQE+GsH//fmrVrIWhoSGGhoZUrVIVNzc3/r3iHRUVxR9//EHJkiVp0qQJHh4eqEQVj+Mf6ZwvUZvIM+VTerr0/Ox6TzmRWbNmUb9+fW4cP0slpQVFY2RsWbOecmXKcuzYsc8+39ixY5k2bRqNTHKxoXxj9lVpycSilXh05Tq1a9YkMDAwE0aRczAzNydakb43RlSSFpVSRUhISBb2Sk9ORUTIkE9OpnLlyqxevRpXV1eaNm3KwYMH8fX1JSIigkOHDjFx4kR69er1Rdf4ZB8qf39/8uXL90UX+9bJijVxPZ/P9OnT+fXXX3EwzE8BaTEEQcBP/YoAxRvGjBlD//79Wb16Ndu2bSMhIQFIdg7u27cvCQkJbNq0iXIm5SljUgZjiQn+Cj/uJt1BNBG5c/fOF7/VfO2cOHGCVq1a4eJQgU65y6RYShVaNb/7XuVJUhiv33iTJ0+eTzqfh4cHpUqVYqRTWbo6Fk3VFq5MYtDji/QdNoTly5dn9FByDEuXLmXKpAk8HZobe7PUUaAJKi0lVgcRmSQil8vp2rUrrq6uOqkXQkJCWL9+PSeOHUWpVFClWg1GjBihL3fzlZCVPlTHqrXJEB+q1reP5vj57erVq4wbN467d++m3C+iKNKsWTOOHDnyRalJPllQWVlZsWLFCvr06fOfL/atoxdUXx83b96kZs2aVDCuSRnjqqnaPJMecifhUqptpUuXxtXVlT59+mBubo5Wq2XBggUsWriI6Jj3JX7q1K7DuvXrKFGiRJaMIztp0bw5r288YEGRFjptcWoFQz32M2ykK/3790epVKJSqVL+++9/v/vv7t27uXHhInsrNcdAopsyYq3PU45GBxIRFfVZKSVEUeTChQucPHkSpVJJ1apV6dy5M0ZGRl80/uwgIiKCksWdySuPZ2MbS4pYJ/vxBcVpGHkymkv+akqULMXDhw9TjilXrhwjRoygV69ePHnyhFYtm5OUEE+r4hJMDQXOvITgGDW///67ToUGPVlPVgqqo1XbZoiganPnyCf39/LlyyxevJh79+7x9u1bDhw4QIcOHVLaRVFk1qxZrF27lsjISKpXr86qVas+WjVi3759TJs2jVevXqUEav2XklzPnz/n/v37JCQkUKZMGWrUqPHZ5/h/PllQ/fnnn0yaNImmTZuydu1acuXK9cUX/9bQC6qvj759+3J411HamOrm7RFFkaPR24kRI+natSsjR46kbt26afqqJSYmcunSJeLj41PyheUEAgMDOXXqFAqFggoVKlC9evXP9sUzNTGhs1VJOuRJ+0E37/V57sUEfNY5S5vbsKps/TTbzof5M/vFHcaOHUuNGjWoUKECRYsW/aC48vf3p33bttx3d8fB1BRjmZTX0THksbNl99591KtX77P69zXg7u5OqxbNeRscQtV8xhhI4FZAEiYmpuzdt5+mTZty7949Vq9ejZubW6rUC1q1kooOIrt6GWJrmuzZodKITDul4PcrSs6fP59uUmE9WUNWCqrDVdpliKBqd/fwJ/f3xIkTXLt2jUqVKtG5c2cdQbVw4ULmzp3Lpk2bcHZ2Zs6cOVy+fBlPT890ixPfuHGDunXr8uuvv9KxY0cOHDjA9OnTuXr1KtWrV/+i8WUEn5U2wdvbm0GDBvHs2TPWrl1Lu3btMrNvOQ69oPr6KFO6LKpXAtVM0548HiRcI8o6CP9A/yzuWeaSmJjIyJEj2bJ5CxqtBokgQStqqVi+Alu3b0v3LVClUvHw4UOuX7+e8gnw86enQ3k65Smb5jFzXp3jqSIMOzs75HI5crkcAwODVP/99789PT0J8/Vjb6UWyCS6bpyb/DzY7Pecfz+YTExMKFeuHBUqVEj5lC1bFhMTExQKBRXLlyfa35/ZJYtT1doaQRDwjo9n7vMXPEtM5N6DBzmyxE9iYiI7d+7k7NmzaDQaatWqRb9+/bC0tEy1X2RkJJs3b+bPP//Ey8sLqQBek8xwtEj9/YqiSI1VCvJXaMKRo5/v+6Yn48hKQXWocvsMEVTt7x36T/0VBCGVoBJFEUdHR8aOHcvEiRMBUCgU5MmTh4ULFzJs2LA0z9O9e3diYmI4ceJEyrYWLVpgbW3Njh070r2+Wq1my5YtiKJI3759M63iwGeVnilUqBDnz59n5cqVdO7cmZIlS+rUobp//36GdlCPnn8jiiJPnjwhODiY/PnzU7x48XT3ff36NRERERiIukWm36EQFalC2L8FRFGkW9eunDl5ms62VallWRwjiZyn8f4c8LpDg3r1uffgPgUKFCA8PJwbN26kiKfbt2+nWDreIQgCVyLf0PFf/lPviFYn8SQ+mHkLF/DTTz99Uv/c3d2pWLEip0N9aZXHKVVbrFrJ0VBfateuTekyZXB3d+fRo0ckJCRw8+bNVEn3JBIJxYsXx8rKCg9PT/bUrE7xf73ZFjI15Y/y5Wh78xbLli1j9erVn/lNZj/GxsYMGDCAAQMGfHA/a2trxo4dy+jRo6lbpw6GIXd0xBQk/y27lRWYc+5cZnVZzzfOu9Ja73gX6PM5eHt7ExQURLNmzVKdp379+ly/fj1dQXXjxg1+/PHHVNuaN2/O77///sHrTZkyhdq1a6NWq5k0aRJLly79rP5+Kp9dy8/Hx4d9+/ZhY2ND+/bt9YU99WQZJ06c4OefJvD02ZOUbdWrVWfZ78uoWbMmkJwW4eDBg6xbt46zZ88CIEFKkjYBI0nqqEqlqMBP85Kxncdk3SCygKtXr3L02DGGOTahskWhlO1lzfLjZGTHTJ+9tGjRAq1Wq5NIEpIn55o1a1KrVi1q1apFYmIirVu3ZtvbB7g4VED6T6HveI2S5X7XMDIx/uiE/28qVKhAn969+c1tB2HKJNrkccJCbsCdyBDWBzxHY2TA5i1bUpz9NRoNXl5euLu7p3wePHhASEgIHh4eyWOztEglpt5hIpPSLk9u9u7alSMF1ecikUiwyWWDKiL9fQykyW/sCQkJH4w0jo6O5u3bt1hbW39ywIGerxMtX572QPtPlN//ZxqfMWMGM2fO/KxzBQUFAej8rvLkyYOPj88Hj0vrmHfnSw+tVktCQgISiQStVvtZff0cPksNrVu3jvHjx9OkSROePHmCnZ3dxw/SoycDOHToEJ06diKX1JFqRm0wlVgRow3jxQN3GjZoyKbNm7h37x6bN28mNDQUSH4br1+/Pndu3+FywnFqGjfFXJq8VBKvieVm0llkhjJGjBiRnUPLcLZt20YeYysqmjvptJnLjKht7sxpj0do/1lUK1myZIp4qlWrFs7OzjoFvZctW8aPP/7I1VhfKpnYk6RVcycuAKmBnCNHj362T+XfGzZgkysXf61ezQY/j5TtlSpU5ODWLakiJ6VSKSVKlKBEiRL06NEjZXtQUBDu7u6M/uEH8vzfW/O/yWVgQExcHKIofhe53GrVqs3sUyeISBCxMdEd755HajQaDQ4ODvTq1YvBgwenSjD85s0bpk79hT17dqNUqgFo3KgBs2bPoXbt2lk2Dj0ZR0YWR/bz80u15Pe51ql/k5Zf68fu0f9yzPz589m1axdqtVqn1FtG8smCqkWLFty+fZuVK1fSt2/fTOuQHj3/j1qtZsRwV3JLC1LZsAXCPxYSU4kluaUFuZF0AJeeLoj/CARHR0cGDhzIoEGDcHJy4u7du7Ru1ZrDoVuwM3RAQCBEGYilhSUnjhynYMGC2Tm8DCc0NBRbqRmSdB4yeQws0SJy+PBhateujY2NzUfPOXbsWBo0aMDq1au5deMmBnI5P7fpw9ChQ8mbN+9n91Eul/P7778zbdo0Tp8+TWJiImXLlqVKlSqfLHrs7e1p0aIFLVu1wm3dOlRaLfI0fLJuRUSgUasoVqwYffr0oU+fPt90qotBgwYx59fZDN+fxJbuRhjJ34eGr7im5Lafhty5cxMSEsLq1atZvXo1FSpUYPDgwdSqVYuWLZoiV0fzaxuRak4yXoeJrLx0lYYNG3D48BFatNCN9tTz/WBhYfHFPl/29vZA8kvRv6tMhISEfNAaam9vr2ON+tgxkPy86d279xf0+NP4ZKf0pk2bsnHjRn0uqg+gd0rPHE6ePEnLli2pa9wNS6muVTRI7c3dpOPUq1eP8ePH06pVK52l6ISEBHbu3MmFCxcQRZG6devSq1cvzMzMsmoYmU5YWBhbtmxhzpw5qGMSWVi0FzJBV2C4BV3DwyCcoOAPm8lzCk+fPqVMmTKMLFKYYUVSC6Wb4REMu3cfuYFBqgz5derUoW/fvnTt2hUrKyudcz5//pw1a9bw5NEjTExN6dCxIz169MgxSVyPHDlC1y6dsTaGrmUEzAzhmCc8ClAyYcIE5s2bx8WLF1m/fj379+9P+W5kUgmOlnBjopTcFu+FrUoj0ukvLY8jbPF+45dpTr3fE1nplL63UidMpV/olK5R0eX+/gx1Sv/xxx+ZMGECkOyukTt37o86pcfGxnL8+PGUbS1btsTKyuqDTulZxSdnSj9z5oxeTOnJMERR5OXLlzx48ICIiA84fMA/a+oCFhLbNNutJLkBmDBhAu3atUvTr8/ExISBAweydetWtm3bxrBhw75qMaVQKHj58iV+fn586J1Hq9Vy/vx5evbsSd68eRk/fjyRkZHEapK4GvVcZ/9QZQy34l8xeMjgzOx+llK6dGlmzpzJqlevGeX+kFNBwVwJDWP2Mw9GuT+kadOmBAcHs3XrVpo2bYogCFy9epWhQ4dib29Pt27dOHr0KCpVcomhRYsWUbJkSbauWY3BiweE3LrMwIEDKVOqJK9evcrm0X4abdu2xf3hIzr1GsIRPzs2P7PEqVIzTp06xcKFC5FKpTRu3JgdO3YQGBjI8uXLKVGiBBqNlokthFRiCkAuFZjTXiAgMDhVhJWeHMI/S35f8uEzlwzj4uJSfB4h2RHd3d0dX19fBEFg7NixzJs3jwMHDvDkyRP69++PiYkJLi4uKefo27cvkydPTvn/MWPGcPr0aRYuXMjz589ZuHAhZ8+eZezYsR/sy6NHjz7Ld+rp06eo1erPGi98ZtoEPR9Gb6H6NA4ePMj0aTN4/CS5pItMJqNr164sWrQolWiPjIxk7969LFu2DA8PDxqa9MZUYqlzvnBNADcSD3Lz5s2vIhfJlxAXF8fs2bNZv3YdkdFRAJQtXZYpU6ek8h8KDg5m06ZNrF+/npcvX6Zsr1y5MkOHDuXWrVts3LCRhtalqG1ZHGOJnEfxfpyKeoRN3jzcun3rm8sl5+bmxsL583n0JDlowSFPHlxHjWLChAkYGBik7BcQEICbmxubN2/m6dOnKdvt7OyoXr06R48exbWEA2NK5cVQmvzO+TImkSE3X2OY25EnHh6flXA0p3D58mXq16/Po+lySjqkPXnajtcwddaHIzoDAwN59eoVlpaWlC1b9rvwW/svZKmFqmJnTL7QQpWgUdHlwb5P7u/FixfTzHXWr18/Nm3alJLYc82aNakSe/47k3+DBg1wcnJKVdR47969TJ06ldevX6ck9uzUqdMH+yKVSgkKCvpkv28LCwvc3d0/2zVAL6gyEL2g+jh///03gwcPxkaWD3tJSQwEU6I1bwniGdZ2Fly9doUHDx6wbds2jh07lrIUISBQQFaKskYNUp1PFEXuKk5gml+C18sXOs7UOYmEhAQaNmjIwwfuVDMpRXGTgiRqFdyLf87z+DcsWLCAChUqsG7dOg4dOpTyBmVubk6vXr0YMmRIinOxVqtl/vz5/LZkKRFRkQBIJVI6durIihUrUnwYvjVEUSQ4OBilUomjo+MHo5BFUcTd3Z0tW7bg5uZGSEgIUqCyrTm7GpTQEQKPIuJod+4Zhw4d+iZz8D169Ijy5ctzcrSMxiV176PIeBH7n1WUKl2GiRMn0r59+1QJGF+9esW4H8dy9NgxtNrkaaW4cxFmzpqT6mVATzJZKah2V+iSIYKqm/veHDm/SSQShg4d+sn1c//880+ePXumF1TZiV5QfZjo6GgcHByxVOanqDx1RnKFGI+78gBINShV731dypYtS+/evUlISGDWrFkUlJeliLwCJhIL4rSReCnvEKD2Ys+ePXTp0iU7hpVhzJ8/nxnTpjMkTwfyG6Z2sjwVcYOL0alzvNWoUYMhQ4bQvXv3dHNpJSUlcevWLRQKBWXKlMHR0THT+p+TUalUHDp0iK5du7K4aiG6OqX9Jtv07DMad+/9TaZgEEWRksWLUdzkDXuHSXQE5aJTGqYe0vBuxjA2NqZt27a4uLhQvHhxGtSvi4kQzYS2EuqUlBIQIbLqlJojd1X8+eef31w07ZeSlYJqV/muGSKouj/ckyPntwYNGny2pdTNzS2Vw/ynoE8ipSfL2LFjB4qkJAoa6kZyGQqmOEhK46O6i4ODA3369KFXr16UK1cOSH7YW1lZMW3qNHziHyOTyFFrVeSyycXW5VtzvJgC+OvPvyhnXFRHTAE0tKrC9ZjHCAbJb1pDhgyhbNm0M5f/GyMjI+rXT7vEi573yOVyGjduDICxNH0rp5FESPG1+tYQBIGZs+fQs2dPftgpMrWVFHtLgXiFyPqrWmYc0dKndx8KFS6Mm5sbXl5e7N69m927d2NgIMfWTMP1BcbY/ZNQtGReaFxGyqi/4afx4+jZs2eaAQB69GQ2Fy9ezJLr6AWVnv9MfHw8W7duZfOmLYSEhODkVJDBQwbTpUuXNKOAXrx4gbHMAgMhbbOrhSRZSFy4cEEnA/o7J8YhQ4Zw+PBhQkJCyJ8/P61bt/6iPChfC0qlEl9/X6rZNkqz3UAip4CxPWWbV+GPP/7I4t59H1hZWVG0UCHOBkbTJr+uf1lAgoIn4bEor17l0qVL36RQ7dGjB5GRkYwf9yN/X1NS0FZOULSWBIWWYcOGsWLFCmQyGTNmzOD+/fu4ubmxY8cOgoLeMraVYYqYeocgCEztbMDfF5KjbIcPH57utUVRJCkpCSMjI73fVQaj/efzpefQ82FyrsOJnmwlODiYKpWr4urqisc9P2L95Ny96oGLiwvNmzVPKV+SkJDAwYMH6d+/P3/99ReJqji0YtrREwoxDkjO1J0epqam9OzZkzFjxtCpU6dvQkxBsmO+XC4nRhOfZrsoisSJiR/8bvR8GYIgMHL0aI74R3AmMDJVW5JGy5R7b5AI4OnpSYMGDahXrx5nzpz5YBRmTmTEiBEEvg3ijxWr6NR3DNNmzuX169esXr06xSdNEAQqV67M0qVL//kOoFrRtKcTB2sJ+XLJ0szKD/D27VvGjRtHLhsrTExMsLKy4IcffsDPzy/Txvi98aURfhmRGPR7QG+h0vOf6N27D29e+eJs2Bqjf0XexUmCuHL5Mm3btsXc3JxTp07p1IYL1njhICuZapsoagkWPWhQvwG5c+fOkjF8DYiiyOnTp5kxYwYqlYpbMU+pY1EBuST1rfk6KYCgxDC6du2aTT39Phg1ahRXLl9iyIGD1Hewpm5ucyIUKvb7RxGt1rJpy1auX7/O33//zZUrV2jWrBnVq1dn+vTptGzZUteR/dEj7t+/j6GhIU2aNMkx1SWsrKw+2efpXbTo62CROiV02+OSRIIiVaxYsYLnz5/Trl072rZtS758+Xjz5g1169QiITaMgc2NKVsoFx6+KjZsW8ue3Tu5fOVajixq/bWhFfny0jPf1ntDpqB3Ss9AcrpTemxsLP7+/pibm38w55iHhwelSpWigEEtrGWFdNqDVI8IVj2BfzKXFyxYkI4dO9KhQwfWr1/PDredFJRWxV5aHKkgJ0EbhY/mLhFaX86fP/dNLqX8P6Iocu7cOWbMmMH169eB5BIOGrWGQoaOtLGuQ24Da7SilucJbzgYdZlSFcpw/cb1HB3JmBPQaDRs3bqV1atW8fTpU0yMjenQuTNjx46lVKlSQHLqhUWLFrF27VqSkpKA5JQVU6dOpV27drx69YqB/ftx9fqNlPMayOUMGDiQ33//HSMjo2wZW2bRuFEDon2vc3WWIXJZ6on792NKftqq0DmmYsWKxMZEo4735+JvduS1ff8SERKpofHPYdjmr8iVq9czvf/ZQVY6pW8r2w0TqcHHD/gACRolvR/vzrHz28CBA1m+fHmqyNSMRi+oMpCcKqiCg4OZPHkybm5uKBTJD74qVaowa9YsWrVqpbP/mjVrGDF8BGWMuyMRdPPxJGmj8Uw6St++ffnxxx8pX758ypu7QqHA1dWVjRs3IhVkGEiNSFDFYm1tw4YNf6dk0s2pJCQksGPHDs6ePYtGo6FWrVr069cv1VLdhQsXmDFjBleuXAGSHceHDx/OxIkTefbsGT26dSc0PAw7YxuSNApilfHUr1efffv3fXO5o3I6QUFBLF26lD///JOEhAQguTZi8NtArAUlUyvZ0LSAGbFKLW4volj0IIJWbdqwb/+Bb8pP6OrVqzRq1JDGZQTm9pBTvqCUiDiRNWeUzNyrYujQ4fzwww8cOXKEw4cPc/369ZSl0g0/56JPU90ku/uvxNP91zAePnyYEpzyLZGVgmpr2e4ZIqj6PN6V4+a3d0ilUt6+fZupKyB6QZWB5ERBFRwcTPVq1XkbGIyJJD+GUhs02iTitf4kqSPYvHkzffr0Qa1Wc+fOHc6cOcOWLVt49eoVZY17fFBQnT9/Ps3EbpBcgPXAgQPExMTg7OxMx44dc/xb+/3792nZoiWhoaHkNXZEgoQARSDGxsbs3bcXY2NjZsyYkRJxYmhoyNChQ5k0aVKqdAYKhYJ9+/bh7u6OkZERbdu2pWrVqtk0qi9HrVYjiuI3Xa4kNDSUZcuWsXLlSmJjYzGXS7jRtQh5TFIv3R56HcPg8wFcvXr1mys0fPLkSQYP6k9AYDAWpjLikzRIJFJcXUeyZMmSVDnBQkJC+PXXX1m5ciWBu/NhZ6X7HElUaLFo68eWLVvo06dPVg4lS8hKQbW5TI8MEVT9nuzMUfPbv5FIJAQFBekFVU7haxJU8fHxiKL40fIqQ4cOZfPGbdgZVEUmeR99J4oiEconKAmlSdMmXL16lZiYmFTHFjCojbXMSeecQarHxEi9eBv0FktL3czm3yIRERE4F3PGMMGA1pbNsJIljztOE8+p6HP4KPzQaDUAGBgYMGTIECZPnvyfCgvnFA4fPsxvS5dy6fJlAKpUqszosWPo3bv3N2Wd+TcREREUzJeXvkVNmFVdN/2FVhSpvs+HZt36sGbNmmzoYeaiUqk4ceIEL168wMLCgvbt26dbuPbEiRO0atWKpxsccc6nK7YDw9UU7BnA7t27v0nfQb2gylokEgnBwcGZ6seod8b4xti9ezdVq1TFzMwMc3NzSpUqzfr169OMRHqX9sBYkjeVmILkKB5LeTGUKiXHjx8nJiYGa2trunTpwpo1a6hVqzYhWneStNGpjovTBBOu9WDQ4EHfjZgC2LBhA9FR0bS3apUipgDMpKa0s26FXJQhkUgYNmwYXl5erFy58psWU/PmzaN9+/aEP3zOqIKVGOtUBcE7kL59+zJy5MhvLjLuHVZWVsQlJlHMKu3oU4kgUNRcSnBwcBb3LGuQy+W0a9eOn376iaFDh6YrpgDq1q2LhbkpG0/Gpdm+8UQcxsbJzvx6voxkp/Qv/+R0nJ2dsbGx+eDnS9BH+X1DTJs2jTlz5mAot8TUoCAAr73eMmTIEG7dusXatWtTLAMqlYqTJ0+SlJSEpVHaofgyiRFyqQnVa1bit99+o1KlSik1zNq1a0fDBo3wfHEMC2leDDBHIUQRo3pLwwYNWbRoUdYM+ivh8KHDFDIsiJlUN2O5XJBR2qQkb81D+Ouvv7Khd1nL/fv3+eWXX+jtWIrejqVTfnMt7QpzPOQVy1evpnXr1rRu3Tqbe5rxSCQS7HPb8TQ8Kc12jVbkSbiCugZfZi34FjAzM+OH0WNZsGAehR1k9G9uhlwmoNGIuJ2PZ65bLK4jf9CnCskARAREvswq/KXHfw3MmjUrU1/09YLqKyYyMpKDBw8SHh5OwYIFadu2bbp+Rrdv32bOnDkYyx0xlr+v02ZILmQSC9avX4+9vT0ajYbr169z+/btlHQGajHth78oakHQ0LRpUx0fHnt7e+7eu/OvxJ7BlHUqyeAhS9NN7Pktk5SUhKGQ/iRpKDFArf46M2yr1WqOHTuGm5sb4WHhFClahMGDB/9nv63Vq1eT29gMF8dSOkt7rXIX4WSkD6tWrvzPgurp06esW7eOZ8+eYW5uTufOnencufNXk5NswKDBrPxtCa5lVeQ3T30f7HoZTVCCij179uDi4sLcuXMpVEg3UvZ7YdasWbx9+xbX5Rv4dXs8JfNLeRGgwT9EQS+XnixevDi7u6jnG6JHjx56H6qcQkatiYuiyK+//sq8efNQKpVIpTLUahXWVtas+nMVPXv21Dmmf//+7HDbjalMt6grQHSiBxoxdT6o5Dc/gYQYLXmMquscF6fyJ1zxBA8PD0qUSCPBjB4guUZhw4YN8Xz4nOH2A5Gm4ai/PWIP5eqV58TJE9nQw/SJiIigVYuW3Lpzm8KmduSSmvJGFUFoYgzDhg3jzz///GiaBlEUCQkJwdPTE09PT2ZMm0Z5jQk/FkpbkG0JeMLhKB8WLllM8eLFKV68OI6Ojp/kVzV79mxmzJhBLmNjyptZEKFW4x4ZTglnZ06fPUv+/Pn/0/eQkYSGhlK9ahWUkSGML2dFswLmxCo1uL2I5s8nERR0cuL1a28geYnM1dWVqVOnYmtrm809zz4ePnzI5s2bCQgIwN7enr59+1K5cuXs7lamkpU+VOtLuWSID9XgZ2451ocqK6L89BaqLCIwMBBPT09MTU2pXLlyytJZWsyZM4cZM2YglZhjIM2FIEiRyFTExMTg4uKCiYkJ7du3B5LD9B89esTZs+cQtCbpTkpyqSWIKvr160utWrWoVasWxYsX58KFCzRr2oxw5SMs5cWQS0wQRQ1x6kCi1Z50795DL6bSQaFQ8Ndff/Hrr78SHh4OwPWYW9SxqJnq7/Aw/gmBiW9ZM2ptdnU1Xfr06o3Hw8dMLdSS4qbJlk2tqOVC5AvWrl1L0aJF+emnn4BkK5yXl1eKcPr3Jzr6vS+dBIixSt8/LE6tJCEhAVdX15RtZmZmODs7pwisdx9nZ+eUws87duxgxowZDCtUlP4FCyP/R+h5xcUy/qk77dq04b67e7Y7vNvZ2XHl2nVGDBvG+OPHEa8GAWBhZsrESZOZNWsWjx8/ZtKkSZw+fZrly5ezceNGJk6cyNixYzExMSE2NpYNGzawZdMGgt4GkTdfPgYMGky/fv0wMUm7dFNOpnz58vz222/Z3Y1vFlGELzWd5HTTS1bYjvQWqgwkrTcOX1/flPwr775qBwcHpk+fzrBhw3Qe/lFRUTg4OKBSypFLrVK1iaKIWhuGTS5zmjRpgru7O56enmi1yVWW5BJLzI2KpNm3eKUvDvnM8fZ+rdO2Z88eBg0cRGxcHMaGZqg0CtRqJT169GDDhg0YGxt/6VeT43j16hUvX77E0tKSqlWrphLAWq2W3bt3M2XKFLy9ky0NJUuWpFq1amzevJm8xo6UMCiGVJDipXiFd6IPrq6urFy5Mtsn+3/zLkHriHz1qGWl+7v5O+AadxUB1KxdCy8vL3x8fNJ9KAmCgJOTE87OzsTFxXHrxg22lmuNjTz1bydJo6bP4+MULVsKR0dHPD09ef36NRqNJt1+5suXD2dnZx4/fIgzEpaX17Vc3I0MZ/iDO5w9ezalyPHXgI+PDw8fPsTQ0JA6deqkiMN3nDlzhokTJ/LgwQMAHB0dGT9+POvW/MWrV69oW9QIZxspT8I0nHiVSIXy5Tlz7rzer+gbICstVOtKZoyFaohHzrVQZQV6C1UmEhAQQPXq1QkLCwcMEAQpIBIUFMqIESMIDQ1l2rRpqY45fPhwsj+OTDfaQBAEJIIZoaGh7NixI2V7njx5sLKy4sWLF2i1SiSS1DeOKGrQEEPXrgPS7GfXrl1p1aoVe/bswdPTM8Uv5f8LFH8PPHv2jFEjR3Hh4oWUbQXyFWDWr7Po378/Fy5cYMKECdy9exdI9iWbPXs2AwYMQCaT0a1bN5YuXcr5CxcQRZGqVary69i5uLi4fFViCpLzBhlK5VSzcEqzva5VUS56v+DMmTMp2ywtLXWsSCVKlKBo0aIp/n3h4eGUcC7OzFc3mORUDUej5NQdYcoElvncQyMT2L17N0WKJIs4pVLJ69ev07R8hYWF4e/vj7+/PwA/li6fZl8rW9ngYGrGiRMnvipBVbBgQQoWLJhue9OmTWncuDE7duxg6tSpvHnzhp9/Gk8uYyk3+trhnOu9D9ajECXt9j7lh1Ej2bbdLSu6r+cbQURAq3dKz3T0gioTmTNnDmFh4Wg0cgTh334oUkRRwcyZMyldujTh4eF4eHjg4eHBrVu3AP4RX7oIQvKfbNCgQXTq1ImKFSvi4OBAREQEJYqXIDr6DcbkRypJtgxotAqSNH4YGhowcuTIdPtqampK//79M2TcORVPT09q1ayFNElGI4tm2MsdidfE8ST0EQMGDGDx4sU8e/YMSF6imjhxIj/++GMqq0OrVq1o1aoVGo0GURRTJTP82khMTEQiCEiFtH2kDP+pJzh58mRatGhB8eLFyZ0790eFYa5cuTh99gytWrRkwOPjlLSwQyoIeMSEYWZmyqEjR1LEFCTn5SpRokSaS8sRERF4enpy48YNxo8fj3E6S+WCIGAoCDp1I3MCEomEXr160aVLF2bPns28efOYXc8ilZgCKJfbgAnVTZi6ezdLlv6Gvb19OmfUoyc1GVHcWF8c+eN8vU/7HI5CoWDz5s2o1aTp1CsIBmi18XTu3DnN47WiComgGyknikoAfvnll1TRQTY2Npw7f44WzVsQ+NYDQ4PkekUKZSzW1tYcPnzsg2/KemDKlCkISRLaWXTBUJIcMWYutcDewBHjWGOePnuEVCpl+PDhTJ8+/YPOjR/ykctuQkNDWbduHcuWLSNRreR5QjAlTXUn53uxvpgYGzNp0qTPNvFXrFiR12+82blzJ+fOnUOr1TKsVi369u37WeeysbGhZs2aVKtWjaWLF3M5LIS6trrf+5v4ON7ExbJlyxYsLS1xdXX9YD3KrxFDQ8MUUdneOe1l9g7OJky6EM2dO3do27ZtVnZPTw5GKwoZUBxZL6g+hl5QZRIREREkJiYiCGmnORAEAVGUYGZmQu3atSlVqhQlS5akaNGidOnSheioGASJTSprgChqEYUE6tWrl2aoddmyZXnt/Zp9+/Zx/vx5tFottWvXpkePHjq+G3pSEx4ezqGDh6hhUidFTP2biiZVeJr4iOnTpzN9+vRs6OGX8+jRI5YvX8727dtTajYayORsDbrF5ILNMZe9/62+SQzjVKQH/QYP/M/+EsbGxgwYMIABA9Jeav4cpFIprqNGMXvGDJrktqe6zfuIuESNmgVeHsilUuLi4pg/fz6LFi2ic+fOjBkzhpo1a351y63p8e7lS61Nu139T3ZFfYFsPXq+PvSCKpOwtLREKpWmOIz/P8nLQRJGjx7N3LlzU7WtWbOGbt26oRbDkYimCIIMUVQiCgkYGEj5448/0r2uoaEhLi4uuLi4ZOh4vnXevn2LRqvBVp621clEaoqloRVJSWnn7MoOEhISiImJwcbGBoN0EkVqNBoOHz7M8uXLuXTpUsr2KlWqMGbMGEqWLEnzps2Y+PogtcwLYWdgzqvEUO7E+FChQgUWLFiQVcP5KD///DNXLl/mhzNnqGubmypW1oQrFRwLCSYBkZOnTxMdHc0ff/zBxYsX2b17N7t376ZKlSqMHj2abt26pZurSq1WEx4ejqmp6UfLNWUm9evXRyqVsPd5AoMr6PZjz/MEJEKy/1vNmjW/OLOznu8D8Z/Pl55Dz4fRv+ZkEiYmJnTs2BGpVEwnMkqNWq1OU/h06dKFo0ePUrJkUVSaMJTqIFSaCOrWrcX169coXz5tx1w9/513VphodVSa7Qqtgnh1XKbWgfpUHj16RNeuXbG0sMTBwQEbaxtcXV15+/Ztyj6RkZEsWbKEIkWK0KlTJy5duoRUKqVbt25cu3aN27dv07t3bypXrsyDh+4MGz2SR9Jw9oQ/IMJOxsLFi7h05fJXFc1jYGDAkaNHWf3XX8Q42rPK15ujMVF06d+P++7uNGrUiI4dO3LhwgXc3d0ZOHAghoaG3L17l759+1KwYEFmzpxJUFBQyjmjoqKYMGECeexssbe3x8LCgpYtWnDt2rVsGWO+fPno2qULs6/FcytAkartok8SC2/EohVh5cqVFClShAULFpCQkKBzHlEUCQ4OJigo6Jst86Pn03m35PelHz0fRp82IQP5/zDYx48fU61adVQqNVqtjPf6VQWo6d27F1u2bEn3fKIo4uHhQVhY2EejhfT8N7RaLTt27GD69Ol4v/bGWmpDJ5seOsk5H8Tf4V7ibXz9fHF0dMym3sK1a9do2qQpFhhR06wEtnJLfBWh3Ix7joWdNZu3bGbv3r1s3rw5ZaLNlSsXQ4cOzZF+RV/KO3+xVatWERgYCCQn0+zRowcDBgxgzKhReL/0onsBW6rZWhKSpMTNJxSvmAT27N1Lhw4dsrzP0dHRtGrRnOs3b1G7gDHFrSU8DtNyJyCRxo0a4jpyFLNmzeLRo0dAcqqFGTNmpESarl27luXLluLh6QVAsSKFGD12HK6urvqlwq+IrEybsNK5L8ZfmDYhUaNk1Ist+rQJH0AvqDKQtG6Q69ev06tXL968eYNEIkGr1SKTyRgyZAi///57uks1er6Md+VU9u3bR2xsLMWLF2fw4MEULVoUSBarR48e5ZdffuHx48dAcub4mJgYHGR5qWJSndwyexK1CTxJfIR7wl3G/zQ+W0thaLVaihYuiiRMwTD7lhhI3gctRKnjWOZ3gGh1fMq2smXLMmbMGFxcXL7LXGL/RqVSsW/fPv744w9u3LiRst1UJmVf/bIUs3ifLFOtFRl914tbsUoC3r7NlkSaKpWK/fv3s2XzJoICA8ibvwADBg6ibdu2yGQytFotbm5uTJs2jTdv3gBQrFgxChUqxOnTp+lYxoCuZWVIBNj/RM2ex0r69unLxk2bcow/2bdOVgqqPzJIUI3WC6oPohdUGUh6N4hWq+X8+fM8ffoUU1NT2rRpow95zkRCQkJo0awFDx4+wMYgN4aiCVFiCEmaRObOnUutWrWYMmUK169fB5L93SZMmMCYMWO4efMmgwYMwsfPB4kgQStqMTI0YvxP45k9e3a2vuGfPn2a5s2bMzZfR5yM8+i0X416wt7Qq7Ro0YKJEydSv359/eSZBnfu3GHp0qXs3b2LocXy8lNpXcuvX3wSDc884O+//84Qp/rMQqFQsGbNGubMmUNoaCgAK9oZM7haal+xHe5KBu5N4PDhw/rowK+ErBRUy4v1yxBBNcZrs15QfQC9U3oWIJFIaNKkCU2aNMnurnzziKJIxw4defHsJY3NumIrcwBALarxSLrDlClTUvY1NjZm9OjRTJgwIcW5t3Hjxrx+85pz587h5eWFhYUFbdq0wcrKKjuGk4qnT59iKDWgoFHajvPOJsnLeZMmTaJ+/fpZ2bUcRdWqVZkzZw67du2idm6rNPfJb2qEk4UpT58+zdrOfSaGhoaMHj2aAQMGULNmDZRBzxlUVXfi7FnBgFW31Kz5a7VeUOnRk0noBZWeb4obN25w/cZ16pm2SxFTADJBRlnjmkRogglW+zNs+FCmTZuWpj+URCKhadOmNG3aNCu7/lFMTU1RadUkaZUYS3Wj1eI0iSn76fkw776jMIUqzXa1ViRKocox36W5uTkSUUvjYrJ0rZINnAT2P3mcxT3T8zWgz0OVNeg9FPV8Uxw9ehRTuTn2srQd+AsblEZEy9SpU7PVufxzEUURpVKJKGq5GfM8zX2uRT8jf778VKxYMYt7l/NwcHCgWtUq7PQJSTMK7kRgOJFJChQKxQfrDH5NmJqZERyXvgdHcJwWiUSij/r7DhEz6KPnw2SroJo/fz5Vq1bF3Nyc3Llz06FDBzw9PVPtI4oiM2fOxNHREWNjYxo0aKBjhlcoFPzwww/Y2tpiampKu3btUmp/vSMyMpI+ffpgaWmJpaUlffr0ISoqKtU+vr6+tG3bFlNTU2xtbRk9ejRKpTJTxq4nc1AqlcgEebpv6XIh2bLzLrFlTuDNmze0bNmSH374ARE4Gn6Lm9HPUYvJE32SRsnx8Nvci/Vi6rSpX3WW9q+JqdOmczMkiqnur4n4x1KlEUVOBYQz5cErJMDChQupU6fOV7/0B9C5a3eOPdcQEKOb+y4sXsvexypevfGlXr16nDp1Kk1h9eTJEzZu3Mj27dtTpeHQo0fPx8lWQXXp0iVGjhzJzZs3OXPmDGq1mmbNmhEf/z5SadGiRfz222+sXLmSO3fuYG9vT9OmTYmNjU3ZZ+zYsRw4cICdO3dy9epV4uLiaNOmTao3SxcXF9zd3Tl58iQnT57E3d2dPn36pLRrNBpat25NfHw8V69eZefOnezbt4/x48dnzZeh54MEBwfj7u6eEvr+/4iiyLlz5zh58iTRyghiNZFp7heo8iaXda4ckT5Ao9GwbNkySpcuzalTpzA0NGTmzJl07daNnSEXme3rxrLAA8z03c65qIf8+uuvDBkyJLu7/VHCw8M5cuQIhw4dSvfvmRW0bduWtWvXciAwkjqn79Ph8lPqnnHH9bYndRs2YtGSJZibm3Pz5k0qVqzI9OnTv2ohPnDgQGxtbWm/JYkHgeqU7U+CNLTbkoREboiBgQFXryYHLlSrVo1Dhw6h1Wrx9vamfr06lC1bloEDB9K7d28KFMjPgAH908xzpSdnoc9DlTV8VVF+oaGh5M6dm0uXLlGvXj1EUcTR0ZGxY8cyceJEINmykCdPHhYuXMiwYcOIjo7Gzs6OrVu30r17dwACAwPJnz8/x48fp3nz5nh4eFCqVClu3rxJ9erVAbh58yY1a9bk+fPnFC9enBMnTtCmTRv8/PxSloJ27txJ//79CQkJ+aSohqyI2vjeePToEZMnTebEyRMpb9QNGzRk/oL5VK9eHa1Wy+HDh5k/fz63b98GQEAgtzwfdUzaIhPeuwmGqd9yOfEgP0/8WSc7/dfGw4cPGTx4MHfv3gWgXr16rF27luLFiwPJlgQ3NzfCw8MpWLAg/fr1I2/evNnZ5Y+SkJDA2LFj2bJ5M4p/LL9SiZQuXbvw559/ZlvW77CwMLZs2YKnpyfm5uZ069aNqlWrIggC/v7+uLq6cuTIEQBKlCjBunXrqFOnTrb09WM8e/aMdm1a8crbh6K5DZEI8CJYQYF8eTl05Ci5c+dm6dKl/PXXXylCqWTJkoSFBGEhjWVOW2hTRkK8Erbd1jD9qEi9Bo05dvykPodVBpOVUX6LigzIkCi/Ca826ue3D/BVCaqXL19SrFgxHj9+TJkyZXj9+jVFihTh/v37qfxC2rdvj5WVFZs3b+b8+fM0btyYiIgIrK2tU/YpX748HTp0YNasWWzYsIFx48bpLPFZWVmxbNkyBgwYwPTp0zl06BAPHz5MaY+MjMTGxobz58/TsGFDnf4qFIpUb6wxMTHkz59f/4PLIB48eEDdOvWQqgwpICmLhcSWOG0kvtrHJBDF+J/Gc+jQIZ49ewaAkZERgwcPplatWgwcMBC5aERBSXGMBFNCNQH4q19So0YNTp85nS25hT6FxMREZs+ezeLFi9FoNFhaWrJ48WIGDRqUoyc0jUZD82bNuH75Cr0citPYNj9SQeBKRCBb3j7HybkY127c+CqdwEVRZO/evfzwww8EBwcDMHz4cBYsWIClpWU2906XdznYzp8/jyiK1KtXj/bt2yOXv89bFhoayrJly1i5ciWxsbGYGsCT6QbktUpthTj+REOHv9ScPn36qwvSyOlkpaBaWHhghgiqia836Oe3D/DVPKFFUWTcuHHUqVOHMmXKAKSUiMiTJ3XOnTx58qS0BQUFYWBgkEpMpbVP7ty6oea5c+dOtc//X8fa2hoDA4NUpSr+zfz581N8siwtLcmfP//nDlvPBxg+bARylQk1DDpRQF4aK2ke8slLUN2gE6aaXCyYv4Bnz55haWnJlClT8PHxYcWKFfTs2ZO79+7S2aUDr4XH3E08jyyfmkWLF3H23NlsFVOnT5+mXdu22OfOQ4F8+Rk+fHiKf86FCxcoV64cCxYsQKPR0LlzZzw8PBgyZEiWiimtVsujR4+4efMm4eHhGXLOw4cPc+78eWYVq07PvMXJbWhCLgNjOtgXYUnxOjx58pRNmzZlyLUyGkEQ6Nq1Kx4eHgwaNAiAv/76i1KlSnHgwAEg2c9t/PjxFHEqiENuO5o2bsT+/fuzxQFcJpPRvn17li9fzh9//EGXLl1SiSkAOzs75s2bh4+PD9aWZvSpLtERUwAtS0so5Shn69atWdV9PXpyLF+NoBo1ahSPHj1ix44dOm3/72AsiuJHExb+/z5p7f9f9vk3kydPJjo6OuXj5+f3wT7p+XSePn3K7Tu3KCytjExI/WYlFaQUN6yBiMjQoUPx8fFh7ty5qURz6dKl2bhxI/EJ8Wg0Gl6+esm4ceMwMjLK6qGkMGXKFJo3b87dc7dxVhQkb4wtOza6UbFCRZo0aUKjRo14+fIljo6OHDhwgL179+Lg4PDxE2cgGzdupFiRIpQvX56aNWviYG+Pi4tLui8Vn3zeDRsoZWFLZUvdhKSFTSypZePAhvXrv+gamY21tTXr16/nwoULFCtWjMDAQDp16kT9+vUpW7o0G1evpIFxPL3zSoh+dpfOnTszcMCAdAukfw1YW1sTn6ighH3aU4EgCBTPrSE4SO+gnpMRAe0Xfr6apayvmK8iD9UPP/zA4cOHuXz5cipn4XfZxIOCglJNLCEhISnWJHt7e5RKJZGRkamsVCEhIdSqVStln3em+n8TGhqa6jy3bt1K1R4ZGYlKpdKxXL3D0NAw3er1er6Mly9fAmAtSTuj/Lvt1atX/+iyy9ewVHbkyBHmz59PE6va1DCvmCLSG4q1OBB2ivPnzgEwYsSIFMtnVjN//nymTJlCDUsnehRqhoXUiMdxbzm+/zA3r9/g5u1baVp635GYmMibN2/w9vbG29ub169fp/z72eMnNM2VvgW3sLEFR318PullKbtp0KABDx8mBwEsWrSIa1cuU8XOhO1Ni2ImT46w/AnY9yqSUVu2UL1GDYYPH569nf4A+RwdeOgfkGabVity31eLMvgp+/bto3379shk76eNpKQkdu/eze5dO4mKiqCYc0mGDBlCzZo1v/q/4/eEiID4hU7lIvq/58fI1plGFEVGjRrF/v37OX/+PIUKFUrVXqhQIezt7Tlz5kzKNqVSyaVLl1LEUuXKlZHL5an2efv2LU+ePEnZp2bNmkRHR6c4LQPcunWL6OjoVPs8efIkVajw6dOnMTQ0pHLlyhk/+O+QsLAwFi1aRP169alRvSZjxozh+XPdnEqRkZGcPXsWgEQxLs1zvdv+NWQw/xR+//13Chg7UtOiUqqJRiZIaZurMRJByuDBg/nzzz+zRUz5+/szbeo02tuVY3SBBpQxc6SAsQ2t7Uoz06kFYW+DmTt3Lr6+vly6dImNGzcyffp0+vTpQ+3atXF0dMTExIRSpUrRunVrRo0axW+//caBAwdwd3dHpVHjnRCd7vXfJMQQFRlFkSJFGDduHJcvX0atVqe7f3ZjbGzMvHnzmDZtGloR/qibP0VMvaNzEWtaFbRkxfLfv+rcTwMGDWHnPRGvEF1L2u77Wnwikp+pXbp0wcnJiV9//ZWgoCACAwOpUrkC/fr1I97nDIWld7l6aju1a9dmxIgRX7VlTo+ezCBbndJdXV1xc3Pj0KFDKdFLkFxb7V0x14ULFzJ//vzkpYhixZg3bx4XL15MiciB5Lf6o0ePsmnTJmxsbPjpp58IDw/n3r17KTl5WrZsSWBgIGvWrAFg6NChFCxYMCV6R6PRUKFCBfLkycPixYuJiIigf//+dOjQgRUrVnzSePRRfulz69YtWjRvQWxsHFZCXiTIiRUCUWgSWblyJSNGjODmzZusWbOGXbt2kZSUhICAo8yZ8ka6JXueKa4Sbviat0Fvv0pH5v/HxNiE2kaVqGlRKc32naFHKVzPmZMnT2Zxz5KZM2cO82b9ykrnrhhL5TrtO4Luciz0KdqPGP7NzMwoXLgwhQoVolChQin/fvHiBePHj2dZqfqUs7BNdYxfYiyDHp1BkEpTiShbW1vatGlDhw4daNq06Sf7voWGhqJUKrG3t8/0nFyDBw/mzuFdnG5dKM32A6+jGHHZj8jIyK9W/EdFRVGjWhWiQ334pTm0KSshTiGy7ZaWpee0tGrVmtJlyrJ+/fqUeoEymQwba0vk2miO/iSjbIHkd3OtVuTvixpcNyhZtux3xowZk51D+6rJSqf0uYUGYST5Mqf0JK2SX7z//uT+Ojk54ePjo7Pd1dWVVatW6Wy/ePFimsFfHh4elChR4r91OovJ1iW/1atXA8km9H+zceNG+vfvD8CECRNITEzE1dWVyMhIqlevzunTp1PEFMCyZcuQyWR069aNxMREGjduzKZNm1I9TLdv387o0aNp1qwZAO3atWPlypUp7VKplGPHjuHq6krt2rUxNjbGxcWFJUuWZNLovx+io6Np2bIVYoIRlQxaYyAki2WtqOGNeJuRI0eyZMkSvL29U44pV64cZcqUwc3NDbnCkCLyShhKTFGKSXgr3Xmjesj82fNzhJgCkEokaMT039i1aLM1Iae3tzf5jK3TFFMARY3t0CIilUpxcnJKJZb+/e9cuXKludSjUqnYv3cfU+/eZEDeEjTKlR+ZIOFKRAAbAj1wdnbm/MWL3Lhxg4MHD3LkyBHCwsLYtGkTmzZtwtjYmObNm9OhQwfatGlDrly5dK6xd+9eFsybx70HDwBwyJOHESNHMmHChExbmpdKpag+oDGVWjFlv68VKysrLl25xkjXEYzZc5AfdiWLWnMzE8aNH8WcOXOQy+XMmDGDvXv3smrVKm7cuEFIaDiHfjJMEVMAEonAkEYybrzQsuy3xYwaNeqrHvv3QkZkOv/c4+/cuZMqF+STJ09o2rQpXbt2/eBxnp6eqQSbnZ3dZ145+/iq0ibkdPQWqrRZuXIlo0ePobJhdwyF1AJIFEUeKPaRKEZhZGREjx49GDZsGNWrV0cQBJYtW8aUyVNQKlWYyM1IVMchkUiYPGUyM2fOzDF+Go0aNeLxVXeG2/fS6XOcJp4/3m5m8ZLF/Pjjj9nSv7Fjx7J59TpWOHdBKuh6AhwPe8rOkPtERUf/ZxEbExPDiOEj2LVrFxpt8oNWEARatWzJ3xs2pPJVVKvVXL16lYMHD3Lw4MFUb7pSqZS6devSoUMH2rdvj5OTEwsXLmTSpEnUsrOlnb09pjIpl0PDOPQ2iHoNGnDs+HEMDL7sDT0tdu/eTffu3bnQvhglrXUDHrqe8ibMwpFnzz3TOPrrw9/fnwcPHmBgYECtWrVSvbj+m+HDh7Nr2zpC/jJEItG9B8881tBygSIlz19axMTEEBQUhI2NDba2tmnu8y2TlRaqORlkoZr6GRaq/2fs2LEcPXoULy+vNJ/b7yxUX7M192N8FU7penIm3t7e3Lt3D7lcTr169XRSV7zjzJkzWEocdMQUJE+ouaXFCBQeEhgYqHOOH3/8kf79+7Nnzx78/f3JkycP3bp1yzFvLaIosnbtWq5du4ZSpeR01BWaWNVGKiS/tSdoEjkQcRpzM7MUq2xWotFo2Lx5M9u3bydKmcDN6DfUtiqcah+lVs356Jd07NTpiyyCFhYWbHfbzqLFi7h8+TJarZYaNWpQpEgRnX1lMhkNGjSgQYMGLFu2jIcPH6aIq4cPH3Lx4kUuXrzI2LFjKVmyJM89PBhcyIkfihZJeVjXt7OjuX0ehl24wLp16xg5cuR/7nt6dOjQgUIFC+B6NZBtjfKR1zR50tJoRVY9CeXK2ziEIC/mzZvHxIkTv3prTb58+T6pikCePHkwMpCS3vuM0T+Gzjt37uDs7JxqAn3z5g3Tp09j165dKJXJJX+aN2vCzFm/UqNGjS8egx5dMrI4ckxMTKrtnxKcpVQq2bZtG+PGjfvoS3DFihVJSkqiVKlSTJ06Nc1lwK8VvYUqA/leLFSBgYEMGTKEEyfeZy83NDRiyJDBLFmyJNXN5eXlRdu2bQnxSqCUYfM0zxegfkwgD1Aov96yHv+FqKgohgwZwt69ewEoVaoUHh4emMlNKSTPh0pU8VLhi4mJMcdOHKd27dpZ2r8zZ87w008/8ejRIwBMTUxRKRT0ylOFutZFMJLIeZ0YhlvwPV4rI7l56ybly5fP0j6mhbe3N4cOHeLgwYNcuXIFrVaLmUzGhfp1MUxDsIx/9JhAaxue/JMANqN59uwZzZo0Jjg4hEZ5zchlJOVKcBL+MYmUKVOGJ0+eANC4cWO2bt2a5akwMoMTJ07QqlUrrs40pEYx3e983FYlq06r0WihYMGC9OjRg549e2Jqakqd2jWRizGMamNIVWc5r9+qWXlUgYe/lqNHj303CUSz0kI102lwhlioZr7RTW0yY8YMZs6c+cFjd+/ejYuLC76+vukWpff09OTy5ctUrlwZhULB1q1b+euvv7h48SL16tX7or5nFXpBlYF8D4IqMjKSKpWrEOgfQi6hFBayfGhFNZFqb8I1HrRu05olSxazd+9edu/ejbu7OwACEqoZ9UIm6L7JPFUfo3xNZy5eupi1g8lEbt68SY8ePfDx8UEmk7FgwQJ+/PFHPD09Wb16NTev38DA0JDWbVozaNCgD6YjyGiePHnCzz//nOIAb2VlxbRp0xg4cCCjfxjNdrftSBEwkhkQq0wkf958bN2+jfr162dZHz+VsLAwmjRujNXbQFZUrJDmPrv8/FnwwitTowajo6PZvHkzB/fvIyE+ntLlyjNixAgqV67M5s2bGTlyJAkJCdjZ2bFlyxZatGiRaX3JCrRaLSWKF8VM48/JiTJymb+3Olx8pqHNIhVFnEvi4+NDXNz7SF1zczNsTJK4sdSa3FbvhZhSJdJudjQvwmx47e371VvyMoKcKqj8/PxS9fdTLFTNmzfHwMAgJQjsU2nbti2CIHD48OH/1OesRi+oMpDvQVD9+uuvzJ71K0UMWmAgMUvVFq32w1dxNdU2qVRKnTp1uHbtGlbkp5isARLh/cMyUP0Ub9UN9u/fT8eOHbNkDJmJVqtl8eLFTJ06FbVaTeHChdm5cydVq1bN7q4RFBTE9OnT+fvvv9FqtcjlckaOHMnUqVNTOXm/efOGI0eOkJCQQOnSpWnZsuVXPcH16NGDZ6dPsb1qlTTbV718xc7QMKL+b6kiK3n+/Dndu3dPsQb+/PPPzJkzJ1P8urKKR48e0aRxA5SJsfSsCflzCVx7ASfcVTRu1JAjR4+j1Wo5duwYO3bs4OjRo6hUKlaPsmBIC92IzXsvVVQfG87Ro0dp3bp1utd0d3fHyMiIJk2aZFv9x4wgKwXVjIJDMkRQzfJZ99n99fHxoXDhwuzfv5/27dt/1jXnzp3Ltm3b8PDw+NzuZgt6Hyo9PHnyhHXr1vHixQusrKzo1q0bbdu2TZXA7x3r1/+NuVBAR0wBWEjzYSCYoSKeJk2a0K1bNzp06ICtrS0HDx6kW9duuGv2YiM6IUFOjBBAtCqYcePG0aFDhywYacbg4eHBxo0b8fPzw87Ojj59+lC1alWCg4Pp27cvp0+fBqB79+6sWbMm2+u9xcfHs3TpUhYtWkR8fDwAnTt3ZsGCBRQtWlRnfycnJ3744Yes7uZ/pnPnzuzatYtnMTGU+r8HfZJGw/6AQIqXL49Wq822JK8lSpTg1q1b/PTTT6xatYrFixdz6dIlduzYQeHChXn27BkbN27E39+f3Llz07dv368+/125cuV44P6YVatWsdNtK9H3YihWrBjr1o2gT58+KWKxa9eudO3alWPHjtGmTRvqlUl7Yq9cVI6psZSnT5/qCCpPT08GDujH9Rvvky8bGRkwdOhwlixZolNaR09q3mU7/9Jz/Bc2btxI7ty50xXJH+LBgwc5aolcb6HKQHKahUoURX755Rfmz5+PgdwYqdYMJCoSVVFUrFCRU6dPpXL+fvv2LQUKFMBOUg5bedqRO75JVylXy4nLly/rtD158oQVK1Zw+NARVColVatVY/ToH2jRokWOiNbTarWMHTuWFStWYCo3xUZmQ4wmhmhlNHXr1MXzhSchISEYGxuzYsUKBg4cmOnj8vT05Nq1awiCQIMGDVIlx9VoNGzZsoWpU6cSGBgIJGeWX7p0aZb7a2UmKpWKiuXLE+7jw5xSJahqbY0gCPglJDDHw5Nb4eFogaZNm7Jp06Z0fTiyigMHDjBw4ECioqIwNzenVs2anDp9GjszA4pby/CO0RAQraBH9+5s3rIlR1ux/s2DBw+oVKkSp+da06i87hJRRKyWPC4hyOUGNGvWjJYtW6ZYR6tWqYSNWSK/DrWleQ1zImM1bDwSydxNoXTt2o3t23VLln3tZKWFamqBjLFQzfH9PAuVVqulUKFC9OzZkwULFqRqmzx5MgEBAWzZsgVITn7s5ORE6dKlU5zYFyxYwL59++jUqdMX9T2r0FuovmPWr1/P/PnzsTIohrm8AMI/4fIKWRRPnzyhY8eOzJgxg9OnT3Pq1CkeP34MCChkaWe8FkURlSQOJyenNNvLlCnDmjVrUpKr5jQWLVrEyhUrqWdRl7ImZZEJMrSilhdJXpy5egYtWsqUKcOuXbsoVapUpvYlKCiI/n37cerM6ZRtgiDQvl07/t6wgfv37/PTTz/x8OFDINnqtGDBArp165YjxOvnIJfLOXXmDO3atGHw3fs4mppiIpPxMjqaXNbWjB47ljVr1nDmzBnKlSvH+vXrs9Ui2rFjRypVqoSLiwvXr1/n9OnTLKxvw4Cy5hhIBTRakT2e8Yzet4dctrap8uXlZMqXL0/RIk6sPhZEw3IGOr/DtScSEEiOCDt69ChHjx4Fkn38ZMRzbmVR7KyTpywHQwlTBuQmXx45g+fsZNy4n9K16EVFRXH79m1EUaRy5crfZYqG7OLs2bP4+voycOBAnba3b9/i6+ub8v9KpZKffvqJgIAAjI2NKV26NMeOHaNVq1ZZ2eUvQm+hykCy20Kl0Wg4evQoW7duJTg4GCcnJwYOHEiDBg10Hl5arZaiRYsR4p9ALsOyOudKUIcQlvQw1TZBELC3tyckKJSiRi11lv1i1P74KK5w9uxZGjdunPEDzEYUCgWODo7kV+SjgWUDnfZ7cfe4HneD196vKViwYKb2JTY2lqpVqhLiE0gbq6pUMCuMFpH7sS85EnkbmbEBUTHJotfKyoqpU6cyatSob77upCiKXLhwgWPHjqFUKqlcuTLdu3fH2NiY58+f4+LiwoN/kn4OHTqU3377LVsTw8bGxmKf246+JQxYUF83Uelvd6JYeDce/4DAb0YEbN26lb59+zKqrQm/9DDDzlJCQpLI+lMJTNgYj6vrKAYOHMjx48c5ceJEsvUVLT/1tuPX4bp1PdVqEeeuL+nUfSjLly9P1ZaUlMSECRP4++91JCQkAWBoaICLSy9+//33bF9FyEoL1ZQCQzPEQjXPd22OWYHJDrK/aqyeDCEmJob69RvQoUMHjh4+ze0bT9m96wCNGjWia9euqFSqVPsnF659jYk07eLDxlI7BKSYm5szYMAAdu7cSUhICI8fPyZf/rz4qC8SqfJGI6pQaRMJUT7DX3WDVq1a0ahRo6wYcpZy48YNIiIjKG1SOs320ial0YpaLl26lOl92bBhAy9feuFq35qqFs7IJTIMJXJqWpZkmH1LomKikUgkjBkzhpcvXzJ+/PhvXkxBsuBv1KgRS5cuZcWKFfTv3z+lhFWJEiW4ceMGP//8MwBr166lcuXK3L9/P9v6e/v2bRKSFPQtnXbyzL6lzVEoVZw6dSqLe5Z59OnTh+XLl7P+jJqC/cMoNSKKvH3DGb8+jkGDhrB06VLKly/P5MmTuXz5Mn5+fmi0ULJQ2r9fmUygSF4pZ8+e5fTp0yk5kjQaDR07tGf9utX8OMCBR8dr8vRkLaaNLMC+Pdtp3qwJSUlJWTn0bEUrZsxHz4fRL/l9xURHR3P16lWUSiWVKlX6oOVj8ODB3Lp1C3PDYsilyQ9oURSRC1EcOHCAadOmMWrUKG7cuMGNGzc4d+4cAIKQ9k9AEATkckN++OEH5s6dm6rt6rWrDBgwkLNnz4AyeZtcJmfQ4IEsX778m1tSAkhMTATAUKKbDRvAUDBEEIQseUhv3riJsqaFyGNgpdNW0Cg3xYwdsavgxO+//57pfflSAgICOH78OAkJCZQtW5aGDRtm2u/H0NCQRYsW0bx5c/r27Yunpyc1atRgzpw5/PTTT1nusP7uN2VtlPZ1rf7Z/q1N/KNHj6Z37964ubnx5s0bcuXKRY8ePVL5/73DwcEBa2sLHr1MwiWNNHYqtciTV0mERz+jefPmSCQSypcvj729PSdPnebQmgo0rfPe+jduUEHqVrWigctdtm3bxuDBgzNzqHq+M/SC6itEpVIxefJkVq36k6Sk5IeuIAi0atWKtWvX6jjV+vj4sHfvPoxleVPE1LtjDGXWaLQJLFq0iIULF+pcK1EdipFUN8O5UhODUpWQZrh/vnz5OHPmNF5eXty9exe5XE6DBg2+mWWJtChbtiyCIOCr8KGMSRmddl+lL6IoUq5cuUzvS0hwCGXkaVsWAfIYWBEdnX0pAj6FpKQkRo0axaaNmxBFLXKJFIVGjXPRomxzc8vUNBONGzfm0aNHDB06lP379zNx4kROnjzJli1bPilLeEbx7jd11ieRPmlYqc75JN/7X0My1YzGxsaGUaNGfXQ/QRDo128gmzb+yehutjjapY7m23Q0gvBoDa1bt+bZs2d4e3vz4MEDBAEqlzFPJabeUbWcJc3r2bLh73Xfj6AS4Yude/QWqo+iX/LLIp4/f87+/fs5depUyptpWoiiSK9evVj22zJUSjkGMgcMZY5IJVacOnWGWrVqEx4enuqYw4cPI4paDGVp52QxkNkgiiKCIFChQgVcXV3ZunUrgwYNIlEbiEITlWp/ragmWu1FXse8tGnTJt2+FitWjJ49e9KlS5dvWkxptVp2796NgMDN2JvEamJTtSdpk7gef4NyZctRvXr1TO9PvgL58VeGp9seqI6kgFOBTO/Hl9C3b1+2bd7M8AKlOFK1NSerteGPMnWRhUbSuGFDnj9/nqnXz5UrF3v37mX9+vWYmJhw4cIFypUrx759+1Ltp1Kp8PX1JTQ0NMP7ULBgQVq1bMGiO3EExKZOOhqZpGH61UikQnJU4P8v2X9PTJgwAROzXDR09WHriUhCI9V4+iiYtOotPyx5y6BBgzh69CivX78mICCA3bt3kzu3LZVKp+/nU76EKX5+vum2f2toETLko+fD6J3SM5C0nAw9PT0ZPHgwV6++T3hpYWHJpEkTmTRpks7yxtWrV6lbty5yqQ1SSWqHWa2oRq0NoVOnjjg7O/Po0SMePnyIn58fANbGFdNcLtFoFUQnPeXgwYOpEqvFx8fTpElTbt++jbHUDgOJFRptEkkEIzeQcu7c2SwRCF8zQUFB9O/fP8WPxcTYBFElUtKwBHby3ESpI3mm9EBqLOXylcuULavr4J/RLFmyhJ9//pnx+TtR0Ch1hvXn8X78GXjsixOliqJIXFwchoaGGR62f+/ePapUqcKUYpVpZpda+CVoVAx8fJFmnTuy+Z9w6szmxYsX9OrVi7t37wIwcOBA5s2bxx9//MG6NX8RGh4BQM3q1Zg05RfatWuXYdf29fWlbu1axEaE0KekMWVtDfCKVLH5WSIxKkhUJK+pV69eHTc3NwoXLvyRM36bvHnzhuHDhnLq9JmUbZaWZowe/SMzZszQSTzbrGkTVLHuHN9QIc3z9R73hDch9ty7756Jvf4wWemUPiHfMAy/0CldoVWyyH+N3in9A+gtVJmIt7c3NWvW5MaNWwiCIYJgiiCYEBOTwJQpU1IcZP/Npk2bkMsMkQi6mYQlggwBI/bu3cu8efM4evRoipgCUGnSTmeg1EQhk8moWbNmqu2mpqacP3+OpUuX4OhkQYzaC8EkikGD++Pu/uC7F1MnTpygfPnynDp1CiMjI1avXs2r169wHePKa5k3p6JO8VjzhJ79e3Lv/r0sEVMvXrxgxYoVCAisDDjCuUh3wlUxhCqjORl+j/XBp2nSuPF/nvTj4+OZM2cO+fPmw8LCAhMTEzp26Mjt27czbAybN2/G1siERra6y2smUjltbQuwa9euLLPKODs7c/36daZMmYIgCGzYsIHCTk4sW7yItjZyNtUtxu/VCyO88aR9+/asWrUqw65doEABbt25y4DhP7D1JQw5FcafT1V07D2Qpx7P2bVrF5aWlty6dYsKFSqwffv2DLt2TsLJyYmTp07z8uVLDhw4wIkTJwgICGL27NlpZvHv07cfF2+Fc/ex7tK315sEDp8LpU/f/lnQ868DUcyYj54Po7dQZSD//8YxYMAAtm3bjkajm3NFFJWAih07dhATE8OLFy948eIF586dIzFBi4Es7SU0tSYWtTa56G758uUpV64c5cqVo2XLlty7+xATaWEk/3oTUWsTSVS/plv3Lmzbti0zh5/jePXqFevWrePJkyeYmZnRsWNHOnbsiCiKTJw4MSUMu2zZsuzcuTNVbilRFElISMDY2DjLnJlv3bpF69atCQ8Pp1ChQlSqWIkjRw6j/Ed4GBsZM3DQQBYvXpwS3fY5xMfH07hhIx7cf0AdSydKm9oTrU7iQswrghQx7N2375OEmkKhwNfXF29vb7y9vXnz5k2qf4eEhFDSzJrV5RqkefzFsABmvrhNREQE1ta6/n2ZyaVLl2jfvj0JsTHsa1SC8jbvU4OIosgsd1+2vg7njY8PefPmzdBra7VaEhISMDExSfWb8vHxoVevXly7dg1IjpRbuXIlpqamHD9+nF27dhEVGUnRYsUYPHgwZcro+vh9bygUCurWqcWrl0+ZM64wXVvmQSYTOHg6hF9+88bCKi+3bt/NVktLVlqoxufNGAvV0gC9hepD6AVVBvLvG8TAwABLS0tUKhAE3R+yKIqIYnya5xGQYiBzSHP5TqWJxNbOlKCgoFTbvb29qVOnLsHBwciwRCIxQismotJGUapkKS5fuZzlk9PXzLJlyxg/fjxGUiNsJfYoBQXBikAKFSyEkYlRSu2o0aNHs3DhQoyM0o7uyyqOHj1Kt27dSExMpEqVKhw7dozcuXMTFhbG3bt3EQSB6tWrY2Vl9Z+vMWXKFJYtXsI0p2YUMXkv6NWilj98L/NcG0FAYCBGRkb4+/vrCKV3/w4MDORjjxUTqYz9VVpiJNWNi1nz5gkHwn3xDwhIVWMwKxBFkfx5HaltpGZxVd2os1iVhmrHHjF52gymTp2aZf1Sq9XMnTuX2bNno9VqKViwIBZmJjx+6kFZB0MKmIvcCxIJilHx888/s3Dhwm8y2vZziIyMZNDAARw8dDjV77FZ0yZs2rwl20ua6AXVt4c+yi+TiIyMRKlUIghpT8SCICCKEszNTalduzbOzs44OzuTlJTETz/9hFZMRPp/y36iqAYhiUGDRuucr1ChQri7P+DPP/9k48aNhIaG4ZQ/H8OGTWXIkCGYmenW3vteOXz4MOPGjaOMUSUqmtRA9k/qiAijUM74HSFRG0+uXLnYvHnzf6o/ldGsX7+eYcOGodVqadGiBXv27En5e9ra2tKiRYsvvoZKpWLtX2toaFU0lZgCkAkS+jhUYfTzfTg5OREdHY1arU7nTMmYmJhQqFChlI+Tk1PKv99lrN7z9hV98qUuYRSsSOBwsDdJGjVFixZl4sSJjB49GhMT3SXwzCAhIYGAt0HUqp62r5K5XEo5a9MsL9Yqk8mYMWMGTZo0wcXFBT9fHywMBU73s6ROweTIN5VGZNWtRKYsXkyhQoUYMWJElvbxa8Pa2pr9Bw7y+vVrLl68iCiK1K5dmxIlSmR317KcjMgjpc9D9XH0FqoM5N9vHHK5HEtLS9RqIV0LlUSi4JdfpjBr1qxU29u1a8fx4yeQYPaPY7qAVkwCIQ673LY8eHCf3Llz65xTz6dRq2YtfB7408y0g85bfLDqLcdj9rBt2zZ69eqVTT1MRhRFfv31V2bMmAFAv379WLduXaYUgvXz86NAgQJMdGpMRYu0Uwf8+PwAb5XJPikGBgY4OTmlEkr//retre0HLSS//PIL8+bNo2XuArTJ44SlzJDbUcHsCHqFYGqMda5ceHp6AmBvb8+0adMYPHhwpte1U6vVGBsbMbG0I0OL66amEEWRxmc8aNytV7aVULpy5Qr16tVjWxdzOpXSTXg58EAst2Pz4PXKO9uKQev5OFlpoRrrmDEWqt8D9RaqD6G/2zIJY2NjunXrhlQqprP8oUKjUdOnT59UWwVBYM+ePQwZMhgkCSjUgSjUAag04dSqXYNr167qxdQXEBMTw42bNygsK57mhJ9bZo+VoQ03btzIht69R61WM3z48BQxNWXKFDZu3JgpYgpI8bmK0yjSbNeKIklocHFxwd/fn8TERDw9PTl16hR//fUXEydOpHv37lSrVg07O7uPLjfNmTOHP/74g4cSJSMfX6b3gzOs8nlK/VYtePDwIU+fPmXLli0UKlSIoKAgRo4cSYkSJdi6dSsajSbDx/8OmUxG+3bt2eUTgVKj1Wm/ERrLq6h4unTpkml9+BjXrl3DwlhG2+JpT5C9yhny+o1viiDVoyfZQiV84Se7R/H1oxdUmcj06dMxNjZCIlEiiup//Ka0aLUKQIWrqytFixbVOc7IyIi//vqLwMAAdu7cyZYtW3j27BkXL15Mt/Cwnk9DqUwOQ5enYTWEfzLECwYp+2UHCQkJdO7cmbVr1yIIAqtWrWLu3LmZ6hNja2tL6ZKlOBf+Is0XAPfYACKV8YwcOZK8efN+seVDEAR++OEHfPz8uHnzJhcuXMA/wJ89e/fi6OiIVCqlT58+PH/+nFWrVmFvb4+3tzd9+/alfPnyHDx48KN+Wv+ViZMm4ROnYOTN1/jHJwtMrShy/m0UI66/xFAuw87OLlOu/SkoFAqM5RLk0rR/D+aGQsp+evToyTr0gioTcXZ25sqVK5QtWxpRTEIU4xHFBIyNZUyZMoU//vjjg8fb2dnRvXt3+vTpQ8mSJbOo1982VlZW2FjZ4Kf0TrM9ThNLmCI43cr1mU14eDhNmjTh8OHDGBoasnfvXlxdXTP1mqIosnTpUjw8n/M8IYSNgbeI1yhT2h7HBrLm7Q3q1q6jk3rjS5HJZFSvXp0GDRpgb6+7xGZgYICrqysvX75kwYIFWFtb8/TpUzp27EiNGjVSSihlJFWrVmX/gQPcjtVQ5/gjmp19Ts0TTxlwxQutoTEKlZomTZrg7u6e4df+FKpUqUJwjJK7AWmnlTj+QomxoUGapVz0fJ/o0yZkDXofqgzkQ2vi9+7d4+nTp5iamtK0aVP9GnQ28Pz5c4YNG8bly5cREGhq3p68Bu8TS2pENRfjTxApDyfwbUCmOfIrlUq2bdvG2r/W8vLlS2xsrHHp3YvWrVvTp08fPD09sbKy4siRI9SpUydT+vCO2NhYBg4cyN69e4HkBJL37t5FJkgoZGJLtDqJwIRIalavweGjR7I9I35UVBRLlixh2bJlJCQkAMmlZObOnZvhedPi4+PZuXMnjx49wsjIiPbt21OyZEmaN2/OnTt3sLGx4cyZM1SqVClDr/sxNBoNxYoUwk4bwmEXUywM378X3w9U02xzFAkqqFChAuvWraNKlSpZ2j89n0ZW+lCNtB+GoeTLCqQrtApWBel9qD6EXlBlIFlxg+hJG7VazYkTJ3B3d8fQ0JA2bdqk5I1SKpUsXLiQOXPmoFQqMTY2pmCBgni+8KSAQREcZflI1CbirfEkUUzg0OFDGRI5lxaJiYm0btWaixcvUszUibyy3ERrYnma+BKNqEGt1ZA/f35OnjyZKu9VZuDh4UGnTp14/vw5crmc5cuXM3z4cIKCgti4cSMeHh6YmZnRpUsXGjVq9FWF4QcHBzNv3jz++uuvlOXZDh068Ouvv6bKwxQREcG2bdt48eIFlpaWdO3alQoVKnzRtaOjo2nevDm3bt3CysqKs2fPZrlF8/bt2zRr2hhjFPQuKyO/pYSb/mr2PVORL39+IiKjiYqKQiKRMGbMGGbPnp3ygvDmzRsOHDhAbGwsxYsXp0OHDhgaftlkq+fz0Quqbw+9oMpA9IIqe7h+/TrdunYnINAfU7kZKq0KpUZB2zZtGTlqJOPGjePZs2cAtGjRgtWrV5M3b17Wr1/PqpV/8vy5B0ZGxnTp2plx48ZlaoHjCRMmsPy333GxbYOT0fvEkLGaeDYFHSBBmoSn1wvy58+faX0A2L17NwMHDiQ+Pp68efOyd+9eatSokanXzAx8fHyYNWsWmzdvRqvVIggCvXv3ZubMmZw/f54fRo1Cq1ZTyMKMsCQl4YmJtG/Xju1ubpiamn78AukQExNDy5YtuX79OpaWlpw+fZpq1apl4Mg+zqtXr/jtt9/Y6badqJhYihQqyJBhIxg5ciRxcXGMHTuWHTt2AMl1A5cvX87BA/vZvGUrRnIBS2MpQdEq7Gxt2LBx8wfrdurJeLJSULnmyRhB9WewXlB9CL2gykD0girr8fDwoEqVqpiprSlrUBtraW60ogZ/1UseKC6h0ioBkdy5c7N8+XK6d++eRtZ6MUusL4mJiTjksaeMUJSm1rV02r2T/NkcfJALFy7QoEGDTOmDSqVi0qRJ/PbbbwA0atSIHTt25PjIUQ8PD6ZPn56ydCmVStFoNHTJ78ho50LkMjRArdVy8m0os5550bJtW/b+XyHkzyU2NpZWrVpx9epVLCwsOHXqVLaJ0vR+wydOnGDEiBH4+PggAHKpwOJ2MvpUkWFqKPA8RMsvx9Sc9BS5cOFipi8x63lPVgqq4RkkqP7SC6oPondK15OjWbRoERKVjFpGbbCWJosCiSClgEFxqhk1A0RatGiBh4cHPXr0SHPSyaqlLA8PD6JjYyhpknbSSCfDvJjIjbl+/XqmXD8oKIjGjRuniKlJkyZx6tSpHC+mAEqWLMmePXu4e/cuzZs3B62GqjZWzCzjTC7D5IhOmURCm7x5mFKyCPv27//i5Jzm5uacOHGCevXqERMTQ7NmzTLtb/cx0vsNt2zZkqdPn9K/f39E4I9OcobXlmP6TyRgidwSdvaVU9ZBwq+zZ2ZZf/Xo+RbRCyo9ORZRFNm5YycFJCWQCbr5mexlBbGQW5M/f35sbGyyoYepeVfEVSPq5jcCEBHRito0i71+KVevXqVSpUpcuXIFc3Nz9u/fz/z585HJvq1iCZUrV2bdunVoROhZMG+aQqO1Qx7MDQ3Yv3//F1/PzMyM48eP07BhQ2JjY2nevDlXr1794vNmJKampjg5OWFlIsWlsu5vSy4VGF5T4PSZc4SHh2dDD/VkNqL4Plv6f/3o17I+jl5Q6cmxKJVKkhRJmErM02wXBAFjwZyoqKis7Vg6lCpVijy58/AoPu2Eiy8S35CkVtCkSZMMu6YoiixfvpyGDRvy9u1bSpcuzd27d+nYsWOGXeNrIy4uDgBbw7RzjRlIJVgZGKTs96WYmppy9OhRGjduTFxcHC1atODy5cvExMSwfv16pk6dyrJlywgICMiQ6/0XIiMjsbeUYShL25JVwDp5e0xMTFZ2S08WIWbQR8+H0QsqPTmWiIgITE1MCdO8TbNdI6qJ1oZRpEiRLO5Z2sjlctq2a8u9uKc8jHueKjFlkDKME9FXqFO7ToZFjMXFxeHi4sLYsWNRq9X06NGDmzdv4uzsnCHn/1rJnz8/JkZG3AqPTLPdNz4Rv9i4DM3tZmJiwpEjR2jatCnx8fE0bdoUhzy5GT5sKJtW/MaUiT9TsGABxo4dm6mZ3tOjSJEivApVERyb9rR4840WuUyakopCjx49n49eUOn56nj58iUjR47EzjY3piamVK5UhQ0bNqQU5A0PD2fixIkUKVKE+IR4fJTPidboLlV4Ku6TpE5g0KBBWT2ENLl161ZK1NWB8LOsDtnJobBzbAk9xF9vd5K3SH5279mdIdfy9PSkevXq7Ny5E5lMxvLly3Fzc/suimSbmZnRp18/3Pze4hOfWiCotVoWP3+JpYU5Xbt2zdDrGhsbc+jQIcqXL49SqaRTQSMedC+CezcnnvUswpRKuVjxxx9MmjQpQ6/7KfTq1QuZTM7sUyqdDPN+UVpWXFGhUmuoUKECI0aMSLGmiaLI7t27aVC/LhbmptjmsqJ///48fPgwy8eg57/zpct9GVFc+XtAH+WXgeij/L6cK1eu0KJ5S0SVQB6hKIaCCZFiIKEqH5o1b0716tX4/fffU5YmqlatSlhoOG/931JYWhZ7mRNKUYGP+hl+Si+mT5+eqvh0dvHo0SMaNGhAZGQkDRs2ZOLEiWzevJmXL7ywyZULl14udOvWDSMjo086nyiKXLp0ic2bNxPgH4CDowN9+/alUaNGHDx4kH79+hEbG4u9vT179uz57qK3QkNDqV2zJiH+/nTLl4fKNlYEJylw8wngRUwchYsU4dGjR5iYmGTodUVRpESxYhRSBbO1aT4dH66lD0L57VE0AYGBWZ4kdc2aNQwfPpxmJWQMqynBwULg0istf1wRwdgG5+IluXTpEpBc/srV1ZXg4CC2b3ejXnEZrcqKxCSKbL8tITAKdu3a/U0vHWc2WRnlN8h2GAZfGOWn1Cr4O0wf5fch9IIqA9ELqi8jKSmJ/PnyI8YYUUHeMpWjeajalweKY4j/rOSXL1+eOXPm0Lp1a6KiopgyZQqbN28hMTHZIlHIqTBTfpnMoEGDsj0hpZeXF3Xr1iU4OJgaNWpw5syZL7IUKRQKevboyYGDB7A3tiGP1IoQTTRvE8MpWqQIL1+9AqBu3brs2rULBweHjBpKjiIsLIxff/2VTRs2EPOPv1Td2rV5+PgxMTExdOzYkb17935xXcJ/8/DhQypUqMDelgWon1c3z1VEkpqS21+yZu1aBg8enGHX/VT27dvH7JnTefQkOS+bgYGMbt26s2DBQvLmzculS5f45ZdfuHbtWsoxfw+Q0rfWe2d2lVqk399ajj6R4ePrl611DXMyWSmoBmSQoNqoF1QfRL/kp+erYe/evYSFh1FSVk8nas9OVgBHaXFkUjlubm7cv3+fNm3aIAgC1tbWrF69muDgIO7fv8+zZ894+cqLwYMHZ7uY8vX1pUmTJgQHB1O+fHmOHz/+xctuEyZM4MjhI/S3b8rEvF0Z4NCMCXm7MMihOd6vkmsUjhs3jnPnzn23YgqSCz4vX76ckLAwfH19iYyM5PLVqxw7dgwDAwMOHDjAxIkTM/Sa0dHRAOQ1TTt60sZIhqmBLGW/rKZz5864P3rCixcvuHfvHm/fBrN16zby5k1OMlu/fn2uXLnC8ePHMTc1pkkpIZWYApDLBFb0kiBqVWzYsCE7hqFHz1eJXlDp+Wq4ffs2loa2mEqs0mzPLSuEWqOifv36aVoVzM3NqVixIiVLlsxQq8N/JTg4mCZNmuDr60vx4sU5ffo01tbWX3TOyMhI1q5ZSxOrClQwL5IiGAVBoKxZIVrmqopcJmPy3GToiwAAaBdJREFU5MnI5bqpJL5HDA0NyZ8/P1ZWVgDUqVOHjRs3ArBkyRLWrFmTYdcqXLgwgiBwKzgxzfYn4UnEKlQUK1Ysw675uQiCQLFixahUqVKa6UQEQaB58+bEJSTRvmLa91EuM4E6RZPvWT1fP3ofqqwh+2cdPd88d+7cYeDAgZQvV4GaNWqxcOFCwsLCUu2j1WoJDAxEqVLoOM2+Q0OyU3pOyJ0UERFB06ZN8fLyomDBgpw5cyZDEmheuXKFJEUS1SyKp9le1cIZlVrNxYsXv/ha3zIuLi7Mnj0bgJEjR3Lq1KkMOW++fPlo1bIFfzyOIiJJnapNrRWZcyeE3La5aNWqVYZcL7MQBAGpVEKiMv194hUiwcHBKcEi74iNjWXVqlU0qF+XyhXL4eLSk4sXL6Z7X+vJfPRpE7IGvaDSk6nMnj2batWqsWvbPoKeJeF1N4hfpkylePES3L9/n8jISH7//XdKlizJvn37SNTGEqVNOw1CkNaLcmXLf3U+GxqNhoiICBQKBfC+JMnjx4+xt7fn7NmzGVab710hYANJ2qLS8J+l0nf76UmfqVOn0rdvXzQaDV27duXx48cZct7flv1OjMSIpkf8WPskgnshiex9GU2Lw2847x+PRiRbc1J9CoIg0LxZM7bfFtCmYZp4FSJy85XItWvXKFy4MHPnziU4OJjXr19Trmwpxoz5AfP4W1Sx9eTBlf00bNiQ4cOH60WVnm8avVN6BqJ3Sk/NgQMH6NSpE/lllcgrK48gJOt3pZjIC/UZ1LJ4RLQkJSUByeHuBnJDFLFqKshbYiZJXo7Qihq8VQ94qbrN9u3bcXFxybYx/ZuwsDAWLFjA3+v/Jio6CrlMToeOHXjz5g137tzBxsaGS5cuUaZMmQy7pre3N0WKFKGHXX2qW5bQab8b84Jtwefx9PT85vNNZQRKpZJmzZpx6dIl8ufPz61btzLE7+zly5dMnjSJgwcPov4n71StGjXwDwzE19eXokWLcuXKFezt7b/4WpnFhQsXaNSoEa4NJSzoIsXYIHl52SdcpPOfIt6RhsjkhkRERADJlmMLcxNsjBI5PsWIwnmS73dRFPn7nIrhaxNZuXIlI0eOzLYxfU1kpVN6b5uMcUrfFqF3Sv8QekGVgegFVWpq167DszvelJS11GlL1MbgrtgDQNmyZRk5ciQuLi5ERETQuFETXr1+SS5ZXuSiMdFCEInquP+1d9fhURx9AMe/5/GEBJIQCME1ULS4u1PcobxQ3GkpVWihSCmluBR3d3d3dw0kBEIg7mfz/pH22msOaBsDOp/3ued9uju3O7vkdn87O/Mbvv32W0aPHp3BR2Hb8+fPqVyxMk+fPKWotgjZtV5Em2K4En+VaGMMdvZ2HDlyhHLlyqX5vps0bszxfUcYlKM5Hpo//s4iDDHMCNlO6crl2Lt/X5rv930VHh5OxYoVuXv3LmXLluXw4cM4OqYcofdvhIWFERwcjIeHBzly5CA4OJgqVarw6NEjihcvzpEjR1Ldry49zZkzh/79++PqoKBWITPRiUoO3jLj6ZmV3Xv2U7BgQdatW8fs2bM5deoUAIfGOFK1SMoW1M6/xHPumQ937z18K/o4ZraMDKg6ZUmbgGpFhAyoXkcGVGnovxBQJSQksHr1atauWUtUVBRFihahT58+KQIHvV6PTqcjr6YyXuqULSkA15K2ULluGXbt2mU1Gi8xMZG1a9eyfv16YqJjKOZfjN69e1O8ePF0PbZ/onPnzmxZu4W2WVrhpna1LDeYDWwI34zJ1Uzws+B0mZdv+/btNG/aDKVCSTnngmTXuROSFMHF+Ad4Zvfi+InjafaK8b/iwYMHlC9fnrCwMFq0aMH69evT5d/u931VqVKFkJCQNEmjkd7u37/PvHnzuHjhPDqdHU2aNqVz5844O1tP+dSjRw92b15K4BxHm6Nrt18w0GJiPI8ePcLPz89q3Y0bN5g7dy6XL13Azs6eZs1b0LVr1/f2OgoyoHofyccE6W8LDAykuH9xevT4HycOXubm+aesXLaODz/8kOHDh1v6R8TExLB27e8Zv1+dtkClUpM1a9YUF187Ozu6du3K1q1bOXT4EDNmzHirgqmwsDDWrl1LafuSVsEUgEapoYZLNZ6/eM7u3bvTfN/R0dEMHjwYM4LCxYrw1DWO7ZFnCXKO4bMvRnLh4gUZTP0L+fLlY8uWLWi1WjZv3pzm6RT+uq99+/bh7u7O6dOnadGiheW199sof/78TJo0if0HDrJj50769u2bIpgCyJYtG1qN6pWpStS/xafr1q2zvCaE5JGW/v7+rF0xl5zaK6ijTzFkyCAKFyrA9evX0+WY/mvMafSRXu/tHy4lvRWEEDRt0pTgoFDy2zdAp3T5bbmZcMV9pkyZQnh4OGFhYezdu/e3DtoKwkwBeKlTjkhLMscSbXxO5cqVM/hIUu/evXsYDAb83HLZXO+t9cJeY8/169dp3Lhxmu574MCBPHz4ED8/P44dO2ZJBSClXuXKlVm8eDEdO3bkp59+In/+/PTp0ydd9uXv78+uXbuoXbs2Bw4coH379qxfv/6dGMH6KpUrV2bSpEmcf6ChbL6Ux7HhlAG1Ej799FNGjRpFzZo1KViwIDNnzmRkexe+6eKGVpMcjAWFGmnxbRiNGtbn7r0Hf3sGAck2M6lPeyADqjeTLVT/cS9evGDKlCn079+fr7766pUjnQ4fPszVa1fxVpWxBFMACoUSD01BXFQ5Wbx4Cdu2bSMpKYkCBQrQpEljoszBPDdaTwRsEgYemo7j4uxC586d0/0Y09rv05UkmG3nGjKYDRhMBuzt7dN0vytXrmTp0qUolUpWrFghg6l00KFDB77//nsABgwYkC6tjL/78MMP2bp1Kzqdji1bttCjRw8CAwMZO3Ys3bt3Z+jQoZw9e/adGRnXuHFj8uX1o+98Ay+irW+/W84aWHrESPWatSlevDhGo5F9+/Yxe/ZMPiys5fuP/wimAHw91az8wp2gJ09Zt26dzf09ePCAMWPG0L9/f8aPH8+TJ0/S9fgk6U1kQPUfNmPGDHLmyMmnn37G4gUr+XHiT5QoUYI2bdqmeAWxd+9e7DROOCht51JyVecGBEOGDOHq1avcuXOHrVu30q9fPx4aTnDTtJ1Aw3ke6k9w2bgOvSaSLVu32Hx18Lbz9/cnd67cXIu3/TriZsJtTMJEs2bN0myfAQEB9O3bF4Cvv/76nWzZe1d8+eWXdOvWDZPJRNu2bdMsnYItNWvWZN26dajVapYtW0ae3LmZOHYMtw6sY92i2ZQvX55mTZoQFxeXbnVIKyqVio2btvIk2okCA+PpNTueb9ckUmN0Aq0mx9OiRQt2797N1atXuXv3LuPGjcNshi51nWy+Jizkq6FsIXv27bMeYGEymejXrx/58+fn559+4Pj+ZYwb+w25c/vx9ddfvzMBaEaSeagyhgyo3jNCCGJjYy05kV5l7dq1DBw4EC1eZLevQlZNObx0lXHXFWPTpk307NmTmJgYdu/ezciRI1m8eDFGo+mV/SOUJHeQGDhwIMWLF0ehUKBQKJgxYwY7duygSt2ymLO+wMFXz8DB/bh+4xrVq1dP8+PPCEqlEv8S/txJuMeJ6NPozck5n8zCzJ2EuxyLPUHHDh3JnTt3muzPaDTSqVMnoqOjqVSpEl999VWabFeyTaFQMG/ePGrUqEFMTAyNGzfm6dOnnDx5klmzZrFgwYI0bQ1p2rSpZV6/wWWdud0zO/vaZONady+WNM7K4QN76fFx9zTbX3oqUaIEV6/dYNinX3L6mR9LTrmh867EmjVrWLN2neWVZoECBRgxYgQAdtpX97PUqMxs27aNoUOHsmXLFiIiIvjqq6+YO3cOPw7JyePtRTm3rACPtxfjix5ejB07ll9++eW1ddTr9cTExPynAi+RBlnS/+npGj16tOU+8PvnTWlCjhw5QpkyZbCzsyNv3rzMmTMnFUed8eQovzSUmaP8DAYDM2fOZNq06QQEPASgZs1afP75SOrVq2dVVghB0aLFCHzwEg/tBymCpBjDEyKSbqFUKjGbrZvu89nXx87G1DBPk86jdY/lSfCTd7ofyN/x3Xff8e233wLJN1+dSkdWjQcx5liikqJo3qw5K1ettLwaTK3Ro0czZswYXFxcuHLlSpoFatLrhYeHU6lSJe7cuYOTgz2x8QmolUpMwoxSqaRL587MnDU71f/OQgiKFCpAQfGM5U1TJq1dej2GgfvCuXfvHvnz50/Vvt42pUuVIKf9QzaOyZpi3bMwI3k6BWP6S+cdtUrBp129GN3HJ8V3+o0PZPtJCAwKRqvVWq07ffo0EydOYNu27ZhMJnLmzE7v3v0YNmxYmv1W/4mMHOXX2rU3GkXqRvkZRBLro/7+KL/Ro0ezfv169u/fb1mmUqlemZg5ICAAf39/evXqRe/evTlx4gT9+vVj1apVtGrVKlV1zyiyheotp9frMf2WGPBVjEYjLVu2ZNiwYTwNisBBmwsHTU5OHD9H/fr1mTdvnlX5e/fucfv2LRxVOWy2ODmqswPJwVTevHnp0aMHCxcuxMvTm+fGi5iEdRbuWGMI0eZH9B/Q/70PpsaPH28JpiZPnsyjR48Y9fUoaretQ49+PTh79iybt2xOswv08ePHLX165syZI4OpDOTu7s7cuXNRKxX4qAXLaxTgQduS3GhVkm8+yMHalStp16ZNqls67ty5w517D+he3HbqhLaFnXDQqtiyZUuq9vM2GjBwCNtOxbFif6zV8kS9oM/UCOwdHFi0aBF9+vShcOHk9CtGk+CTVikDMIBPWmbleehLTpw4YbV88+bNVK1ahTs3DvPDZwVYPOUD6lRUM27sGOrWqf3GV6pms/mNrf5SSmq1Gm9vb8vndbNczJkzh1y5cllmzujZsyc9evRg8uTJGVjj1Hm/737vKLPZzIIFC5g69Rdu3ryBQqGgTp06fPbZZ9SpUydF+V9//ZUdO3bgqM2DRvXHk4NWeKAQwfTt2xdfX1+ePn3KhQsXOHbsGABKhTbFtpKXq9CotQwY2JcpU6ZYlvv7+1OnTl0exu/CCV/UCnsSeUm04SkNGzZM16Hmb4PJkyfzxRdfAMmB1fDhwwH45ptv0mV/kZGRdOrUCbPZTNeuXenQoUO67Ed6tbVr1+Jmp2V9nUJk0SVfLp01KnoU8iS7g4ZPdu7kxIkTVKlS5V/vIz4+HgAPe9vPt3ZqBY5alaXc+6R79+4cP36c7pMW8euuBBqU1RIeY2bVoUQi4mDz5q3Ur1+f7t27AzBlyhSGDx+Ol7vtib+9PJKX9+zZk1q1alG6dGkKFy5Mt65daFwrG0umfIBGk3ye2zT24eO2OWnY9TwTJkywPLj82dmzZ5k0aSJbtmzFaDSSP38e+vYdQP/+/dHpUtfik5HSIu3B79+Pjo62Wq7T6V55Lu7du4ePjw86nY7y5cvzww8/kDdvXptlT506leJtSv369VmwYAEGg+GdmOxdtlBlACEEp06dYsGCBaxevZqIiIhXljWbzXTq1IlPPvmEu3ceoVZlQaVw5fCh49StW5fZs2en+M706TPQqlytgilIfh1lr8mO2QyNGjWiZ8+ezJ4925LbJclkux4GcywGYyIVK1a0Wl6uXDmuXr3CoCEDsPdMIMn+MYVL5mTRokVs3bo1RRP7+2Tq1Kl8+umnQPIrv88//zxd9yeEoE+fPgQGBpI3b15mzJiRrvuTUhJCsHzpUtrnzmIJpv6sfk43/FwcWL58ear2ky9fPux0Wg4+tp2L6toLPS9i9W9VLra0olQqWbBgAevWrUObtRw/bxGsOWlPi7b/49KlK9SvX9+qfIUKFQA4fCHG5vYOn09e/vDhQ3799Vf69etHrVq1iI2L5ccvC1uCqd+VLeFG11Y+zJs3O8Ukzxs3bqRy5Upcv3aY0V+UYfYv1Sn9gYrPP/+MJk0avVMtVsn9oEQqP8nb8vX1xdXV1fIZP368zX2WL1+epUuXsmfPHubPn09ISAiVKlUiLCzMZvmQkBC8vLyslnl5eWE0Gnn58mWano/0Iluo0tnFixfp0qULN2/etCzT6XQMHDiQ8ePHp3hFtnz5clavXo1G5YFK+cdrIyGcUCkjGTBgAPXq1UOj0XD79m1u3rzJzZs3cNDktLl/hUKFWumIQpVI1apVKVOmDKVLl2b16tXs2rEXB7MXaqX9n/ZjJspwn6xZs9K8efMU2/Pz8+PHH3/kxx9/TO2peeuYzWZ2797NwoULCXgYgJeXF126diE0NJShQ4cCySPsvv7663Svy9KlS1mzZg1qtZpVq1a9k6Mh33VGo5Ho2FhyO3vYXK9UKMjtqOHFixep2o+rqysdOnZi5trltCjoQD63P57EE42CUYfDcXFyTPOcZm8LhUJB69atad269RvLVqxYkeL+RflmdhDl/R1xcvgjm/3LSCPjFoZSuVJFhg4bzsWLF7lw4QJHjhzBz0dFDm/baUzqVMnKnOWP+f777ylfvjyFCxfG1dWVrl270LShH7/OqmkJxDq1K0i3joX4qMMefv7553R/sHobBQUFWfWhelXrVMOGf0w5Vrx4cSpWrEi+fPlYsmQJw4YNs/mdv3ZB+f11+qsGQ71tZECVjm7dukW1atVITNSjUNgBKkCQlGTgp59+IioqKkX/punTZ6BWOVgFU5D8B6VWuqI3xlO4cOEUT1NmXt3PSqkUtGrdmpUrV1qW1ahRgwrlK/D06XnsFdnRqdwwigQSzM8wiXiWLt3yXrc4/ZVer6dN6zZs3bYVT50XWRQeXLl5jV27O6L4Ldv7qFGjGDNmTLrX5f79+5YJZMeMGcOHH36Y7vuUUtJoNHh7ZuN6eDztbLylMJgFt6KT6JjLdoLXf2LixImcOnGcmqsf0aWIHR/66AiKNrHgWhyPIvWYRRLDhw9n6tSp/+l58BQKBQsWLqZ27ZqU63qPPq2yUDi3HVfuJDBnQzh6swPbFi6iUKFClo7Mw4cPZ83KuZjNAqUy5Y05LDK5T+h3331nWaZWqxHCxMSxFVO0alWt7EPblnmZPXsmn3322Tvx75EWaQ9+/76Li8u/6kTv6OhI8eLFuXfvns313t7ehISEWC0LDQ1FrVbj4WH7oeZt8/b/JbzDvv/+e5KS9JjNWhQK9W9DR5UolTpAw/z589m8eTObN29m6tSpDBkyhIsXL4CwHcgoFEoUCh1GoxG1Wk2RIkX46KOPKFKkCCYRabNzrNGcgN4Ym6K1ydvbmzNnz9Drkx6YNKG8SLxEpP4ONetU4uixo1ZPF/8FX375JTt37KSuS2OaObelmnMdGru0pLlbWzQKDfnz5WfcuHHp/qSk1+vp0KEDcXFxVK9e/b3vl/a269GzF+sDI3kUk/L1zor7LwiNS6RHjx6p3k+2bNk4fvIUnwwYwqoAFV23v+Tbk9GUrdOcUV98iUKhYPr06fTq1euNg1Ted+XKlePUqTOUrdiYL2aE0GzIA8YufEndRu05c/Y8hQpZz8zQokULgkPi2Hcs5WsjIQSL1wbj5+dLmzZtKF68ODpd8jW2WBF3vL1sDy6pW8uXwMAnREZGpschprnUpkz4/ZMaSUlJ3Lp1i+zZs9tcX7FixRQ5x/bu3UvZsmXfif5TINMmpKk/D4NVq9W4urpiMilR2Oj8LYRACNsjS1RKFzQqV5vrDKYX1KxVhZ07d1r+yM6fP0/FihVR4YydxgelInm50RRPkjkI31w5uHnzxitbnJKSknjx4gXOzs64utre7/ssNjYWby9vClCEco6VUqy/k3iTozH7uX//Pvny5UvXuowaNYoJEyaQJUsWrly5Iufly2Th4eFUKFeOqOdPGVA4GzWzuxJjMLHm4UuW3nvBJ717p3muHJPJRHR0NA4ODpbXKcuWLaN79+6YzWY6dOjAkiVL3pmbTHqKjY0lIiICDw+PV46sFUJQrWpl7ty+xKKfilOjggcKhYKIKANjfr7L/FWB7Nixg0aNGgHJ57979+6cOL6Ny6fa2HyIWrz8NoNGHCM2NhZHR8d/VfeMTJvQ1Lk3mlcMQvq7DELPtpi/nzZhxIgRNG3alFy5chEaGsrYsWM5cuQI165dw8/Pj1GjRhEcHMzSpUuBP9Im9O7dm169enHq1Cn69OnzTqVNkK/80klUVBRGo/G3V30pKRQKhFBiZ6elRIkS5M6dm9y5c3Po0CEuXryCEC4pfshmYcBkTqRDhw5WF9OyZcuydu1aOnbsSEzSLTQqJ8BEkiGOAgUKsnfvnte+vtPpdOTMabsP1n/BuXPniIuPI1+WlHMOAuTTFeRYzAEOHjyYZgGVEIJNmzYxfdp0zp07h0qlonSZ0hw+fBiA+fPny2DqLeDu7s7REycYPGgQ323cyDcXggDQKJUIIFcavO77K5VKRZYsWayWdenSBXt7ezp06MCqVauIj49nzZo13L17l82bNxMXF0fx4sVp1arVf2reOycnJ5ycbKeb+J1CoWDT5q00a9qYJt3Pkj+3C55ZNVy6HoXRBHPnzrUEU5B8/jt16sTy5cs5dSaEShWsW1SEECxbdY9atWr862Aqo4nf/pfabfwTT548oUOHDrx8+ZJs2bJRoUIFTp8+jZ+fHwDPnj0jMDDQUj5Pnjzs3LmToUOHMnPmTHx8fJg2bdo7E0yBbKFKU39+4tBqtbi5uaHXi1e2UCmViXz77bdWnZwvX75MuXLlQOhQKVxRKJI7XZqFAUEknl4e3L171+bTWEREBEuWLOHixYvodDqaNGlC48aN3/vcUKm1f/9+6tatS9ssXXFVu6VYbxYmFobNYtasWWkyWa4QgsGDBzN9+nRyO+SggNYPgzByJe42EcZoqlevbgmspLdHSEgI169fx87Ojnv37tGjRw8cHBy4fft2hgW/O3bsoFWrViQlJeGVLSvPX7wki4MGV3slj8KSyOqehcVLl723HdhTw2w2c+DAATZu3EhsbCxFixbl448/tpm922w2U7ZsaUKfP2Tpr7UoVzp5yq2oaD2jx51lwZJb7NmzJ8Uw/38iI1uoGjl9kiYtVDtj52VK4up3hQyo0tBffyD/+9//WLp0GSaT1sboBT1gICAgwBKx/27z5s106NABvV6PUqFDoQCDMQFfX1/27duXoo+AlDphYWH4ZPfhA21ZSjqUTbH+YdI9DkTv4sqVK5QoUSLV+9u8eTMfffQRjd2rU875j6HwZmFma9ghrife5f6DByn+LqS3hxCCatWqcfz4cdq0acPatWszbN/79++nUYP6aJVmZjRxomVRHRqVgvthJkbui+dAgJljx4/LwQyp9PTpUxo1asCVK9fwL5qNrB46zl0MJSnJzKxZs+jVq1eqti8DqveP7JSejr755htcXV1RqfQIYUAIM0KYMJsTEULPyJEjbd40W7RowZMnT5g0aRKtWjejfYfkEXr37t2TwVQ6iI+Px8nJiUtx53hheG61LsYUzfnEU1StUjVNgimAab9Mw88hh1UwBaBUKGnkXg2NQsPcuXPTZF9S+vh9nkqlUsm6des4cOBAhu3byckJg8nMrx850664HRpV8sNafg8Vq9o4kd9dyQ/jxmZYfd5XPj4+XLhwiS1btlCufBO8fCrz+edf8/jx41QHUxnNnEYf6fVkC1UasvXEce/ePfr06cPBgwct5dzd3fniiy8YNmzYO5Nf43119uxZmjdvTkhICBq1FqPRgJ9dXjyU2YgyR/JIf5+cOXNy5NiRNOsv4+LkTHlNCaq4lra5fs2LXfhUyM3+A/ttrpfeHoMGDWL69OkUKVKEy5cvZ0iqkWHDhrF20UzuDHRGaeP6MftsAp/uTSA2NhZ7e9u5l6TMl5EtVPUde6VJC9WeuPmyheo1ZAtVOitQoAAHDhzg/v37bN26lYMHD/L06VOGDx8ug6kMYjQaOXr0KJs3b+bKlSuW5evXr6d69eqEhIRQvHhxrl2/yqzZs3Av4sYju/uo/WDsD2O5ePlimnY+VqnVGIThlesNwohGK0dwvQu+++47smXLxq1bt5g2bVqG7DMqKorszkqbwRSAj0vyPJxvmp9O+u+QLVQZQ/ZWziD58uVL9yH3UkqLFy/myy++4umzYMuyUiVLU77Ch5bh7o0aNWLVqlW4uLhQqFChNOl4/joNGzVk36Y9VBflUCqsn2mijbEEJD1hYEPbmYSlt4ubmxsTJ06kR48ejBkzho4dO+Lj45Ou+yxYsCCrlhuISDCTxcb8fyceG/DI4pZipKAkSelLtlBJ763Zs2fz8ccfowlzpJ5zW1q69qS6Y1MCrwczZ05yH6UhQ4awdevWDG3CHjZsGBH6KLaEHSTJrLcsjzbGsi58D25ubnTr1i3D6iOlTrdu3ahQoQKxsbGW+R7TU/fu3TEKBWOPxKdI5nv7hZGFFxNxdHZJ9ZQ40vsjOe9h6j/S68k+VGkoI96JS39PcrLO7GQ35qacQ02r16tGYWRPzBq88npw5+6dTKnf4MGDmTZtGhqFmnx2uTBgJCDxCVmyZGH3nt2ULZtytKH09rpw4QLlypVDCMHhw4epXr16uu5vxowZDBw4kDr5dPQorSWbg5L9D/XMOacn3mDGYBJ4e3uzevVqq7pERkYSGxuLp6fnf2pqqbdRRvahqu3QE3Uq+1AZhZ4D8b/K+9tryBYq6b20adMm4uPjKGZfLkVfNbVCTVFdGe7eu8vjx48zvG56vZ4dO3YAUL5yBXwr56NgjWJM/WUqDx4+kMHUO6hMmTL07t0bgAEDBqSYazOtDRgwgA0bNhDuXIiO62KouySKWZcUdP5fH44cO0HRokUJCQmhVq1aTJgwgUOHDlG3Ti2yZMmCr68vXp5ZGTp0KOHh4elaT0n6L5F9qKT30pMnT7DTOOCodLa5Pos6G5Ccayaj8z3NnDmTBw8e4O3tza5du96Y6Vl6N4wdO5a1a9dy/fp1Zs6cyeDBg9N1fy1btuSjjz4iKCiI+Ph4cuXKZUn4e/bsWfr27cuyZcsYNWoUSgWUyqlhThst2V0UHHuYyPx5M9i7eyfHTpzC3d09XesqZS6zEJhTmSndLF9mvZFsoZLeS97e3iQa4kkw2x7pFG1KfjL38vLKyGoRHh7O999/DyTfgGUw9f7w8PBg/PjxQHIOupCQkHTfp0KhIFeuXBQuXNhq9gRHR0eWLFnCtGnTUCngo+Iqjg3Q8PGHGhoUVjOukZZj/TU8C3rI6NGj072eUuYSafQ/6fVkQCW9k4QQ3L17lzNnzqS4ccXGxnLmzBkEcCvxYorvmoWJO4bLVKxQkbx582ZQjZN9//33REREUKJECbp3756h+5bS3//+9z/Kli1LdHQ0zZs3p0H9etSqUZ0RI0Zw7969DK2LQqHA3t4eAUxookWltH71XchTSe8KCpYsXkhCQkKG1k2S3kcyoJLeOTt27KDkB6UoVKgQFSpUIIdPDpo2bcbdu3fZs2cP/v7+v2UaF9xOusS5+ENEmyIxCzOhxqccid9GhPkFEydNzNB637t3j5kzZwIwefJkVCpVhu5fSn8qlYpBgwahUsCFc2cx3jqFS+AlFs6aTuHChS2pOjLKrVu3yOepI1cW25f6GvlVRMfE8fTp0wytl5SxZB6qjJGpAdXRo0dp2rQpPj4+KBQKNm/ebLVeCMHo0aPx8fHB3t6eGjVqcOPGDasySUlJDBw4kKxZs+Lo6EizZs148uSJVZmIiAi6dOmCq6srrq6udOnShcjISKsygYGBNG3aFEdHR7JmzcqgQYPQ6/VIb5dVq1bRtGlTQm6H86F9Y2o4tKe4thpH9hyjRPESNGjQgMePH+Pn58euXbuYMmUKL+yC2B69lNWRM9gfsx47HzU7d+6katWqGVr3kSNHYjAYaNiwIXXr1s3QfUsZIy4ujpGfjqCohz0X2+dndX1ffq2dk6vt8tCjsCt9+/bl0KFDGVYfR0dHwuNMGEy2X9c8j0leLl89v9/MiDT5SK+XqQFVXFwcH3zwATNmzLC5ftKkSUyZMoUZM2Zw7tw5vL29qVu3LjExMZYyQ4YMYdOmTaxevZrjx48TGxtLkyZNMJlMljIdO3bk8uXL7N69m927d3P58mW6dOliWW8ymWjcuDFxcXEcP36c1atXs2HDBoYPH55+By/9YwkJCfTr248c6vxU0DUjuzoPrqqs5Nb6U0XXGqUheVjw4MGDuX79Og0aNGDo0KE8ffaUzZs3s2DBAg4dOsT9B/cyPKA5evQomzZtQqlU8uOPP2bovqWMs3LlSkJCQ1lU2wcfxz+y3duplfxQ0Qv/bI78POWnDKtPq1atCIs1svGqKcU6s1kw96QBjUrBzJkziY2NBZKH2k+bNo1KFT+kaOH8NGvahG3btmE2yzYKSXqdtyYPlUKhYNOmTbRo0QJIbp3y8fFhyJAhjBw5EkhujfLy8mLixIn07t2bqKgosmXLxrJly2jXrh2QPGrL19eXnTt3Ur9+fW7dukXRokU5ffo05cuXB+D06dNUrFiR27dvU6hQIXbt2kWTJk0ICgqyZDlevXo13bt3JzQ09G/n3JB5qNLXqlWr6NixI7UdO+OkdEux/pH+Olf1R3j27FmGdzZ/HbPZTPny5Tl//jy9e/fO8Nc+UsZp06YNwSd3s7WRr831M6+G8cOlCBKTkjJs6qnmzZpyaP8u5rRS08JfhVql4HmM4OtdepaeM1raHbJnz86wYcOYPXM6gUFBNCmuxDeL4GSAkguPjLRt05oVK1ehVsvB4WkhI/NQVbLrniZ5qE4mLpb3t9d4a/tQBQQEEBISQr169SzLdDod1atX5+TJk0ByMj2DwWBVxsfHB39/f0uZU6dO4erqagmmACpUqICrq6tVGX9/f6spI+rXr09SUhIXLlx4ZR2TkpKIjo62+kjp58GDBzhoHG0GUwBZVN4IITIlt9TrrFq1ivPnz+Pk5MSYMWMyuzpSOjIajehec1W1UyswmlK2FqWn5StWUr1mPTotTyLveANlpxrJ90Mia6+pWLBwIevXrydPnjw8e/aMz0d+ijE6iBvfqlnXW8WUtmpOj1SyupeaDRs2MGHChAytu5Q25Ci/jPHWBlS/j9z6a0uDl5eXZV1ISAharTbFnFV/LePp6Zli+56enlZl/rqfLFmyoNVqXzv0efz48ZZ+Wa6urvj62n4qld7s9u3b9O3bFy9PL1xcXKlerTpr1661mu4gMjKSBEMCepFocxvx5uSA9m3KqZOQkMCoUaMAGDVq1FvVcialvfLly3P6eQIRibaDpl2B8ZQvVzZDJ0Z3dnZm246dnD9/no/7Dqdai578NGUqwU+f8fHHH9OqVStu3bpF3759MZlhbmcVebNZ169VaSU9qyiYMX2q7Fv6DpJ9qDLGW992+9cLjxDijRejv5axVf7flPmrUaNGMWzYH5PYRkdHy6DqX9izZw/NmzVHJbRkE/lwUei4cfoB7Y61Y/v2HbRv346JEydy9OhRIPnVXkGddTZxIQQBpmuUKlma/PnzZ8ZhAMl5phYuXMjWLVtJSkwEpYKgoCB8fX0ZOnRoptVLyhg9evTguzGjGXHyObOrZ0er+uP6seJOJEeexLBiYvom/HyVMmXKUKZMGZvrdDodPj4+uDupqVXI9jWvXVklc4+GcffuXfz9/a3WRUVFERwcTJYsWciePXua112S3gVvbUDl7e0NJLce/fkHGhoaannK9/b2Rq/XExERYdVKFRoaSqVKlSxlnj9/nmL7L168sNrOmTNnrNZHRERgMBhe26Kg0+nQ6XT/8gglSL4Qt27VBhezN/6auqgUyX+SuSlFiOIey5YtZdmypQBoNBoKFSrEjRvJOabyaP3RKuyINUdwW3+Wl8YnLPlhbqYdy8WLF6lXtx5RkVHk0eVCp9DyMDH59WPlypWxt7fPtLpJGcPT05MVK1fRrm1bym94ROs8jjhrlex8FMOFF4l81KIFHTp0yOxq2pT8AAmveob8fXFc3B/Jch8/fsyXX37BunVr0euTp9upUb0qo8d8n+7zGUp/X1q0MMkWqjd7a1/55cmTB29vb/bt22dZptfrOXLkiCVYKlOmDBqNxqrMs2fPuH79uqVMxYoViYqK4uzZs5YyZ86cISoqyqrM9evXefbsmaXM3r170el0r3yik/6+1417WLp0KfHxcRRWV7MEU7/zVhcgq9IPpULF0KFDefjwIZcvX2bo0KHcN59nb/wi9iYu4kDcCuIdX7Jq1SoaNmyY3odjU3x8PA0bNESXoKG3V1daejSmsXtd+mX/mArOZVi9ejW7du3KlLpJGeujjz7i/IUL1GnZnpXBMO12As/UbgCE2Hi4e1tUq1aNsBgjh+7Y/r2uu2hGpYS6desyePBgDhw4QMUK5TiyZx3ft1Zw+BsdS/pqiQs+TZ06tdm2bVsGH4H0KrIPVcbI1FF+sbGx3L9/H4BSpUoxZcoUatasibu7O7ly5WLixImMHz+eRYsWUaBAAX744QcOHz7MnTt3cHZOnqOtb9++bN++ncWLF+Pu7s6IESMICwvjwoULlsSJDRs25OnTp78le4RPPvkEPz8/yw/eZDJRsmRJvLy8+PHHHwkPD6d79+60aNGC6dOn/+3jkaP8/pCUlMS8efOYOWMm9+7fw8HegdZtWvPpp59StGhRS7nOnTuza+0hSmua2dzOU+NtbuoPk5CQgJ2dnWX58+fP2bhxIxEREeTNm5cWLVpYrc9oCxYsoFfPXnzi3QU3tavVOiEEK8I3UKhiEQ4cOJBJNZQyU3BwMAUKFCAhIYENGzbQsmXLzK5SCkIISpcsQdzz2+wepCCX+x9NVduumGk7z4iLm7tlQmUFkMNdyZmxOrxc/yhrNAlaTzVw7okrgUFP0WpTN7rsfZWRo/zK2nVOk1F+5xOXy/vba2RqC9X58+cpVaoUpUqVAmDYsGGUKlWKb775BoDPPvuMIUOG0K9fP8qWLUtwcDB79+61BFMAP//8My1atKBt27ZUrlwZBwcHtm3bZpWFesWKFRQvXpx69epRr149SpQowbJlyyzrVSoVO3bswM7OjsqVK9O2bVtatGjB5MmTM+hMvF8SExNp2KAhQwYP4eVDPb6q8rgk5WfNio2UKVOWgwcPYjabOX78OOfPn0dvSnrltswiuXOvUmn9p+rl5UXfvn354osvaN++faYGUwD79+8nh332FMEUJPfPK6IrwOHDh2Uun/+oHDlyWPLaff755xgMhkyuUUoKhYL1Gzej13lR5FsTHX818vlGI9V+MtNyjpGmzZrz9OlT9uzZQ4MGDQD4rKnKKpgCUKsUjGun5nloWIpWKpPJxPbt2/nf//5Hhw4dGDdunNWbASl9iDTokC5bqN7srclD9T74r7RQmc1mFArFKzvsjxkzhu+/G0sBdV1cVN5/fE8YuW88SKIqHI+s7gQHB1vWVbBri5PSenSeEIKLxq2UqFiQw0cOp8uxpJW2bdtydvsp2nt8ZHP95djr7Ik8hNFolFPO/EfFxMSQP39+QkNDmT59OgMGDMjsKtkUERHBggULWLNqBZGR4eTLX5Ben/ShRYsWlr/d33P5XRxvR4lctp/LPfskMWzkGL788ksguTtG40b1uXT5GsX8dGR1UXDungGDScHMmbPo1atXhh3j2yAjW6hK2XdAlcoWKpPQcylh1Xt/f0uNt7YPlfR2EUKwYsUKypUth1qtRqPWUL9+fav+a5Cch2fmjFl4KPJbBVMASoWaXKryJCYlEBwcjIuLC507dyarR1Zumg6SYP4jA75ZmHhgOEuE4RmffvZphhxjalSsWJEnSc+INcXZXH9X/5ByZcvJYOo/zNnZmdGjRwPJDx1RUVGZW6FXyJIlCyNGjODchUvce/CY3Xv20apVK6u/XVfX5JbYJ+G2n8ej4gXRcSbGjx9P165dWbt2LY0bNeB50B2OTHDjynRXDoxzIXBhFnrU1vDJJ5+wZ8+e19ZLPvtLbzsZUElvJISgb9++dO7cmTtXg/HSlCKr2p8Thy5Sr149pk2bZin79OlTXrwMxU2V0+a27JSu2Ktcady4Mc+fP2fZsmUcOXoEB3cNp5JWcVm/k+tJ+zllWMUj4yUmT55M48aNM+pQ/7Xu3btjb2/PrsiDGITRat3l2OsExD9m8JDMGS4vvT169uxJoUKFePnyJZMmTcrs6vxrhQsXpljRQszaZ7IZ6Mw/aMQkkkcE/j6TxaXLV1k6zIHKRf9oKXFzUjKjrxMViuiYNHF8iu2cO3eO9u3b4ehoj0ajpmyZUixYsMBqajHpzWQeqowhA6r/sLt37zJ8+HDq1KlDs2bNWLRoEfHx8SnKbdmyhblz55JdW5ac2ipk0eTDXVMQX00N3NUFGTJkCGPGjKFjx46UK1cOAJOw3UdECAFKM0WKFLH0eypatCh3791hxswZlKpZmAIVs9Oz78fcuHHjnZlPMUuWLCxYuICAhMfMerqQA5HHOB59huVh69kTeYj+/fvTsWPHzK6mlMk0Gg0TJ04EYMqUKSkmcn9XKBQKRo8Zy+7LRvr8auBpRHLfwLhEwfTdBr5aa6RPnz4cPnyY4cOH4+bmRq5sSqr7a2xu6+PaWg4eOmI1T+v69eupVKkiF09t4/NOTkwdnA1v+wf06tWLDu3byaDqH0ibcEr2/3wT2YcqDb1LfaimTJnCiBEjUKt0qIUzQmki0RBBLl9fDhw8YJUcs07tOpw5dhVfbY0U2zELE/fit2Pmj+zJCoUSF4U3hXT1U5SPMj3ljn4Phw4dokaNlNt7l/Xv359Zs2bh4eGBg50DSUmJlC5dmv4DB9C4ceMMzY4tvb2EEFSrVo3jx4/Ttm1bGjdujF6vp3Tp0pQuXTqzq/ePzJ8/n6FDBpOYlIhfNg3PI03EJ5np1asXM2bMQKNJDqB69erFpSPLOfOT7evippOJtJkQTZ06dahevTpFixalU6cONK9iz6IvvFGr//jtbDkWQ7uvnzJz5iz69OljtZ0XL14wc+ZMli1dzIuXL/HNmZOPe/Skd+/eVoOZ3gYZ2YeqhH3bNOlDdTVh7Ttxf8ssMqBKQ5kZUAUGBvLLL7+wfPlyIiOjyJs3D3369OGTTz5JkVBy+/btNG3aFCeNH67aPCgUyX0jDOZ4Ig3XyZEzG7fv3MZoNHL9+nVqVK+BozEvWbVFbO47OPEMOEYxdOgQatSoQVBQEF27dsVHXQIf9Qcof8svFWt+QYD5CEWLF+Lc+bPvVYBx7do1SpYsidlsfi+DRSltHTlyhBo1aqAAqxcp5cuVZcmy5RQqVCizqvaPRUVFsXr1ah4+fIi7uzvt2rUjd+7cVmVmzJjB0CGDCFjgTnb3lP0IP5kezdIDiRj/1AiiUUPgpgJ4uKYs3+arpzwMz8nVazcsyx49ekT1alUICwulXUMP8vvZc+V2HJv2h1G4UGEOHT76ymmpgoODOXnyJAqFgsqVK2dItveMDKj87duiUqRsHfwnTMLAdRlQvZYMqNJQWv5AwsPDWbFiBffu3cPNzY22bdummO7hd5cvX6ZmzZrExcajxBWlQotJxGMwRVGuXFkOHDiAk5OTpXyVKlW5ePYm7tqSKYIavSmG0ISz5MyZk6dPn/42zF+Bh6YgntoSNvf/JOkE5aoVtsqxNGHCBL744gu0KjvsRVZMyiRiDKEUK+rPvv1736vpKYQQ1K1blwMHDtCqVSvWr1+f2VWS3mJCCJo3bcre3Tv5uoI7nYo446RVsvdxPGNORxGtcuLchYvkzGm7H+K7KDIykpw5fWhUSrBsuDPqP03Jc/ymnvrfRPNxj08oUqQIp06dYuvWrZQpIDgw3c/m9pbsjKTXhBDWrFlDyZIlyZs3L7Vr1SDo0WX2/FoMX+8/ZrC4eT+O+j1vUr9RS5YvX2G1nYiICPr27cP69RssrxDVahXt27dnxoyZls73tpjNZiIiIrC3t8fBweEfn5OMDKiKOrROk4DqZvx6GVC9hgyo0tCrfiAmk4k9e/Zw8+ZNHB0dadq06WsvlvPmzWPgwIEYDEY0Gh1msxGj0UDr1q1ZunSpVYuT2WymQIGCPAl6jr06t6U1CMBoiiPe+IgBA/oxdepUYmJiuHHjBhUrVsRNVxgnTQ6b+w+JO4VRJPelypo1KzqdjtBn4eS1a4hSYf20aDAn8DBxJ1N+nsLgwdadru/du8f8+fO5efMmzs7OtG7dmmbNmlleA7wvtmzZQosWLdDpdNy6dYs8efJkdpWkt9jRo0epXr06Sxt60TSfk9W60HgjFVY/pXvvAUyZMiWTapg+NmzYQPv27Sjoo6Z7bQ2ebgr2Xzaw9rieypWrsHPXHku/yq5du3Lj7AZOz89lc1vT14UzfHqo5b81Gg0Gg4FVPxWhRZ2sKcsvD+bLqYEEBT2xTCeWkJBA1aqVCXh4iy+HFqFlE1+EgPXbAhk35RZFi5Xk8OGjKRKTxsfHM3nyZObOnc3TpyEA1KtXl88/H0XNmjX/9vnIyICqsEPLNAmobsdvlAHVa8iAKg3Z+oEcPXqUTp068eTJE1QqNWazCYVCQffu3Zk1a1aKuQA3bdpEy5YtUSmdUCtdUChUCCEwi3hMIop27dqycuVKS/m9e/dSv359nHUFUKscU9QpQf8MvfklWbN6EBr6xwXIXVcMB413ivIALxLPU7VGOZYsWUL27Nm5desWpUqWwk5kw0tbBrUiuc56cywhxrPYuyi5d/8ubm5uqT2F75ykpCSKFSvGgwcPGDVqFD/88ENmV0l6y/Xq1YuDG5dzvoOPzdfeXx9/yepAJS/CwjOhdunr9OnT/DhpIlu2bsVkMpM3Ty769B3AwIEDrZLzrl69mg4dOnBhUW6K57NO2ms2Cz7sGUhEojueXt7cvHmThIQEFAqIOlcZjSblWKvHwYkUbnSODh06ULduXfLkycPp06f54osvOLatDiWLZ7Eqf/ZiGLU+OsCyZcvo3LmzZXl8fDz16tXhwoXzdOxQlJo1cxMWlsCSpde5ciWEJUuWWJV/HRlQvX/e2smR3weXL1+mXr16GI1mFAp7hFABAiEMLF68mPj4eFatWmUpL4Tgm2++Ra2yR6Vws1xsFQoFKoUjwixYtWoV1atXx2Qy8eTJE3bt2oVSoUKltN3krFG5kGh8bgmmPDw8iIuNI8H0wmZAZTQnojfF8NFHH+Hj4wMkj8LbuGkjbdq05UHiDhyUWREKM3GGl3h6erJnz+7/VDD15MkTrl69ilar5cyZMzx48ABvb29GjRqV2VWT3gGhoaHkc1a+sg9hgSxaXl5+gdlsTjFDwLuuQoUKbNi4CZPJhMFgeOUMBy1btiRf3tx0GP2cdd97UyR38kNcTLyJUbNfcO1BIgcPLqdGjRqYzWYmT57MyJEjSdSbbQZUCUnJnbNWrVplueaqVArqVPdKEUwBfFjagxqVvZk7dzbt27dHrU6+VU6ePJkLF86zY1tbypb1sZTv1rUE/QfsplevnjRs2BAPD4/Unag0ZsaMIpWj9MxylN8byYAqHX333XeYTGbMZq1VcARahFCwevVqBgwYQNasWQkNDeXatWtcv34NjcrD5sVWpXDASGSKkS1/zAOf0u9DXVetWkWDBg1wc3NjxowZDBo0iATjC+zV2f4oK0xEG+7i6OiQ4imrcePGBAUFsmjRIk6fPo1araZu3bp06NDhX/UfeBc9e/aMfn37sXXbVssUMsrfMo+MGzfurRtFJL2dcubMydYjZkxmgUqZ8rd75UUSPt5e710w9Wcqleq1SW61Wi27du+lQf26fNA1gIrFHXFzVHD8WiIJSYJ58+ZZBn4olUrat2/PqFGjWLUjlE/a+qTY3srtodjbaWnfoRPBwcEEBATw+NEDihdxe2UdihZyZv7SU+h0Ojw9PfH29ubu3du0b1fEKphKroOC78ZUY/2G2yxdupShQ4f+q/OSXtIi7YFMm/BmMqBKJ3FxcWzZsgUh1K94ElUDSVSpUiXFGgW2LzQKhRIFSryze1K+fHly5syJUqlk2rRpGExRaH+b0f7P9KYIfHxy0KZNG8sFrG/fvhw+fIQNG9bjoMmKRpEFszCgJxShMLFl3WabTboeHh6MGDHin5yG90ZYWBhVKlXhxdMXVHOqTm5dbvRmPbcSbnI5/jLHjh2jR48emV1N6R3Qo0cPZs2axYpbMXQtZv07exRlYO29eIZ8OiiTavf2KFCgADdu3mbdunVs27aNxMREhgwrSa9evfD19bUqmytXLtq1a8vXv2ykoJ8DNcq7Acmt/hv2vmTq0mCGDh1hyQEGULlyRW7cCXzl/q/disQskvuphoSEEBKS3F+qZs3cNstny+ZIiRJeXL9+PXUHLr2zZECVTqKjo3+b8872U6ZCoUCI5EHTrq6ueHp64u7uzrlz5zCLJJToUnzHLAwITPz000906NDBsvz69escO3oCpUlj6UclhCDJ+BK9MZxPP/3Z6mlQpVKxZs1qli9fzvTpM7hx4zp2Ojs6t+7A0KFDKVasWNqejPfA1KlTCX4STDu39rj+PgGyCqpoqpJFnYXFixfTv39/ypYtm7kVld56ZcqU4eOPP2bo4sXcjdDTsYgzLloVex7FMeFsOA7OWRgyZEhmV/OtYGdnR5cuXejSpcsby86dO4+mwcE0/OQYpYq6UMBPx9U7idx+GEObNq0ZO3asVfnu3XvQu3dvrlyP4AN/69d+5y6FcezUC5YsWUK9evV49uwZAQEBtG7dmpcvUyY/huRrbtjLhLeyxd6sMKNQyFd+6U12Sk9Df+5kaGdnh5tbFhISDCiVKYMjIQQKRQJjxozhq6++siz/+OOPWb58JUo8rEbsCSEwiXCcXXQ8ffrUqu/By5cvqV+/PhcvXkSrcUKY1SiUSegNCfTv35/p06e/VzmfMkN2r+xki81GDZeUo3jMwszyiGV06tmJmTNnZkLtpHeNyWTiu+++Y9rUn4mMTs4OrlQoEEJgZ2/PjRs35GjRf8FkMrFz506WLVtK6PPn+Obyo0ePHsk5v/5yDfzzKL+vhhWlZRNfzGbBhm1BjJ1y0+Yov4YNGxDy7CoHD3REpbJ+WD50+BEtPlrHgQMHqFWr1hvrmpGd0vM6NkKZyk7pZmHgYdzOv1Xf8ePHs3HjRm7fvo29vT2VKlVi4sSJr82vdvjwYZujJG/dukXhwoVTVfeMIgOqNPTXH0j//v2ZN28eJpM2RUuV2ZyEUmkiKCjI0vkbICQkhPLlK/D06VOE2R6lQofACIoEhDCwceNGmjVrlmLfRqORbdu2sWrVKsLCwihQoAA9e/aULSZpwGw2o1KpqOlSC38H27nAtkVspUT9EmzZsiWDaye9y+Lj4zl16hRJSUn4+/vTpUsXjh49Su3atdm3b598EEpnr8pD1a5dO2bOnJUiD9WRI0eoVasWbdsUYez31cmWzREhBIePPOaT3rvJl68oJ06c+lv/bu9zQNWgQQPat29PuXLlMBqNfPnll1y7ds2SOsiW3wOqO3fuWG0/W7Zs78yk8jKgSkN//YGEhIRQtmxZnj8PxWRSkPyG1QwYEcLI+PHj+fzzz1Ns5/nz54wZM4bFi5eQkJDcvFynTh2+/fZbm32upPTn4e6BX5IfVVyqplgnhGBl5ApadmnJ/PnzM6F20vvi/v37lChRgoSEBObOncsnn3yS2VX6T/gnmdJXrlxJz57/w2g0UKKEN+FhCQQ8CqdixfJs2bKNbNmyvfK7f5aRAVUex/ppElAFxO35V/V98eIFnp6eHDlyhGrVqtks83tAFRER8c6OGpd9qNKRt7c3p0+fZtiwYWzcuBGTKXm+u1y5cvHNN9/wv//9z+b3vLy8mDVrFj/99BOhoaE4Ozu/csoEKWN0696NuTPmUtpUBgeVdR+JB0kPCE8Kp2vXrplUO+l9kT9/fsaNG8ewYcMYPnw40dHR3LlzB5VKRZ06dWjevPl7lxj3bZAjR/LAnb+jY8eONGjQgKVLl3L9+nUcHBxo0aIFNWvWfGtbFJP7P2VeH6qoqCiAv3UfK1WqFImJiRQtWpSvvvrqHyVLzWyyhSoNve6JIzQ0lLt37+Lk5ESJEiXe6yHR76MnT55QIH8BdEYdVZyrkFuXB73QczPhJmfjz1CvQX22bdv61l5QpXeHyWTigw8+4PbNG5gFlMhuj94Et0ITyJvbj+07d1GkiO15NaV3R0a2UPk51k2TFqrHcfsICgqyqq9Op0uRoPrPhBA0b96ciIgIjh079spyd+7c4ejRo5QpU4akpCSWLVvGnDlzOHz48Ctbtd42soUqg3h6euLp6ZnZ1ZD+pS1btpCYlIheoWdH5A7LcrVaTbfu3WTHfynNBAYG8jjgIeVzaJndwJ08bsmX6Wuhenruek69OrW5ceu2zFYt/W1mBKlvoUpue/lryopvv/2W0aNHv/J7AwYM4OrVqxw/fvy12y9UqJBVp/WKFSsSFBTE5MmTZUAlSe+yxMREDAYDTk5OXLx4kWHDhgHw05SfqFatGhcvXkSn01G3bl28vW1P4SNJ/8b06dPRKoysa5kNZ+0fLdnFPbWsa+HGBwtCWLp0KQMGDMjEWkrvEoEJ8ZoE0H93G4DNFqpXGThwIFu3buXo0aP/arLvChUqsHz58n9e2UwiAypJ+pP9+/czYfwEDhw8AICfrx8xcTHo9XqaN2/O4MGDUSgUlC5dOpNrKr2vNm9YT5uCOqtg6ne5XNXUzWPHpg0bZEAl/W1p2YfKxcXlja2jQggGDhzIpk2bOHz48L9OAXLp0qXXDhB428iASpJ+8+uvv9KrVy+8dNmp7FQDrUJHUOgjIpICsbezZ968efK1npTu4hPiyerw6j6WWe0V3I+PzcAaSdI/079/f1auXMmWLVtwdna2ZJl3dXXF3t4egFGjRhEcHMzSpUuB5OTJuXPnplixYuj1epYvX86GDRvYsGFDph3HPyV7RksSycOm+/bpSxE7f5o6t6aofQny2xWipkt9Grg2IykpibVr12Z2NaX/AH//4hwKNNhcZzILDgeZKFb8gwyulfQu+30uv9R+/q7Zs2cTFRVFjRo1yJ49u+WzZs0aS5lnz54RGPjH1D96vZ4RI0ZQokQJqlatyvHjx9mxYwctW7ZM03ORnuQovzSUEaM2pPTx3XffMe67cXRw+xitjcz2B2J2ofFVcvvu7UyonfRfsn79etq0acPCJu60LmydouOnM9GMORbN+fPnKVOmTCbVUEoLGTnKz8uxktXMG/+GWRh5HndS3t9eQ77ykyTg6tWreKq9bQZTADnUuTh27wBGoxG1Wv5spPTTsmVLunTuxP9WrGDbvUSaFrBDbxKsuZXAoUeJAOzdu5eSJUuyb98+7ty5g7OzM82aNSNr1qyZXHtJ+u+SdwZJAuzt7dGjf+X6JJGIWq15Z6ZAkN5dSqWSxUuWUqFiJab/8jObtt8HoFyZ0nSqXIQVK1bwxRdfMGXyJF6GR2KvVZFoMKHVaOjXfwCTJk2SQb9k5Z++snvVNqTXk786SQKaN2/O8uXLeWEIJZvGOl+YWZi5b7xN8+bNZKd0KUMolUr69etH3759iYyMRKVSWV6z6HQ6Fi9aSFHnOMZ+5EYZHw1h8WZ+vZDAuF+mkpSUJCfplqyYhQlSmTYheRvS68hO6dJ/ytWrV+natStOjs6oVWpK+Jdg7ty53Lt3DwUK9kZvI9QQYikfb47ncOxeooxRfPbZZ5lYc+m/SKFQkCVLFqs+K8FPgiicTcPmjq6U8UnOfu3hoGRkVUfG1nZg9uzZPHr0KJNqLEn/XbKFSvrP2LVrFy2at8BO4UA+VTHs7OwJuR9E3z59Eb9lAbZ3tWNLxFo8dNnQKrSE6kPQarWsWbOaDz/8MJOPQPqve/nyJXv27mNWEyd06pQtDv8rbc+4o0msXr3a5sTr0n+TfOWXMWRAJf0nxMTE0K5te7yUOanq0ADVbyNeClGCp5rHHIzdSuMmjdm0aRO7du1i+/btJCYmUqpUKbp160aWLFky+QgkCcLDwwHI6267L5+jVkF2FzVhYWEZWS3pLZccUKXulZ0MqN5MBlTSf8KKFSuIi4ulrmsrSzD1Ox+tH3m0hbh65RoqlYqmTZvStGnTTKqpJL2at7c3Wo2GC0+NVPXTplgfGmfmcXgSuXLl4tGjR8mTyx7cjxCCajVq0bdvX/LmzZsJNZek95/sQyW9d5KSkggODiYmJsay7MKFC3joPHFUOtv8Tk5tHgKDHltaACTpbeTi4kKbNm2Yfd7Ay/iULQY/Ho/HaBZs3LiRwoUKMmf6T+QzXqWA6RoLZk+lcOFCMkHtf5AQZsyp/AghW6jeRAZU0nvj+fPn9O/fH3d3D3LmzImbmxtNmzTl3LlzaLVaDGY9r8pjaxDJKRO02pRP/ZL0Nvl+7Fj0amdqLo5hyaUEHoabOP5YT5cN0cw6m4BZwJEjh2lUUPBwpD0L29qzoK09D0fa07KYgs6dO3H7tkxQ+1+S0ZnS/6tkQCW9F549e8aH5cqzaP4S/ExFqeLQlA+0VTmx7zSVK1fm6NGjROrDeWkKSfFdIQQBxjtUrlQZZ2fbLViS9LbIkycPJ06dpkj52vTfEUfxmeHUXxrF5XgvFi9eTJs2bXDRKVjY1h5H7R8d1+01Cua3ssPdXsGMGTMy8QikjCaEKU0+0uvJPlTSe2HEiBG8DAmjpl1rHJV/DDHPI4pxPG4b169fR4GC43F7qOHYhCzq5IzSRmHgSsIZQpKeMO/zWZlVfUn6R/Lnz8/2HTsJCgri/v37uLi4UKpUKZRKJT//NImWxdXYa1KOAtSqFXxUFA7u3wPA9evXmT59Ovv27MRkMlGhYhUGDhpElSpVMvqQJOmdJwMq6Z1gMBjYvHkzGzZsICYmhqJFi9KrVy8KFixIeHg469auo4j6Q6tgCkClUPGBfWX2xa7miy+/YO3qtWx/sBJPbXa0wo6XIoQkUyI///yz7IguvXN8fX3x9fW1WmY2mVG/5t2DWqkgKTGRtWvX0qlTRzydFLT5QKBRw9Zjm6m6bh3jx4+XaRfeI2bMKFKZ2FO+8nszGVBJb72nT59St049bt66gbvGG43ZjoN7DzN58mR++OEH6tSpg8FowNPO1+b33VTZcNA4Ym9vz7Ub19i4cSObN28mLi4Of/+29OrVi3z58mXwUUlS+qhcrQZbVz9gikmgUVnfRE1mwYZrBp7FPKFjh/a0LaVkfgcV2t9yWo1rIhizS8WoUaOoUKECNWrUsHzXaDTy5MkT1Go1OXLkkLMGvEOSO5SnMqCSndLfSAZUUqZLSEjg1KlTJCUlUaJECXLkyGFZJ4SgSeOmPL4fRBX7NripkqeFMQkj9xUX+OKLLzh48CAASeZ4sJGexygM6E16nJyc0Ol0dOjQgQ4dOmTIsUlSRuvfvz/z5s1jxPZEpjS1Q6VMvpGazYLPdyYREvNbElu1YFZbtSWYguTM7N82VLP5upJpv0ylRo0a6PV6JkyYwJzZM3gW8gKAokUKMnzESD7++GMZWEnSb2RAJWUak8nE2LFj+XnKz0RFRwGgVChp3rw5M2fNJHv27Bw6dIhLly9Swa65JZgCUCnUFNKVJ8L8nP3796NAwX39NbzUuVJc4B/pb2ESRpo3b56hxydJmcHf3585c+bQu3dvdt9LpFUxBUoFbLghCHhpYObMmSxZvJDcxks46lIGQwqFgpbFzcw7fgyDwUCL5k05cGA/3StDs/YaEgyCFace8L///Y+7d+8yYcKEFNsIDQ0lLCwMb29vmRT3LZDapJ5ptY33nRzlJ6WLhw8f8sMPPzB8+HBmzJhhM79Tnz59GDNmDM7xuShr14YKdh3Jp67M7h37qVypCmFhYezcuRMnjSseqhw29gK+6iIAdP+4O8+MAVxJPI7enAgkT+b5SH+La/qTdOnchdy5c6fb8UrS26RXr16cO3eOGk06siEgK2sfeFC5QVvOnDlDv379cHBwwPiaNzhGM0RGRlKrVi1279nLloEqZnbRUL+4khalVazrr2ZCGxUTJ07k0qVLlu+dOXOGenXr4OXlRdGiRfH0zEa7tm25f/9+Bhy19CpCCMRvuaT+/cd2yhnpDwohz1KaiY6OxtXVlaioKKvJTN8XcXFxXLhwAZPJRMmSJW0+eRqNRvr378/8+fNRK7Xo1I4kGKJQq9X8OPlHBg4cCMDFixcpU6YMBTVV8dEUtdpGgjmaC/oNlC5bkoCAAOJf6qnp2NlmnZ4bH3EucQdBQUGsX7+eTz/9FMwKXLXuJJhiiTfE0bZNW5YsXYKdnV3anxRJegd9//33TBg3hkffqnFzsG6lMpsFBb/XExghUCmhTjEF24ekzM9mNAkKjDLTpE1PZs+ezYEDB2jcuCFFfGBgfRX5vBVcfGhm2m4zMUZHjp84ReHChS3fF0Jw8uRJFi1axJOgIDy9vOjSpQu1a9dGqXz/n/Uz4n7x+z4ctHlRKFJ3ToUwE69/+N7e39LC+/9XK72SXq/n8OHD7Nixg4cPH7623Oeff463d3aqV69OrVq1yJ7dh08++cQqGznAsGHD+HX+r+RUl8Nf25rCqqb461rhas7DoEGDWLFiBQCLFi3CQeOMt7pwiv3ZK13wVBbg3NlzvHjxgjgRRZw5ymbdQo2P8PL0xtvbmyFDhhAcHMz4iT/Q9uOWDPl0MFevXmXN2jUymJKkP+nZsycKlZauy01EJ/7xTJ1kFAxabyQoEn755Rc0Gg21Ctu+TahVCirnM7N3zy42b97Mx927ULkgnPxeR7caGqoUVjOokZazP+jwsItj8KCBlu8ajUY6d+pIlSpVOLxrOfaxR7lwdB316tWjcaMGxMfHp9ifyWRi69at9OrVi65duzJlyhQ5s8HfJBN7ZgzZQpWGMrOFymw2c+DAAfbv34/JZKJSpUo0a9YMtTplNzkhBFOnTmXc2HGEhf8xiWrtWrWZM3cO+fPnt9puq1at2Lp1G26qfLioc6FAQYzxKVHm+5QqU5IjRw5jZ2dHSEgIvr6+eClKkF1TPMU+H+oPo3SLp02b1qxbtw4R4UAJu0Y2j+eZ8TZ39EdYsGABw4cNRxvvQhltQ6t5+MJMwZxL2s7X337NN998k9pTKEn/Kfv27eOjFs1RmPU0KSawUyvYeUvBy1gzc+fOpWfPnuT08aK1fxiT29vubltjgp4T9/64hZwc68CH+VOODFl6xECP2YkEBASQO3duRo0axeTJk/h1iAsdatijVCoQQrDzbBIdJ0bRtn0XFi1aZPl+YGAgjRs14PqNWxTN64ibk5Lzt+JQqTUsXryUtm3bptjny5cvWbBgAZs3bSA+Pg7/4h/Qp09fqlatmgZnL/UysoXKTuObJi1UiYYg2UL1GjKgSkOv+oEkJiayYcMGbty4gaOjIx999BFFixZ95XYiIiKYNm0a8+fPJyQkhKxZs/Lxxx8zZMgQvLy8UpR/+PAhTZo05datm2g19igUCpL08eTIkZOtW7dQunRpq/JfffUV48aNw1Htg6MmJyqFlkRTOPHmQJxd7Dh3/pylv9Hu3btp2LAhOXQVcFZb92NKMIUTmHSYWbNm0bJlS3755RfG/zCeD+zboVboUp4f0zPuJu21/LdO4UQFu442Rwk90J8m2vExkZERHDhwgCZNmqIyafChIDqlI+HmYEKMD6lRowY7d+1Ep0u5P0mSXu/JkyfMnTuX/Xt3YzQaqFi5Gn379qVIkeS+iUOGDGHFopnc+UGJi7317/T6EzOlvjVQuXJlHj58yIvQZyQsd7L5ew4INVNgUBzlypWjZMmSLF+2hAFNtfzwccob8y+bY/l8YRyBgUFkz54do9HIByX8iY8KZPkYHz4s5gDAiwgjw6Y+Y/3BaI4fP0GFChUs27h69Sp169YiKiqSxjWykjWLmoOno7n/KIYRI0YwadKkTB+dKAOq948MqNKQrR/I9u3b6dq1KxEREWg0WsxmMyaTkRYtWrBs2TKcnJysthESEkLlylV4/PgxmHUoFBoERlAkki1bNk6cOG41W3xsbCzFivkT8uwFWqUPaqUjCoUCozmeJNNTHBzVXL9+3ZKKIDAwkDx58uCkzo2LNo/Vvk1CT5j+Ap27tGfBggUYjUY++ugjDu45ga+mps0L0JPEE8SZQy05SpSoKO1gu79TgjmKG4mb6dSpE7lz52bcuHEU1dbFU53XqpxeJHDBsJ4+/XsxdepUAG7evMlPP/3EurXriI+Pp2DBgvTr349PPvlEzr8nSekkICCAUiVLUNQrkVmdFfjnVCKE4PBtQc/FAgeP3Fy6fI21a9fSrVs3ns51xNM15Y372C0jNcckWC27NjcbhX01KcpGxJjxbBdCu3btaNSoEffv3+f777/n9ML8lC5sb1XWaBSU6RZA0VL1WL9hI5DcRaFAgbxkcYpl06zieGdLftgymwWzlgfx2cR7LFu2jM6dbV+nMkpGBlQ6dY40CaiSjMEyoHoNGVClob/+QE6fPk3VqlUxmxUIoUGhUP42UsKIUmmkQYMGbN++3WobLVq0YMeOXSjxQPmn11tCmDATRrkPy3DixAnL8jlz5tCvXz+cdYVRKa1baczCSJz+DsOGD2X48OFERkby888/M3/eArzsK1lt33IM+gBiDAG4ubkREREBKHBV+5FdV8bmMb/U3+Kl4RYgcHNzIzIykiJ2TXBUeqQoG2q4wxPjWYKeJD95NmvWjN079+CnKoO3ujAqNISbAnkszqN1UXDp0sUUWaAlScpYp0+fpnWrFgQ/fU4+Ly2JBkFwuIHSpUqwect2fH19CQ8PJ0eO7IxoDKPbWF+HhBB0+CWJE4/c+Hb09xw4cIB169YRsNSLnFlTvh7UGwSOzZ9ZLfPPp+PisoI26zdl5Qu+nB3K6NFj8PDw4NatW0yfPp0LW8pTJL9TivIf9b1KaHR2Ll66koqzknoZGVBp1dnTJKDSG5/JgOo1ZB6qdPTdd98BCoTQWlp3kv9fg9kMO3bs4Pz585QtWxaAx48fs3XrVlQKN5Qq638ahUIFZidOnjzJ119/jaurK7GxsSxcuBC10jlFMAWgVKhRKlyYNGkSkyZNsixXKxxtBlMAGqUzQojfgikAgd4cY7MsgEHEkidPHm7fvoVSqSSXrx/PXl4ir6YmSoXqT+USeMFNGjdpgo+PDwDr1q1jwIABLF68hAcJp0nO5CsoU7osy1csk8GUJL0FKlSowMOAQDZv3szZs2dRq9XUr1+fGjVqWK5r7u7uDB48lB9+nISjDvrU1eJsr+B5pJnxm/WsP21g8eIf6datG02aNGHjxg1sP5NIn8aOKfa342xy2pPGjRuj1+s5e/YsWV2Nr6yfh4sKk8nM119/bVlWKK+DzWAKoG2jbPzv86tERUXh6uqamlPzzkiLLOcyU/qbyRaqNPTnJw6FQvHbj1WLQpGyWTs5L0g8jo4OaLVaEhISSExMvpDo1NlR2Ah4hBAkGZ+kWK5VueOoy2WzTgmGEBINIQCWp4rYmHiyO1RJDtL+IkYfSKzpIadOncLPz4+9e/fSpUsX/OxqYq9ytyprMMfxKGk/34/9jlGjRgGwd+9emjRugk7hSlZFQbQKZ+LMLwnjDs6uDpw+c8rqlSUkv+bcu3cvSUlJlCpVyhJgSpL07jCZTL/lnZuOTqPA201N0EsDKrWa8eMnMmTIEEvZ1q1acuLwDg5OdKNAjj+udU/DTNQZFYmXX2mOHT8JwNixY5nwwxgebSmIq1PKa1anrwM5dFlJs+YfERERwenTp3F3iuHc5vI267lmewgfj7xBREQEbm5uaXoO/omMbKHSqLzSpIXKYHouW6heQwZUaejPP5C4uDh8fHxQKOxsBkcAZnMckPL0a9XeKG0GYSaSjE8pW7YsRYoUwcnJiSNHjnD3zkOctIVs9nGK0z+kdNmiHD9+HJVKxd27dylUqBBu2oI4af8yqaowEqa/wEetmrBq1SoguT9ChQoVuXHtFh7KYjirc6JAQazpGWHmm2TzcuXylcu4u/8RbJ0+fZpvv/mWvfuSO6BrNVratmvL2LFj8fPz+9vnU5Kkd8+TJ09YvXo1L168wM/Pj/bt21tdHwCeP39OjepVCHwcQLtqOkrm03DniZEVh5Jwds3K4SPHLfNrPnv2DD+/XHRt6MLMz3xQKv+4zu0/G0PT4Y+ZMmUqgwYNAmDp0qV069aNqzsrkt/PIUX92g26RkCIB1ev3cjUjukZGVCpVdnSJKAyml7IgOo1ZECVhv78A7G3t8fDw4OYmESUNl7HJZ/2BAYPHkTv3r2xt7fHZDJRvHhxkhJVaFRuKb5jNEWDMo6goCC8vb0BOHHiBFWqVMFekwM7TTar8npjFHH6AFauXGk1d13v3r2ZP/9XnNR+OGlyoFRoSTJFEGsKQKUxcPbcWatRiOHh4XTt0pUdO3egUChRoMAsTFSsWJFVq1a9Mkh6+fIlEREReHt74+zs/C/OqCRJ76vIyEhmzJjBwgXzeBL8DM9sHnTt1oPBgwenGM28cOFCevbsSalCjnRr7IKbs4rdJ2NYdzCaunXqsmXrNjSa5IfQxMRE8uTJRe7sRjbMLE4W1+TlQgiWbnpG369vMX/+fHr27Jnhx/xnGRlQqZTuaRJQmczhMqB6HSGlmaioKAGIqKgoIYQQQ4cOFSqVWigUDkKpdLJ8FApHARqh0WhEaGio1TZGjhwpFAql0KjchU6dU9hpfIVOnVNoVFmFUqkSPXr0SLHfAQMGCEBo1VmEozaPcNLlFTq1h1AolKJ58+bCaDRalTcYDGLEiBFCp9MJkpvIBCCKFCkqzp49+8rju3Pnjpg9e7aYMWOGuHjxYhqcMUmSpL/nwIEDokH9ekKhUAhA5MubW/z0009Cr9enKHvmzBnh5uYinJ20olsrHzGip58oWdRNAKJXr17CbDZnwhFY++v9Ij33oVK6C7Uqa6o+KqV7utf3XSdbqNLQX584wsPDKV++PI8ePcJkUgIqQKBQmDCbkycp7devn9U2DAYDXbt2ZfXq1Wg0dpiMClQqgcGYSIMGDdi4cSP29tZDh4UQzJs3j0mTfuThwwcAZM/uw6BBAxkxYoTN5J6QnO9q9+7dv6VeKEbFihUzPTeLJEnS6+j1evR6PY6Ojq+9XgUHBzN79mw2b1pPfHw8/v4l6NO3Hw0bNnwrrnMZ20KVJdXHLITAZI6QLVSvIQOqNGTrB/Ly5Uu++uorlixZSmJich6W4sWLM3r0aFq2bGlzO0IITp06xaJFiyyv97p27UrNmrZzQf35e0+ePMFkMuHr64tKlbIDpyRJkpT5MjKgUipc0ySgMosoGVC9hgyo0tDrfiCxsbE8fvwYJycncuXK9VY8IUmSJEmZQwZU7x+ZhyqDODk5UaxYscyuhiRJkvQfkzyxcSoDKhsj0iVrMqCSJEmSpPda6gMqWyl+JGupG0cpSZIkSZIkyRYqSZIkSXqviTRooZLdrd9IBlSSJEmS9B6TfagyhgyoJEmSJOm9JvtQZQTZh0qSJEmSpDQ3a9Ys8uTJg52dHWXKlOHYsWOvLX/kyBHKlCmDnZ0defPmZc6cORlU07QhAypJkiRJeq+J5D5Qqfn8wxaqNWvWMGTIEL788ksuXbpE1apVadiwIYGBgTbLBwQE0KhRI6pWrcqlS5f44osvGDRoEBs2bEiD488YMrFnGsqIRG2SJEnSuy8jE3smT3uWFq/8TH+7vuXLl6d06dLMnj3bsqxIkSK0aNGC8ePHpyg/cuRItm7dyq1btyzL+vTpw5UrVzh16lQq654xZB+qNPR7bBodHZ3JNZEkSZLeZr/fJzKuTSNt9vPX+5tOp0On01kt0+v1XLhwgc8//9xqeb169Th58qTN7Z46dYp69epZLatfvz4LFizAYDCg0WjSoPbpSwZUaSgmJgYAX1/fTK6JJEmS9C6IiYn5rRUp7Wm1Wry9vQkJCUmT7Tk5OaW4v3377beMHj3aatnLly8xmUx4eXlZLffy8nplXUJCQmyWNxqNvHz5kuzZs6f+ANKZDKjSkI+PD0FBQTg7O8u5+v6m6OhofH19CQoKkq9J/yV5DlNPnsPUk+fwnxFCEBMTg4+PT7rtw87OjoCAAPR6fZpsTwiR4t7219apP/trWVvff1N5W8vfVjKgSkNKpZKcOXNmdjXeSS4uLvIinEryHKaePIepJ8/h35deLVN/Zmdnh52dXbrv58+yZs2KSqVK0RoVGhqaohXqd7Za0kJDQ1Gr1Xh4eKRbXdOSHOUnSZIkSVKa0Wq1lClThn379lkt37dvH5UqVbL5nYoVK6Yov3fvXsqWLftO9J8CGVBJkiRJkpTGhg0bxq+//srChQu5desWQ4cOJTAwkD59+gAwatQounbtainfp08fHj9+zLBhw7h16xYLFy5kwYIFjBgxIrMO4R+Tr/ykTKXT6fj2229f+x5eej15DlNPnsPUk+dQ+rN27doRFhbGd999x7Nnz/D392fnzp34+fkB8OzZM6ucVHny5GHnzp0MHTqUmTNn4uPjw7Rp02jVqlVmHcI/JvNQSZIkSZIkpZJ85SdJkiRJkpRKMqCSJEmSJElKJRlQSZIkSZIkpZIMqCRJkiRJklJJBlTS3zZ+/HjKlSuHs7Mznp6etGjRgjt37liVEUIwevRofHx8sLe3p0aNGty4ccOqTFJSEgMHDiRr1qw4OjrSrFkznjx5YlUmIiKCLl264OrqiqurK126dCEyMtKqTGBgIE2bNsXR0ZGsWbMyaNCgNMsInFHGjx+PQqFgyJAhlmXyHL5ZcHAwnTt3xsPDAwcHB0qWLMmFCxcs6+U5fD2j0chXX31Fnjx5sLe3J2/evHz33XeYzWZLGXkOJekfEpL0N9WvX18sWrRIXL9+XVy+fFk0btxY5MqVS8TGxlrKTJgwQTg7O4sNGzaIa9euiXbt2ons2bOL6OhoS5k+ffqIHDlyiH379omLFy+KmjVrig8++EAYjUZLmQYNGgh/f39x8uRJcfLkSeHv7y+aNGliWW80GoW/v7+oWbOmuHjxoti3b5/w8fERAwYMyJiTkQbOnj0rcufOLUqUKCEGDx5sWS7P4euFh4cLPz8/0b17d3HmzBkREBAg9u/fL+7fv28pI8/h640dO1Z4eHiI7du3i4CAALFu3Trh5OQkpk6daikjz6Ek/TMyoJL+tdDQUAGII0eOCCGEMJvNwtvbW0yYMMFSJjExUbi6uoo5c+YIIYSIjIwUGo1GrF692lImODhYKJVKsXv3biGEEDdv3hSAOH36tKXMqVOnBCBu374thBBi586dQqlUiuDgYEuZVatWCZ1OJ6KiotLvoNNITEyMKFCggNi3b5+oXr26JaCS5/DNRo4cKapUqfLK9fIcvlnjxo1Fjx49rJa1bNlSdO7cWQghz6Ek/RvylZ/0r0VFRQHg7u4OQEBAACEhIdSrV89SRqfTUb16dU6ePAnAhQsXMBgMVmV8fHzw9/e3lDl16hSurq6UL1/eUqZChQq4urpalfH397eaWLR+/fokJSVZvfp5W/Xv35/GjRtTp04dq+XyHL7Z1q1bKVu2LG3atMHT05NSpUoxf/58y3p5Dt+sSpUqHDhwgLt37wJw5coVjh8/TqNGjQB5DiXp35CZ0qV/RQjBsGHDqFKlCv7+/gCWiS3/Ovmll5cXjx8/tpTRarVkyZIlRZnfvx8SEoKnp2eKfXp6elqV+et+smTJglarTTHB5ttm9erVXLx4kXPnzqVYJ8/hmz18+JDZs2czbNgwvvjiC86ePcugQYPQ6XR07dpVnsO/YeTIkURFRVG4cGFUKhUmk4lx48bRoUMHQP4dStK/IQMq6V8ZMGAAV69e5fjx4ynWKRQKq/8WQqRY9ld/LWOr/L8p87YJCgpi8ODB7N2797UzwMtz+Gpms5myZcvyww8/AFCqVClu3LjB7NmzreYGk+fw1dasWcPy5ctZuXIlxYoV4/LlywwZMgQfHx+6detmKSfPoST9ffKVn/SPDRw4kK1bt3Lo0CFy5sxpWe7t7Q2Q4qkyNDTU8gTq7e2NXq8nIiLitWWeP3+eYr8vXrywKvPX/URERGAwGFI87b5NLly4QGhoKGXKlEGtVqNWqzly5AjTpk1DrVZb6i7P4atlz56dokWLWi0rUqSIZV4w+Xf4Zp9++imff/457du3p3jx4nTp0oWhQ4cyfvx4QJ5DSfo3ZEAl/W1CCAYMGMDGjRs5ePAgefLksVqfJ08evL292bdvn2WZXq/nyJEjVKpUCYAyZcqg0Wisyjx79ozr169bylSsWJGoqCjOnj1rKXPmzBmioqKsyly/fp1nz55ZyuzduxedTkeZMmXS/uDTSO3atbl27RqXL1+2fMqWLUunTp24fPkyefPmlefwDSpXrpwiXcfdu3ctk67Kv8M3i4+PR6m0vvyrVCpL2gR5DiXpX8joXvDSu6tv377C1dVVHD58WDx79szyiY+Pt5SZMGGCcHV1FRs3bhTXrl0THTp0sDnUOmfOnGL//v3i4sWLolatWjaHWpcoUUKcOnVKnDp1ShQvXtzmUOvatWuLixcviv3794ucOXO+k0Ot/zzKTwh5Dt/k7NmzQq1Wi3Hjxol79+6JFStWCAcHB7F8+XJLGXkOX69bt24iR44clrQJGzduFFmzZhWfffaZpYw8h5L0z8iASvrbAJufRYsWWcqYzWbx7bffCm9vb6HT6US1atXEtWvXrLaTkJAgBgwYINzd3YW9vb1o0qSJCAwMtCoTFhYmOnXqJJydnYWzs7Po1KmTiIiIsCrz+PFj0bhxY2Fvby/c3d3FgAEDRGJiYnodfrr5a0Alz+Gbbdu2Tfj7+wudTicKFy4s5s2bZ7VensPXi46OFoMHDxa5cuUSdnZ2Im/evOLLL78USUlJljLyHErSP6MQQojMbCGTJEmSJEl618k+VJIkSZIkSakkAypJkiRJkqRUkgGVJEmSJElSKsmASpIkSZIkKZVkQCVJkiRJkpRKMqCSJEmSJElKJRlQSZIkSZIkpZIMqCRJkiRJklJJBlSSJKU5k8lEpUqVaNWqldXyqKgofH19+eqrrzKpZpIkSelDZkqXJCld3Lt3j5IlSzJv3jw6deoEQNeuXbly5Qrnzp1Dq9Vmcg0lSZLSjgyoJElKN9OmTWP06NFcv36dc+fO0aZNG86ePUvJkiUzu2qSJElpSgZUkiSlGyEEtWrVQqVSce3aNQYOHChf90mS9F6SAZUkSenq9u3bFClShOLFi3Px4kXUanVmV0mSJCnNyU7pkiSlq4ULF+Lg4EBAQABPnjzJ7OpIkiSlC9lCJUlSujl16hTVqlVj165dTJo0CZPJxP79+1EoFJldNUmSpDQlW6gkSUoXCQkJdOvWjd69e1OnTh1+/fVXzp07x9y5czO7apIkSWlOBlSSJKWLzz//HLPZzMSJEwHIlSsXP/30E59++imPHj3K3MpJkiSlMfnKT5KkNHfkyBFq167N4cOHqVKlitW6+vXrYzQa5as/SZLeKzKgkiRJkiRJSiX5yk+SJEmSJCmVZEAlSZIkSZKUSjKgkiRJkiRJSiUZUEmSJEmSJKWSDKgkSZIkSZJSSQZUkiRJkiRJqSQDKkmSJEmSpFSSAZUkSZIkSVIqyYBKkiRJkiQplWRAJUmSJEmSlEoyoJIkSZIkSUolGVBJkiRJkiSl0v8Be8OAwtBFKxQAAAAASUVORK5CYII=", "text/plain": [ "
" ] @@ -231,14 +231,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "WARNING: Sampling of velocities should normally be done using fieldset.UV or fieldset.UVW object; tread carefully\n", "0it [00:00, ?it/s]\n" ] } @@ -265,7 +264,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -298,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -344,7 +343,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -367,7 +366,14 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in WriteOnce.zarr.\n", - "100%|██████████| 86400.0/86400.0 [00:01<00:00, 47197.59it/s] \n" + " 0%| | 0/86400.0 [00:00" ] diff --git a/docs/examples/tutorial_timestamps.ipynb b/docs/examples/tutorial_timestamps.ipynb index 28f3cc709e..08168be733 100644 --- a/docs/examples/tutorial_timestamps.ipynb +++ b/docs/examples/tutorial_timestamps.ipynb @@ -53,10 +53,10 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\asche\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\field.py:502: FileWarning: File C:\\Users\\asche\\AppData\\Local\\parcels\\parcels\\Cache\\WOA_data\\woa18_decav_t01_04.nc could not be decoded properly by xarray (version 2024.6.0). It will be opened with no decoding. Filling values might be wrongly parsed.\n", + "/Users/erik/Codes/ParcelsCode/parcels/field.py:608: FileWarning: File /Users/erik/Library/Caches/parcels/WOA_data/woa18_decav_t10_04.nc could not be decoded properly by xarray (version 2023.6.0). It will be opened with no decoding. Filling values might be wrongly parsed.\n", " with _grid_fb_class(\n", - "C:\\Users\\asche\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\field.py:330: FileWarning: File C:\\Users\\asche\\AppData\\Local\\parcels\\parcels\\Cache\\WOA_data\\woa18_decav_t01_04.nc could not be decoded properly by xarray (version 2024.6.0). It will be opened with no decoding. Filling values might be wrongly parsed.\n", - " with _grid_fb_class(\n" + "/Users/erik/Codes/ParcelsCode/parcels/field.py:436: FileWarning: File /Users/erik/Library/Caches/parcels/WOA_data/woa18_decav_t10_04.nc could not be decoded properly by xarray (version 2023.6.0). It will be opened with no decoding. Filling values might be wrongly parsed.\n", + " with _grid_fb_class(fname, dimensions, indices, netcdf_engine=netcdf_engine) as filebuffer:\n" ] }, { @@ -64,42 +64,42 @@ "evalue": "Xarray could not convert the calendar. If you're using from_netcdf, try using the timestamps keyword in the construction of your Field. See also the tutorial at https://docs.oceanparcels.org/en/latest/examples/tutorial_timestamps.html", "output_type": "error", "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mKeyError\u001b[0m Traceback (most recent call last)", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:322\u001b[0m, in \u001b[0;36mdecode_cf_datetime\u001b[1;34m(num_dates, units, calendar, use_cftime)\u001b[0m\n\u001b[0;32m 321\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 322\u001b[0m dates \u001b[38;5;241m=\u001b[39m \u001b[43m_decode_datetime_with_pandas\u001b[49m\u001b[43m(\u001b[49m\u001b[43mflat_num_dates\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43munits\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcalendar\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 323\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (\u001b[38;5;167;01mKeyError\u001b[39;00m, OutOfBoundsDatetime, OutOfBoundsTimedelta, \u001b[38;5;167;01mOverflowError\u001b[39;00m):\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:256\u001b[0m, in \u001b[0;36m_decode_datetime_with_pandas\u001b[1;34m(flat_num_dates, units, calendar)\u001b[0m\n\u001b[0;32m 255\u001b[0m time_units, ref_date \u001b[38;5;241m=\u001b[39m _unpack_netcdf_time_units(units)\n\u001b[1;32m--> 256\u001b[0m time_units \u001b[38;5;241m=\u001b[39m \u001b[43m_netcdf_to_numpy_timeunit\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtime_units\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 257\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m 258\u001b[0m \u001b[38;5;66;03m# TODO: the strict enforcement of nanosecond precision Timestamps can be\u001b[39;00m\n\u001b[0;32m 259\u001b[0m \u001b[38;5;66;03m# relaxed when addressing GitHub issue #7493.\u001b[39;00m\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:118\u001b[0m, in \u001b[0;36m_netcdf_to_numpy_timeunit\u001b[1;34m(units)\u001b[0m\n\u001b[0;32m 117\u001b[0m units \u001b[38;5;241m=\u001b[39m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00munits\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124ms\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m--> 118\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m{\u001b[49m\n\u001b[0;32m 119\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mnanoseconds\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mns\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 120\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mmicroseconds\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mus\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 121\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mmilliseconds\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mms\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 122\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mseconds\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43ms\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 123\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mminutes\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mm\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 124\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mhours\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mh\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 125\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mdays\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mD\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 126\u001b[0m \u001b[43m\u001b[49m\u001b[43m}\u001b[49m\u001b[43m[\u001b[49m\u001b[43munits\u001b[49m\u001b[43m]\u001b[49m\n", - "\u001b[1;31mKeyError\u001b[0m: 'months'", + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:289\u001b[0m, in \u001b[0;36mdecode_cf_datetime\u001b[0;34m(num_dates, units, calendar, use_cftime)\u001b[0m\n\u001b[1;32m 288\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 289\u001b[0m dates \u001b[38;5;241m=\u001b[39m _decode_datetime_with_pandas(flat_num_dates, units, calendar)\n\u001b[1;32m 290\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (\u001b[38;5;167;01mKeyError\u001b[39;00m, OutOfBoundsDatetime, OutOfBoundsTimedelta, \u001b[38;5;167;01mOverflowError\u001b[39;00m):\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:226\u001b[0m, in \u001b[0;36m_decode_datetime_with_pandas\u001b[0;34m(flat_num_dates, units, calendar)\u001b[0m\n\u001b[1;32m 225\u001b[0m delta, ref_date \u001b[38;5;241m=\u001b[39m _unpack_netcdf_time_units(units)\n\u001b[0;32m--> 226\u001b[0m delta \u001b[38;5;241m=\u001b[39m _netcdf_to_numpy_timeunit(delta)\n\u001b[1;32m 227\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m 228\u001b[0m \u001b[38;5;66;03m# TODO: the strict enforcement of nanosecond precision Timestamps can be\u001b[39;00m\n\u001b[1;32m 229\u001b[0m \u001b[38;5;66;03m# relaxed when addressing GitHub issue #7493.\u001b[39;00m\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:114\u001b[0m, in \u001b[0;36m_netcdf_to_numpy_timeunit\u001b[0;34m(units)\u001b[0m\n\u001b[1;32m 113\u001b[0m units \u001b[38;5;241m=\u001b[39m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00munits\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124ms\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m--> 114\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m {\n\u001b[1;32m 115\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mnanoseconds\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mns\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 116\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmicroseconds\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mus\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 117\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmilliseconds\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mms\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 118\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mseconds\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124ms\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 119\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mminutes\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mm\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 120\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mhours\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mh\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 121\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdays\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mD\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 122\u001b[0m }[units]\n", + "\u001b[0;31mKeyError\u001b[0m: 'months'", "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:216\u001b[0m, in \u001b[0;36m_decode_cf_datetime_dtype\u001b[1;34m(data, units, calendar, use_cftime)\u001b[0m\n\u001b[0;32m 215\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 216\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[43mdecode_cf_datetime\u001b[49m\u001b[43m(\u001b[49m\u001b[43mexample_value\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43munits\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcalendar\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43muse_cftime\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 217\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m:\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:324\u001b[0m, in \u001b[0;36mdecode_cf_datetime\u001b[1;34m(num_dates, units, calendar, use_cftime)\u001b[0m\n\u001b[0;32m 323\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (\u001b[38;5;167;01mKeyError\u001b[39;00m, OutOfBoundsDatetime, OutOfBoundsTimedelta, \u001b[38;5;167;01mOverflowError\u001b[39;00m):\n\u001b[1;32m--> 324\u001b[0m dates \u001b[38;5;241m=\u001b[39m \u001b[43m_decode_datetime_with_cftime\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 325\u001b[0m \u001b[43m \u001b[49m\u001b[43mflat_num_dates\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mastype\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mfloat\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43munits\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcalendar\u001b[49m\n\u001b[0;32m 326\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 328\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m (\n\u001b[0;32m 329\u001b[0m dates[np\u001b[38;5;241m.\u001b[39mnanargmin(num_dates)]\u001b[38;5;241m.\u001b[39myear \u001b[38;5;241m<\u001b[39m \u001b[38;5;241m1678\u001b[39m\n\u001b[0;32m 330\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m dates[np\u001b[38;5;241m.\u001b[39mnanargmax(num_dates)]\u001b[38;5;241m.\u001b[39myear \u001b[38;5;241m>\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;241m2262\u001b[39m\n\u001b[0;32m 331\u001b[0m ):\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:240\u001b[0m, in \u001b[0;36m_decode_datetime_with_cftime\u001b[1;34m(num_dates, units, calendar)\u001b[0m\n\u001b[0;32m 238\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m num_dates\u001b[38;5;241m.\u001b[39msize \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[0;32m 239\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m np\u001b[38;5;241m.\u001b[39masarray(\n\u001b[1;32m--> 240\u001b[0m \u001b[43mcftime\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mnum2date\u001b[49m\u001b[43m(\u001b[49m\u001b[43mnum_dates\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43munits\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcalendar\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43monly_use_cftime_datetimes\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[0;32m 241\u001b[0m )\n\u001b[0;32m 242\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n", - "File \u001b[1;32msrc\\\\cftime\\\\_cftime.pyx:587\u001b[0m, in \u001b[0;36mcftime._cftime.num2date\u001b[1;34m()\u001b[0m\n", - "File \u001b[1;32msrc\\\\cftime\\\\_cftime.pyx:101\u001b[0m, in \u001b[0;36mcftime._cftime._dateparse\u001b[1;34m()\u001b[0m\n", - "\u001b[1;31mValueError\u001b[0m: 'months since' units only allowed for '360_day' calendar", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:186\u001b[0m, in \u001b[0;36m_decode_cf_datetime_dtype\u001b[0;34m(data, units, calendar, use_cftime)\u001b[0m\n\u001b[1;32m 185\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 186\u001b[0m result \u001b[38;5;241m=\u001b[39m decode_cf_datetime(example_value, units, calendar, use_cftime)\n\u001b[1;32m 187\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m:\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:291\u001b[0m, in \u001b[0;36mdecode_cf_datetime\u001b[0;34m(num_dates, units, calendar, use_cftime)\u001b[0m\n\u001b[1;32m 290\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m (\u001b[38;5;167;01mKeyError\u001b[39;00m, OutOfBoundsDatetime, OutOfBoundsTimedelta, \u001b[38;5;167;01mOverflowError\u001b[39;00m):\n\u001b[0;32m--> 291\u001b[0m dates \u001b[38;5;241m=\u001b[39m _decode_datetime_with_cftime(\n\u001b[1;32m 292\u001b[0m flat_num_dates\u001b[38;5;241m.\u001b[39mastype(\u001b[38;5;28mfloat\u001b[39m), units, calendar\n\u001b[1;32m 293\u001b[0m )\n\u001b[1;32m 295\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m (\n\u001b[1;32m 296\u001b[0m dates[np\u001b[38;5;241m.\u001b[39mnanargmin(num_dates)]\u001b[38;5;241m.\u001b[39myear \u001b[38;5;241m<\u001b[39m \u001b[38;5;241m1678\u001b[39m\n\u001b[1;32m 297\u001b[0m \u001b[38;5;129;01mor\u001b[39;00m dates[np\u001b[38;5;241m.\u001b[39mnanargmax(num_dates)]\u001b[38;5;241m.\u001b[39myear \u001b[38;5;241m>\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;241m2262\u001b[39m\n\u001b[1;32m 298\u001b[0m ):\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:210\u001b[0m, in \u001b[0;36m_decode_datetime_with_cftime\u001b[0;34m(num_dates, units, calendar)\u001b[0m\n\u001b[1;32m 208\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m num_dates\u001b[38;5;241m.\u001b[39msize \u001b[38;5;241m>\u001b[39m \u001b[38;5;241m0\u001b[39m:\n\u001b[1;32m 209\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m np\u001b[38;5;241m.\u001b[39masarray(\n\u001b[0;32m--> 210\u001b[0m cftime\u001b[38;5;241m.\u001b[39mnum2date(num_dates, units, calendar, only_use_cftime_datetimes\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n\u001b[1;32m 211\u001b[0m )\n\u001b[1;32m 212\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n", + "File \u001b[0;32msrc/cftime/_cftime.pyx:580\u001b[0m, in \u001b[0;36mcftime._cftime.num2date\u001b[0;34m()\u001b[0m\n", + "File \u001b[0;32msrc/cftime/_cftime.pyx:98\u001b[0m, in \u001b[0;36mcftime._cftime._dateparse\u001b[0;34m()\u001b[0m\n", + "\u001b[0;31mValueError\u001b[0m: 'months since' units only allowed for '360_day' calendar", "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\conventions.py:440\u001b[0m, in \u001b[0;36mdecode_cf_variables\u001b[1;34m(variables, attributes, concat_characters, mask_and_scale, decode_times, decode_coords, drop_variables, use_cftime, decode_timedelta)\u001b[0m\n\u001b[0;32m 439\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 440\u001b[0m new_vars[k] \u001b[38;5;241m=\u001b[39m \u001b[43mdecode_cf_variable\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 441\u001b[0m \u001b[43m \u001b[49m\u001b[43mk\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 442\u001b[0m \u001b[43m \u001b[49m\u001b[43mv\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 443\u001b[0m \u001b[43m \u001b[49m\u001b[43mconcat_characters\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mconcat_characters\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 444\u001b[0m \u001b[43m \u001b[49m\u001b[43mmask_and_scale\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mmask_and_scale\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 445\u001b[0m \u001b[43m \u001b[49m\u001b[43mdecode_times\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdecode_times\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 446\u001b[0m \u001b[43m \u001b[49m\u001b[43mstack_char_dim\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mstack_char_dim\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 447\u001b[0m \u001b[43m \u001b[49m\u001b[43muse_cftime\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43muse_cftime\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 448\u001b[0m \u001b[43m \u001b[49m\u001b[43mdecode_timedelta\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdecode_timedelta\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 449\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 450\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\conventions.py:291\u001b[0m, in \u001b[0;36mdecode_cf_variable\u001b[1;34m(name, var, concat_characters, mask_and_scale, decode_times, decode_endianness, stack_char_dim, use_cftime, decode_timedelta)\u001b[0m\n\u001b[0;32m 290\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m decode_times:\n\u001b[1;32m--> 291\u001b[0m var \u001b[38;5;241m=\u001b[39m \u001b[43mtimes\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mCFDatetimeCoder\u001b[49m\u001b[43m(\u001b[49m\u001b[43muse_cftime\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43muse_cftime\u001b[49m\u001b[43m)\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdecode\u001b[49m\u001b[43m(\u001b[49m\u001b[43mvar\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mname\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mname\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 293\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m decode_endianness \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m var\u001b[38;5;241m.\u001b[39mdtype\u001b[38;5;241m.\u001b[39misnative:\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:987\u001b[0m, in \u001b[0;36mCFDatetimeCoder.decode\u001b[1;34m(self, variable, name)\u001b[0m\n\u001b[0;32m 986\u001b[0m calendar \u001b[38;5;241m=\u001b[39m pop_to(attrs, encoding, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcalendar\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m--> 987\u001b[0m dtype \u001b[38;5;241m=\u001b[39m \u001b[43m_decode_cf_datetime_dtype\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdata\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43munits\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mcalendar\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43muse_cftime\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 988\u001b[0m transform \u001b[38;5;241m=\u001b[39m partial(\n\u001b[0;32m 989\u001b[0m decode_cf_datetime,\n\u001b[0;32m 990\u001b[0m units\u001b[38;5;241m=\u001b[39munits,\n\u001b[0;32m 991\u001b[0m calendar\u001b[38;5;241m=\u001b[39mcalendar,\n\u001b[0;32m 992\u001b[0m use_cftime\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39muse_cftime,\n\u001b[0;32m 993\u001b[0m )\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\coding\\times.py:226\u001b[0m, in \u001b[0;36m_decode_cf_datetime_dtype\u001b[1;34m(data, units, calendar, use_cftime)\u001b[0m\n\u001b[0;32m 221\u001b[0m msg \u001b[38;5;241m=\u001b[39m (\n\u001b[0;32m 222\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124munable to decode time units \u001b[39m\u001b[38;5;132;01m{\u001b[39;00munits\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m with \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mcalendar_msg\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m. Try \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 223\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mopening your dataset with decode_times=False or installing cftime \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 224\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mif it is not installed.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 225\u001b[0m )\n\u001b[1;32m--> 226\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(msg)\n\u001b[0;32m 227\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n", - "\u001b[1;31mValueError\u001b[0m: unable to decode time units 'months since 1955-01-01 00:00:00' with 'the default calendar'. Try opening your dataset with decode_times=False or installing cftime if it is not installed.", - "\nThe above exception was the direct cause of the following exception:\n", - "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", - "File \u001b[1;32m~\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\tools\\converters.py:281\u001b[0m, in \u001b[0;36mconvert_xarray_time_units\u001b[1;34m(ds, time)\u001b[0m\n\u001b[0;32m 280\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m--> 281\u001b[0m da2 \u001b[38;5;241m=\u001b[39m \u001b[43mxr\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdecode_cf\u001b[49m\u001b[43m(\u001b[49m\u001b[43mda2\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 282\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m:\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\conventions.py:581\u001b[0m, in \u001b[0;36mdecode_cf\u001b[1;34m(obj, concat_characters, mask_and_scale, decode_times, decode_coords, drop_variables, use_cftime, decode_timedelta)\u001b[0m\n\u001b[0;32m 579\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcan only decode Dataset or DataStore objects\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m--> 581\u001b[0m \u001b[38;5;28mvars\u001b[39m, attrs, coord_names \u001b[38;5;241m=\u001b[39m \u001b[43mdecode_cf_variables\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 582\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43mvars\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 583\u001b[0m \u001b[43m \u001b[49m\u001b[43mattrs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 584\u001b[0m \u001b[43m \u001b[49m\u001b[43mconcat_characters\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 585\u001b[0m \u001b[43m \u001b[49m\u001b[43mmask_and_scale\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 586\u001b[0m \u001b[43m \u001b[49m\u001b[43mdecode_times\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 587\u001b[0m \u001b[43m \u001b[49m\u001b[43mdecode_coords\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 588\u001b[0m \u001b[43m \u001b[49m\u001b[43mdrop_variables\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdrop_variables\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 589\u001b[0m \u001b[43m \u001b[49m\u001b[43muse_cftime\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43muse_cftime\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 590\u001b[0m \u001b[43m \u001b[49m\u001b[43mdecode_timedelta\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[43mdecode_timedelta\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 591\u001b[0m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 592\u001b[0m ds \u001b[38;5;241m=\u001b[39m Dataset(\u001b[38;5;28mvars\u001b[39m, attrs\u001b[38;5;241m=\u001b[39mattrs)\n", - "File \u001b[1;32mc:\\Users\\asche\\miniconda3\\envs\\parcels_dev\\Lib\\site-packages\\xarray\\conventions.py:451\u001b[0m, in \u001b[0;36mdecode_cf_variables\u001b[1;34m(variables, attributes, concat_characters, mask_and_scale, decode_times, decode_coords, drop_variables, use_cftime, decode_timedelta)\u001b[0m\n\u001b[0;32m 450\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m--> 451\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;28mtype\u001b[39m(e)(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFailed to decode variable \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mk\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00me\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m) \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01me\u001b[39;00m\n\u001b[0;32m 452\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m decode_coords \u001b[38;5;129;01min\u001b[39;00m [\u001b[38;5;28;01mTrue\u001b[39;00m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcoordinates\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mall\u001b[39m\u001b[38;5;124m\"\u001b[39m]:\n", - "\u001b[1;31mValueError\u001b[0m: Failed to decode variable 'time': unable to decode time units 'months since 1955-01-01 00:00:00' with 'the default calendar'. Try opening your dataset with decode_times=False or installing cftime if it is not installed.", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/conventions.py:431\u001b[0m, in \u001b[0;36mdecode_cf_variables\u001b[0;34m(variables, attributes, concat_characters, mask_and_scale, decode_times, decode_coords, drop_variables, use_cftime, decode_timedelta)\u001b[0m\n\u001b[1;32m 430\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 431\u001b[0m new_vars[k] \u001b[38;5;241m=\u001b[39m decode_cf_variable(\n\u001b[1;32m 432\u001b[0m k,\n\u001b[1;32m 433\u001b[0m v,\n\u001b[1;32m 434\u001b[0m concat_characters\u001b[38;5;241m=\u001b[39mconcat_characters,\n\u001b[1;32m 435\u001b[0m mask_and_scale\u001b[38;5;241m=\u001b[39mmask_and_scale,\n\u001b[1;32m 436\u001b[0m decode_times\u001b[38;5;241m=\u001b[39mdecode_times,\n\u001b[1;32m 437\u001b[0m stack_char_dim\u001b[38;5;241m=\u001b[39mstack_char_dim,\n\u001b[1;32m 438\u001b[0m use_cftime\u001b[38;5;241m=\u001b[39muse_cftime,\n\u001b[1;32m 439\u001b[0m decode_timedelta\u001b[38;5;241m=\u001b[39mdecode_timedelta,\n\u001b[1;32m 440\u001b[0m )\n\u001b[1;32m 441\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/conventions.py:281\u001b[0m, in \u001b[0;36mdecode_cf_variable\u001b[0;34m(name, var, concat_characters, mask_and_scale, decode_times, decode_endianness, stack_char_dim, use_cftime, decode_timedelta)\u001b[0m\n\u001b[1;32m 280\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m decode_times:\n\u001b[0;32m--> 281\u001b[0m var \u001b[38;5;241m=\u001b[39m times\u001b[38;5;241m.\u001b[39mCFDatetimeCoder(use_cftime\u001b[38;5;241m=\u001b[39muse_cftime)\u001b[38;5;241m.\u001b[39mdecode(var, name\u001b[38;5;241m=\u001b[39mname)\n\u001b[1;32m 283\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m decode_endianness \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m var\u001b[38;5;241m.\u001b[39mdtype\u001b[38;5;241m.\u001b[39misnative:\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:724\u001b[0m, in \u001b[0;36mCFDatetimeCoder.decode\u001b[0;34m(self, variable, name)\u001b[0m\n\u001b[1;32m 723\u001b[0m calendar \u001b[38;5;241m=\u001b[39m pop_to(attrs, encoding, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcalendar\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 724\u001b[0m dtype \u001b[38;5;241m=\u001b[39m _decode_cf_datetime_dtype(data, units, calendar, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39muse_cftime)\n\u001b[1;32m 725\u001b[0m transform \u001b[38;5;241m=\u001b[39m partial(\n\u001b[1;32m 726\u001b[0m decode_cf_datetime,\n\u001b[1;32m 727\u001b[0m units\u001b[38;5;241m=\u001b[39munits,\n\u001b[1;32m 728\u001b[0m calendar\u001b[38;5;241m=\u001b[39mcalendar,\n\u001b[1;32m 729\u001b[0m use_cftime\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39muse_cftime,\n\u001b[1;32m 730\u001b[0m )\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/coding/times.py:196\u001b[0m, in \u001b[0;36m_decode_cf_datetime_dtype\u001b[0;34m(data, units, calendar, use_cftime)\u001b[0m\n\u001b[1;32m 191\u001b[0m msg \u001b[38;5;241m=\u001b[39m (\n\u001b[1;32m 192\u001b[0m \u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124munable to decode time units \u001b[39m\u001b[38;5;132;01m{\u001b[39;00munits\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m with \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mcalendar_msg\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m. Try \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 193\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mopening your dataset with decode_times=False or installing cftime \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 194\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mif it is not installed.\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 195\u001b[0m )\n\u001b[0;32m--> 196\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(msg)\n\u001b[1;32m 197\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n", + "\u001b[0;31mValueError\u001b[0m: unable to decode time units 'months since 1955-01-01 00:00:00' with 'the default calendar'. Try opening your dataset with decode_times=False or installing cftime if it is not installed.", "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[1;31mRuntimeError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[1;32mIn[2], line 2\u001b[0m\n\u001b[0;32m 1\u001b[0m example_dataset_folder \u001b[38;5;241m=\u001b[39m parcels\u001b[38;5;241m.\u001b[39mdownload_example_dataset(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mWOA_data\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m----> 2\u001b[0m tempfield \u001b[38;5;241m=\u001b[39m \u001b[43mparcels\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mField\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfrom_netcdf\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 3\u001b[0m \u001b[43m \u001b[49m\u001b[43mglob\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43mf\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;132;43;01m{\u001b[39;49;00m\u001b[43mexample_dataset_folder\u001b[49m\u001b[38;5;132;43;01m}\u001b[39;49;00m\u001b[38;5;124;43m/woa18_decav_*_04.nc\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 4\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mt_an\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[0;32m 5\u001b[0m \u001b[43m \u001b[49m\u001b[43m{\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mlon\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mlon\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mlat\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mlat\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mtime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mtime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m}\u001b[49m\u001b[43m,\u001b[49m\n\u001b[0;32m 6\u001b[0m \u001b[43m)\u001b[49m\n", - "File \u001b[1;32m~\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\field.py:540\u001b[0m, in \u001b[0;36mField.from_netcdf\u001b[1;34m(cls, filenames, variable, dimensions, indices, grid, mesh, timestamps, allow_time_extrapolation, time_periodic, deferred_load, **kwargs)\u001b[0m\n\u001b[0;32m 535\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMultiple files given but no time dimension specified\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m 537\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m grid \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m 538\u001b[0m \u001b[38;5;66;03m# Concatenate time variable to determine overall dimension\u001b[39;00m\n\u001b[0;32m 539\u001b[0m \u001b[38;5;66;03m# across multiple files\u001b[39;00m\n\u001b[1;32m--> 540\u001b[0m time, time_origin, timeslices, dataFiles \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;43mcls\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcollect_timeslices\u001b[49m\u001b[43m(\u001b[49m\n\u001b[0;32m 541\u001b[0m \u001b[43m \u001b[49m\u001b[43mtimestamps\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata_filenames\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m_grid_fb_class\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdimensions\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mindices\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnetcdf_engine\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnetcdf_decodewarning\u001b[49m\n\u001b[0;32m 542\u001b[0m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 543\u001b[0m grid \u001b[38;5;241m=\u001b[39m Grid\u001b[38;5;241m.\u001b[39mcreate_grid(lon, lat, depth, time, time_origin\u001b[38;5;241m=\u001b[39mtime_origin, mesh\u001b[38;5;241m=\u001b[39mmesh)\n\u001b[0;32m 544\u001b[0m grid\u001b[38;5;241m.\u001b[39mtimeslices \u001b[38;5;241m=\u001b[39m timeslices\n", - "File \u001b[1;32m~\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\field.py:333\u001b[0m, in \u001b[0;36mField.collect_timeslices\u001b[1;34m(timestamps, data_filenames, _grid_fb_class, dimensions, indices, netcdf_engine, netcdf_decodewarning)\u001b[0m\n\u001b[0;32m 329\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m fname \u001b[38;5;129;01min\u001b[39;00m data_filenames:\n\u001b[0;32m 330\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m _grid_fb_class(\n\u001b[0;32m 331\u001b[0m fname, dimensions, indices, netcdf_engine\u001b[38;5;241m=\u001b[39mnetcdf_engine, netcdf_decodewarning\u001b[38;5;241m=\u001b[39mnetcdf_decodewarning\n\u001b[0;32m 332\u001b[0m ) \u001b[38;5;28;01mas\u001b[39;00m filebuffer:\n\u001b[1;32m--> 333\u001b[0m ftime \u001b[38;5;241m=\u001b[39m \u001b[43mfilebuffer\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtime\u001b[49m\n\u001b[0;32m 334\u001b[0m timeslices\u001b[38;5;241m.\u001b[39mappend(ftime)\n\u001b[0;32m 335\u001b[0m dataFiles\u001b[38;5;241m.\u001b[39mappend([fname] \u001b[38;5;241m*\u001b[39m \u001b[38;5;28mlen\u001b[39m(ftime))\n", - "File \u001b[1;32m~\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\fieldfilebuffer.py:221\u001b[0m, in \u001b[0;36mNetcdfFileBuffer.time\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 219\u001b[0m \u001b[38;5;129m@property\u001b[39m\n\u001b[0;32m 220\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mtime\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[1;32m--> 221\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mtime_access\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[1;32m~\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\fieldfilebuffer.py:231\u001b[0m, in \u001b[0;36mNetcdfFileBuffer.time_access\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 228\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m np\u001b[38;5;241m.\u001b[39marray([\u001b[38;5;28;01mNone\u001b[39;00m])\n\u001b[0;32m 230\u001b[0m time_da \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdataset[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m]]\n\u001b[1;32m--> 231\u001b[0m \u001b[43mconvert_xarray_time_units\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtime_da\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdimensions\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mtime\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\n\u001b[0;32m 232\u001b[0m time \u001b[38;5;241m=\u001b[39m (\n\u001b[0;32m 233\u001b[0m np\u001b[38;5;241m.\u001b[39marray([time_da[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m]]\u001b[38;5;241m.\u001b[39mdata])\n\u001b[0;32m 234\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(time_da\u001b[38;5;241m.\u001b[39mshape) \u001b[38;5;241m==\u001b[39m \u001b[38;5;241m0\u001b[39m\n\u001b[0;32m 235\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m np\u001b[38;5;241m.\u001b[39marray(time_da[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m]])\n\u001b[0;32m 236\u001b[0m )\n\u001b[0;32m 237\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(time[\u001b[38;5;241m0\u001b[39m], datetime\u001b[38;5;241m.\u001b[39mdatetime):\n", - "File \u001b[1;32m~\\Desktop\\po-code\\parcels_dev\\parcels\\parcels\\tools\\converters.py:283\u001b[0m, in \u001b[0;36mconvert_xarray_time_units\u001b[1;34m(ds, time)\u001b[0m\n\u001b[0;32m 281\u001b[0m da2 \u001b[38;5;241m=\u001b[39m xr\u001b[38;5;241m.\u001b[39mdecode_cf(da2)\n\u001b[0;32m 282\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m:\n\u001b[1;32m--> 283\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\n\u001b[0;32m 284\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mXarray could not convert the calendar. If you\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mre using from_netcdf, \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 285\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtry using the timestamps keyword in the construction of your Field. \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 286\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSee also the tutorial at https://docs.oceanparcels.org/en/latest/examples/tutorial_timestamps.html\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[0;32m 287\u001b[0m )\n\u001b[0;32m 288\u001b[0m ds[time] \u001b[38;5;241m=\u001b[39m da2[time]\n", - "\u001b[1;31mRuntimeError\u001b[0m: Xarray could not convert the calendar. If you're using from_netcdf, try using the timestamps keyword in the construction of your Field. See also the tutorial at https://docs.oceanparcels.org/en/latest/examples/tutorial_timestamps.html" + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "File \u001b[0;32m~/Codes/ParcelsCode/parcels/tools/converters.py:277\u001b[0m, in \u001b[0;36mconvert_xarray_time_units\u001b[0;34m(ds, time)\u001b[0m\n\u001b[1;32m 276\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 277\u001b[0m da2 \u001b[38;5;241m=\u001b[39m xr\u001b[38;5;241m.\u001b[39mdecode_cf(da2)\n\u001b[1;32m 278\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m:\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/conventions.py:570\u001b[0m, in \u001b[0;36mdecode_cf\u001b[0;34m(obj, concat_characters, mask_and_scale, decode_times, decode_coords, drop_variables, use_cftime, decode_timedelta)\u001b[0m\n\u001b[1;32m 568\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcan only decode Dataset or DataStore objects\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 570\u001b[0m \u001b[38;5;28mvars\u001b[39m, attrs, coord_names \u001b[38;5;241m=\u001b[39m decode_cf_variables(\n\u001b[1;32m 571\u001b[0m \u001b[38;5;28mvars\u001b[39m,\n\u001b[1;32m 572\u001b[0m attrs,\n\u001b[1;32m 573\u001b[0m concat_characters,\n\u001b[1;32m 574\u001b[0m mask_and_scale,\n\u001b[1;32m 575\u001b[0m decode_times,\n\u001b[1;32m 576\u001b[0m decode_coords,\n\u001b[1;32m 577\u001b[0m drop_variables\u001b[38;5;241m=\u001b[39mdrop_variables,\n\u001b[1;32m 578\u001b[0m use_cftime\u001b[38;5;241m=\u001b[39muse_cftime,\n\u001b[1;32m 579\u001b[0m decode_timedelta\u001b[38;5;241m=\u001b[39mdecode_timedelta,\n\u001b[1;32m 580\u001b[0m )\n\u001b[1;32m 581\u001b[0m ds \u001b[38;5;241m=\u001b[39m Dataset(\u001b[38;5;28mvars\u001b[39m, attrs\u001b[38;5;241m=\u001b[39mattrs)\n", + "File \u001b[0;32m~/anaconda3/envs/parcels/lib/python3.12/site-packages/xarray/conventions.py:442\u001b[0m, in \u001b[0;36mdecode_cf_variables\u001b[0;34m(variables, attributes, concat_characters, mask_and_scale, decode_times, decode_coords, drop_variables, use_cftime, decode_timedelta)\u001b[0m\n\u001b[1;32m 441\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[0;32m--> 442\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;28mtype\u001b[39m(e)(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mFailed to decode variable \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mk\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[38;5;124m: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00me\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 443\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m decode_coords \u001b[38;5;129;01min\u001b[39;00m [\u001b[38;5;28;01mTrue\u001b[39;00m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mcoordinates\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mall\u001b[39m\u001b[38;5;124m\"\u001b[39m]:\n", + "\u001b[0;31mValueError\u001b[0m: Failed to decode variable 'time': unable to decode time units 'months since 1955-01-01 00:00:00' with 'the default calendar'. Try opening your dataset with decode_times=False or installing cftime if it is not installed.", + "\nDuring handling of the above exception, another exception occurred:\n", + "\u001b[0;31mRuntimeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[2], line 2\u001b[0m\n\u001b[1;32m 1\u001b[0m example_dataset_folder \u001b[38;5;241m=\u001b[39m parcels\u001b[38;5;241m.\u001b[39mdownload_example_dataset(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mWOA_data\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m----> 2\u001b[0m tempfield \u001b[38;5;241m=\u001b[39m parcels\u001b[38;5;241m.\u001b[39mField\u001b[38;5;241m.\u001b[39mfrom_netcdf(\n\u001b[1;32m 3\u001b[0m glob(\u001b[38;5;124mf\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mexample_dataset_folder\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;124m/woa18_decav_*_04.nc\u001b[39m\u001b[38;5;124m\"\u001b[39m),\n\u001b[1;32m 4\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mt_an\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 5\u001b[0m {\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mlon\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mlon\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mlat\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mlat\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m: \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m},\n\u001b[1;32m 6\u001b[0m )\n", + "File \u001b[0;32m~/Codes/ParcelsCode/parcels/field.py:655\u001b[0m, in \u001b[0;36mField.from_netcdf\u001b[0;34m(cls, filenames, variable, dimensions, indices, grid, mesh, timestamps, allow_time_extrapolation, time_periodic, deferred_load, **kwargs)\u001b[0m\n\u001b[1;32m 651\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m grid \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[1;32m 652\u001b[0m \u001b[38;5;66;03m# Concatenate time variable to determine overall dimension\u001b[39;00m\n\u001b[1;32m 653\u001b[0m \u001b[38;5;66;03m# across multiple files\u001b[39;00m\n\u001b[1;32m 654\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m dimensions \u001b[38;5;129;01mor\u001b[39;00m timestamps \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[0;32m--> 655\u001b[0m time, time_origin, timeslices, dataFiles \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mcls\u001b[39m\u001b[38;5;241m.\u001b[39m_collect_timeslices(\n\u001b[1;32m 656\u001b[0m timestamps, data_filenames, _grid_fb_class, dimensions, indices, netcdf_engine\n\u001b[1;32m 657\u001b[0m )\n\u001b[1;32m 658\u001b[0m grid \u001b[38;5;241m=\u001b[39m Grid\u001b[38;5;241m.\u001b[39mcreate_grid(lon, lat, depth, time, time_origin\u001b[38;5;241m=\u001b[39mtime_origin, mesh\u001b[38;5;241m=\u001b[39mmesh)\n\u001b[1;32m 659\u001b[0m grid\u001b[38;5;241m.\u001b[39mtimeslices \u001b[38;5;241m=\u001b[39m timeslices\n", + "File \u001b[0;32m~/Codes/ParcelsCode/parcels/field.py:437\u001b[0m, in \u001b[0;36mField._collect_timeslices\u001b[0;34m(timestamps, data_filenames, _grid_fb_class, dimensions, indices, netcdf_engine, netcdf_decodewarning)\u001b[0m\n\u001b[1;32m 435\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m fname \u001b[38;5;129;01min\u001b[39;00m data_filenames:\n\u001b[1;32m 436\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m _grid_fb_class(fname, dimensions, indices, netcdf_engine\u001b[38;5;241m=\u001b[39mnetcdf_engine) \u001b[38;5;28;01mas\u001b[39;00m filebuffer:\n\u001b[0;32m--> 437\u001b[0m ftime \u001b[38;5;241m=\u001b[39m filebuffer\u001b[38;5;241m.\u001b[39mtime\n\u001b[1;32m 438\u001b[0m timeslices\u001b[38;5;241m.\u001b[39mappend(ftime)\n\u001b[1;32m 439\u001b[0m dataFiles\u001b[38;5;241m.\u001b[39mappend([fname] \u001b[38;5;241m*\u001b[39m \u001b[38;5;28mlen\u001b[39m(ftime))\n", + "File \u001b[0;32m~/Codes/ParcelsCode/parcels/fieldfilebuffer.py:240\u001b[0m, in \u001b[0;36mNetcdfFileBuffer.time\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 238\u001b[0m \u001b[38;5;129m@property\u001b[39m\n\u001b[1;32m 239\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mtime\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[0;32m--> 240\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtime_access()\n", + "File \u001b[0;32m~/Codes/ParcelsCode/parcels/fieldfilebuffer.py:250\u001b[0m, in \u001b[0;36mNetcdfFileBuffer.time_access\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 247\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m np\u001b[38;5;241m.\u001b[39marray([\u001b[38;5;28;01mNone\u001b[39;00m])\n\u001b[1;32m 249\u001b[0m time_da \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdataset[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m]]\n\u001b[0;32m--> 250\u001b[0m convert_xarray_time_units(time_da, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m])\n\u001b[1;32m 251\u001b[0m time \u001b[38;5;241m=\u001b[39m (\n\u001b[1;32m 252\u001b[0m np\u001b[38;5;241m.\u001b[39marray([time_da[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m]]\u001b[38;5;241m.\u001b[39mdata])\n\u001b[1;32m 253\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(time_da\u001b[38;5;241m.\u001b[39mshape) \u001b[38;5;241m==\u001b[39m \u001b[38;5;241m0\u001b[39m\n\u001b[1;32m 254\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m np\u001b[38;5;241m.\u001b[39marray(time_da[\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mdimensions[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtime\u001b[39m\u001b[38;5;124m\"\u001b[39m]])\n\u001b[1;32m 255\u001b[0m )\n\u001b[1;32m 256\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(time[\u001b[38;5;241m0\u001b[39m], datetime\u001b[38;5;241m.\u001b[39mdatetime):\n", + "File \u001b[0;32m~/Codes/ParcelsCode/parcels/tools/converters.py:279\u001b[0m, in \u001b[0;36mconvert_xarray_time_units\u001b[0;34m(ds, time)\u001b[0m\n\u001b[1;32m 277\u001b[0m da2 \u001b[38;5;241m=\u001b[39m xr\u001b[38;5;241m.\u001b[39mdecode_cf(da2)\n\u001b[1;32m 278\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m:\n\u001b[0;32m--> 279\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\n\u001b[1;32m 280\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mXarray could not convert the calendar. If you\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mre using from_netcdf, \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 281\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mtry using the timestamps keyword in the construction of your Field. \u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 282\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSee also the tutorial at https://docs.oceanparcels.org/en/latest/examples/tutorial_timestamps.html\u001b[39m\u001b[38;5;124m\"\u001b[39m\n\u001b[1;32m 283\u001b[0m )\n\u001b[1;32m 284\u001b[0m ds[time] \u001b[38;5;241m=\u001b[39m da2[time]\n", + "\u001b[0;31mRuntimeError\u001b[0m: Xarray could not convert the calendar. If you're using from_netcdf, try using the timestamps keyword in the construction of your Field. See also the tutorial at https://docs.oceanparcels.org/en/latest/examples/tutorial_timestamps.html" ] } ], @@ -174,7 +174,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -188,7 +188,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.3" } }, "nbformat": 4, From 43813b3bdde8211966d77813a991a0ba369de7c9 Mon Sep 17 00:00:00 2001 From: Erik van Sebille Date: Wed, 12 Feb 2025 09:43:56 +0100 Subject: [PATCH 5/6] Update tutorial_timevaryingdepthdimensions.ipynb --- .../tutorial_timevaryingdepthdimensions.ipynb | 11 ++++++----- 1 file changed, 6 insertions(+), 5 deletions(-) diff --git a/docs/examples/tutorial_timevaryingdepthdimensions.ipynb b/docs/examples/tutorial_timevaryingdepthdimensions.ipynb index c627028bbe..b1fa83da32 100644 --- a/docs/examples/tutorial_timevaryingdepthdimensions.ipynb +++ b/docs/examples/tutorial_timevaryingdepthdimensions.ipynb @@ -88,10 +88,11 @@ "metadata": {}, "outputs": [ { - "name": "stdout", + "name": "stderr", "output_type": "stream", "text": [ - "WARNING: Flipping lat data from North-South to South-North. Note that this may lead to wrong sign for meridional velocity, so tread very carefully\n" + "/Users/erik/Codes/ParcelsCode/parcels/grid.py:537: FieldSetWarning: Flipping lat data from North-South to South-North. Note that this may lead to wrong sign for meridional velocity, so tread very carefully\n", + " super().__init__(lon, lat, time, time_origin, mesh)\n" ] } ], @@ -113,7 +114,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -121,7 +122,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in SwashParticles.zarr.\n", - "100%|██████████| 0.25/0.25 [00:00<00:00, 1.61it/s] \n" + "100%|██████████| 0.25/0.25 [00:00<00:00, 3.21s/it] \n" ] } ], @@ -142,7 +143,7 @@ "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] From 923bd267775ca873ba6b64e183095e2599edaf7d Mon Sep 17 00:00:00 2001 From: Erik van Sebille Date: Wed, 12 Feb 2025 17:45:48 +0100 Subject: [PATCH 6/6] More changes from JITParticle to ScipyParticle in examples and tutorials --- docs/examples/documentation_MPI.ipynb | 8 +- docs/examples/documentation_geospatial.ipynb | 4 +- .../documentation_stuck_particles.ipynb | 12 +- .../documentation_unstuck_Agrid.ipynb | 20 ++-- docs/examples/example_globcurrent.py | 16 +-- docs/examples/example_ofam.py | 4 +- docs/examples/tutorial_nemo_curvilinear.ipynb | 14 ++- docs/examples/tutorial_output.ipynb | 110 +++++++++--------- 8 files changed, 95 insertions(+), 93 deletions(-) diff --git a/docs/examples/documentation_MPI.ipynb b/docs/examples/documentation_MPI.ipynb index eab6293d81..bdfbc5e6c7 100644 --- a/docs/examples/documentation_MPI.ipynb +++ b/docs/examples/documentation_MPI.ipynb @@ -197,7 +197,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": { "pycharm": { "is_executing": true @@ -245,7 +245,7 @@ " fieldset = set_cms_fieldset(cs)\n", " pset = parcels.ParticleSet(\n", " fieldset=fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " lon=[0],\n", " lat=[0],\n", " repeatdt=timedelta(hours=1),\n", @@ -353,7 +353,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": { "pycharm": { "is_executing": true @@ -400,7 +400,7 @@ " fieldset = set_cms_fieldset_3D(cs)\n", " pset = parcels.ParticleSet(\n", " fieldset=fieldset,\n", - " pclass=parcels.JITParticle,\n", + " pclass=parcels.ScipyParticle,\n", " lon=[0],\n", " lat=[0],\n", " repeatdt=timedelta(hours=1),\n", diff --git a/docs/examples/documentation_geospatial.ipynb b/docs/examples/documentation_geospatial.ipynb index fcf3491ffb..b54cd227b9 100644 --- a/docs/examples/documentation_geospatial.ipynb +++ b/docs/examples/documentation_geospatial.ipynb @@ -136,7 +136,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -167,7 +167,7 @@ "# Mesh of particles\n", "lons, lats = np.meshgrid(range(15, 35, 2), range(-40, -30, 2))\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lons, lat=lats\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lons, lat=lats\n", ")\n", "dt = timedelta(hours=24)\n", "output_file = pset.ParticleFile(\n", diff --git a/docs/examples/documentation_stuck_particles.ipynb b/docs/examples/documentation_stuck_particles.ipynb index ef6b298a6e..b850b9ca32 100644 --- a/docs/examples/documentation_stuck_particles.ipynb +++ b/docs/examples/documentation_stuck_particles.ipynb @@ -450,7 +450,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": { "hide_input": false }, @@ -482,7 +482,7 @@ "time = np.zeros(lons.size)\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lons, lat=lats, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lons, lat=lats, time=time\n", ")\n", "\n", "kernels = pset.Kernel(parcels.AdvectionRK4)\n", @@ -903,7 +903,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": { "hide_input": true }, @@ -940,7 +940,7 @@ "time = np.zeros(npart)\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lon, lat=lat, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lon, lat=lat, time=time\n", ")\n", "\n", "output_file = pset.ParticleFile(name=\"Cgrid-stuck.zarr\", outputdt=timedelta(hours=1))\n", @@ -1211,13 +1211,13 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": { "hide_input": true }, "outputs": [], "source": [ - "LandParticle = parcels.JITParticle.add_variable(\"on_land\")\n", + "LandParticle = parcels.ScipyParticle.add_variable(\"on_land\")\n", "\n", "\n", "def Sample_land(particle, fieldset, time):\n", diff --git a/docs/examples/documentation_unstuck_Agrid.ipynb b/docs/examples/documentation_unstuck_Agrid.ipynb index 629b71b156..b6dc9f02e7 100644 --- a/docs/examples/documentation_unstuck_Agrid.ipynb +++ b/docs/examples/documentation_unstuck_Agrid.ipynb @@ -795,11 +795,11 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "DisplacementParticle = parcels.JITParticle.add_variables(\n", + "DisplacementParticle = parcels.ScipyParticle.add_variables(\n", " [\n", " parcels.Variable(\"dU\"),\n", " parcels.Variable(\"dV\"),\n", @@ -888,7 +888,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -902,7 +902,7 @@ ], "source": [ "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lons, lat=lats, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lons, lat=lats, time=time\n", ")\n", "\n", "kernels = parcels.AdvectionRK4\n", @@ -1488,7 +1488,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1513,7 +1513,7 @@ ")\n", "\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lons, lat=lats, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lons, lat=lats, time=time\n", ")\n", "\n", "kernels = pset.Kernel(parcels.AdvectionRK4)\n", @@ -1535,7 +1535,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -1559,7 +1559,7 @@ " }, # Setting the interpolation for U and V\n", ")\n", "pset = parcels.ParticleSet(\n", - " fieldset=fieldset, pclass=parcels.JITParticle, lon=lons, lat=lats, time=time\n", + " fieldset=fieldset, pclass=parcels.ScipyParticle, lon=lons, lat=lats, time=time\n", ")\n", "\n", "kernels = pset.Kernel(parcels.AdvectionRK4)\n", @@ -1717,7 +1717,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -1731,7 +1731,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.5" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/examples/example_globcurrent.py b/docs/examples/example_globcurrent.py index 60d7902ae6..e16c58feeb 100755 --- a/docs/examples/example_globcurrent.py +++ b/docs/examples/example_globcurrent.py @@ -149,12 +149,12 @@ def test_globcurrent_xarray_vs_netcdf(dt): lonstart, latstart, runtime = (25, -35, timedelta(days=7)) psetN = parcels.ParticleSet( - fieldsetNetcdf, pclass=parcels.JITParticle, lon=lonstart, lat=latstart + fieldsetNetcdf, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart ) psetN.execute(parcels.AdvectionRK4, runtime=runtime, dt=dt) psetX = parcels.ParticleSet( - fieldsetxarray, pclass=parcels.JITParticle, lon=lonstart, lat=latstart + fieldsetxarray, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart ) psetX.execute(parcels.AdvectionRK4, runtime=runtime, dt=dt) @@ -170,12 +170,12 @@ def test_globcurrent_netcdf_timestamps(dt): lonstart, latstart, runtime = (25, -35, timedelta(days=7)) psetN = parcels.ParticleSet( - fieldsetNetcdf, pclass=parcels.JITParticle, lon=lonstart, lat=latstart + fieldsetNetcdf, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart ) psetN.execute(parcels.AdvectionRK4, runtime=runtime, dt=dt) psetT = parcels.ParticleSet( - fieldsetTimestamps, pclass=parcels.JITParticle, lon=lonstart, lat=latstart + fieldsetTimestamps, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart ) psetT.execute(parcels.AdvectionRK4, runtime=runtime, dt=dt) @@ -192,28 +192,28 @@ def test__particles_init_time(): # tests the different ways of initialising the time of a particle pset = parcels.ParticleSet( fieldset, - pclass=parcels.JITParticle, + pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart, time=np.datetime64("2002-01-15"), ) pset2 = parcels.ParticleSet( fieldset, - pclass=parcels.JITParticle, + pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart, time=14 * 86400, ) pset3 = parcels.ParticleSet( fieldset, - pclass=parcels.JITParticle, + pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart, time=np.array([np.datetime64("2002-01-15")]), ) pset4 = parcels.ParticleSet( fieldset, - pclass=parcels.JITParticle, + pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart, time=[np.datetime64("2002-01-15")], diff --git a/docs/examples/example_ofam.py b/docs/examples/example_ofam.py index add749d893..a8ca271719 100644 --- a/docs/examples/example_ofam.py +++ b/docs/examples/example_ofam.py @@ -51,12 +51,12 @@ def test_ofam_xarray_vs_netcdf(dt): lonstart, latstart, runtime = (180, 10, timedelta(days=7)) psetN = parcels.ParticleSet( - fieldsetNetcdf, pclass=parcels.JITParticle, lon=lonstart, lat=latstart + fieldsetNetcdf, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart ) psetN.execute(parcels.AdvectionRK4, runtime=runtime, dt=dt) psetX = parcels.ParticleSet( - fieldsetxarray, pclass=parcels.JITParticle, lon=lonstart, lat=latstart + fieldsetxarray, pclass=parcels.ScipyParticle, lon=lonstart, lat=latstart ) psetX.execute(parcels.AdvectionRK4, runtime=runtime, dt=dt) diff --git a/docs/examples/tutorial_nemo_curvilinear.ipynb b/docs/examples/tutorial_nemo_curvilinear.ipynb index f773e14ad7..6f5d940858 100644 --- a/docs/examples/tutorial_nemo_curvilinear.ipynb +++ b/docs/examples/tutorial_nemo_curvilinear.ipynb @@ -96,13 +96,13 @@ "name": "stderr", "output_type": "stream", "text": [ - "/var/folders/1n/500ln6w97859_nqq86vwpl000000gr/T/ipykernel_24135/4022207771.py:1: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", + "/var/folders/x0/1qxj679n55zcybylvdsb4bxh0000gq/T/ipykernel_13831/4022207771.py:1: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", " plt.pcolormesh(\n" ] }, { "data": { - "image/png": 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", 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", 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" ] @@ -167,7 +167,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in nemo_particles.zarr.\n", - "100%|██████████| 2592000.0/2592000.0 [00:00<00:00, 4185822.54it/s]\n" + "100%|██████████| 2592000.0/2592000.0 [00:03<00:00, 822028.31it/s]\n" ] } ], @@ -177,7 +177,9 @@ "lonp = -180 * np.ones(npart)\n", "latp = [i for i in np.linspace(-70, 85, npart)]\n", "\n", - "pset = parcels.ParticleSet.from_list(fieldset, parcels.JITParticle, lon=lonp, lat=latp)\n", + "pset = parcels.ParticleSet.from_list(\n", + " fieldset, parcels.ScipyParticle, lon=lonp, lat=latp\n", + ")\n", "pfile = parcels.ParticleFile(\"nemo_particles\", pset, outputdt=timedelta(days=1))\n", "\n", "pset.execute(\n", @@ -203,7 +205,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -231,7 +233,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ diff --git a/docs/examples/tutorial_output.ipynb b/docs/examples/tutorial_output.ipynb index 5e34139042..a75d6a8037 100644 --- a/docs/examples/tutorial_output.ipynb +++ b/docs/examples/tutorial_output.ipynb @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -88,7 +88,7 @@ "output_type": "stream", "text": [ "INFO: Output files are stored in Output.zarr.\n", - "100%|██████████| 86400.0/86400.0 [00:01<00:00, 82356.55it/s]\n" + "100%|██████████| 86400.0/86400.0 [00:01<00:00, 49473.77it/s]\n" ] } ], @@ -120,24 +120,24 @@ "name": "stdout", "output_type": "stream", "text": [ - " Size: 3kB\n", + "\n", "Dimensions: (trajectory: 10, obs: 12)\n", "Coordinates:\n", - " * obs (obs) int32 48B 0 1 2 3 4 5 6 7 8 9 10 11\n", - " * trajectory (trajectory) int64 80B 0 1 2 3 4 5 6 7 8 9\n", + " * obs (obs) int32 0 1 2 3 4 5 6 7 8 9 10 11\n", + " * trajectory (trajectory) int64 0 1 2 3 4 5 6 7 8 9\n", "Data variables:\n", - " lat (trajectory, obs) float32 480B dask.array\n", - " lon (trajectory, obs) float32 480B dask.array\n", - " time (trajectory, obs) timedelta64[ns] 960B dask.array\n", - " z (trajectory, obs) float32 480B dask.array\n", + " lat (trajectory, obs) float32 dask.array\n", + " lon (trajectory, obs) float32 dask.array\n", + " time (trajectory, obs) timedelta64[ns] dask.array\n", + " z (trajectory, obs) float32 dask.array\n", "Attributes:\n", " Conventions: CF-1.6/CF-1.7\n", - " date_created: 2024-11-20T11:07:47.494911\n", + " date_created: 2025-02-12T17:43:13.316432\n", " feature_type: trajectory\n", " ncei_template_version: NCEI_NetCDF_Trajectory_Template_v2.0\n", - " parcels_kernels: JITParticleAdvectionRK4\n", + " parcels_kernels: ScipyParticleAdvectionRK4\n", " parcels_mesh: flat\n", - " parcels_version: 3.1.1.dev4\n" + " parcels_version: v3.1.2-9-g43813b3b\n" ] } ], @@ -157,10 +157,10 @@ "name": "stdout", "output_type": "stream", "text": [ - " Size: 80B\n", + "\n", "array([0, 1, 2, 3, 4, 5, 6, 7, 8, 9])\n", "Coordinates:\n", - " * trajectory (trajectory) int64 80B 0 1 2 3 4 5 6 7 8 9\n" + " * trajectory (trajectory) int64 0 1 2 3 4 5 6 7 8 9\n" ] } ], @@ -266,7 +266,7 @@ "outputs": [ { "data": { - "image/png": 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Ky8tLTZs2LfPz9PR0pdPp1JIlS5RSSsXHxys7Ozu1evXqzDZhYWFKq9WqgIAApZRSZ8+eVYA6dOhQZpuDBw8qQJ0/f14ppdTWrVuVVqtVYWFhmW1WrVqlHBwcVEJCQo7jT0hIUECu9hFCiILmXMw51WJ1C+W/0l91Wt9JhSWF3d0o/LRS859RaoKrUhOLKbXnS6VMRqvEs+9ilPL/NED5jdmsWs3Yra5FJVulnyfRkzbuFORx/En7XQohhLX8eeNPVe/7esp/pb/qG9BXJevvMW5e2qHUl+Ut4/gXpZQKXH13mzzy06EbqvzYLcpvzGbVc8kBFZeSYbW+njSPOvY8MYvr6vV6fvzxR/r27YtGo+HatWtERETw/PPPZ7ZxcHCgZcuWHDhwAIBjx45hMBiytPH29sbf3z+zzcGDB9HpdDRq1CizTePGjdHpdFna+Pv74+19+y5O+/btycjI4NixY/eNOSMjg8TExCw/QghRmB2PPE7fgL7EpsdS1b0qKzusxLvof+6AKwX/fAsr2kD0RXApBW9tgpajQZv3S8j8ejSEt789QlKGkYZl3Vn/flPKlnDO835E9graOC5juBDiabTpyiaG7xmO3qyntW9rFrVdhLPdf8ZNkwF2TIAfX4bUaPCsCQP2Qu1X8zwWs1kx9Y9zfLzhNCazonvd0vzQrxHFnGS2+px6YibA++2334iPj+ftt98GICIiAgBPz6zlHp6enty4cSOzjb29PW5ubne1+f/9IyIi8PDwuKs/Dw+PLG3u7MfNzQ17e/vMNvcydepUPvvss1ycpRBCFFz7QvcxYs8I0k3p1POox/w283G1/88MtumJliXngtZbXldsB92WgHOJPI/FbFbM3H6BRXuuAPBSHW++fKWWrDn7GBW0cVzGcCHE0+ancz8x7cg0ALpW6MpnTT/DVvufdDA+xLJ2fOgRy+sG71jWj7crkuexpBtMjPg1kK2nLX+jh7etzJA2Ms9Nbj0xd+a//vprOnbsmOWqOnDXf1ClVLb/ke9sc6/2D9PmTmPHjiUhISHzJyQk5IFxCSFEQRVwLYAhfw4h3ZROs9LNWNJuSdZEPuw4LG1uSeS1ttBuErzxq1US+XSDiSGrT2Qm8kPaVGLOq3UkkX/MCto4LmO4EOJpoZRi8cnFmYn8m9XeZNKzk7Im8ue3wJJmlkTewRV6fAedZlklkY9OzuC1ZYfYejoCexstc16tzdC2lSSRfwhPxJ35GzdusHPnTtavX5/5npeXF2C52l6qVKnM92/dupV59d3Lywu9Xk9cXFyWq/q3bt2iadOmmW0iIyPv6jMqKirLcQ4fPpzl87i4OAwGw11X+v/LwcEBB4d7zNwshBCFyK8XfuWLQ1+gUHQs25HJzSZjZ2N3u0HQb5blaswG0JWBV74B3wesN/8IYpIzePeHYxy7EYedjYap3WvxSv28Xade5F5BHMdlDBdCPA3MysyMozP48dyPAHxQ5wMG1BqQNXHeOwP+/MKy7V3PMo67l7NKPJdvJdFn5VFCYtPQOdqxrHd9GpUvbpW+ngZPxJ35b7/9Fg8PDzp16pT5Xrly5fDy8sqcGRcsz+P99ddfmQN8/fr1sbOzy9ImPDycM2fOZLZp0qQJCQkJHDlyJLPN4cOHSUhIyNLmzJkzhIeHZ7bZvn07Dg4O1K9f3zonLYQQTzilFCtOr2DSoUkoFD0r92Rq86lZE/nTay0leWYDVOkE7+21WiJ/JSqZ7osPcOxGHK5FbPmub0NJ5J8QMo4LIcSTx2g28snfn2Qm8h81/Ij3ar93O5FXCv6cfDuRbzwQ+m6zWiJ/4Eo03RcdICQ2jTLuTqwf2FQS+UeVJ9PwPQKTyaTKlCmjxowZc9dn06ZNUzqdTq1fv16dPn1avf7666pUqVIqMTExs817772nfHx81M6dO9Xx48fVc889p2rXrq2MxtuzJnfo0EHVqlVLHTx4UB08eFDVrFlTde7cOfNzo9Go/P39VZs2bdTx48fVzp07lY+Pjxo0aFCuzkVmwhVCFBZms1nNOjpL+a/0V/4r/dXcY3OV2WzO2ujEz5aZ6ie4KrXhfavNVq+UUoeuRKtaE7cpvzGbVbMvd6lLkYnZ7/QUeBLGncIyjj8Jv0shhMgr6cZ0NWjXIOW/0l/V/q622nh5Y9YGZrNSOyZYxvAJrkrt/8qq8az5J0RV/NgyY333RX+r6KR0q/ZXUDzq2PPYk/lt27YpQF24cOGuz8xms5owYYLy8vJSDg4OqkWLFur06dNZ2qSlpalBgwYpd3d35ejoqDp37qyCg4OztImJiVG9evVSLi4uysXFRfXq1UvFxcVlaXPjxg3VqVMn5ejoqNzd3dWgQYNUenru/ieTLwJCiMLAaDKqT//+NDORX3lm5d2Njn2n1ASd5QvA74OVMpmsFs+G46Gq0sdbld+YzerFBftVlHwByPQkjDuFZRx/En6XQgiRF5L1yapvQF/lv9Jf1fu+ntodvDtrA7NZqYCPbyfyBxdZLRaz2axmbb+g/MZsVn5jNquBPx1TaXrrXfwvaB517NEopdTjqgoobBITE9HpdCQkJODq6pr9DkII8YTRm/R8tO8jdtzYgVajZWKTiXSr1C1ro6Nfw5YRlu0G/aHjdNDm/VNbSinm7brMnJ0XAXihpheze9ahiJ1MdPf/ZNzJO/K7FEIUBnHpcby/832CYoJwtnNm/nPzaeD1n8fflII/RsORZZbXL8yEhv2tEkuG0cSYtaf4LfAmAANbVWDU81XQamWiu//3qGPPEzEBnhBCiMcv1ZDKsN3DOBh+EDutHV+2+JJ2fu2yNjq0BALGWLYbD4T2U8AKs8/qjWbGrj/NuuOhAAxoWZ4x7avKFwAhhBDiPiJSIhiwYwBXE67i5uDG4naLqVG8xu0GZrPlYvyxbwENdJkL9d+ySixxKXoG/HCMI9djsdVqmNzNn1cblLFKX08zSeaFEEKQkJHAwF0DORV1CkdbR75q/RVNvZtmbXRgPmwfb9l+dii0/cwqiXxCqoEBP/7Doaux2Gg1THrRnzcayRcAIYQQ4n5uJN6g//b+hKeE4+nkybLnl1FeV/52A7MJNg6BwB8BDby0COq8YZVYrken0GflUa5Fp+DiYMviN+vTrFLeL1UrJJkXQoinXlRqFO/ueJfL8ZdxtXdlUdtF1C5ZO2ujfbNg1+eW7RYfQutxVknkg2NSeXvlEa5GpVDUwZaFverRsnLJPO9HCCGEKCzOx55nwI4BxKbH4ufqx7J2y/Au6n27gckIvw+EU7+ARgvdlkGtHlaJ5Z/rsfT//h/iUg2ULubIt30aUNnTxSp9CUnmhRDiqRaSFMK7298lNDmUko4lWdpuKZXcKt1uoBT89SXsmWp53XoctBxtlViOB8fR/7t/iEnRU0pXhG/ebkC1UvLsshBCCHE/xyOPM2jXIJIMSVR1r8qStkso7vif5d5MBtgwAM6sA40NvPI11Oh2/wM+gk0nbzJyzUn0RjO1fHSseOsZPFyKWKUvYSHJvBBCPKUuxV1iwI4BRKVF4VPUh2XPL8PXxfd2A6Usa8/um2l53WYCNB9hlVi2nApnxK+BZBjN1PB25Zu3G+DpKl8AhBBCiPvZF7qPEXtGkG5Kp55HPRa0WYCL/X/ughv1sK4fnNsIWjvo8S1U65LncSilWLTnCjO2XQCgXXVP5r5WByd7STWtTX7DQgjxFDoZdZKBOweSqE+kYrGKLGu3jJJO/ylnVwp2fAoH5llePz8Zmg7K8ziUUizde5Vpf5wHoG01D+a+VhdnBxmehBBCiPv549offLzvY4zKSPPSzZnVahaOto63GxgzYM3bcGEr2NhDzx+gSoc8j8NgMjNuw2l+/ccyYe07zcox9oVq2MiEtflCvi0JIcRT5uDNgwzdPZQ0Yxq1StZiUZtF6Bx0txsoBQFj4fBiy+uOM6DRu3keh8Fk5tPfg1h1JBiAt5uW5ZPO1eULgBBCCPEAv174lS8OfYFC0bFcRyY3m4yd1u52A0M6/PImXN4BtkXgtZ+gYts8jyMhzcDAn47x9+UYtBr4rGsNejcpm+f9iPuTZF4IIZ4iO2/sZPTe0RjMBpqUasJXrb/Cyc7pdgOzGbaOgn++trzuPAee6ZvncSSmG/jgp+PsuxSNVgOfdK5On2fL5Xk/QgghRGGhlOLrM18z9/hcAF6t8iofN/oYrUZ7u5E+FVa/Dlf3gK0jvLEayrfK81hCYlPpu/Iol24l42Rvw4I36vJcVc8870c8mCTzQgjxlNhwaQMTD07ErMy082vHtObTsLexv93AbIZNQ+DED4AGus6Her3zPI6w+DT6fnuUC5FJONrZMP/1urStLl8AhBBCiPtRSjHn2By+DfoWgP41+zO47mA0/11ZJiMZVr0G1/eBnTP0+hXKNsvzWE6GxNPvu3+ITs7A09WBb95uQA1vXfY7ijwnybwQQjwFvgv6jpn/WCay616pO582/hQbrc3tBmYT/P4BnFxlWbbmpSVQ+9U8j+N0aAJ9vztKVFIGJV0c+OatBtT0kS8AQgghxP2YzCY+P/Q56y+tB2DUM6N4q8ZbWRulJ8JPPSDkENi7wJtroUzjPI8l4EwEw345QbrBTLVSrnzz9jOU0jlmv6OwCknmhRCiEFNKMf/EfJafXg7A2zXeZkT9EVmv5JuM/y5bs9aybE33ZVDzlTyPZcfZSIasOkGawURVLxe+frsBpYvJFwAhhBDifvQmPR/t+4gdN3ag1WiZ2GQi3SrdsbRcWjz89AqEHgUHHfReDz7P5GkcSilW7LvGlD/OoRS0qlKSBW/Uo6hMWPtYyW9fCCEKKbMyM+XwFH658AsAQ+sNpZ9/vzsSeYNl2Zqzv4PWFl75Bqq/mOexfPv3NT7ffBaloHmlEizqVQ+XInbZ7yiEEEI8pVINqQzbPYyD4Qex09oxvcV02vrdMZFdaiz82B1unoAixeB/v4F33TyNw2gyM3FTED8eskxY+2bjMkzsUgNbG202ewprk2ReCCEKIYPZwLj94/jj2h9o0DC+8Xh6VumZtZExA9b0gQtbLOvP9vweqr6Qp3GYzIpJm8+y8sB1AF5vWIbPX6yBnXwBEEIIIe4rISOBgbsGcirqFI62jsxtPZcm3k2yNkqJgR9ehIjT4FQc/vc7eNXM0ziSM4wM+vk4ey5EodHAuBeq0a9Zuaw3BsRjI8m8EEIUMmnGNEbuGcm+sH3YamyZ2nwqHcrdsbasIR1+/R9c2gY2DvDqj1D5+TyNIyXDyNDVJ9h57hYAYztW5d0W5eULgBBCCPEAUalRvLvjXS7HX8bV3pXFbRdTq2StrI2So+D7rnDrLDiXhP9tBM/qeRpHeEIafVf+w7nwRIrYafnq1bp08PfK0z7Eo5FkXgghCpFEfSKDdw3m+K3jFLEpwuxWs2nu0zxrI0MarH4DrvxpWX/29VVQ4bk8jSMyMZ2+K48SdDMRB1stc16twws1S+VpH0IIIURhE5IUwrvb3yU0OZSSjiVZ2m4pldwqZW2UFAHfdYXoC1DUC97aBCUr52kcZ8IS6PfdUSITMyhR1J4VbzWgjm+xPO1DPDpJ5oUQopCITovm/Z3vcz72PC52Lixos4B6nvWyNtKnWJatubYX7JzgjV+gXIs8jeNceCJ9Vx4lPCGd4s72LH/rGeqVccvTPoQQQojC5lLcJQbsGEBUWhQ+RX1Y/vxyfFx8sjZKCIPvukDsFXAtbUnki1fI0zj+PB/JoJ9PkKo3UcmjKN+83QBfd6c87UPkDUnmhRCiELiZfJN3d7zLjcQbuBdxZ2m7pVR1r5q1UUYS/NQTgg+AfVHotQb8muZpHH9djOKDn46TnGGkQklnvn27IWWKyxcAIYQQ4kFORp1k4M6BJOoTqeRWiaVtl1LSqWTWRvHBlkQ+7jrofC2JvHu5PI3j+4PXmbgxCLOCZysWZ1Gv+ugcZcLaJ5Uk80IIUcBdTbjKu9vfJTI1Em9nb5Y9vww/V7+sjdIT4MdXIPQIOLjCm+vAt2GexvHT4Rt8+nsQJrOicXl3lr75DDon+QIghBBCPMjBmwcZunsoacY0apWsxaI2i9A56LI2irsOK7tAQjAU84O3N0OxMnkWg8msmLL1HF/vvwZAj/o+TO5WE3tbmbD2SSbJvBBCFGBB0UG8v/N94jLiKK8rz9J2S/FyvmNymrQ4+PFlCDsGRXTQewOUrp9nMZjNii8DzrN071UAXq7nw9Tu8gVACCGEyM6OGzsYs3cMBrOBJqWa8FXrr3Cyu6OiLeaK5Y58Yhi4V7DckdeVzrMY0vQmhq4+wfazkQB82L4KA1tVkAlrCwBJ5oUQogDRh4YCGux9SnM04iiDdg0i1ZhKjeI1WNx2MW5F7ng2PTUWfngJwk+Co5tl2ZpStfM0piV7r2Qm8iPaVWbwcxXlC4AQQghxD2lngrD3K4ONiwsbLm1g4sGJmJWZdn7tmNZ8GvY29ll3iLpoSeSTI6BEZcus9a55N6GsUoqP1p9i+9lI7G21zOxRm661vfPs+MK6JJkXQogCwhgdTXC/fqjUNCImD2DYjdnozXoaejVk3nPzcLZzzrpDSjR8/yJEngGnEv+uP+ufpzGdCI5j1vaLAEx6sQa9m5TN0+MLIYQQhUX6+fME9+mDna8PB0e1Y9qlRQB0r9SdTxt/io3WJusOt85ZZq1PuQUlq8FbG6GoR57GtO54GL8H3sRGq2FlnwY0rVAiT48vrEuSeSGEKABMSUkEv/suhhvBGDzc+PT0dPRFzbT2bc2MljNwsHHIukNSpGX92ajz4OxhKcnzqHrvgz+kxHQDQ1afwGRWdKntzZuN/bLfSQghhHgK6UNCCO7fH3NSEhGmOGadXQh2GvrU6MPw+sPvrmiLOG25IJ8aA5414X+/gXPeJtpXo5L59PczgKWyThL5gkeSeSGEeMKZMzII/WAQGWfPYXB1YmS3RKKLauhaoSufNf0MW+0df8oTwy0leTGXwKWUJZEvUeneB39ISinGbzhDSGwaPm6OTO7mL6X1QgghxD0Yo6II7vcOpqhoEnyKMfyFKAx2GobWG8o7Nd+5e4ebgZZH5NLioFQdy1w3Tu55GpPeaGbIasvyc03KF+e9lnm7vJ3IH5LMCyHEE0yZTNwcNYrUI0cwOzow/uUMItw19KrWi9ENRqPV3DHJXELov+vPXgVXH0tJXh6vPwuWsryNJy1lefNer4trEZm1XgghhLiTpbJuAIbgYFI9XPmwWxJpRbR80ng8Pav0vHuH0GPwYzfLKjSln7GsPuNYLM/jmrHtPGfCEnFzsmPOq3Ww0coF+YJIknkhhHhCKaWImDiRpB07UXa2TOsO17w0vFntTUY3GH33nfC4G5ZEPv6GZbmatzaDW96Xvt9ZllevjFs2ewghhBBPH3NGBqEDPyDj3DmMxZwZ0y2F+KIaPms6ke6Vut+9Q/Bhy+oz+iTwbQy91kAR1zyP66+LUSzfZ1mCbvortfHSFcnzPkT+kHWDhBDiCRX11Vzi16wFrZal3RwJLGPiOd/nGPXMqLsT+dirsLKTJZF3Kwd9/rBKIi9leUIIIUT2lNFI2MiRpB49inJ25JPuBiLdNfSv2f/eifz1v+HH7pZE3q+Z5Y68FRL5qKQMRv4aCMBbTfxoV90zz/sQ+UeSeSGEeALFfvcdMUuXArD2xeL8WSGNGsVrMLX51Ltnu42+DN92goQQKF4J+mwFnY9V4pKyPCGEEOLBlFKET5xI8s5dYG/HjJdtuOJppmPZjgyqO+juHa7+BT+9AvpkKN/KckfeoWiex2U2K0auOUl0sp6qXi6MfaFanvch8pck80II8YRJ2LiRyKnTAPjrBR9+rRpHKedSLGizACc7p6yNoy7Ayhcg6SaUrApvbwFX66wPu+fCLSnLE0IIIbIRNXsOCWvXgVbL1z2K8U/pdOp61GVSs0l3z3VzeRf83BMMqVCxLby+Guyd7n3gR/T1/mvsvRhFETst81+vSxE7m+x3Ek80SeaFEOIJkvzXX9z8eBwAZ9uUZ2GtcIraFWVRm0WUcLxjyZjIIPj2BUiOBE9/SyLvYp1yuaikDEatOQlIWZ4QQghxPzHfriRm+XIANr3iw7YycZRxKcPc1nPvXkb24jZY9RoY06FyR3jtZ7BztEpcp0MTmL7tPACfdq5BJU8Xq/Qj8pck80II8YRIPX6C0KHDwGgkolllPmtwA1utHbNbzaaiW8WsjcNPwcrOkBoNXrUsy8/l8fqz/0/K8oQQQojsxf/2G7e+/BKAwy9V5ocKN9E56FjUdhFuRe6YLPb8FljdC0x6qNoZen4Ptg73OOqjS84wMnjVcQwmRYcaXrze0Ncq/Yj8J8m8EEI8AdIvXiTkvfdQ6emk1K/C8KZXUBoNnzT5hCbeTbI2DjtumbU+LRa861mWn8vj9Wf/S8ryhBBCiAdL2rOH8HHjAbja0Z9ZVa9gp7Vjbuu5+LneMSFt0G/w6//AbIAa3aDHSrC1t1psE34P4npMKt66Ikx7uebdk+iKAkuSeSGEeMz0oWGEvNMfc2IiphoVGfTcdUw2Gt6p+c7dM96GHIXvX4T0ePBpCP/7DRyttzSclOUJIYQQD5Z6/Dhhw4aDyURcq9qMrX0ONBomPTuJ+p71szY+vRbW9gWzEWr2hO4rwMbOarH9HhjGuuOhaDXw1Wt1KeZkvYsGIv/JOvNCCPEYGWNiCOnXD+OtW2jKlWF4pyhSbEx0KNuBwXUHZ20cdx1+ehkyEqFMU+j1KzhYL7n+b1leR38pyxNCCCHulH7hIiHvvY9KT0ffqCaDG51DaTR8UOcDOpXvlLXxtb2wvj8oM9TpBV3nw50r1OSh4JhUxm04A8CQNpVoWM56VXzi8ZBkXgghHhNTcgoh7w5Af+MGWi9PPu1hIsImhTol6/BFsy+yznhrSIdf34L0BCj9DLy5FuydrRpflrK87rWkLE8IIYT4D31oKCHvvIM5MRFqVmVQ6+voNWZerPAiA2oNyNo4KQLW9rMk8jV7QtcFoLVekbTBZGbw6hMkZxhpUNaNQa0rZr+TKHCkzF4IIR4Ds15P6KBBpAcFoXUrxoK3i3PWJhKfoj7Mfe4eM95uHwfhgeDoDj2/s3oif2dZns7JeiWAQgghREFjjIkhuF8/jFFR2FQsx+guCcRr0mjo1ZAJTSZkvQBuMloS+ZRb4FEdusy1aiIPMGfHRU6GxONaxJavXquLrY2kfYXRY/+vGhYWxptvvknx4sVxcnKiTp06HDt2LPNzpRQTJ07E29sbR0dHWrVqRVBQUJZjZGRkMHjwYEqUKIGzszNdu3YlNDQ0S5u4uDh69+6NTqdDp9PRu3dv4uPjs7QJDg6mS5cuODs7U6JECYYMGYJer7fauQshnk7KZOLmqA9JPXQIjZMT696rzh7NRVztXVnUdhHuRe4ogzu9Fo6usGx3XwY6H6vGJ2V5IqdkDBdCPI1MyckE9++P4UYwNt6l+PI1B66rKMrpyjG71Wzs7nwGfs9UuLEf7ItaZq230jry/+/vy9Es/usKAF++XIvSxayz3J14/B5rMh8XF8ezzz6LnZ0df/zxB2fPnmXWrFkUK1Yss8306dOZPXs2CxYs4OjRo3h5edGuXTuSkpIy2wwbNowNGzawevVq9u/fT3JyMp07d8ZkMmW2eeONNwgMDCQgIICAgAACAwPp3bt35ucmk4lOnTqRkpLC/v37Wb16NevWrWPkyJH58rsQQjwdlFJEfD6JpO3b0djZcXhoK1ZxBFutLV+1/opyunJZd4i+BJuGWrabj4JK7awan5TliZySMVwI8TQyZ2QQ+sEgMs6ew8bdne/6l+WI6TLuRdxZ1GYROgdd1h0u7YB9My3bXedBiUpWjS8mOYPhvwSiFLzesAwda5ayan/iMVOP0ZgxY1SzZs3u+7nZbFZeXl5q2rRpme+lp6crnU6nlixZopRSKj4+XtnZ2anVq1dntgkLC1NarVYFBAQopZQ6e/asAtShQ4cy2xw8eFAB6vz580oppbZu3aq0Wq0KCwvLbLNq1Srl4OCgEhIS7hlfenq6SkhIyPwJCQlRwH3bCyHErblz1dkqVdXZqtVUwDcTlP9Kf+W/0l9tvLzx7sYZKUotbKzUBFelvu2klNFg9fim/XFO+Y3ZrGpOCFChcalW7088moSEhMc27sgYLoR42piNRhUyaLA6W6WqOl+vvlq4eqTyX+mv6v9QX528dfLuHeJDlJpW1jKObx5h/fjMZtXn2yPKb8xm1WbWHpWaYbR6n+LRPOo4/ljvzG/cuJFnnnmGHj164OHhQd26dVm+fHnm59euXSMiIoLnn38+8z0HBwdatmzJgQMHADh27BgGgyFLG29vb/z9/TPbHDx4EJ1OR6NGjTLbNG7cGJ1Ol6WNv78/3t7emW3at29PRkZGlpLB/5o6dWpmyZ9Op8PXV2Z6FkLcX+z3PxC9aDEAKUN7McbmNwAG1h5Ilwpd7t5h64dw6yw4e8DLK8DGunOW/n05miVSlidySMZwIcTTRClFxMTPSNqxA42dHedGv8Ti9G0ATG0+lVola2XdwaiHNW9DWiyUqgPtp1g9xu8OXOfP87ewt9Uy//W6ONpbb6Z88WR4rMn81atXWbx4MZUqVWLbtm289957DBkyhO+//x6AiIgIADw9PbPs5+npmflZREQE9vb2uLm5PbCNh4fHXf17eHhkaXNnP25ubtjb22e2udPYsWNJSEjI/AkJCcntr0AI8ZRI2LSZyCmWgVzT/w0GuW7CpEx0Kd+F92q/d/cOJ36EwB9Bo4VXvgYXL6vGJ2V5IrdkDBdCPE2i5s4lfs0a0GqJHfs2n6b/CsCI+iNo53ePR+B2fQahR8FBBz1Wgq3D3W3y0NmbiUzZeh6AcS9Uo1opV6v2J54Mj3VpOrPZzDPPPMOUf7/g1q1bl6CgIBYvXsz//ve/zHZ3LoeklMp2iaQ729yr/cO0+S8HBwccHKz7D1MIUfAl79vHzbFjASjyWnfeLfMXKakpPOP5DBObTrz7b0xkEGwZZdlu/TGUa2HV+JRSfLj2FLeSMqjoUZRPO1e3an+icJAxXAjxtIj9/ntiliwFwPxhf4apn1EoelTuwds13r57h3Ob4OACy3a3xeBe7u42eShVb2TwquPoTWbaVvPgf038rNqfeHI81jvzpUqVonr1rF8aq1WrRnBwMABeXpY7UXdeVb9161bmFXgvLy/0ej1xcXEPbBMZGXlX/1FRUVna3NlPXFwcBoPhrqv9QgiRU2mBgYQOGQpGI04d2/NR3YtEpEZS1rUsX7X+Cnsb+6w7ZCRZ1pM3pkGFNtDM+hN4SVmeeBgyhgshngYJmzYROWUqAEUG9mOQ8++kGdN41vtZPm708d0XDGOvwW8fWLabDIKqnawe46TNZ7kSlYKnqwPTX6md7QVTUXg81mT+2Wef5cKFC1neu3jxIn5+lqtJ5cqVw8vLix07dmR+rtfr+euvv2jatCkA9evXx87OLkub8PBwzpw5k9mmSZMmJCQkcOTIkcw2hw8fJiEhIUubM2fOEB4entlm+/btODg4UL9+/Tw+cyHE0yDj8mVCBryHSkvDqdmzzO5g4Gz8edwc3O49461SlpnrYy6Bizd0X271dWj/W5Y3vpOU5YmckzFcCFHYJe/dy82xHwNQtNdrjCizn+i0aCq5VWJmy5nYau8ocjakw5q3ICMBfBpC24lWj3HLqXBWHQlBo4E5r9bB3dk++51E4ZEn0/A9pCNHjihbW1s1efJkdenSJfXTTz8pJycn9eOPP2a2mTZtmtLpdGr9+vXq9OnT6vXXX1elSpVSiYmJmW3ee+895ePjo3bu3KmOHz+unnvuOVW7dm1lNN6ewbFDhw6qVq1a6uDBg+rgwYOqZs2aqnPnzpmfG41G5e/vr9q0aaOOHz+udu7cqXx8fNSgQYNyfD6Pc1ZhIcSTRR8Wpi62aKnOVqmqrvbsqWbsnaT8V/qret/XUyciT9x7pyPLLTPefuau1I1D926Th1IyDOq5mbuV35jNqt/Ko8psNlu9T5G3Hue4I2O4EKIwSzl+XJ2rXUedrVJVBY8cqfr/8Y7yX+mvWv/SWoUnh997p03DLeP4tLKWmeytLCQ2RflPCFB+Yzar6QHnrN6fyHuPOvY81mReKaU2bdqk/P39lYODg6patapatmxZls/NZrOaMGGC8vLyUg4ODqpFixbq9OnTWdqkpaWpQYMGKXd3d+Xo6Kg6d+6sgoODs7SJiYlRvXr1Ui4uLsrFxUX16tVLxcXFZWlz48YN1alTJ+Xo6Kjc3d3VoEGDVHp6eo7PRb4ICCGUUsoQG6sud+iozlapqi6/0EmtOrQscwm6gGsB994p7LhSn5ewfAn4e36+xPnRupPKb8xm1XDyDhWTnJEvfYq89bjHHRnDhRCFUfrFi+p8w0bqbJWq6sY7/dXEvz5R/iv9VYMfG6ig6KB773RqjWUMn6BT6uIOq8doMJrUy4v+Vn5jNquXFu5XeqPJ6n2KvPeoY49GKaUeX11A4ZKYmIhOpyMhIQFXVylVFeJpZEpOIbhPH9JPn8a2VCnCZw5icNBnmJWZYfWG0a9mv7t3SouDpS0h/gZU6QSv/QRWft5ty6lwPvj5OBoN/PROI5pWKGHV/oR1yLiTd+R3KYQAMISFcf2NXhgjI3GsU4c9o1oyK2ghWo2Wua3n0sq31d07RV2EZa3AkAItPoTnxls9ztk7LjJv1yVcHGzZOrQ5vu5OVu9T5L1HHXse6zPzQghRmJj1esKGDCb99GlsihXDMOsjRp2fhlmZebnSy/T173v3TkpZJsqJvwHF/OClhVZP5EPjUvlo/SkABraqIIm8EEIIARhjYwnu9w7GyEjsK1bg0rgezApaCMDoBqPvncjrU+HX/1kS+bLNodVYq8d56GoMC/68BMDk7jUlkX+KPdal6YQQorBQJhM3x4wh5cBBNE5OOM2dwv8uTyLNmEaTUk0Y13jcvWeXPbgQLmwBG3vLOrSObne3yUNGk5mhqwNJSjdSt0wxhrWtbNX+hBBCiILAlJxCyLsD0F+/jq13KZKmDeejE6MB6FWtF72q9br3jltHQdQ5cPaAl78GrXVXhIlP1TP8l0DMCnrU96FrbW+r9ieebJLMCyHEI1JKETl5Mkl/BICdHSXmTOfdyPlEpUVRsVhFZrWahZ3W7u4dgw/DzgmW7fZToHQ9q8c678/LHLsRh4uDLfNeq4udjRRoCSGEeLqZ9XpCBw8i/cwZbNzcsJ/7Be8EjUVv1tPKpxUfPvPhvXc88SME/gQaLbzyDbhYdylMpRRj1p0iPCGd8iWcmdi1hlX7E0++HCXzI0aMyPWBx48fj7u7e673E0KIgiZ64SLifl4FGg1e06YwVr+GS3GXKOFYgkVtFuFi73L3TikxsLYPmI3g/zI0eMfqcUpZ3tNLxnEhhLg3ZTJx88PRpB48hNbJCbeFs+l7eTKx6bFUc6/Gly2+xOZed9sjzsCWkZbt1uOgXHOrx/rT4WC2BUViZ6Nh3ut1cXaQ+7JPuxz9H/DVV1/RpEkT7O1ztm7h/v37GTRokHwJEEIUerE//0z0ggUAeI4fz3z34/x98W8cbR1Z8NwCShUtdfdOZjOs7w+JYVC8InSZa/Xn5KUs7+km47gQQtxNKUXEpEkkbduGxs4Or/lfMTxqGdcTr+Pl7MWCNgtwsrvHhe/0RMtz8sZ0qNgWmuX+gmluXYhIYtLmswCM6VAV/9I6q/cpnnw5vpyzYcMGPDw8ctTWxeUed6GEEKKQSdy6lchJXwBQYtAgNtbWs+bYGjRomNZ8GjVK3Kf8bf8suLILbItAz+/Bwbp/M6UsT4CM40IIcafo+QuIX/0LaDSUmjGd6SqAoxFHcbZzZmGbhXg43eNvplKwaSjEXgHX0tBtGWit+8hausHEkFUnyDCaaVWlJH2fLWfV/kTBkaP/87799lt0upxf/Vm6dCmentZ9ZkQIIR6n5P1/EzbmI1AKtzfeILBzJWYdmwXAhw0+5Lkyz917x2t7YfcUy3anWeBp/cT6/8vy7G20Upb3lJJxXAghsor94UeiFy0CwGvCp/xc6hobr2zERmPDrJazqOx2nwlij66AoPWgtbVMXOtc3OqxTt5yjguRSZQo6sDMHrXRaq1bzScKjhx9o3vrrbdyddA33njjoYIRQoiCIO3UKUKHDAGDAdcXOnJrQBfG7rA88/561dd5s9qb994xKQLW9gNlhjpvQt37tMtD/y3LG92hipTlPaVkHBdCiNsSNm8hcvJkAEoMGcz+Bs4s2m95Pa7xOJ4t/ey9dww7Dts+tmy3+xx8G1o91m1BEfxw6AYAs3vWpkRRB6v3KQqOR7o9k5ycjNlszvLewyx2L4QQBUXGlSuEvDsAlZqKc9OmmMcPZvCOt8kwZdDCpwWjG4y+9xJ0JqMlkU+5BR7V4YUZVo9VyvJEdmQcF0I8bZL37efmRx8B4NarFze6NWDCzgEA9PHvQ4/KPe69Y1ocrHkLTHqo2hkaD7R6rOEJaYxZdwqAAS3K06JySav3KQqWXD/gce3aNTp16oSzszM6nQ43Nzfc3NwoVqwYbm7WXR9ZCCEeJ0N4OMHv9McUH0+RWrVwmfUFH+wdmjnj7YwWM7DV3uca6Z6pcGM/2Be1PCdvb/2Z5KUsT9yLjONCiKdV2smTlso6oxHXTp1IHfQ6Q/cMw2A20M6vHcPqDbv3jkrBbwMhPhiK+cGLC60+ca3JrBi2OpD4VAO1fHSMfL6KVfsTBVOu78z36tULgG+++QZPT89734ESQohCxhgXR/A7/TGGh2NfvjylFs3ngyNjuZZwDQ8nD+Y/N//eM94CXNoB+2ZatrvMhRKVrB6vlOWJ+5FxXAjxNMqsrEtLw7lZM4pM/JD+O/qQqE+kVolaTGk2Ba3mPvc5Dy6AC1vBxh56fgeOxawe76Ldlzl8LRZnexvmvVYXe1vrTrInCqZcJ/OnTp3i2LFjVKkiV4eEEE8Hc0oKIe+9h/7KFWy9vPBdvozPz8/jSMQRnGydWNRmEZ7O95ksLCEU1r9r2X6mH9R8xerxSlmeeBAZx4UQTxvDzZsE93sHU0ICRWrXouScGby7bzAhSSGULlqaec/No4htkXvvHHwIdkywbHeYCt51rR7vsRuxfLXrEgCTXvKnbAlnq/cpCqZcX+Jp0KABISEh1ohFCCGeOEqvJ3ToMNJPnsJGp6PM1yv4Nnozv1/5HRuNDTNbzqSK+32SIpMB1vSBtFgoVcfyJcDKpCxPZEfGcSHE0ySzsi4iAvsKFfBZvJhPj08mMCoQF3sXFrVZRHHH+8xInxJtGceVCfxfsVyUt7KENANDVgViMiu61S1N93o+Vu9TFFy5vjO/YsUK3nvvPcLCwvD398fOzi7L57Vq1cqz4IQQ4nExGc2EnI3B7rsvSdm/H42jI77LlrJTc54FgQsAGNtwLM19mt//IDsnQugRcNBZlq+xtX6pu5TliezIOC6EeBqkJeuJvRaLftJQ9FevYluqFGVWLGfx9R8JuB6ArdaWr1p9Rfli5e99ALMZ1veHpJtQvBJ0+crqz8krpfh4/WnC4tMo4+7E5y9af/laUbDlOpmPioriypUr9OnTJ/M9jUaDUgqNRoPJZMrTAIUQIr8ppdj9w3kuHI6gwhU9fnZ2+Mybx1kvI59s/wSAt6q/xatVX73/Qc5tsjxjB/DSInC3/kzyUpYnckLGcSFEYWfUm9iy4CRR1+KpcRO8ihWjzNcr2Jx8iOWnlwMwsclEGpZ6wNJy+2bBlT/B1tHynLyDi9Xj/vWfELacDsdWq2He63VxKWKX/U7iqZbrZL5v377UrVuXVatWycQ5QohC6fDGq1w4HIFGmSiaehPvqVOJqe3L0K29MJgNtCnThhHPjLj/AWKvwW8fWLabDIJqna0es5TliZyScVwIUZiZzYrtXwcReT0JW2M6zuZEfJct5XiRSD7f+TkAA2oN4MWKL97/IFf/gj1TLNudZoGn9e+QX76VzMSNZwEY1b4KdXyLWb1PUfDlOpm/ceMGGzdupGLFitaIRwghHqsze8M49odlFvgqF1ZR/b2XMLdtysCtb5KQkYB/cX+mNp96/xlvDemWdWgzEsCnIbSdaPWY/1uW51dcyvLEg8k4LoQorJRS7P/lItdORqM1G6h1bgVVpo8nzNeJEX8MwKiMvFDuBT6o88H9D5IUAeveAWWGum9C3V5WjzvdYGLwqhOkGUw0q1iCd5vfp/RfiDvk+mHK5557jpMnT1ojFiGEeKyun4pm76oLAJS7toUa7Sri/EYPhu4eSnBSMN7O3sxvMx9HW8f7H2TbxxB+Ehzdoce3YGP9ErksZXmvSVmeeDAZx4UQhdWJHcGc/isMlJnq576j6vA3Sa9fhQ92fUCyIZl6HvWY9Oyk+1ckmYywth+k3AKPGtBxRr7E/WXAec6FJ+LubM/snrXRaqViSuRMru/Md+nSheHDh3P69Glq1qx518Q5Xbt2zbPghBAiv0ReS2Tb8tMoBaXC/6aGbyIlR09l7N/jOXHrBC52Lixqu4gSjiXuf5DTa+Gfry3b3ZeDzvql7neW5dWWsjyRDRnHhRCF0cUjERxcfwWASlfWU/WFmhTp1pm+AX25mXITP1c/5raei72N/f0PsmcK3NgP9kUtz8nbO1k97j/PR/Lt39cBmNWjNh6u91kiT4h70CilVG520GrvfzP/aZ84JzExEZ1OR0JCAq6uro87HCFEDsXfSmXd9GOkJxsoHhNE/eRtlP/lZxZd+Y5lp5Zhq7FlcbvFNC7V+P4HiboIy1qBIQWaj4I2n1g97nSDiW6LDnAuPJFmFUvwfd+GcjX/KfMw446M4/cmY7gQBVfohTg2zQvEbFL4huyijncU3gvnM+rvMewK3kUxh2L89MJPlHEtc/+DXNoBP71i2X7lG/B/2epx30pMp8PcfcSm6On7bDk+7VLd6n2KJ8ujjj25vjNvNptz3YkQQjyp0pL0bJ5/kvRkAy5JwdQMXYPfqu/ZErWHZaeWAfBpk08fnMjrUy3PyRtSoGxzaP1xvsQuZXniYcg4LoQoTGLCkvlj8SnMJoXHrWNU5ySlZ69i7qmF7ArehZ3WjnnPzXtwIh8fYlmGDqBB/3xJ5M1mxfBfA4lN0VO9lCtjOlaxep+i8Ml1Mi+EEIWFQW9iy6JTJESlUSQtmlpnl1F28WyuuKTx+R+WGW/71+xPt0rdHnygraPg1llw9oCXvwatjdVjl7I8IYQQT7vkuHQ2zT+JPt2ELv4y/jd/p8yvP7Mz5gDfBn0LwBfPfkFdj7r3P4hRD2v7QFoclKoD7SfnS+xL917l78sxONrZMO/1ujjYWv+7gyh8cjQB3rx580hPT8/xQZcsWUJSUtJDByWEENZmNpnZviKIyGuJ2BqSqX1qIX5jhmCsW40Re0aQYcqgeenmDKo76MEHOvEjBP4EGi288jW4eFo99luJ6YxacwqAvs+Wo3VVD6v3KQo2GceFEIVNRpqRTfNPkhKfgVNKOLXOf02ZubMJ1Rn59O9PAejr35cXyr/w4APtnAihR8FBZ3lO3tbB6rEHhsQza7tlwt3PutagokdRq/cpCqccJfPDhw/P1aA+evRooqKiHjooIYSwJqUU+365xPVTlqVrap9egk/3duhe7cn4/eMJTQ6ldNHSD16CDiDiDGwZadlu/TGUa2H12KUsTzwMGceFEIWJyWjmjyWniL2Zgn1GPLVPLcJ37Eg09fwZsXsEqcZUGng1YHDdwQ8+0LlNcGihZbvbYnAra/XYk9INDFl1AqNZ0alWKXo8Y/3JckXhlaMye6UUbdq0wdY2Z1X5aWlpjxSUEEJY0/FtNzizNwyUovrZb/H2L4Xn2I/4+sw37Andg73WnlmtZqFz0N3/IOmJlufkjelQsS00G5kvsUtZnngYMo4LIQoLZVb8+f05wi7EY2NKp/bpxXj37ESxnj0Ys28MVxKuUNKxJNNbTMdW+4C/ebFX4beBlu0mg6Bqp3yJ/5PfzhAcm0rpYo5M6Vbz/svkCZEDORrVJ0yYkKuDvvjii7i7uz9UQEIIYU0XDoVz6LerAFS6vAafogmUnrOUI1HHmH9iPgAfN/qYGsVr3P8gSsGmoRBzGVxLQ7dl8IAZwvNK0M0EKcsTD0XGcSFEYXHo9ytcPBKJRpmoeWY5XnXK4jlmNKsvrOaPa39gq7FlVqtZD15K1pAOv74FGYng2wjaTsyX2DefuslvgTex0WqY93oddI522e8kxANYJZkXQognUci5WP78/jwAZYJ34Jd0Ap9fVhNtm87ovaMxKzMvVXyJ7pW6P/hAR1dA0HrQ2sIr34JzcavHrjeaGbXmFEazon0NTynLE7ki47gQojA4vSeU49uCAah6/ke8imVQevYsTsUFMf3odABGPDPiwRPeAWwbCxGnwNHdMo7bWD+pjkrK4JPfzgDwQeuK1PeTC6bi0cls9kKIp0J0aBJ/LD2N2azwiPyHCjc247N8KdoyPozc1ofY9FiquFVhXKNxDy55CzsO2/5deq7tZ1CmUb7Ev2D35cxl6CZLWZ4QQoinzNXAKPb+chGA8lc3Ujr9Ar7frSbB3sjIbSMxmo087/c8b1Z788EHOrUG/vkG0ED35aArbfXYlVKM/+00cakGqpdyZVDrilbvUzwdJJkXQhR6SbHpbJ5/EkO6iWLxl6h+/ge8PhmLc9OmfHnkS05GncTFzoU5reZQxPYBS7ylxVmekzfpoWpnaPJBvsR/JiyBhbsvAzDpRX9KFLX+TLtCCCHEkyLiagLbvw4CBd439+N3cxc+K5ZjU8aXMTvfIzI1krKuZfn82c8ffLE76oLlMTmAFqOgUtt8iX/jyZtsC4rEzkbDzB61sbe1/qN54ukg/ycJIQq19BSDZemaBD3OqRHUPLOU4q/3wP2NNwi4FsCP534EYHKzyfi6+t7/QEpZJsqJD4ZifvDiQsiHu+MZRhMjfz2J6d9ZbzvVKmX1PoUQQognRXxkKlsWnsJkMFM8+jSVL/1CqfHjcG7cmEUnF3Eo/BCOto7MaTUHZzvn+x9In2J5Tt6QAmWbQ6ux+RL/rcR0Pv09CIAhz1WiurdrvvQrng6SzAshCi2TwcwfS04TF56CgzGR2ifnU6xhHTzHjuVq/FU+PWBZh/admu/QukzrBx/s4AK4sBVs7C3r0DoWs/4JAPN2XeJCZBIlitoz6UX/fOlTCCGEeBKkJurZND+Q9BQDrsnB+J/9huK93sDttdfYG7qXZaeWATChyQQquj2gdF0py1KyUeegqCe8/DVorb8ajFKKjzecJiHNQM3SOt5rVcHqfYqniyTzQohCSZkVO787y81L8dgqPbVPzMe1VDFKz5lDKnqG7RlGmjGNhl4N+aBONuXywYdgx78TiHWYCt7ZTKyTR06GxLN4zxUAvnipJu7O9vnSrxBCCPG46dONbFl4ksTodBz1cdQ6uRDXJg3w/GgMoUmhfLTvIwBer/o6ncpns6zciR/h5CrQaC2JvItnPpwBrD8exs5zt7C30TKzR23sbCT1EnkrR8/MjxgxIscHnD179kMHI4QQeeXAhitc/ucWGsz4n1yCq00yPotXo3V1ZeLe0VxLuIaHowdftvjywevQpkTDmj6gTOD/MjzTL1/iTzeYGLnmJGYFL9bxpoO/V770KwonGceFEAWJ2WRm+4ogbt1Iwt6cRu0TcynqU5LSc2aj15gYsWcESfokapWoxYfPfPjgg0Wchq2jLNutx0G55tY/ASAiIZ2Jmyzl9cPaVaKKl0u+9CueLjlK5k+cOJHl9bFjxzCZTFSpUgWAixcvYmNjQ/369fM+QiGEyKWTf4YQuMOydE21s9/jnnQZn+XLcChXjp/O/UTA9QBsNbbMbDXzwevQms2wvj8k3YTilaDL3Hx5Th5gzs6LXL6VTEkXByZ2ecCa90LkgIzjQoiCQinFX6sucuNMDDaYqHliAUXt9fguXoSNqyuTDkzkXOw53BzcmNVqFnYPWlYuPdHynLwxHSq2g2Y5v7D5qOfw0fpTJKUbqe1bjHebl8+XfsXTJ0e1Hrt378786dKlC61atSI0NJTjx49z/PhxQkJCaN26NZ06ZVPicoeJEyei0Wiy/Hh53b77pJRi4sSJeHt74+joSKtWrQgKCspyjIyMDAYPHkyJEiVwdnama9euhIaGZmkTFxdH79690el06HQ6evfuTXx8fJY2wcHBdOnSBWdnZ0qUKMGQIUPQ6/W5Oh8hxON35fgt9q+5BED5q7/jdesonh9bZq4PvBXIzKMzARj5zMjs16HdNwuu/Am2jpbn5B3y56r6sRtxLN97FYAp3WriJuX14hFZYxyXMVwIYQ3/bL3O2f030aCofno5utQQfOZ+hX3Zsmy4tIF1l9ahQcOXLb7Ey/kBVWtKwcbBEHsFXH2g+zLQ5k+Z+5p/QtlzIQp7Wy2zetTCVsrrhZXk+v+sWbNmMXXqVNzc3DLfc3Nz44svvmDWrFm5DqBGjRqEh4dn/pw+fTrzs+nTpzN79mwWLFjA0aNH8fLyol27diQlJWW2GTZsGBs2bGD16tXs37+f5ORkOnfujMlkymzzxhtvEBgYSEBAAAEBAQQGBtK7d+/Mz00mE506dSIlJYX9+/ezevVq1q1bx8iRI3N9PkKIxyf8cjw7vjkLCnwiD+AXvJ1ir7+Ge69exKTFMHLPSIzKSPuy7elVrdeDD3ZtL+yZYtnuNAs88+fueLrBxIf/ltd3r1eadtXz57k+8fTIy3FcxnAhRF46dyCcI5uuAVDp4i+UjDmN178z15+LOcfkw5MBGFR3EE28mzz4YEdXwNnfQGsLPb4FJ3crR28RFp/GpM1nARj1fGUqekh5vbAilUtFixZVu3btuuv9Xbt2qaJFi+bqWBMmTFC1a9e+52dms1l5eXmpadOmZb6Xnp6udDqdWrJkiVJKqfj4eGVnZ6dWr16d2SYsLExptVoVEBCglFLq7NmzClCHDh3KbHPw4EEFqPPnzyullNq6davSarUqLCwss82qVauUg4ODSkhIyPH5JCQkKCBX+wgh8kZseLJaPuIvtWDALvVLr8UqqEo1df3tt5VZr1cGk0H1Deir/Ff6qy4buqhkffKDD5Z0S6kZlZSa4KrUhoH5cwL/mrQpSPmN2awaTt6h4lP0+dq3KHgeZtzJq3FcxnAhRF66cSZaLXr/T7VgwC61qcs4dbZKVRX+2edKKaXi0+NVh7UdlP9KfzVw50BlMpsefLCbgUp9XsIyjh9YkA/RW5jNZvXmikPKb8xm1W3hfmU0mfOtb1EwPerYk+s78926daNPnz6sXbuW0NBQQkNDWbt2Lf369aN79+65vphw6dIlvL29KVeuHK+99hpXr1pKS69du0ZERATPP/98ZlsHBwdatmzJgQMHAMszfwaDIUsbb29v/P39M9scPHgQnU5Ho0aNMts0btwYnU6XpY2/vz/e3t6Zbdq3b09GRgbHjh27b+wZGRkkJiZm+RFC5L+UhAw2zT9JRoqRYsZbVD++CHs/X3zmzEFjZ8fCwIUciTiSs3VozWb47X1IjoQSVeCFGfl2Hkevx/L135Y7EtO610Ln9IDnAIV4SHk5jssYLoTIC1HBSQQsO4PZrCiVeJryF9fh3LQJnh+PxazMjN8/ntDkUEoXLc2UZlPQah6QwmQkw9q+YNJD5Y7QeGC+nceqIyHsuxSNg61l9nobbf7MsyOeXrlO5pcsWUKnTp1488038fPzw8/Pj169etGxY0cWLVqUq2M1atSI77//nm3btrF8+XIiIiJo2rQpMTExREREAODpmbXE1NPTM/OziIgI7O3ts5QK3quNh4fHXX17eHhkaXNnP25ubtjb22e2uZepU6dmPsOn0+nw9fXN1fkLIR6dZemaUyTFpOOsTcX/8CzsnIvgu3gxNsWKsTt4NytOrwDgs6afUaFYNmu8HloIl3eAbRFLWZ69Uz6cBaTqjXy45iRKQY/6PrSuevffLSHyQl6N4zKGCyHyQmJ0GpsXnMSQYaK4MYwqJ5bjULYspefMQWNryzdnvmFP6B7stfbMbjUbnYPuwQfc+iHEXAYXb3hpUb5NXBsSm8rkLZby+g/bV6F8yaL50q94uuVoNvv/cnJyYtGiRcyYMYMrV66glKJixYo4Oz/gTtd9dOzYMXO7Zs2aNGnShAoVKvDdd9/RuHFjADR3/ANUSt313p3ubHOv9g/T5k5jx47NstxPYmKifBkQIh+ZTGa2LT9DVHASDrYmau7/EntzGqXnLMWhfHlCEkMYt38cAL2q9aJjuY4PPmDYMdj5mWW7/ZR8e04eYHrABa7HpFJKV4TxnavnW7/i6ZNX47iM4UKIR5WeYmDzgpOkJupx1SZR4+BsbF2c8Vm8CBudjkPhh5h/Yj4A4xqPo3rxbMbHk7/AyZ//XU9+Rb49J282K8asO0WK3kSDsm70ebZcvvQrxENPrfj/k91UrlwZZ2dnlFKPHIyzszM1a9bk0qVLmTPi3nlV/datW5lX4L28vNDr9cTFxT2wTWRk5F19RUVFZWlzZz9xcXEYDIa7rvb/l4ODA66urll+hBD5QynFXz9dIDgoFlsbqHlkFk7p0Xh+9BFFmz1LujGd4XuGk2RIonbJ2oysn81kWOmJlrI8swGqdYVn+ubPiQCHrsaw8sB1AKa9XAudo5TXC+vL63FcxnAhRG4YDSa2Lj5FXEQqjnZGau6fii0GfL6ag0O5ckSkRDBm7xjMyky3it3oXimbx4BirsCWfy/QtRwDZZ+1/kn866cjwRy4EkMROy0zXpHyepF/cp3Mx8TE0KZNGypXrswLL7xAeHg4AO+8884jzxybkZHBuXPnKFWqFOXKlcPLy4sdO3Zkfq7X6/nrr79o2rQpAPXr18fOzi5Lm/DwcM6cOZPZpkmTJiQkJHDkyJHMNocPHyYhISFLmzNnzmSeC8D27dtxcHCQNXeFeEId3XyNcwfC0WigxrlvcE28QbFXX8XtTcss9ZMPT+ZC3AXci7gzs+XMB69DqxRsHg5x10HnC13n5VtZXkqGkdFrTwHwekNfWlYumS/9iqeXtcZxGcOFEDmlzIqd354l/HICdnZQ88CXOOgTMpeSNZgMjPprFLHpsVR1r8rHjT5+8AGNGbC2D+iTwe9ZaPFh/pwIEByTytSt5wD4qENVypbIfbWyEA8r18n88OHDsbOzIzg4GCen28+SvvrqqwQEBOTqWKNGjeKvv/7i2rVrHD58mFdeeYXExETeeustNBoNw4YNY8qUKWzYsIEzZ87w9ttv4+TkxBtvvAGATqejX79+jBw5kl27dnHixAnefPNNatasSdu2bQGoVq0aHTp0oH///hw6dIhDhw7Rv39/OnfuTJUqVQB4/vnnqV69Or179+bEiRPs2rWLUaNG0b9/f7lSL8QT6OzfNzm65ToA1SL+oPjNYzg1aoTX+HFoNBrWX1rPb5d/Q6vRZr8OLUDgT3BmLWhs4OWvwdHtwe3z0JcB5wmOTaV0MUc+fqFavvUrnl55NY7LGC6EeFh/r73MleNRaG2g5qnFFE25mbmULMDsY7M5GXUSFzsXZreaTRHbIg8+4M7PIPykZfzuvhy0NvlwFpby+g/XniRVb6JROXf+16RsvvQrxP/L9TPz27dvZ9u2bfj4+GR5v1KlSty4cSNXxwoNDeX1118nOjqakiVL0rhxYw4dOoSfnx8Ao0ePJi0tjYEDBxIXF0ejRo3Yvn07Li6312ucM2cOtra29OzZk7S0NNq0acPKlSuxsbn9j/inn35iyJAhmTPmdu3alQULFmR+bmNjw5YtWxg4cCDPPvssjo6OvPHGG8ycOTO3vx4hhJXdOBPDnp8uAFAxIxCvc5uxK1OG0l9ZZq4/G3OWyYcs69AOrjuYxqUaP/iAURctk+UAtP4YyjR6cPs8dOByNN8ftPzd/PLlWrgUkfJ6YX15NY7LGC6EeBiBO4M5+WcIAP6hGygWeQanJo3x+thy9z3gWgA/nvsRgMnNJuPrks1cFhe3WSavBXhxEehKWy32O31/8DqHr8XiZG/DjFdqo5XyepHPNCqXD8m5uLhw/PhxKlWqhIuLCydPnqR8+fIcPXqUDh06EBMTY61Yn3iJiYnodDoSEhLkboAQVnDrRiIbZp/AmGHC1z6citu/wKZoUcr+shqHChVIyEjg1c2vEpYcRiufVsx9bu6Dl68xpMOKNhB5Bsq1hN4b8u1qfnKGkfZz9hIWn8abjcvwxUs186VfUbg8zLgj4/i9yRguhPVd+ieS7SuCAKiafhjvQ99j51eGcr/8gk2xYlyNv8prW14jzZjGOzXfYWi9oQ8+YGI4LHkWUmOg0XvQ8ct8OAuL69EpdJi7l3SDmUkv+dO7sV++9S0Kj0cde3JdZt+iRQu+//77zNcajQaz2cyMGTNo3bp1rgMQQoicSIiyLF1jzDDh6ZpGhR1T0Wi1lJ4zG4cKFTArMx/v/5iw5DB8ivrwRbMvHpzIA+z4xJLIO5WA7svyLZEHmLL1HGHxafi4OTK2o5TXi/wj47gQ4nG4eSmOnSstS7eVtw+m1KHv0bq4ZC4lm2JIYdieYaQZ02jk1YgP6nzw4AOaTbC+vyWR96oJ7T7Ph7OwMJkVo9acJN1g5tmKxenVsEy+9S3Ef+W6zH7GjBm0atWKf/75B71ez+jRowkKCiI2Npa///7bGjEKIZ5y6cmWpWvSkgy4FYMqmz9Bq0x4jv2Yos2bA7Di9Ar2hu7FwcaBOa3nZL8O7bnNcGSZZbvbEnDJ5rn6PLT3YhQ/Hw4GYMYrtXF2yPWfYiEemozjQoj8Fnszha2LT2M2KnyKpeD323Q0NjaU/moODuXLo5Ri4oGJXEu4hoejB1+2+BJbbTZj477ZcH0f2DnDK9+CrUP+nAzw7d/X+OdGHM72Nnz5ci0prxePTa7vzFevXp1Tp07RsGFD2rVrR0pKCt27d+fEiRNUqFDBGjEKIZ5iRr2JLYtOER+ZSlEXG/z3fIGtMY1iPXvi1vtNAA7cPMCCE5ZnaMc1GkdV96oPPmhCKPz+7xX/JoOgUjtrnkIWiekGPlpnmb3+7aZlaVKheL71LQTIOC6EyF8p8RlsWhBIRqqRksWhwqbxaFB4jh1L0Wcty8f9fP5nAq4HYKuxZVarWRR3zGZsvHEQ9ky1bHeaCSUqWfksbrsSlcyMbZa5e8Z3ro6Pm1M2ewhhPQ91O8jLy4vPPvssr2MRQogszGbFjm/OEnE1AfsiNtQ+sxi7+HCcGjbE65PxaDQaIlIi+GjvRygUL1d6mW6Vuj34oCYjrHsH0uPBuy60mZAv5/L/Jm8+x82EdPyKOzG6Q5V87VuI/yfjuBAiP+jTjGxacJLk2Ax0brZU2zEOG5OeYq+9ilsvy8oWgbcCmXnUMmHlqAajqONR58EHTY21jOPKBLVehdqvW/ksbvv/8voMo5nmlUrwWoNsJucTwspylMyfOnUqxwesVavWQwcjhBD/TynF/l8vcTUwCq2Nhvqxm3C4dtIyc/3cr9DY2WEwGRi5ZyRxGXFUc6/G2EZjsz/w3ukQfBDsXeCVb8DW3von86/dF27xyz8haDSW8noneymvF/lDxnEhRH4zGc38sfQ0MaHJODrbUuv4XGwTo3Fq3BivcZalZGPSYhi5ZyRGZaRD2Q68UfWNBx9UKdg4GBJDwb08dJoFmvwrcV+x7yonguNxcbDly5drocnHvoW4lxx9k6xTpw4ajYbsJr7XaDSYTKY8CUwI8XQL3BHC6T2hANR3Oo3jri1oixbFd/EibN0s68DP+GcGp6JP4WLvwqxWs3CwyeZ5uWv74K/plu0uX1m+COSThNTb5fV9ny1Hw3Lu+da3EDKOCyHyk1KK3T+eJ/R8HLb2WurfWofdjbPY+ZXB59+lZI1mI6P3juZW2i3K68rzWdPPsk+Oj66A85tBa2e5IO/g8uD2eehSZBKzdlwE4JMu1fEu5phvfQtxPzlK5q9du2btOIQQItPFoxEcWH8ZgLp+cbh8txj+M3M9wJarW1h1fhUAU5tNzX4d2pQYy6y3KKjzJtR8xZqncJfPN58lMjGD8iWcGfW8lNeL/CXjuBAiPx3eeJULhyLQaDU0sD+O/dHtWWauB1gYuJAjEUdwtHVkTqs5ONll8+x5xBnYNs6y3e4zy6Ny+cRoMjNqzUn0RjOtq5SkR32ffOtbiAfJUTLv5yfrJgoh8kfohTh2rTwHQLUqGtyWfwqA55jRmTPXX467zGcHLc/79q/Zn5a+LR98UKXg94GQFA7FK8EL0613Avew82wk646HotXAjB61cbTPvyXwhAAZx4UQ+efM3jCO/XEDgGf8onH8dvm/F+QtM9cD7A7ezYrTKwD4vOnnlC+WTaWcPgXW9gFTBlRqD40HWvUc7rR071VOhibgWsSWqd2lvF48OXKUzG/cuDHHB+zatetDByOEeLrFhCXzx5LTmE2KcpUd8f5pKMpspliPV3D73/8ASNYnM3zPcMs6tKVysA4twOElcDEAbBygx7dg72zlM7ktPlXP2A2nAejfvDz1/dzyrW8h/p+M40KI/HD9VDR7V1lmeq9VA1wWWSaZ9fzoI4o2s8xcH5IYwrj9ljvsb1Z7kw7lOmR/4D/GQPRFKOoFLy3K1+fkz0ck8tVOS3n9xK418NIVybe+hchOjpL5l156KUcHk2fthBAPIz4yAhs7HZsXnESfZsSrrDMVAiZiTk7CqUEDvD75JPN5308PfMr1xOt4OnkyvcV0bLTZ3OW+GQjbP7Fst58MXjWtfj7/NXFjEFFJGVQo6czwdpXztW8h/p+M40IIa4qPjCAj1YltK86gFFT2d6bktx+glMqylGy6MZ3he4aTZEiiTsk6jKg/IvuDn14LJ34ANPDycnAuYd2T+Q/Dv+X1BpOibTVPutUtnW99C5ETOUrmzWazteMQQjylbl2/yi8TP8K2SBVMqiVuXs7UClqOMfg6dr6+lJ43F429Zcb5H87+wI4bO7DVWtahdS+SzSRyGUmwti+YDVC1MzR4Jx/O6LaAMxH8FngTrQZm9axDETsprxePh4zjQghruXTkAJvmfEkR15YoTR18K7vg99t4TCkpWZaSVUrxxaEvuBB3Afci7sxsORM7G7sHHzz2GmwaZtluMQrKtbD6+fzX4j1XOBOWiM7Rjind/KW8XjxxtI+yc3p6el7FIYR4CsXeDGPt5E/Qp6WSlnQLJxcbGhl2Yzz6N1pnZ3wXLcycuf5Y5DFmH5sNwIfPfEjtkrWz72DLKIi9Aq4+0HV+vpblxaboGf+bpbx+QMsK1PEtlm99C5FTMo4LIR7FjVOBbJ47HWU2oU+NpERpJ2ocX4QpNDjLUrIA6y+t5/crv6PVaPmyxZd4Ons++OBGveWCvD4JfBtDy4/y4YxuC7qZwLxdlwD4/MUaeLhKeb148uQ6mTeZTEyaNInSpUtTtGhRrl69CsAnn3zC119/necBCiEKp8ToW6z9YhxpiQlobDxwdn+ZFuUjMKz/wTJRzuxZOFSqBEB0WjQf/vUhJmWiY7mOvF719ew7CFwFp1aDRmspy3PK36XgPv39DNHJeip7FmVY20r52rcQDyLjuBAiL9y8eJ7fZ36B2WhEa1cRN98uNEjbjv6fQ3ctJRsUE8SUw1MAGFx3MI1LNc6+gz8nwc3jUKQYvLwCbHJUUJwn9EYzo9acwmhWtK/hSdfa3vnWtxC5ketkfvLkyaxcuZLp06dj/2/pK0DNmjVZsWJFngYnhCicUhPiWfvFJyTFRKPRulHE9WVaNXfAsOALADw+/JCiLS0z1BvNRj7860Oi0qKooKvAxCYTsy9zi74MW0ZatluNBb+m1jydu2w5Fc7mU+HYaDXM7FEbB1sprxdPDhnHhRCPKurGNdZPnYAhIx2trR8uHi/Swvc6GetX3bWUbEJGAiP3jERv1tPKpxV9/ftm38GlnXBgnmX7xQVQLJvlZ/PYgt2XOReeiJuTHV+8VFPK68UTK9fJ/Pfff8+yZcvo1asXNja3v6DWqlWL8+fP52lwQojCJz0lmbVTPiUuPAy0Lti7vELLTj4wfRSYzehe7o77229ltp93Yh7/RP6Dk60Ts1vPzn4dWmOGZfkaQwqUbQ7NR1r5jLKKTs7gk9/PADCwVQVq+RTL1/6FyI6M40KIRxEXcZO1kz8hIzUFjU0pHN1epM2zGtLnTwWyLiVrVmbG7htLWHIYPkV9+KLZF2g12aQfSRGwYYBlu8E7UK2LNU/nLmfCEli4+zIAk17yp6SLQ772L0Ru5LpeJSwsjIoVK971vtlsxmAw5ElQQojCyZCRzoYvPyfq+lXQOGFf9BWadK6Cw/yhGJKTcXymPqUmTMi8Ar4reBffnvkWgM+f/ZzyumzWoQXYMQEiToGjO3RfBtnNdp+HlFJ88tsZYlP0VPVyYfBzUl4vnjwyjgshHlZSTDRrvxhPakI8GpsSOLh2p00XL/Qf94U7lpIFWH5qOfvC9uFg48Cc1nPQOege3IHZbEnkU6PB0x+en2zlM8oqw2hi5K8nMZkVnWqWonMtKa8XT7Zc35mvUaMG+/btu+v9NWvWULdu3TwJSghR+JiMBjbOmsLNC2dB44B90e7UbVuD4qsnYQgOxq50aXzmzcucuT44MZjx+8cD0Lt6b9qXbZ99Jxf+gMOLLdsvLQbX/B2EN58K548zEdj+W15vb/tIc4wKYRUyjgshHkZqYgJrvxhPYtQtNNpi2Bd9mVbdKsCXwzCnpGRZShbgwM0DLAxcCMC4RuOo6l41+07+/gqu7gE7J3jlG7DL30nn5u+6zIXIJIo72/P5izXytW8hHkau78xPmDCB3r17ExYWhtlsZv369Vy4cIHvv/+ezZs3WyNGIUQBZzab2Dp/FtdPHgeNHfZFX6JKE3/8Di4l+fhxtC4u+C5dgq27ZZK6NGMaw/cMJ9mQTF2PugyvPzz7ThJvwm8DLduNB0KVDlY8o7vdSkrPLK8f9FxF/Etnc/dBiMdExnEhRG5lpKayfuoEYm+GgqYo9kVfoXHnKjgt+5j0m+HYly2bZSnZiJQIPtr7EQrFy5Veplulbtl3EnIE/rTMnUPH6VCyihXP6G4nQ+JZ/NcVAL54yZ/iRaW8Xjz5cn3bqEuXLvzyyy9s3boVjUbDp59+yrlz59i0aRPt2rWzRoxCiAJMKcWOZQu5eGg/oMXOuQt+tWpSK3YbyQEBYGeHz/z5OPxb9vv/69BejLt4ex1abTbr0JpNsK4/pMWCVy1oO9Hq5/VfSinGbThDfKqB6qVc+aD13SXMQjwpZBwXQuSGQZ/Bb9M/J/LqZdA4Yu/yCrWeq4rH1jmkBwVh4+6O77KlmTPXG0wGRu4ZSVxGHNXcqzG20djsO0mLh7X9QJnA/2Wo+6Z1T+oO6QYTo9ZYyuu71vamY81S+dq/EA/rodZ4aN++Pe3b56DkVQjxVFNK8deP33Bm93ZAg53zC3hVqElj9wvEfGGZNdt78hc4N26Uuc/aS2vZeGUjWo2WmS1n4uHkkX1He2fCjf1gXxR6rATb/L2a/nvgTXacjcTORsOsnrWxs5HyevFkk3FcCJETJqORzXOmEXruDGjssS/anUoNq1Lp4q/E79mDxsEB30ULsS9TJnOfGf/M4FT0KVzsXZjdajYONtmMyUrBpiGQEAxuZaHzHMjn2eO/2nmJS7eSKVHUgc+6Snm9KDhy/Y2zT58+7Nq1C6WUNeIRQhQihzf8yrHNGwCwdWqHW+natK6fQsyUzwEoMWQwuq5dM9sHRQcx9bBlNtyh9YbSwKtB9p3cOAB/TbNsd5oNxSvk7UlkIzIxnQkbgwAY2qYS1Uq55mv/QuSWjONCiJwwm038sXA2V48fBY0t9s4v4VujCvU0R4lftQo0GrxnTMexTp3MfbZc3cKq86sAmNZ8Gj4uPtl3dGwlnP0dtLaW5+SL5O9jaseD41i211JeP6WbP27O9tnsIcSTI9fJfExMDJ06dcLHx4eRI0dy4sQJa8QlhCjgTgRs4u9ffgDA1rElLiXq0r6jMzFjR1qWoOvenRLvv5/ZPj49nhF7RmAwG3jO9zn61OiTfSepsbDuHVBmqP061H7VWqdzT0opPl5/moQ0AzVL63ivZf5eSBDiYcg4LoTIjlKKXV8v5sKBvVgeketMyXJVaVYxipiZ0wHwGDMa1+efz9znctxlPjv4GQDv1nqXFj4tsu8o8iwEfGTZbjMBStfP61N5oP8vrzcr6F63NM/X8MrX/oV4VLlO5jdu3EhERAQTJkzg2LFjPPPMM1SvXp0pU6Zw/fp1K4QohChozu7bzZ/fLgXApkhjHHUN6fhaaRLGDEKlpuLctAmlPpuYOeOtWZn5aP9H3Ey5ia+LL5OaTcr87L6Ugt8HQWIYuFeAF2Za+7Tusu54GLvO38LeRsusnrWxlfJ6UQDIOC6EyM7+Vd9xamcAAHbOHSnmVZ22rWyIHj8GALdevXB/663M9sn6ZIbvGU6aMY3GpRozsPbA7DvRp8LavmBMh4ptockgq5zLg8zafoGrUSl4uDgwoYuU14uC56G+eRYrVox3332XPXv2cOPGDfr06cMPP/xwz3VrhRBPl8tHDxGwaA4ANg51sHduSvv/VSBt4jCMUVE4VKpE6blz0djdntRu6aml/B32t2Ud2lZzcLXPQan6keVwYQvY2EOPb8GhqLVO6Z7CE9L4bJOlvH54u8pU9nTJ1/6FeBQyjgsh7ufwb2s48vtaAGyd2uLs7k+Hl0sS++FgVEYGRVu3xvPjsZkX3ZVSfHrgU64nXsfTyZMvW3yJjdYm+462jYWoc1DUE15aAtr8vSD+z/VYVuy/BsC0l2uic8pmsl0hnkAPNQHe/zMYDPzzzz8cPnyY69ev4+npmVdxCSEKoOAzJ9n81TSU2YzWvjq2jq1p27sKLBhPxqVL2JYsie+ypdi43E5894TsYXGgZW34Txp/QhX3HCxFE34Kto+zbLebBKVqW+Fs7k8pxUfrTpOUbqSObzH6Ny+Xr/0LkVdkHBdC/NfJHVvZv+o7AGwdm1PEpQ4d/1eOxA/7YYqLo4i/P6VnzURjcztZ//rM1+y4sQNbrS2zWs3CvYh79h0FbbA8K48Gui2FoiWtc0L3kaa3lNcrBT3q+/BcVfnbJwqmh7oEtnv3bvr374+npydvvfUWLi4ubNq0iZCQkLyOTwhRQIRfusBv0ydhMhrR2lXAzul5mvWoRNGNC0k9eAitkxO+S5dgV+r2ci9BMUGM3jsahaJn5Z68WPHF7DvSp1jK8kx6qNwRGg2w4lnd26//hPDXxSjsbbXM7CHl9aLgkXFcCHGnc3//xc6vLRfXbYo0xN6pIe37VkU/bQyGG8HYeXvju3gRWienzH22Xd/G3ONzARjTYAy1S+bg4nrcDdg41LLdbDhUaJ3n55Kd6dvOcz0mlVK6IozvXD3f+xcir+T6zryPjw8xMTG0b9+epUuX0qVLF4oUKWKN2IQQBUR08HXWT52AISMdrV0Z7Jw7Ue/5spS+sInoDRvAxobSX82hSPXbA2ZESgSDdw0mzZhGU++mfNToo5x1tnU0xFwCF294cWG+L18TFp/GpM3nABj1fGUqeuRveb8Qj0rGcSHEna4eP0rAwtmgFDYOtbEt8iyt3qyC7covSTp+HK2rK77Ll2Fb8vYd9MBbgXy872MAelXrxWtVX8u+I5MB1vWDjATwaQitP7bWKd3XoasxfPv3dQCmvVwLnaOU14uCK9fJ/KeffkqPHj1wc3OzRjxCiAImPiKctVM+JT0lGa1dKeycu1K1sQ/VtGeImL8AAK9PPqFoi9uz2ibrkxm4ayBRaVFULFaRmS1nYqfNwWB6ag0E/ggaLby8HJyLW+u07kkpxZi1p0jOMFKvTDH6NSufr/0LkRdkHBdC/FfI2dNsmj0Vs8mE1r4qto7P0bR7RYof+JmYgACws8Nn3jwcKtxesSUkKYQhfw5Bb9bTyqcVHz7zYc462z0ZQo+Cgw5eXgE2+ZtIp2QYGb32FACvNfClZeX8Le8XIq/lOpl/9913rRGHEKIASoqNZu3k8aTExaK1LYGd00v41fCiUZUEQgd8CkDx/u/g9trtJeMMZgOj/hrFpbhLlHAswaI2i3Cxz8HkcTFXYPNwy3aL0VC2mTVO6YF+PhLM/svROPxbXm+jzd+qACHygozjQoj/F3HlEr9N/xyjQY+NXXlsndpTp00ZysYeJHLF1wB4T/4C58aNMvdJyEhg4M6BxGXEUc29Ws4nvLvyJ+z/yrLddR64+VnhjB7sy4DzBMem4q0rwrhO1fK9fyHy2kNNgHf06FHWrFlDcHAwer0+y2fr16/Pk8CEEE+2tKRE1k3+lIRbkWht3bBz7o5nOQ9at3Ui7K13wWDA9YWOlBw+PHMfpRRTD0/l75t/42jryII2CyhVtNQDevmXUW8py9MnQZmm0CKHdwDyUEhsKpO3WMrrR3eoSvmSUl4vCi4Zx4UQMaHBrJs6AX1aGjb2vtg6daJyg1LU9ggjdOAkAEoMGYyua9fMfQwmA8N2D+N64nW8nL1Y0GYBTnZO9+vituRbsH4AoKB+H6jxknVO6gEOXI7m+4M3AJj+Sm1cikh5vSj4cj1r0+rVq3n22Wc5e/YsGzZswGAwcPbsWf788090Op01YhRCPGEyUlNZN2UCMaHBaG1dsHXqTjGvknR43YeIQe9jTkrCsV49Sk2diuY/S82sDFrJmotr0KBhWvNp1CiewzVdd30GN0+Ao5ulvN7mkRbiyDWzWTF67SlS9SYalnWnT9Oy+dq/EHlJxnEhRMKtCNZ+MZ70pERs7L2wdXoR32oeNG0IYSNGgtmMrnt3Srz/fuY+SikmHJjAP5H/4GznzMI2C/Fw8si+M7MZNrwHKbfAozp0mGrFM7u35AwjH/5bXt+rURmaVSqR7zEIYQ25TuanTJnCnDlz2Lx5M/b29sydO5dz587Rs2dPypQpY40YhRBPEIM+g99nTCLy6iW0tk7YOnWnqFtJOr9TmeiRgzHcvIm9nx8+CxegdXDI3G/79e3MPjYbgNENRvNcmedy1uGlHXDQ8uw9Ly4EnU9en1K2fjx8g4NXY3C0s2H6K7XQSnm9KMBkHBfi6ZYcF8vaLz4hOS4WG/sS2Dp2o2QZd9q+WIKbH7yPSk3FuWkTSn02MXMteYAlp5aw6eombDQ2zGo5i8pulXPW4cH5cGUX2DrCK9+AnaOVzuz+pmw9R1h8Gj5ujox9QcrrReGR62T+ypUrdOrUCQAHBwdSUlLQaDQMHz6cZcuW5XmAQognh8loZPNXXxJy9jRaGwdsHV/CwdmDTgP9SZoynvSgIGzc3Cwz3v5ncq2TUSf5eL9lxtrXq75Or2q9ctZhYjhs+HfpuYYDoGqnvD6lbN2ISWHq1vMAfNSxKmVLOOd7DELkJRnHhXh6pSUnsW7yJ8RHhmNjXwxbx27oPNx44e2KRA4ZiCkqGofKlSk9dy4au9tl6JuubGJR4CIAxjUex7Oln81Zh6HHYNfnlu2O08Aj/xPpvRej+PlwMADTX6lFUYf8re4Twppyncy7u7uTlJQEQOnSpTlz5gwA8fHxpKam5m10QognhjKbCVg0h6vHjqDR2mLr2BXbIqXoOKAm5u/nk7xnDxoHB3wWLcT+P3f3QpNCGfLnEDJMGbT0acmYBmOyXOm/L7MJNrwLqTHgWRPafW7Fs7tPCGbFh2tOkWYw0bi8O70b5/9kPULkNRnHhXg66dPT2DB1ItEhN7CxK4pNke446dzp8n4NYsePJOPSZWxLlsR36RJsXG5PTPtPxD98esAyqW0f/z70qNwjZx2mJ8DaPmA2QvWXoN5bVjirB0tMN/DROkt5/VtN/GhaQcrrReGS60tTzZs3Z8eOHdSsWZOePXsydOhQ/vzzT3bs2EGbNm2sEaMQ4jFTSrHr26Wc//svNBottk6d0dr70vbt6jgd2sitn38GjQbv6dNxqls3c7+EjAQG7hpIbHos1dyrMb3F9JzNeAuwfw5c2wt2ztDjW7DL/3WwVx64zpHrsTjZ2zDjldpSXi8KBRnHhXj6GPV6fp/xBeGXL2Bj64iNY3fsnYrT6YNapC74ktSDh9A6OeG7dAl2pW5PTHst4RpDdw/FaDbSzq8dw+oNy1mHSsGmYRB/A4qVgS5zIScX8vPY5M3nuJmQThl3J8Z0rJrv/Qthbbm+M79gwQJee+01AMaOHcuoUaOIjIyke/fufP311w8dyNSpU9FoNAwbNizzPaUUEydOxNvbG0dHR1q1akVQUFCW/TIyMhg8eDAlSpTA2dmZrl27EhoamqVNXFwcvXv3RqfTodPp6N27N/Hx8VnaBAcH06VLF5ydnSlRogRDhgy5a4ZfIZ5Wf//yAye3bwE02Dp1wMauPM16VMIz5iS3pk8HwGP0aFzbP5+5j8FkYMSeEVxLuIank2fOZ7wFCD4Mu6dYtl+YASUq5fEZZe9adArTt1nK6z9+oRq+7jmMXYgnnIzjQjxdzCYTW+ZNJ/jMSbQ29tg4voStXUk6DvBHu+VHEjZsABsbSn81hyLVq2fuF5sey8CdA0nUJ1KrRC2mNJuCVpPD1OHEDxC0HjQ28PI34FjMOif3ALsv3OKXf0LQaGBmj9o42Ut5vSh8cpXMG41GNm3ahPbf2am1Wi2jR49m48aNzJ49G7f/PCObG0ePHmXZsmXUqlUry/vTp09n9uzZLFiwgKNHj+Ll5UW7du0yywMBhg0bxoYNG1i9ejX79+8nOTmZzp07YzKZMtu88cYbBAYGEhAQQEBAAIGBgfTu3Tvzc5PJRKdOnUhJSWH//v2sXr2adevWMXLkyIc6HyEKk6Mb13F4w68A2Dm3wca+KvXa+1HJLZqbo0eDUri98Qbub98un1NKMfHgRI5EHMHJ1innM94CpMVZlqFTJqjZE+q8YY3TeqBbien0W3mUdIOZZhVL0KuRTAomCgcZx4V4uiizmW1L5nL56CG0NrbYOHZFa1uK596qhuvFfUTPt0ww6/XJJxRt0SJzvwxTBkP/HEpociili5Zm3nPzKGKbwwq5qAuwdbRlu80n4Nsgr08rW2fCEhi2OhCAPk3L0bCce77HIES+ULnk6Oiorl+/ntvd7ispKUlVqlRJ7dixQ7Vs2VINHTpUKaWU2WxWXl5eatq0aZlt09PTlU6nU0uWLFFKKRUfH6/s7OzU6tWrM9uEhYUprVarAgIClFJKnT17VgHq0KFDmW0OHjyoAHX+/HmllFJbt25VWq1WhYWFZbZZtWqVcnBwUAkJCfeNPT09XSUkJGT+hISEKOCB+whRkJzc+Yea2bOTmtmzk5rXZ5paMGCX2rkySKVfu6YuNG6izlapqoLfe1+ZjcYs+y0JXKL8V/qr2t/VVvtC9+W8Q7NZqdW9lJrgqtRXtZVKT8zbE8qBW4np6rmZu5XfmM2q6dRdKiwuNd9jECKnEhIScj3uyDh+OxYZw0VhZjab1a5vlqiZPTupWa92UXP7LFULBuxSx7ffUMkHD6qzNfzV2SpVVeTMmVn2M5lNatSeUcp/pb9q8nMTdSXuSs471acqtbCJZRz/7kWlTKa8PakcCApLULU/26b8xmxWLy3cr1IzjNnvJMRj8jDj+H/lusy+UaNGnDhxIs8uJnzwwQd06tSJtm3bZnn/2rVrRERE8Pzzt8t2HRwcaNmyJQcOHADg2LFjGAyGLG28vb3x9/fPbHPw4EF0Oh2NGjXKbNO4cWN0Ol2WNv7+/nh7e2e2ad++PRkZGRw7duy+sU+dOjWz5E+n0+Hr6/sIvwkhniznD+xlx/KFADi4NEJr3wA//+I06+RF6ID3MMXFUaRGDUrPmonG5vZz8FuubmFBoOVK/8eNPqZZ6WY57/Sfb+DcJtDaWZavcXDJfp88FJ2cwRvLD3ElKoVSuiL83L8R3sXyfwkdIaxJxnELGcNFYXdgzc+cCNgEgJ1ze2zsK1KnrS/Vy2YQOngIGI24vtCRksOHZ9lv/on5BFwPwFZry1etvqJ8sfI573T7eLgVBM4lodtS0OY61XgkFyKSePPrw8SnGqjto+O7vg1xtM/hXD1CFEC5fnhk4MCBjBw5ktDQUOrXr4+zc9Zlmu4ssXuQ1atXc/z4cY4ePXrXZxEREQB4enpmed/T05MbN25ktrG3t7+rLNDT0zNz/4iICDw87i7v9fDwyNLmzn7c3Nywt7fPbHMvY8eOZcSIEZmvExMT5cuAKBSunjjKHwtmgVIUcamLsmmKZzlX2v2vEuHv9Ud/4wZ23t74LlmM1un2s+THIo/xyd+fAPB2jbfpWaVnzjuNDIKAsZbtthOhdL08PKPsxaboeXPFYS7dSsbT1YFV/RvjV1yWoROFj4zjFjKGi8Ls2JbfOLRuFQD2Lm3Q2lajckNPGjbXcf311zAnJeFYvz6lpk5F85+Ee/2l9aw4vQKAiU0m0rBUw5x3enYjHLXsS7el4OL54PZ57FJkEm8sP0Rsip6apXV8368RrkXsst9RiAIs18n8q6++CsCQIUMy39NoNCil0Gg0WZ5xe5CQkBCGDh3K9u3bKVLk/s/g3LmE1f/38yB3trlX+4dpcycHBwccHBweGIsQBU3ouTNsmjUVs8mEo2sNzNqWuHk588L7/kRNGEva8eNoXVzwXbYU25IlM/e7nnCdobuHYjAbaFumLcPrD39AL3fQp8CaPmDKgErPQ+OBVjiz+4tP1dNrxWHORyRR0sWSyMt68qKwknHcQsZwUVid3r2dPd9bkuoirs3Bpja+1d1p9XIZQvv2wXgzHHs/P3wWzEf7n38DB28eZNLBSQAMqDWAFyu+mPNO44Nh4yDL9rNDoWL+roxx+VYyry8/TEyKnhrervzQryE6R0nkReGX62T+2rVredLxsWPHuHXrFvXr1898z2QysXfvXhYsWMCFCxcAy9X2Uv9ZIuPWrVuZV9+9vLzQ6/XExcVluap/69YtmjZtmtkmMjLyrv6joqKyHOfw4cNZPo+Li8NgMNx1pV+Iwizy6mU2fPk5RoMeJ11lTJq2OBcrQpfBtUletoCkPwLAzg6f+fNxqFgxc7+49Dg+2PUBCRkJ1CxRkynNczHjLUDARxB9AYp6wUuL87UsLyHVQK8VhzkXnkiJopZEvnzJovnWvxD5TcZxIQqvi4f/ZsdSy6NujsUaYeYZPMq40L5vVSJGDSc9KAgbNzd8ly/D9j//5i7HXWbEnhEYlZEXyr3AB3U+yHmnJiOs629ZV750fXjuk7w+rQe6GpXMG8sPEZ2cQVUvF37s14hiTvb5GoMQj0uuvzHfuHGD0qVL4+fnl+WndOnSmWVzOdGmTRtOnz5NYGBg5s8zzzxDr169CAwMpHz58nh5ebFjx47MffR6PX/99VfmAF+/fn3s7OyytAkPD+fMmTOZbZo0aUJCQgJHjhzJbHP48GESEhKytDlz5gzh4eGZbbZv346Dg0OWLylCFGYxYSGsm/Ip+rRUnIqVw6Rpj4OjPV0G18G083diVliWrPL+YhLOjW8/u5phymDo7qEEJwVnznjraJuL58wPL4Pj3wMa6L4MnEvk8ZndX0Kagd7fHCboZiLFne35uX8jKnpIIi8KNxnHhSicrgceY8vcGShlxsmtLmaaovNwotMHtYibPZ3kPXvQODjgs2gh9mVur9ISnRbNwF0DSTYkU8+jHpOenZRt9UwmpWDrKAg5BA6u8PLXYJN/d8SvR6fw+vJD3ErKoIqnCz+90wg3Z0nkxdMj13fmW7duTXh4+F3PryUkJNC6descl+e5uLjg7++f5T1nZ2eKFy+e+f6wYcOYMmUKlSpVolKlSkyZMgUnJyfeeMOyVJVOp6Nfv36MHDmS4sWL4+7uzqhRo6hZs2bmRDzVqlWjQ4cO9O/fn6VLlwLw7rvv0rlzZ6pUqQLA888/T/Xq1enduzczZswgNjaWUaNG0b9/f1xdXXP7KxKiwEmMusXayZ+QlpSIk84HEy9gY2fPC+/XosiVY4R8bim7+z/27js6quLv4/h7d7O76SE9JIQUEgIhoffee1dBQYoiIFWpYqFJkw6CCJafSBNQQEHpvfcSCBBaQnpPNn3rff5YnmBEJdEAAvM6x3Oyyd07MzmG2c+9d+brMmokDt0ePnZnkkxMPj6ZS8mXsFPa8UWrL3CxKkEYv7QOdk0wf93iY/BvVprD+ltZBXr6/+8sYbEanGxUrB9cj4ruT3fDPUF4FsQ8LggvnriIG/yyaDYmowEbpyoYTM2wtlfRdXQ1CrZsIGPDDyCT4TlvHtY1ahS+L9+Qz8gDI0nITcDH3oelLZaiUhQzDEuSecO7C98BMuj2BTj5PZkB/onotDze+Po0SVlaAt1sWT+4Hs62YumM8HIpcZj/q/VnaWlpj2yi829NnDiR/Px8hg8fTkZGBvXq1WPv3r3Y2T38wL148WIsLCzo1asX+fn5tGrVitWrV6P43e7a69evZ/To0YW75Xbt2pXly5cX/lyhUPDbb78xfPhwGjVqhJWVFX369GHBggWlOh5B+C/Kzczgx5kfk5OWipWDO0a6IJOrafNWFZyNCUSNGQsmEw49euAyvOha9uWXlrMrahcWMgsWtVhEhTIVit/wtS2wfZT56/ojoOn4UhzV38vRGhj4v7NcicmkjLWSdYPqUclDfOAXXg5iHheEF0ty1D22fTYNg1aLrXNF9MbWqCyVdBlVHdmFYyTPmweA28SJ2Ld7WDnCaDIy6egkwtPCKaMuw4pWKyhjWab4DR/+DE49+DvsugyCu5biqP5eTLo5yCdoCqjgasOGwfVxEUFeeAnJJEmSinNgz549Afjll19o3759kU1jjEYjYWFhBAUFsXv37ifT0+dAVlYWDg4OaDQacSdAeC4U5OSwefokUqKjsLRzRpL3RCa3o+nrFalUUU5U79cxpKRg3aA+5VetQqZ6eLV+2+1tTDk5BYBPG35Kj8AexW84YhdsehNMBqg1EDovgeI+0vcv5WoNDPzuLOeiMrC3tGDD4PqEeDk8lbYFobSVZN4R8/jfE3O48DxKj49j07QPyNNkYuvsh97YGYWFis4jq+FccJ/ogW8habU49umD++RPilzIm39uPmuur0EpV/Jtu2+p4Vbjb1r6gxNLYZ/5MwDt50L9d0t5ZH8tLjOf3qtOEZuRj7+LDRuH1MfN/q834RSE/7J/O/cU+868g4P5w64kSdjZ2WFl9XBNrEqlon79+gwePLjEHRAE4dnQFxSwde40UqKjUNvYI8m7IpPbUauDD8G1HLjfpy+GlBTUgYGU+/zzIkH+dMJpPj31KQCDQweXLMjfPQSbB5iDfGgv6LToqQX5PJ2Bt1af41xUBnaWFqx7p54I8sJLQ8zjgvBiyUpN4adZn5iDvFM59IYOyORKWg8Mxt06m6i3RyBptdi2aIH7xx8VCfIbb25kzfU1AMxqPKtkQf7s1w+DfKspTzXIJ2jyeeOr08Rm5OPjbM2GwSLICy+3Yof57777DgBfX1/Gjx9f6o/iCYLw9Bj0en5ZOIuEWzdRWlojV/dAkhyp3LAsdduXI+bdd9Hevo2Fqyveq1ai+N0jsXcz7zL2kHnH2w5+HRhVY1TxG44+DRv7mEvQVer8YOd6xePfVwrydUYGrT7P2ch07NQWrB1Uj6rlyjyVtgXhv0DM44Lw4sjTZPLTrMlkp6Zg4+iO3tgZmdySxq8F4hegIur1/hgzMrCsUgWvhQuQ/W7ZytHYo8w5OweA0TVG08GvQ/EbvrzBvOEdQJNx5v+ekqSsAt746jTR6XmUd7Lmh8H18XAQQV54uZV4zfzUqVOfRD8EQXgK9Cl5GDIL2LdjJffDLmGhUqOy64nR4IxvqDPN+lQkcfJk8k6dRmZtjfeqlSg9PQvfn5qfyogDI8jWZ1PDrUbJdryNvwTrXwN9HlRoBa/+DxQl/ifoHynQGxm85jyn7qVhq7bg+0F1qe5d5qm0LQj/NWIeF4TnV8HdTIxKI1u/+JSM+Fis7J0wSF2Rya2p0aY8oY3diH7rbfT3o1F6euK98kvk1taF77+ZfpMJRyZgkkz0COjBO6HvFL/x8J/hlwcl6+q9+1RL0CU/CPJRaXmUc7TihyH18SxTgso5gvCCejqfpAVBeOb0yXmkfB2GIUdLRtx95BYWWDv1QKd1w8PfnraDQ0j/ahWabdtALqfc4kVYBgcXvj/fkM/og6OJy4mjvF15lrZYilpRzM1mkq7D2h6gzQKfRtB7HVg8nY1qCvRGhqy9wPE7qVirFKx+qw41yzs+/o2CIAiC8B9ScDuD1O/D0RryyYlNQW1jj0zZHZnJjqB6HtTv5kf8hPHkX7yI3M4O769WYeHqWvj+xNxERuwfQZ4hj3pl6zG5weTiX5C/tQe2DALJBDX6Qbs5T22JXEq2lj7fnOFeai5eZaz4YXB9vESQFwTgH9SZFwTh+aNPziPlqzBM2XqytKnkGDJxKNsDndYTRw9rOg2vRt6uX0n9fBkAHlMmY9vsYZk4k2Tio2MfcTX1Kg5qB1a0XoGjZTEDcdpdWNsd8jPAqxb02QQq68e+rTRoDUaGrbvA0VspWCkVfDewDrV9nZ5K24IgCIJQWgpumYM8BonUvFhMShNKm56YTGUoH+xEi/6VSF2ymOxdu0GppNyyZagDAgrfn6vPZeSBkSTnJ1PBoQKLmi9CKS9mPfh7R2BTP/NeNyGvQJelIH86ESI1R0vfb05zJzmHsg6WbBhcD2+np/MZQhCeByLMC8ILTp+Uaw7yOXoytEkcStiIbfm25Od4Y+Ogosvo6hivXSD+E/Pjcs7vDMLx9deLnGPxhcXsj96PUq5kaYul+Nj7FK/xzGj4vivkJIF7CPT9CdRPp5a7zmBi+LqLHIpIwVIp538D61DP3/mptC0IgiAIpaUgIp3UNeYgH5d7m7PpO7F07IFB74Sbjx3thoSQ9eNm0r75FgDPmTOwqV+v8P0Gk4EJRyYQkRGBk6UTX7T+AntVMXfNjjkLP7xh3usmqCP0WPXU9rpJz9Xx5jdnuJWUg7u9mh8G18fHWez1IQi/96/CfEFBQWn1QxCEJ0CfmEvKV1cfBPlEDiduxKlCG3Iy/VBZWdBldHVU6bHEjhoNej12HdrjOnZskXNsjtjM6vDVAMxoNINa7rWK13h2IqzpBlmx4BwI/baB9dO5K643mhix4SIHbiajtpDz7YA6NKgggrwg/JGYxwXhvy3/Zjqpa66DQSI2N4LTGTux83qFgnxXHNys6DyyGrozJ0j8dAYALqNG4tCtW+H7JUnis7OfcSzuGJYKS5a3XI6XrVfxGk+4AuteBX0u+LeAV78DRTHv5v9LmXk6+n5zhpuJ2bjamYO8r4sI8oLwRyUO8yaTiRkzZuDl5YWtrS337t0DYPLkyXz77bel3kFBEP4ZXUIuKV+HYcrVk65N5HDiJtyrdCQzNQCFhZxOw0NxUOUTM2QopuxsrGrWxPOzz5D97tG5Y7HHmHVmFgAjq4+kk3+n4jWemwZrukP6PShTHvr/ArZuT2CUj9IbTYz+4RL7riehspDzdf/aNApweSptC8LzQMzjgvB8yL+eRtra62CUiMmN4EzGblwr9CZX44a1vYquo6tD9G1ix4wFkwmHHj1wGT68yDnWXl/LpohNyJDxWZPPCHUNLV7jyTcf7HWjgfIN4PX1oHw6O8dr8vS8+e0ZbiRk4WJrDvL+rrZPpW1BeN6UOMzPnDmT1atXM2/ePFS/qzsdGhrKN998U6qdEwThn9HF55D6dRimXAPp2gQOJ26kbEhHUmJ9kcmgzaBgPLzUxLw7DH18PCofH8p9sRy5+uGmdBHpEYw/Mh6TZKJbhW4MqTqkeI0XaGBdD0i5AXZlof92cCjmXYB/yWA08f7Gy+y6lohKIeerfrVoWtH18W8UhJeImMcF4b8vPzyNtPU3wCgRnXOTsxm7cQvsTUaSM0pLBZ1HVsNKl0Hsu8OQ8vKwadiAsp9OL7Kh3YH7B1hwfgEA42qPo5VPq+I1nn7P/GRdXhp41niw183TuSuuydfT739nuBaXhbONih8G1yPATQR5QfgrJQ7za9as4auvvqJv374oflezsmrVqty8ebNUOycIQsnp4nJI+foqpjwDadp4DiduomxoJ5JifEEGLftXxr+qM3HjxlMQHo7C0dG8463jww3tknKTGH5guHnHW496TG0wtXg73upyzeXnEq6AtYs5yDv5PbnB/o7BaGLM5iv8djUBpULGyn41aR70dJ4GEITniZjHBeG/Lf9a6u+C/A3OZe7CPbA36QnOWKgVdB5RDSdHiBn6LoaUFNSBgXgtXYpM+fAR+Gup15h0bBISEr2DetM/uH/xGtfEwvfdICcR3ILhza1g6fCERlpUVoGe/v87S1isBicbFRsG1yfQ/enssyMIz6sSl6aLi4sj4He7Y/4/k8mEXq8vlU4JgvDP6GKzSfn2GlK+gbSCeI4kbsKzWmeS7vuag3y/SgTV9yBpxkxyDh1CplJRbsUXqHwebmiXp89j1MFRJOcl4+/gz6IWi1AWZ42cvsC8SU7MGfPE328buFZ8coP9HaNJYsJPYey4Eo+FXMaKvrVoWcn9qbQtCM8bMY8Lwn9X3tVU0n+4CSaJ+znXOZ+5B/eKfUiLd8JCJafLyKqU9bEmeuhQtLdvY+HqiveqlSjsHobeuJw4Rh4YSYGxgMZejZlUd1LxLshnJ5k3rdVEg1MF6PfzU9vrJkdrYOD/znIlJpMy1krWDapHkIcI8oLwOCW+M1+lShWOHTv2yPd//PFHatSoUSqdEgSh5HQx2aR8cxUp30BqQRyHEzfhWf1BkAdavFmJyg09SV/9PRkbNoBMhue8eVj/7u/WaDIy4egEbqTfMO9426qYO94a9fDjAIg8Aipb6LsFylZ9QiMtymSSmPhTGNsuxaGQy1jepyZtgkWQF4S/IuZxQfhvygtLIf2HG2CSiMoJ53zmHjyCHgR5pZzOI6pRNqAMCVOnkXfqNDJra7xXrUTp6Vl4jixdFiP2jyCtII0gxyAWNFuAhbwY9+7y0s1lZNPvgkN5GLAd7J7OXJqrNfDWd2e5GJ2JvaUF6wbVI9izmLvtC8JLrsR35qdOnUq/fv2Ii4vDZDKxdetWIiIiWLNmDb/++uuT6KMgCI+hi8km5durSAVGUgpiOZr4I+WqdyYxyheA5n2DCG7kSdaevSTPmweA24QJ2LdvV+Q8887N42jsUdQKNctaLqOcXbnHN24ywtbBcGs3WFjCGxvBu05pD/HPmzZJfLj1KlsuxqKQy1j2Rg3ah3g8lbYF4Xkl5nFB+O/Ju5JC+qabYIKo7Guc1+yjbKU+pMaag3ynEVXxCnIk5Ysv0GzbBnI55RYvwjI4uPAcepOecYfHcVdzFzcrN5a3Wo6Nshhr3QuyYF1PSL4Oth7Q/2dwKMb8XwrydAbeWn2Oc1EZ2FlasP6d+oR4PZ3H+gXhRVDiO/NdunRh06ZN7Ny5E5lMxpQpU7hx4wY7duygTZs2T6KPgiD8DW10lvmOfIGRlIIYjib+iHeNToVBvlmfIKo08SL70CHix48HScKxzxs4vTWwyHnWXV/HhpsbkCFjTpM5VHUtxp11kwm2j4LwbSBXQu/14Nek9Af5p01LfPzzNTadj0EugyW9q9MxtOxTaVsQnmdiHheE/5a8y8mkbzQH+cjsq5zP3IvngyCvUMrpOKIq5So5kfbdalKXLQfAY8pkbJs1KzyHJEnMPD2T0wmnsbKwYnmr5XjYFOPiti4XNvSC+Etg7WyuPuNc4UkNtYh8nZFBq89zNjIdO7UFawfVI7ScCPKCUBIlvjMP0K5dO9q1a/f4AwVBeKK097NI/d81JK2R5PxojiX9RLkanUmING861/T1ioQ0NQf52NHvmWvJt22L+0cfFVk/dzD6IPPOme/Yj601ljY+xfhAL0mw+wO4vB5kCnjtOwhs/UTG+WjTElO2X+OHs9HIZbC4d3W6VPN8/BsFQQDEPC4I/xV5l5JJ3xwBEtzLDuNi5j48g98kJcbJXEZ2WFW8KzmR9r/vCp+scxk+DMfXXy9ynm+vfcvW21uRy+QsaLaAys6VH9+4QQsb+0L0KVA/2OvGrdKTGOYjCvRGBq85z6l7adiqLfh+UF2qe5d5Km0LwoukxHfmz507x5kzZx75/pkzZzh//nypdEoQhMfTRmlI/dYc5JPy73M06Se8a3Ym8UGQb9K7IqHNy5F98HdBvl07vBYuQGbx8DpeeFp44Y63r1V8jQFVBjy+cUmC/dPg7FeADLp/CZW7PJmBPtK0xPQd11l3OhqZDOa/Wo1u1Z9O6TtBeBGIeVwQ/htyLyYVBvm72Ve4mLkPr+C+hUG+47BQvIOdSPv2f0WCvMuoUUXOsztyN0svLgVgUt1JNC3X9PGNG/Xw41tw7xAobeDNn6BstVIf458p0BsZsvYCx++kYq1SsPqtOtQs7/j4NwqC8IgSh/kRI0YQExPzyPfj4uIYMWJEqXRKEIS/p43UmO/I64wk5UdxLOknfGp2JuGeOcg3fi2Qqi3KkX3wILHvPQjy7dvjtWB+kdI1CTkJjDwwknxDPo28GvFRvY+Kt+PtsQVwYon5686LoVrvJzDKR0mSxIxfb7D6ZBQyGcx9pSqv1Ho66/oE4UUh5nFBePZyzyeR8eMtc5DPusylzP14VXmT5Bhn5BYyOrwbSvkqzqR98w3J8+cD4DJiBK6jRxeZpy8nX+bj4x8D0C+4H29UeuPxjZuMsO1diPjNvNdNn43gXfeJjPOPtAYjw9Zd4OitFKyUCr4bWIfavk9nx3xBeBGV+DH769evU7NmzUe+X6NGDa5fv14qnRIE4a9p72WSujocSWciMT+K40lb8KnVhfi75iDf6NUAqrXyJvvAAWLfH2MO8h3a4zV/fpE78tm6bIYfGE5qfiqBjoEsaFrMHW9PrYCDM81ft5sNtd96EsN8hCRJzNl1k/+diARgTo9QetX2fiptC8KLRMzjgvBs5Z5LJGPrbZDgTtZFLmsOUS7kTZLuOyFXyOgwNBSfEGdSv/6alIWLgAdBftTIIueJyYph9MHR6Ew6Wni3YFytcY9v3GSCHe/BtZ/Me930Wgt+xbiTXwp0BhMj1l/kUEQKlko5/xtYh3r+zk+lbUF4UZX4zrxarSYpKemR7yckJGBh8Y+W4AuCUEwFdzNJ/c4c5BPyIh8J8g1fCaB66/Jk799P7Hvvg16PfceOjwT5/9/x9k7mHVytXFnRagW2KtvHd+DCatjzofnrFh9Dg6dzF0+SJObtieCro/cAmNUjhNfrln8qbQvCi0bM44Lw7OSeTSRjiznI3866wKXMQ5QLfRjk2w8NxTfUhdSvfhfkR458JMhrtBqGHxhOhjaDKs5V+KzJZyjkir9vXJLMc/iltSCTwyvfQMW2T2qoReiNJkZuuMj+G8moLeR8O6AODSqIIC8I/1aJw3ybNm348MMP0Wg0hd/LzMzko48+ErvgCsITVHAnk7TV4Uh6Ewl59zievAXf2g+DfIMeFajRpjxZ+/aZ78gbDNh36oTnvLlFgrwkScw6PYtTCadKtuNt2I+w433z143eg6YTnsAoHyVJEgv33uLLw3cB+LRbFfrW83kqbQvCi0jM44LwbOScSTDfkQduac5zOfMw5au+SVKUE3K5jHaDQ/Cr6kLqqq9IWfQgyI8ehevIohfOdUYd7x16j6isKMralGV5q+VYK60f34GDM+HMSvPX3VZAle6lOby/pDeaGP3DJfZeT0JlIefr/rVpFODyVNoWhBddiS/BL1y4kKZNm+Lj40ONGjUAuHz5Mu7u7qxdu7bUOygIAhTcziD1++tgMBGfd5cTydvwq92VuDvmIF+/uz812/mQtWcvcePGmYN85854fjanSJAH+C78O7bc3oJcJmd+0/kEOwf/WZNF3dgB24YCEtR5B1pPh+KsrS8FSw/cZvmhOwBM7RJM/wa+T6VdQXhRiXlcEJ6+nNPxZP5svigdoTlHmOYo5au9SWLkwyDvX92V1JUrSVli3szO9b3RuAwbVuQ8kiQx9eRULiRdwFZpyxetvsDFqhjB+NhC8343AJ0WQvVirK0vBQajifc3XWbXtURUCjlf9atF04quT6VtQXgZlDjMe3l5ERYWxvr167ly5QpWVla89dZbvPHGGyh/t7GWIAilo+BWBqlr/j/I3+FE0s/41XkY5Ot19adWe19zkB87FoxG7Lt0wXPO7EeC/J6oPSy+sBiAiXUm0sy72SPtPeL2fvOOt5IRqvWBDvOfWpBfduA2S/ab72J80qkybzXyeyrtCsKLTMzjgvB05ZyKJ/OX/w/yZwnTHMOnel8S7jkhk8to+04V/Gu4kvrll6Qs/RwA1/ffw+Xddx8515dXvuTXe79iIbNgYfOFBDoGPr4Dp1fCgU/NX7eZYb4o/xQYTRJjN1/ht7AElAoZK/vVpHmQ21NpWxBeFv9ocZyNjQ1Dhgwp7b4IgvAHBRHppK69DgaJuNzbnEz+Bf+6XYi9bQ61dbv4UbujL1m795jvyBuN2HftguecOcgURdfO7Y7czYfHzevd36z8Jn0r9318B6KOw6a+YNJDcHfougzkJV6d84+sOHyHhftuAfBhh0q808T/qbQrCC8DMY8LwtORfSIOzQ7zfi83Ms9wLev4gyDvbA7yg6pQoaYbKStWkPr5MgBcx4zBZWjRv09JklgZtpIvr3wJwCf1P6GhZ8PHd+DiGtj9gfnrZpOg0ejSG9zfMJokxv94he1X4rGQy1jRtxYtK7k/lbYF4WXyj8L8rVu3OHz4MMnJyZhMpiI/mzJlSql0TBBedvk300lbex2MErG5tziV/Av+dbsSe9scaut08qVOJz+ydu8mbtx4MBpx6NaVsrNnPxLkN0dsZubpmUhIdPDtwPja4x/fgdgLsKE3GAogsB30/BoUT2dzrFVH7jJvdwQAE9oFMbRZhafSriC8LMQ8LghPXvbxODS//n+QP821rOP41niT+LvOyGTQ5u1gAmq5kbL8C1KXLwfAdexYXIYMLnIek2Ri/rn5rLuxDoCR1UfySsVXHt+Bqz/B9gfhvcFIaD6p9Ab3N0wmiYk/hbHtUhwKuYzlfWrSJlgEeUF4Ekr8yfzrr79m2LBhuLi44OHhUaTWpUwmEx8CBKEU5N9II23djQdBPoJTydvxr9eV2FvmIF+7oy91OvuRtXMncRMmPgjy3Sg7e9YjQf6bq9+w9KJ5/V2vir34qN5Hj9/xNvEqrOsBuhxzyZpe34OF6omM9Y++OXaPObtuAjC2TUVGtAh4Ku0KwstCzOOC8ORlH4tF85u5lOr1zJOEZ53Et2Y/4u84IZNB67eDCaztTsqy5aR+8QUAruPG4jK4aJA3mAxMPTmV7Xe3AzCp7qTiPVl38zfYOgSQoPbb0HbmU1kiZzJJfLj1KlsuxqKQy1j2Rg3ahxRjk11BEP6REof5mTNnMmvWLD744IMn0R9BeOnlX08jbb05yMfk3uRU8g4q/C7I12rvQ90ufmTv2vUwyPfoQdmZM4oEeUmSWHxxMd9d+w6AwaGDGVVjVJEP7n8q5Ras6Q4FGihXF17/AZRWT2q4Raw+EcnM324A8F6rQEa3KsZaQEEQSkTM44LwZGUfiUWzyxzkwzNOcD37FH41+xH3IMi3GvggyH++jNQVKwBwmzAe50GDipxHa9Qy4cgEDsUcQiFTMKPRDLpU6PL4Dtw9CD8ONO91U/V16LjwqQX5j3++xqbzMchlsKR3dTqGln3i7QrCy6zEYT4jI4PXXnvtSfRFEF56+eGppG24CUaJ6JwbnE75lYB6XYl5EORrtvOhXjd/sn7bSfzEiWAy4dCzJ2VnfFokyBtNRmacnsGW21sAGFdrHANDBj6+AxlRsKYb5KWCR1Xo+yOoi1F/vhSsPRXFtB3XARjZIoD3W4sgLwhPgpjHBeHJyTocQ9buKACuZRznRvZp/Gv1I/a2E8ig1YDKVKzrTuqyZaSuMK9/d5swAedBbxc5T64+l9EHR3M28SwquYoFzRbQonyLx3fg/kn4oQ8YdVC5C3T74qnsdSNJElO3h/PD2WjkMljcuzpdqnk+8XYF4WVX4r/u1157jb179z6JvgjCSy3/Wipp681B/n7OdU6n7CCgfpfCIF+jTXnqd/cn69ffHgb5V3o+ckdeZ9Qx4eiEwvJz0xtOL16Qz4qH77tCdjy4VoJ+P4NVmScy1j/acCaayb+EA/BuswqMa1vx8U8QCILwj4h5XBCejKxD0YVB/mrGMW5kn8av9u+CfP/KVKznQcrnnz8M8hMnPhLkMwoyGLRnEGcTz2JtYc2Xrb8sXpCPuwjre4EhHwLawCv/eyp73UiSxPQd11l7+j4yGcx/tRrdqns98XYFQfgHd+YDAgKYPHkyp0+fJjQ09JEyNqNHP51dMgXhRZJ3NYX0H26CCe7nhHMm5TcC6nclJsK88Vv11t406FmBrF9/Jf6DSeYg/+orlP30U2S/u+Kep89jzOExnIw/iYXcgrlN5tLWt+3jO5CTYr4jn3kfHP3MQd7G+QmN9qH0XB2f7brB5vOxAAxu4scH7YNEkBeEJ0jM44JQ+rIORJO17z4AVzOOciPrDBXq9iM2whzkW/arRFB9D1KWLiVt5SoA3CZ9gPPAgUXOk5ibyNB9Q7mnuUcZdRlWtl5JFZcqj+9AUjis6wm6bPBtAr3XPpW9bqJSc5myPZyjt1KQyWDuK1V5pVa5J96uIAhmMkmSpJK8wc/vr+s8y2Qy7t2796879bzKysrCwcEBjUaDvb39s+6O8JzIC0shfaM5yEflXONsys4iQb5aS28avRZA1o4dxE/6EEwmyrz2Kh7TpxcJ8hqthhEHRnAl5QpWFlYsabGkeGVr8jNgdRdIugr25eDtXVCm/JMaLmBeV/fThVjm7LpBRp4eMN+RF0FeEErmn8w7Yh7/c2IOF/6prP33ydofDUBY+hFuZp8loF5/Ym46AdCiXyUqNyxLyuIlpH31FfDnQf5+1n2G7B1CfG48btZufN3ma/zLFKMsa+od+K4D5CaDV23o/zOo7UpziI/QGoysPHyPLw7fQWcwoVLImdk9hF51vJ9ou4Lwovm3c0+J78xHRkaWuBFBEP5c3pVk0jdFgAkis69yLnWXOcjfMgf5qi3KmYP89u3Ef/jRgyD/Gh7TpxUJ8il5KQzdP5TbGbexV9mzovUKqrlWe3wHtNmw7lVzkLdxg/6/PPEgH5GYzSc/X+VcVAYAlTzsmNk9hNq+Tk+0XUEQzMQ8LgilQ5IksvZHk33AHOSvpB8mIvtckSDfvG+QOcgvWkza118D4P7Rhzj171/kXBHpEQzdN5S0gjR87H34qs1XeNoWY815xn1Y09Uc5N1D4c2fnniQP3Enlck/X+Neai4ATQJd+LRbCH4uNk+0XUEQHvV0ikYLgvCIvEvJpG+OAOlhkA9s0IXoiAogQWjzcjTuFYjml19I+PAjkCTK9O6Nx9QpRYJ8THYMQ/YOITYnFhcrF1a1WUVFx4qP74AuDza8DnHnwcrRfCXf5cmVgcvTGVi6/zbfHo/EYJKwVikY07oiAxv5olQ8+c15BEEQBKG0SJJE1t77ZB+KAeBy2iFu5ZwnsH5/om+Yg3yzPkEEN/YkZdEi0r7+BgD3jz7CqX+/Iue6lHyJEftHkK3PppJTJb5s/SUuVi6P70RWgnmJXFYcuFSEftvM8/kTkpxdwKzfbvDL5XgAXO3UTOkcTOeqZcVTdYLwjPyjMB8bG8v27duJjo5Gp9MV+dmiRYtKpWOC8CLLvZhExo+3QIJ72Vc4l7qbig26Eh0RABKENPWiSe9AND//QsJHD4L8673xmFI0yN/OuM3QfUNJyU/By9aLr9t+jbddMR5xM2hhcz+4fxxUdvDmVnAvxpq8f2hveCLTd1wnLjMfgHZV3JnapQqeZZ5OyTtBEIoS87gg/HOSJJG15z7Zh81B/lLaAW7nXCSwQX+ir5uDfNPXK1KliScpCxeS9s23ALh//DFO/d4scq5jsccYe3gsBcYCarrVZFmrZdirivGobW4qrO0OGZFQxsf8ZJ2ta6mO8/8ZTRLrz9xn/p4IsgsMyGXQv4EvY9tWxN5S+fgTCILwxJQ4zB84cICuXbvi5+dHREQEISEhREVFIUkSNWvWfBJ9FIQXSu6FJDJ+Mgf5u1mXOZ+2h4oNuhDzIMhXaeJJ09crotn2Mwkff2wO8m+8jsfkyUWCfFhKGMP2DyNLl0VAmQBWtVmFm7Xb4ztgNMCWQXBnPyitzeXnvJ7M325sRh7Ttl9n/40kALzKWPFptyq0quz+RNoTBOHxxDwuCP+cJElodkeRc8S8cevFtP3cyblExQb9uf8gyDfpXZGQZl4kz19A+v/+B4D75E9w6tu3yLl2R+7mw2MfYpAMNPZqzKLmi7CyKMZF7vxMWNsDUm6CvRcM2A72T6YM3NVYDR//fJWwWA0AVcs5MKt7KKHlHJ5Ie4IglEyJn2398MMPGTduHNeuXcPS0pItW7YQExNDs2bNSly39ssvv6Rq1arY29tjb29PgwYN2LVrV+HPJUli2rRpeHp6YmVlRfPmzQkPDy9yDq1Wy6hRo3BxccHGxoauXbsSGxtb5JiMjAz69euHg4MDDg4O9OvXj8zMzCLHREdH06VLF2xsbHBxcWH06NGP3K0QhH8r91xiYZC/k3Xpd0E+EEmC4MaeNHsjCM22rYVB3rHPG4/ckT8Vf4p39r5Dli6Lqq5VWd1+dfGCvMkEvwyHGztAoYLXN4BPg1Ifp95o4svDd2mz6Cj7byRhIZcxvHkF9o9tJoK8IDxjpTWPizlceNlIkoRmZ+Tvgvw+7mRfIqjhwyDf+LVAQpt7kTxv/sMgP2XyI0F+c8RmJh6diEEy0MG3A5+3+Lx4QV6bA+tfg8QwsHE135F39C3VcQJkFeiZtj2cbl8cJyxWg53agk+7VWHb8EYiyAvCf0iJw/yNGzcYMGAAABYWFuTn52Nra8unn37K3LlzS3SucuXK8dlnn3H+/HnOnz9Py5Yt6datW+FkP2/ePBYtWsTy5cs5d+4cHh4etGnThuzs7MJzvP/++2zbto2NGzdy/PhxcnJy6Ny5M0ajsfCYPn36cPnyZXbv3s3u3bu5fPky/fo9XK9kNBrp1KkTubm5HD9+nI0bN7JlyxbGjRtX0l+PIPyl3LOJZGy5DRLczrrIhbS9BDXsSvSDIF+5UVma93kQ5D+Z/CDI98F98uQia9H239/PiAMjyDfk06BsA75u8zUO6mJMrAYd7BgFYZtAbgG91kCFYtStLaGzkel0+vwYc3ffJF9vpK6fE7vea8LE9pWwUilKvT1BEEqmtOZxMYcLLxNJktD8FknOsTgALqTu5U72ZYIa9ycq3BzkG70aQNWW5UieO4/0774DwGPqFJz69Clynm+ufsOM0zOQkOhVsRdzmsxBqSjG4+r5GfDD6xB7FizLmMvIugSW+jh3XImn1cIjrD4ZhUmCbtU9OTC+Gf0b+KKQi7XxgvCfIpWQu7u7FB4eLkmSJAUHB0u//PKLJEmSdPnyZcnGxqakp3uEo6Oj9M0330gmk0ny8PCQPvvss8KfFRQUSA4ODtLKlSslSZKkzMxMSalUShs3biw8Ji4uTpLL5dLu3bslSZKk69evS4B0+vTpwmNOnTolAdLNmzclSZKknTt3SnK5XIqLiys85ocffpDUarWk0WiK3XeNRiMBJXqP8HLIPh0vxXxwVIr54Kh08N3F0oJenaQdS1ZKy989IC0fekDavzpcMhlNUsaPP0rXgypJ14MqSQkzZkomk6nIebbe2ipV/b6qFLI6RBpzaIykNWiL14HMWEn6urUkTbWXpKkOknT1p1IfY1qOVhq/+bLk88Gvks8Hv0o1Pt0r/Xg+5pExCIJQev7JvPMk53ExhwsvIpPJJGVsv1M4j28b9LG0sHcX6bflP0rLh5rn8Yt770smk0lKnD27cB5P/+GHR86z8NxCKWR1iBSyOkRaemFp8efI+MuStDjUPI/P8pKk2POlPs57KTnSm9+cLpzHm88/JB27lVLq7QiC8NC/nXtKfGe+fv36nDhxAoBOnToxbtw4Zs2axdtvv039+vX/8UUFo9HIxo0byc3NpUGDBkRGRpKYmEjbtm0Lj1Gr1TRr1oyTJ08CcOHCBfR6fZFjPD09CQkJKTzm1KlTODg4UK9evSJjcHBwKHJMSEgInp4P1xu1a9cOrVbLhQsX/rLPWq2WrKysIv8Jwh/lnE4gc9sdAG5pznMxfT9BDbsQfTMQJAiq70GLfpXJ/OlH8x15wLFfP9w//qjIHfnvw79nyskpmCQTPQN7Mq/pPFQK1eM7cO8wrGry4Eq+A7yxEUJeKbXxmUwSm85F03LhYX68YH708I263hwc14xXa5UTO9wKwn/Mk5jHxRwuvKgkSSJz+11yTph3cD+Xupt7OWFUatqfyKvmO/INelSgemtvkubMIf37NQB4TJ+O4+uvF57HaDIy7dQ0vgs337EfX3s8o2uOLt4ceXENfNMGMu+bH6l/6zfwqlVqYyzQG1my/xbtlhzl2O1UVBZyxrSuyK73mtA4sBi76guC8MyUeAO8RYsWkZOTA8C0adPIyclh06ZNBAQEsHjx4hJ34OrVqzRo0ICCggJsbW3Ztm0bwcHBhZO0u3vR9bXu7u7cv38fgMTERFQqFY6Ojo8ck5iYWHiMm9uja4nd3NyKHPPHdhwdHVGpVIXH/Jk5c+Ywffr0Eo5YeBmYTCZu376NV7odmb/cBSBCc47L6QcJatiZ6JvmR+sr1nOnZf/KaH78kcSpUwFw7N8P9w8/LJzgJUli2aVlfH3VXJ92YJWBjK019vEfAEwmOL4IDs0CyQQeVc2P1jv5ldo4byZm8fG2a1y4/7Bm/KweodTyeXKlcQRB+HdKcx4Xc7jwotLpdETfj8Y5HHJPJyAhcS5lN1G516jctD/3wsxBvn53f2q0LU/S7DlkrF0LPAjyvXs9PJdRx6Rjk9h3fx9ymZxpDabRI7DH4zuhz4ed4+HSOvPrih2gx5elWn7u2O0UpvwSTuTvasbP6BaCr6gZLwjPhRKHeX9//8Kvra2tWbFixb/qQFBQEJcvXyYzM5MtW7YwYMAAjhw5UvjzPwYWSZIeG2L+eMyfHf9PjvmjDz/8kLFjxxa+zsrKwtu7GGXBhBea0Whk+/btXLlyhTr6ClTDl5uZZ7iScdgc5CMqIkkQWMedVgOC0WzeTOK0aQA4DeiP26RJhf/fmSQTs8/MZlPEJgDeq/keg0IGPT7I52fAtnfh1m7z6xr9oON8UJZOKbhcrYGlB8w1440PasaPbVORgQ19sRA14wXhP60053ExhwsvooKCAjas30BMTAytdaGUx4VzKbuIyg0vEuTrdfWnZjsfkmbNJmOdOXB7zPgUx99tJJmnz2PM4TGcjD+JUq5kbtO5tPFp8/hOpEeaS8gmXgWZHFp+Ao3GgLx05tjkrAJm/HaDHVfMTxy42amZ0iWYTqGiZrwgPE/+UZg/d+4czs7ORb6fmZlJzZo1uXfvXonOp1KpCAgIAKB27dqcO3eOpUuX8sEHHwDmK+5ly5YtPD45ObnwCryHhwc6nY6MjIwiV/aTk5Np2LBh4TFJSUmPtJuSklLkPGfOnCny84yMDPR6/SNX+39PrVajVqtLNF7hxabX69myZQs3b95EJsmwkSy5kXmasIwjD4O8CQJru9F6YGU0mzeROM18Z8hp4EDcPphYOInqTXo+Pv4xuyJ3IUPGJ/U/oVdQr79r3izhCmzqZ34cT6GGTgugZv9SGZ8kSey9nsT07eHEawoAaF/FgyldgkXNeEF4TpTmPC7mcOFFk5OTw7p168xPjkgWqCUlZ1N2cj/3OpWb9ePeFXOQr9vFj1odfEiaOYuM9etBJqPsjE8p8+qrhefSaDWMODCCKylXsLKwYkmLJTT0bPj4TkTsgm1DoUAD1i7w6rfg37xUxmc0Saw7fZ8FeyLI1j6sGT+ubUXsRM14QXjulPjyXlRUVJFdZv+fVqslLi7uX3dIkiS0Wi1+fn54eHiwb9++wp/pdDqOHDlSOMnXqlULpVJZ5JiEhASuXbtWeEyDBg3QaDScPXu28JgzZ86g0WiKHHPt2jUSEhIKj9m7dy9qtZpatUpvTZLwYtNqtWzYsIGbN2+ikOS01oeiS498EOQ7EX3LHOQDarnR+q1gMjdtfBjk33qrSJDPN+Tz3sH32BW5CwuZBXObzi1ekP/9uroyPvDOvlIL8jHpebzz/XmGrr1AvKaAco5W/G9gbVb2qyWCvCA8R57kPC7mcOF5ptFo+O5/35GYmIilpKSjrgZRyceJyg0nuHl/7l0xXwCr08mX2h19SZox42GQnzmjSJBPyUth4O6BXEm5gr3Knq/bfv34IG8ywoFPzTvWF2igXF0YerTUgnxYbCbdvzjB1O3hZGsNVCvnwPaRjZnWtYoI8oLwnCr2nfnt27cXfr1nzx4cHB6WwjIajRw4cABfX98SNf7RRx/RoUMHvL29yc7OZuPGjRw+fJjdu3cjk8l4//33mT17NoGBgQQGBjJ79mysra3p86DEh4ODA4MGDWLcuHE4Ozvj5OTE+PHjCQ0NpXXr1gBUrlyZ9u3bM3jwYFatWgXAkCFD6Ny5M0FBQQC0bduW4OBg+vXrx/z580lPT2f8+PEMHjwYe3v7Eo1JeDnl5eWxfv164uLiUEoK2uirkpp6lRua0wQ17ETMrUpIRokKNV1p/XYwmRt/IGnGTACc3n4btwnjC4N8ti6bkQdGcjH5IpYKSxY2X0jTck3/vgOPrKtrDz1Wlsq6Op3BxDfH7/H5gdsU6E0oFTKGNPVnZItAUWpOEJ4jpT2PizlceJGkpqayds1aNFkabCVL2uuqEZ64n9j8W1RpMYC7l8x35Gt39KV2Rx8SP/2UzB82PgjyMynzSs/Cc8VkxzBk7xBic2JxtXJlVZtVBDo+poRcTgpseRsij5pf13sX2swAi2JsdPsYWQV6FuyJYO3p+0gS2FlaMLFdEH3q+YhSc4LwnCt2mO/evTtgXpf2//Vp/59SqcTX15eFCxeWqPGkpCT69etHQkICDg4OVK1ald27d9OmjXkt0cSJE8nPz2f48OFkZGRQr1499u7di52dXeE5Fi9ejIWFBb169SI/P59WrVqxevVqFIqHIWP9+vWMHj26cMfcrl27snz58sKfKxQKfvvtN4YPH06jRo2wsrKiT58+LFiwoETjEV5O2dnZrF2zluSUZNSSBe11NYhOOc2d7EsENexIzK1KmIwS/jVcaTOoCprfBXnndwbhOm5cYZBPy0/j3f3vcjP9JnZKO5a3Wk5N95p/34E/rqtr8TE0Hlsq6+rO3Evjk5+vcTvZvFlWPT8nZvUIIcDN7jHvFAThv6a053ExhwsvioSEBNatXUduXi4OJmva6apyKfE3EguiCGkxgDsPgnyt9j7U6eRD0owZZG7cZA7ys2dTpkf3wnPdzrjN0H1DSclPoZxtOb5q+xXedo/ZiyH6DPw4ELLjQWkD3ZaVStUZSZLYfiWemb/dICVbC0D36p581KkybnaW//r8giA8ezJJkqSSvMHPz49z587h4iJKVfxRVlYWDg4OaDQacTfgJZGRkcGa79eQkZmBtaSiva46t5IOcz/3OiEtXuHeNV9MBgm/ai60GxyC5ocNJM2aBYDz4HdwHftwV/r4nHiG7htKVFYUTpZOrGqzikpOlf6+A09oXV1ajpY5u27y04NSc842Kj7uVJkeNbzExjiC8B/yT+YdMY//OTGHv5yio6NZv349Wq0WZ5MdbXRVOBO/jXRDEqGtBhJxzvz/Qs12PtTr6kvSpzPI3PTnQf5KyhWG7x9Oli6LgDIBfNXmK1ytXf+6cUmCM6tg78dgMoBLRei9DlyD/vW4IlNzmfzzNY7fSQXA38WGGd1DaBQg/u4F4b/k3849Jd4ALzIy8pHvZWZmUqZMmRI3LgjPs+TkZNauWUt2TjZ2Jiva6atxNXE38Xl3qNGhP7cuuGEymPCt+iDIb1hP0uzZADgPHozr2DGFwfie5h5D9g4hKS+JsjZl+arNV/g6+P514yajueTcsQd30crVhddWg4PXvxqTySSx6XwMn+26iSZfD0CfeuWZ2C6IMtb//lE/QRCePTGPC4LZnTt32LhxIwaDAXeTAy10lTkRt5kcmYYaHYYRfsK8jrxGm/LmID9tOpk//ggyGZ6fzcGhW7fCc52KP8V7h94j35BPVdeqrGi1Age1w181Ddoc2D4KwreaX1fpCV0/B/W/e/KtQG9kxeG7rDx8F53RhMpCzsgWAQxt5o/aQiyNE4QXTYmfw507dy6bNm0qfP3aa6/h5OSEl5cXV65cKdXOCcJ/VVxcHN999x3ZOdk4mmzoqKvGpfjtJGojqdlpMBHnXDHqTfiGOtN+cAiaDeseBvmhQ4sE+fC0cAbuGkhSXhJ+Dn6s6bDm74N8Tgqs7f4wyNd7Fwb+9q+D/I2ELF5deZIPt15Fk6+ncll7tg5vyOweoSLIC8ILRMzjggDh4eFs2LABg8FAOaMzLbQVORKznnxlLlVaDC8M8tVbe1O/ux9J06aZg7xcjufcz4oE+f339zPiwAjyDfk0KNuAr9t8/fdBPiUCvm5pDvJyC2g/F179378O8kdvpdB+yVE+P3AbndFEs4qu7BvTlNGtAkWQF4QXVInvzK9atYp1D2pp7tu3j/3797N79242b97MhAkT2Lt3b6l3UhD+SyIjI/lhww/o9DpcTfa00gVzKm4LWVIaVdu+y/VTapAkKtR0o81bwWSuX0PyZ3MBcH53KK7vvVcY5M8lnmPUwVHk6nOp4lyFL1t/iaPl32xa98d1dV0/h9BX//r4YsjVGliy/xb/OxGF0SRho1Iwtm0QAxr4iJrxgvACEvO48LK7ePEiO3bsQJIk/I1u1NKW42DsOmR2FgTUeJeIM+YVqLU7+prXyE+bRuaPPz0M8l26FJ5r2+1tTDs1DZNkoo1PGz5r8hkqxd9cAL+2BX4ZBfpcsCsLr30P5ev9q/EkZRUw49fr/Bpmrujgbq9mSucqdAz1EEvjBOEFV+Iwn5CQgLe3eSOPX3/9lV69etG2bVt8fX2pV+/f/WMkCP91ERERbN68GaPRiKfRkaa6ihyL20iBRR6VGw/j5mnzle/QZl407l2RjO+/J3nugyA/7F1cR48unFgPxxxm3OFx6Ew66njU4fMWn2Orsv3zhv9sXV2vteD2mDX1f0OSJPaEJzJ9x3USHtSM7xjqweTOwZR1EKXmBOFFJeZx4WV28uTJwgtWQQZPQgtcOBS3DrWzHe4B/bl72QgyaNKrIqHNPEmYPBnNlq0PgvxcHLp0LjzX9+Hfs+C8eaPFnoE9mVJ/Cgr5X9wBN+hg3xQ486X5tV9TeOV/YPs3a+ofw2iSWHMqioV7b5HzoGb8gIa+jG0jasYLwsuixGHe0dGRmJgYvL292b17NzNnmnflliTpT+vWCsKLIiwsjG3btiFJEj5GF+prfTkctw6TNfhXH8rt8+aQXreLH7U7+pL+3WqS580DwGX4cFxGjSwM8jvu7mDyickYJSPNvZuzoNkC1Ar1nzf8yLq6HtB12b96HC8mPY+p28M5eDMZAG8nKz7tFkKLILd/fE5BEJ4PYh4XXkaSJHHo0CGOHjWXfqtq8ME/34qDceuw8/TAzr03MTeNyBUyWr8VTEBNVxI+mYxm64MgP28eDp07FZ5r2aVlfH31awAGVhnI2Fpj//oueFa8+am6mDPm103GmSvP/FXwL4YrMZl8/PNVrsVlAVDNuwyzuocQ4vU3j/cLgvDCKXGY79mzJ3369CEwMJC0tDQ6dOgAwOXLlwkICCj1DgrCf8HZs2fZuXMnAAFGD2oUlOVg3DqUZaxwr9CPqKsgk0GzPkEEN/YkbeVKUpZ+DoDLiBG4jhpZeK71N9bz2dnPAOji34VPG32Khfwv/hRTImBTP0iNMK+razsL6g01N/YP6Awmvj52j2UHH9aMf7dZBUa0CMBSKdbTCcLLQMzjwsvGZDKxe/duzp49C0AdfQXcc+Fw4kZc/PxRWHUnKdKAUq2gw7uhlKtgS/wHk8jascMc5OfPw6GTOcibJBOzz8xmU4R534n3ar7HoJBBfx3k7x2GnwZBXiqoHaDnKgjq8I/Hosk314xfd8ZcM97e0oKJ7SvxRt3yoma8ILyEShzmFy9ejK+vLzExMcybNw9bW/NjwQkJCQwfPrzUOygIz5IkSRw/fpwDBw4AEGwoR6V8Bw7Gr8XG3Rk799eJvy2hsJDTZlAw/iGOJHzyifmRPMBl5EhcR44oPNfKsJWsuLwCgL6V+zKxzkTksr9Yl16K6+pMJomd1xJYuPcWkam5ANT3d2Jm91AC3P7i0X5BEF5IYh4XXiZGo5FffvmFsLAwkKChIQi77FyOJW2nbKUQdIZ2aOINWNkp6TyyGs5lJKLfGUze2bOgUOA1fx72HTsCoDfp+fj4x+yK3IUMGZ/U/4ReQb3+vGGTCU4shoMzQTKBRyj0WgNO/v9oHFqDkQ1noll+8A5puToAetTw4qOOlXG1+4sn+wRBeOGVuM688NdEjdoXiyRJ7Nu3j5MnTwJQw+BLuVwlxxO24FjeG4VVDzKTTKgsFXQcVhUPTwvi3nuf3JMnQS7H/ZOPcerTBzBfyZ9/bj7rbpg3nRpefTjvVn33z6/k/3FdnW8TePW7f7SuTpIkDt9KYcGeCMLjzY/iudiaa8Z3ry5qxgvC807MO6VH/C5fPHq9np9++omIiAhkkoxm+mBkmiQupO7BO7QO2Zqm5GebsHO2pOvo6ljrM4gZOhTd3bvIbWzwWrIE2yaNAcg35DPu8DiOxR3DQmbBnCZzaO/X/s8bzs+AbcPg1i7z6xpvQscFoCz5fjRGk8TWi7Es2X+buMx8APxdbZjZLYSGoma8IDz3nkqd+e3bt9OhQweUSiXbt2//22O7du1a4k4Iwn+NyWTi119/5eLFiwDU0wfilKPjaNJm3AMqoTO2JzvJhLW9ii6jq+GgyOF+33fR3rqFzNoar0ULsWveHACDycDUk1PZftf8tzOp7iT6Vu775w3/cV1d47HmdXWKEj9Ew/modObtjuBsVDoAtmoL3mnixztN/LFVl/x8giA8v8Q8LrxstFotGzduJDIyEoUkp6U+hLz0e4RlHMa/ZjNS4muj15pw9rKly+hqyKNvEzVsGMbUVCzc3fFetRLLSuZNZrN0WYw6MIqLyRexVFiyqPkimpRr8ucNJ4TB5n6QEQUKNXRaADX7l7j//79J7YK9t7iTnAOYd6kf3SqQXrW9UYpqM4IgUMw783K5nMTERNzc3JDL//ofD5lM9lJvniOu6r8YDAYD27ZtIzw8HJkEjQ2VUWsyOJvyG15VapKT1ZyCHAkHVyu6jK6OOjWKmKHvYkhOxsLVlXIrv8SqShUAtEYt44+M53DMYRQyBTMazaBLhS5/3vAf19X1WAmVOpa4/zcSsliwJ4IDDza3U1nI6V/fh+EtAnCyEfXiBeFFUtx5R8zjjyfm8BdHXl4e69etJy4+DqWkoI2+GqmpYdzQnCagXnvi71bBZJTwDCxDx+FV0Z06Sty48Uj5+agrVcJ71UqU7u4ApOanMmz/MG6m38ROacfyVsup6V7zzxu+uBZ2jgdDAZTxMT9W71m9xP0/fjuV+XtuciVWA0AZayXDmlVgQENfsb+NILxgnsqdeZPJ9KdfC8KLRqfTsXnzZu7cuYNcktFCXwVDRixn0vfjW60xqYn1MOgkXMvb0XlkNUyXT3P//TGY8vJQBwaaPwB4egKQq89l9MHRnE08i0quYkGzBbQo3+LRRv+4rs49FHqXfF3d/bRcFu27xfYr8UgSKOQyXqtVjtGtAvEsI0rNCcLLTMzjwssiKyuLtWvXkpKSglpS0l5XneiU09zJvkTFBj2IifAz15ev7kqbQcFkbfyBpNmzQZKwadIEr8WLUdjaABCfE8+QfUO4n3UfJ0snVrVZRSWnPykJq8+HnRPg0lrz68B25o3urBxL1PfLMZnM232Tk3fTALBWKRjU2I/BTf2xF6XmBEH4E+JZW0F4oKCggA0bNhAdHY1CktNGXxVNWgTXMo/hX6sNCVGhSCYJryBHOr4bSu4vW0icMQOMRmwaNsBr6VIUduZycRkFGQzbP4zwtHBslDYsa7mMOh51Hm30j+vqqr9pfiSvBOvqkrIK+PzAbTadi8FgMj9o06lqWca1qYi/q9jcThAEQXg5ZGRksOb7NWRkZmAtqWmvq86tpEPcz7tBYP3Xib5pvtge3NiTpr0DSF0wj/Tv1wBQplcvPKZMRmZh/mh8L/MeQ/YNISkvCU8bT75q+xU+9j6PNpoeCZv7Q2IYyOTmpXGNx8LfPAHzR7eSslmwJ4K915MAUCnk9KlXnhEtAsTmdoIg/K0ShXmTycTq1avZunUrUVFRyGQy/Pz8ePXVV+nXr5/YTEt4buXm5rJ27VoSExNRSRa01VUjIfUit7LOUaFOV2LvVEAGVKjpRusBlUhftoS0b74FwKFnT8pOn4ZMab5qfiPtBmMOjyEuJ44y6jKsbL2SKi5VHm30X66ry8zT8eWRu3x/MooCvflOW7OKrkxoFyTqzAqC8KfEPC68qJKTk1mzZg05OTnYmaxor69KWMJuEnX3qVD7TWIizJvI1u7oS+3WHsSPeZ+c/eZKNW7jx+E06GF5uSMxR5h0bBI5+hz8HfxZ1WYVHjYejzYasRu2DYECDVg7wyvfQoU/eQLvL8Sk57Fk/222XYrFJIFcBj1rluP91oGUc7T+978UQRBeeMUO85Ik0bVrV3bu3Em1atUIDQ1FkiRu3LjBwIED2bp1Kz///PMT7KogPBkajYY1a9aQlpaG5YNH8u4lnyAyJwz/2q8Sd6c8MiC0mRcNu/uQ+MEEsnfvBsD1vdE4v/twV/odd3cw/dR0tEYt3nbeLG+5HP8yf/K4/KV18Nu4B+vqykOvtcVeV5erNfDdiUhWHb1HdoEBgFo+jkxsF0Q9f+fS+JUIgvACEvO48KKKi4tj3dp15Bfk42iyoY0ulPMJv5AhJeNdtT9xd8qADJr0qkhwqCXRA9+iICwMmVKJ59zPCkvPmSQTq66sYsUVcwnZGm41WNpiKY6Wf3hc3mSEQ7Ph2ALz63J1zOVjHbyK1d+UbC1fHLrD+jP30RvNT9S1q+LO+LZBBLrblcrvRBCEl0Oxw/zq1as5evQoBw4coEWLolcdDx48SPfu3VmzZg39+5d8x05BeFZSU1NZu2YtmiwNNg8eybueuJ947R18a/Qh/q75SnzdLn5Ub+BA7Ntvk3/pEiiVeM6aicODXZ/1Jj2Lzi8qLD3X2KsxnzX5DAf1H+6Q/9m6uh4rwdrpsX3VGoz8cCaa5YfukJpjrjFbycOOCe2CaFnJTdxREwThb4l5XHgRRUZG8sOGH9Dpdbia7Gmlrcyp+J/ItcjG3a8/SVF2yBUyWr8VTHmnXKJefwt9bCwKBwfKrfgC61q1AMjWZfPRsY84HHsYgNeDXmdinYkoFX9Yq56bCj+9DZFHzK/rDoW2M8Hi8RvMavL1fH30Hv87EUmezrzRZKMAZya0q0R17zKl9SsRBOElUuw6823btqVly5ZMmjTpT38+e/Zsjhw5wp49e0q1g88TsRPu8yUxMZG1a9aSm5eLg8matrqqXE78jRRDHGUrvU5qrAsyGTTrE0Sgt57ooUPR349Gbm9PuWXLsKlXF4C0/DTGHxnP+aTzAAypOoTh1YajkP9hx9nfr6tDBi0/hsbjHruuzmiS+PlSHIv33yI2w1xjtryTNWPbVKRrNU/kchHiBeFlVZJ5R8zjf0/M4c+fiIgINm/ejNFoxNPoSBNtIMfjN6O3MmDv8TqaFGuUagUd3g3FKfsOsSNHYcrKQlm+PN6rVqL28wPgbuZd3j/0PlFZUajkKiY3mEz3gO6PNhhzFjYPgOx4UFpD12UQ+upj+5mvM/L9qSi+PHwXTb4egGreZZjYLohGola8ILzUnspu9gBhYWHMmzfvL3/eoUMHPv/88xJ3QBCehejoaNavX49Wq8XZZEsrXRXOxW8jS56BW4U3SY0tg8JCTptBwZSVYol6fQTGzEyUXl54f7UKdYUKAFxLvcb7h94nKS8JG6UNsxrPolX5Vo82+Mi6um+gQsu/7aMkSey9nsTCvRHcSjLXmHWzM9eY7V1H1JgVBKFkxDwuvEiuXLnCzz//jCRJ+BhdqVdQniPx65E7qLG264MmxRIrOyWdR1ZDHXaE6I8+Br0eq+rVKbfiCyyczE/E7b+/n4+Pf0yeIQ8PGw+WNF/y6D43kgRnv4I9H4HJAM6B0HstuFX+2z7qjSY2nYvh8wO3Sc7WAhDoZsu4tkG0q+IunqgTBOFfK3aYT09Px/1Bzc0/4+7uTkZGRql0ShCepDt37rBp4yb0Bj3uJgdaaCtxIv5HCtQFOLj1JSPJDpWlgo7DqmJ37zTRH0xC0umwDA3F+8sVWLiYr6Jvu72NmadnojPp8LX3ZWmLpY+uj//TdXWrwaHc3/bx5J1U5u2J4HJMJgAOVkrebVaBgQ19sVKJGrOCIJScmMeFF8XZs2fZuXMnAIFGD6rlu3Mofh2Wro6g6EauRo2dsyVdRlfDuHUN8UvNF6ns2rXDc+5nyC0tMZqMLL+8nG+ufgNAHY86LGi2ACfLPyx70+bAjtFwbYv5dZUe5jvy6r9e224ySewIi2fRvlvcT8sDwKuMFWPaVKRHDS8U4ok6QRBKSbHDvNFoxMLirw9XKBQYDIZS6ZQgPCnh4eFs2bIFk8lEOaMzjbR+HInbgGSnwNr+DbLTbbCyV9FlZFXkezcTt2AhALatWuG1YD5yKyv0Rj1zz81lU8QmAFp4t2B249nYqv5QBu4frKu7EpPJ/D0RHL+TCoCVUsHbjX0Z0rQCDlaixqwgCP+cmMeF550kSRw7doyDBw8CEGwoR1CeHYcS1mPn6YVO3wF9ngpnL1s6D6tC1uLZaLZsBcBp0Nu4jRuHTC5Ho9XwwdEPOBF/AoD+wf0ZU2sMFvI//H2k3IJNb0JqBMgtzHN4vXfhL+6oS5LEoYhk5u+5xY2ELABcbFWMbBHAG/XKo7YQF+MFQShdJdrNfuDAgajVf17vUqvVllqnBOFJuHjxIjt27ECSJPyMbtTO9+Jw/HosnO2QWXQjL8sKe1cruowIIX/lQjI3msO6Y/9+uH/wATKFgpS8FMYeHsvllMvIkDG8+nCGVB2CXPaHR97vn4ItgyArrljr6u4kZ7Ngzy12hycCoFTI6FO3PCNaBuBmZ/nEfieCILw8xDwuPM8kSWLfvn2cPHkSgBoGP8rlyDmcuBFHn0Byc1pjMlrgGViGdv38SJ04mtyTJ0Eux/2Tj3Hq0weAiPQI3j/0PrE5sVgqLJnWcBqd/Ds92uDVn2DHe6DLAbuy5qfqytf/y/6djUxn3u6bnL9vfrrFTm3B0Gb+vNXIDxt1iSpBC4IgFFux/3UZMGDAY48RO+AK/1WnTp0q3NQpyOBJSL4zh+LXY+3uhs7YCWO+GhdvWzq+XZGMKePIPXoMZDLcP5yE04P/ry8nX2bs4bGk5Kdgp7Tjs6af0bRc06INGbRwaBac+ByQHruuLjbDXGN260VzjVmZDHrU8GJM64p4O4kas4IglB4xjwvPK5PJxK+//srFixcBqKcPxClby9Hkrbj6V0OT3hiwwK+aCy06O5PwzkC0t24hs7bGa9FC7Jo3B2BX5C6mnpxKviEfL1svlrZYSpBTUNHG8tLNpWPDzXf08W0Cr/4PbN3+tG/X4jTM3xPBkVspAKgt5Axs6Mu7zSrgaPP4He4FQRD+jWKH+e++++5J9kMQnghJkjh06BBHjx4FINRQHv9cSw4lbsDey5e83DZIkgqvIEfa9HQnafjbaG/cQGZpideC+di1bo0kSfx460fmnJ2DwWQgoEwAS1oswcfep2hjiVdh61BIDje/rt4X2n8Glo/uTJmao2X5wTtsOBONzmgCoG2wO+PbBVFR1JgVBOEJEPO48DwyGAxs27aN8PBwZBI0NlRGlZnGidRduAfUJyO1HjKZnODGntSrbiS2zxsYUlJQuLrg/eVKrEKqYDAZWHJhCd9f/x6Ahp4Nmdd03qPlY2/vh19GQE4iyBTQbCI0GQ+KRz8uR6bmsnBvBL+GJQBgIZfRq443o1sG4uEgnqgTBOHpEM/9CC8sk8nE7t27OXv2LAC19RVwyzFyJGkzTj7BZGmaI8OCCjXdaNJISfyAvhgSE1E4O+P95QqsqlZFa9Qy6/Qstt3ZBkAbnzbMbDQTa+Xv7pqbjHBiqXmjO5MerF2gy1Ko3PmRPmUV6Pnm6D2+Of6wxmwDf2cmtg+iRnnHJ/47EQRBEITnhU6nY/Pmzdy5cwe5JKOFPgR9RjRn0w/gEdCcjNQayGQyanf0Jdg+muj+45Dy8lAHBuC9ahVKT08yCjKYcGQCZxLPADAoZBCjaowqWj5Wlwt7P4Hz/zO/dqkIPVaBV81H+pSgyefzA7fZfD4Wo8lc3blrNU/GtqmIr4vNE/+dCIIg/J4I88ILyWg08ssvvxAWFgZAQ30QtppsTqT8iotfbTQZDZHJ5IQ086JGuRRi+7+PKTcXlb8/3l+tQlWuHIm5iYw5NIZradeQy+S8V/M93qryVtFSMun3YNswiDltfh3UEbp8DrauRfpToDey5lQUKw7fJTPPXGO2ajkHJrQLonGAiyhPIwiCIAi/U1BQwIYNG4iOjsZCktNaX5XMtJuEZx7HPaA9mWnByOTQpFcg3kkniJ00A0wmrBvUp9znn6Ows+N62nXeP/Q+CbkJWFlYMbPRTNr6ti3aUMxZ2DbUPJ+DeYO71tNAaVXksIxcHSsO3+H7U/fRGcxP1LWs5Mb4tkEEe5a8NrQgCEJpEGFeeOHo9Xq2bNnCzZs3kUkymuorI9ckczp1Dy7+jdGk10Ymk1G3ix8B+ReJGzYNDAas69Sh3PJlKBwcOJd4jvFHxpNekI6D2oF5TefR0LPhw0YkCS6shj0fgz4XVHbQ4TPzo/W/C+Z6o4kfz8fy+YHbJGYVAFDB1YbxbYNoH+IhQrwgCIIg/EFOTg7r1q0jMTERlWRBO1014lMvcCv7Aq7+XdGkBSBXyGg1oDIOR9aS+K35jrpDjx6UnT4NmUrF9rvb+fTUp2iNWnzsfVjSfAkBjgEPGzHo4MhncHwxSCaw94LuK8C/edG+aA18eyySr4/dI0drrvZQ19eJCe2DqOP7hzJ2giAIT5kI88ILRavVsnHjRiIjI1FIclrqQ8hLv0dYxmFc/VqTlR6KXC6j6RsVcbv4E4krVwFg37ULZWfORKZUsv7Geuafm49RMhLkGMSSFksoZ/e7uvDZibB9FNzea37t09j8AcDx4Rp6k0ni16sJLN53i8jUXMBcY/a91oH0rOGFheIPu98LgiAIgkBmZiZr16wlLT0NS0lJe1117iUf537+DZy9e5Kd4YNSraD920HIv5tL+u7dALiMHoXLsGEYJAMLzsxhw80NADQt15Q5TeZgr/rd3fOk67BtiHmvG4CqvaHDPLAqU3iI1mBk/elovjh0h7RcHQDBZe2Z0D6I5hVdxcV4QRD+E0SYF14YeXl5rF+3nrj4OJSSgjb6qqSmXuWG5jTOPp3IzgxCoZTRZkAQVpsWk/brrwC4DB+Gy6hRFBgL+PT4VH69Z/5+J/9OTG0wFSuL3z1qF/4z/DoG8tNBoYZWU6D+cJA/DOdXYjKZuj2cyzGZADjbqBjRIoC+9UWNWUEQBEH4K6mpqaxZs4asrCxsJUva6apxPXEfCfoo7D1eJTfbEys7JR36+6OdPZbcS5dAqcRz1kwcunYlNT+VcYfHcTHZvOv9u9XeZVi1YQ/Lx5qMcHoFHPgUjDqwcoLOi6FK98I+SJLE/hvJzPj1OtHpeQD4udgwtk1FOoWWRS4XIV4QhP8OEeaF554kGcnJyWPtmrUkpySjlixor6tBdMpp7uZewbFcD3Kz/FBZKmjXzx9p8QdknT8PFhaUnT6dMq/0JC4njjGHxnAj/QYKmYJxtcfxZuU3H155z8+EnRPg6mbza49Q6PEVuAcX9iM1R8u83TfZfD4WABuVgqHNKvB2Yz9sRY1ZQRAEQfhTkmQkMTGZtWvXkpeXh4PJmra6UC4n7iSdZKydelGQ54adsyUdXnFFM/5t9PejkdvbU27ZMmzq1SUsJYwxh8eQnJeMjdKGOY3n0KJ8i4eNZNyHn4fB/RPm14HtoOsysHMvPORuSg6f7rheWGbOzU7NmDYVebVWOZTiiTpBEP6DRMIQnmt6fRYXLw0i4qYDySnlsJZUtNdV51bSYWJ1t7F3f4X8XG+s7FV0eM2DvE+GoouMRG5rS7nPl2LTsCGn4k8x8ehEMrWZOFk6saDZAup41HnYyN1D5lI1WXEgk0PjsdDsA7Aw14/VG02sOXWfJftvkV1gXk/Xs4YXkzpUws1elKcRBEEQhL+Snx/N+QtvceVKMHl5zjib7GitDeZMws/kKnNQWr6KXueMs5ctrZvLSR/eH2NmJkovL7y/WoW6QgW23NrCrDOz0Jv0+Dn4sbTFUvwc/MwNSBJcXg+7JoEuG5Q20H421BxQuMdNdoGe5Qfv8L8TkeiNEkqFjHea+DOyRQA24mK8IAj/YeJfKOG5pdUmce58P7Tau7i5q0iPeoPW+TW4mrCbFCkeK8fX0BZ4YO9qRdu2ajTvDcCYno5F2bJ4r1yJumIg3137jiUXl2CSTFRxrsKSFkvwsPEwN6DLg/3T4Kx5XT1O/uZSNd51C/tw4k4q07aHczs5B4AQL3umd61CLR+xKY4gCIIg/J3s7HDOXxiAyZSBt7cGi6S+NCuoyMmEzeisJGSKVzEaHfAMLEOTwCRSR0xC0umwDAnB+8sVmJwcmH5qOj/d+gmAVuVbMbPRTGxVtuYGclJgx3sQ8Zv5tXd96LESnMxB32SS+PlyHHN23SQlWwuYd6if3DkYP1FmThCE54AI88JzKTf3HucvvInBkIROa0V0WCfa5tbhQuIONPIMlNavYdC74OJtS/OqGjJGDkPSalEHV8b7y5XonWyZcHQCe6L2ANA9oDuf1P8EtUJtbiDuAmwdCmm3za9rD4K2M0BlntxjM/KY9dsNdl1LBMDJRsWEdkH0qu2NQqynEwRBEIS/lZ5+ksuXhyCRT06OI+lXXqVpfgBH4zeCvRUmUyeQ7PCr5kItxTlSJi4AwLZVK7zmzyOVHMbseYuwlDBkyBhVYxSDQgc9XB9/41dzkM9LBbkSWn4MDUfDg/ry1+I0TPnlGhejMwHwdbZmSpdgWlZy/7PuCoIg/CeJMC88dzSay1y4OBBJyiYvz47EsB40zazD6YQt5FvqkClexWRyxCuoDPXtrpI+cS5IEjbNmlJu0SJijWm8t3ModzLvYCGzYFLdSfQK6mVeH2/Uw9EFcHQ+SEaw9YDuX0BAa8BcL37lkbt8efguWoMJuQz6N/BlTOuKOFgrn/FvRhAEQRD++xKTfiU8fCxgJDPTnYKw3tTN9uFwwgYsHJ3R6Tsgk1sR3NCDinc3k75pEwCO/frhPukDLqVeYezhsaQVpGGnsmNuk7k0KdfEfPICjfmR+ivm3exxqwI9vwKPEADScrQs2HuLjeeikSSwVikY2TKAQY39xCa1giA8d0SYF54rqWmHuXJlOKAlO9sZzZVXaZQdzPGETRhtlJikV5BhR4UaroQm7yBj1VoAyrzeG49PPuF44ik+OPYB2bpsXKxcWNhsITXda5pPnnLLXKom/pL5dZWe0GkhWDshSRJ7whOZ8esN4jLzAajn58T0blWo5GH/Jz0VBEEQBOGPoqNXc+v2TGQyiZSU8qjC+xCSbc+hxPWoncuh1bdDJldRs7UnnnsXkXX0GMhkuH84Ccd+/dgUsYm5Z+dikAwEOgaytPlSvO29zSePPGbe5E4TA8ig0XvQ4iOwUGMwmlh3+j6L9t0i68H+Nt2qe/Jhh8p4OIj9bQRBeD6JMC88N+ITtnLjxiTASEZ6WQxXX6dGTlkOJazDwsERg7ETMrk1VRq543/iC7IOHwLAbcIEyrw1gK+vfcvyS8uRkKjmWo1FzRfhZu0GJpN5Xfz+aWAoAEsH6LQIQl8F4HZSNtN3XOf4nVQAyjpY8nGnynQKLSvqzAqCIAhCMUiSxJ07C4iOWYlMBvHxFXG90QfHbAOHkjdi41IRrb4VMrkFDdt74LD6I/Ju3EBmaYnXgvmoWjRh8onJ/HL3FwDa+7ZnesPpWCutQV9gLjd3+gtzY46+0H0l+DQA4NTdNKbvCOdmYjZgrhc/vVsV6viK/W0EQXi+iTAvPBcio77i3r25ACQn+WET3gffbCWHk9Zj5eqPVtcamVxF7ZZuuG6aSm54ODKVCs95c5G3bMzYw2M5GHMQgNcqvsakupNQKVSgiYWfh0PkEXNDFVpCty/A3pOsAj1L99/m+5NRGEwSKgs5Q5v6M6x5BaxV4k9HEARBEIrDZDIQfv1DkpO3AnA/sjr+d3sj0yRzInUP9h71KCioj8JCQbN2ZVAuGoE2MRGFszPeX64g09+VMbsGEJ4WjlwmZ0zNMQyoMsB8QT3+MmwbCik3zY3VHADtZoHajvjMfGbtvMFvYQkAlLFWMq5tEH3qlhf72wiC8EJ4pkUz58yZQ506dbCzs8PNzY3u3bsTERFR5BhJkpg2bRqenp5YWVnRvHlzwsPDixyj1WoZNWoULi4u2NjY0LVrV2JjY4sck5GRQb9+/XBwcMDBwYF+/fqRmZlZ5Jjo6Gi6dOmCjY0NLi4ujB49Gp1O90TGLhSPJJm4eXNGYZCPi6mM67W3cc7UcyzxJ6zdq6LVtUcuV9GotSPOK99DGx6OwtGR8qtXk9YgiD47+3Aw5iBKuZJpDaYxpcEUVHIlXNkIKxqag7yFFXRcAG9uxWRbls3nY2i54DDfHo/EYJJoE+zO/jHNGNc2SAR5QRAExBwuFI/RmM+ly0NITt6KJMm4F9GQKnf7U5B2l/Npe7Bzb01BQQNUlkpaNbdAMX0whsREVP7++G7ayFXXAnr/2pvwtHDKqMuwsvVKBoYMRGYywpH58E0rc5C3cYM+m6Hr5xTIrVl24DYtFx7mt7AE5DLoV9+HQ+Oa06++jwjygiC8MJ5pmD9y5AgjRozg9OnT7Nu3D4PBQNu2bcnNzS08Zt68eSxatIjly5dz7tw5PDw8aNOmDdnZ2YXHvP/++2zbto2NGzdy/PhxcnJy6Ny5M0ajsfCYPn36cPnyZXbv3s3u3bu5fPky/fr1K/y50WikU6dO5Obmcvz4cTZu3MiWLVsYN27c0/llCI8wmXSEXX2fuPjVAETdrYV/xNuQFs/plB3YuDWloKAJSpUFzZursZo7FH18PEqf8vhu/IHTLhm88dsbRGoicbN2Y3X71bxS8RXITYPN/cxX8rUa8KoNw05A3cFcjtXQ48uTTPwpjNQcHf4uNqx+qw5f969NeWfrZ/sLEQRB+A8Rc7jwOHp9JmfP9SEz8whGo4K74S2pHd2b+KQz3Mg5i41zN3S6UGwc1LSqlo5x2jBMublY16mDz4b1bNQcZMi+IWRoM6jsVJmNnTfSwLMBpN6B/7WDQzPBZIDKXWH4aaTAtuwNT6TN4iMs3HeLAr2Jur5O7BjVmBndQ3C0UT3rX4kgCEKpkkmSJD3rTvy/lJQU3NzcOHLkCE2bNkWSJDw9PXn//ff54IMPAPMVfHd3d+bOncvQoUPRaDS4urqydu1aevfuDUB8fDze3t7s3LmTdu3acePGDYKDgzl9+jT16tUD4PTp0zRo0ICbN28SFBTErl276Ny5MzExMXh6egKwceNGBg4cSHJyMvb2j25yptVq0Wq1ha+zsrLw9vZGo9H86fFC8RkMuVy6NISs7NOYTDIiIxpTI7YniakXuZN7CasyHTGaArF2UNE0OB3dgk9Ar8eqZk08l3/OV/d/YFWYuT58TbeaLGy+EBcrF4jYDdtHQW4yyC2g+SRoNIaUPCPz99xk83nz3SAblYL3WgcysKEfKotnes1LEAThL2VlZeHg4PCfmHfEHC78XkFBPOfO90Oni0KvV3H/WnsapbQhLHEPaSQhV3cBWVmcy9lSX32O/G+XA2DfpQuO0z9m+vnZ7IzcCUAX/y5MaTAFS4Uazn0DeyeDIR/UDtBxPlTtxZ2UXD799TpHb6UA4G6v5qOOlelazVPsbyMIwn/Wv53H/1MpRaPRAODkZN6QJDIyksTERNq2bVt4jFqtplmzZpw8eRKACxcuoNfrixzj6elJSEhI4TGnTp3CwcGh8EMAQP369XFwcChyTEhISOGHAIB27dqh1Wq5cOHCn/Z3zpw5hY/8OTg44O3tXRq/hpeeTpfK2bO9yMo+jdGo4N61ttSLeY3IpKPc04ajsn0FoykQZy8bWjheRDfnA9DrsevQHsdVSxhzaUphkO9buS/ftPsGF7naHOJ/6G0O8q6V4J0D6BuN45uT0bRccLgwyPes6cWh8c0Z0rSCCPKCIAjFJOZw4f/l5N7m9Jke6HRRaLXWxFzuSeOk1pyL30aGQgPK10BWFp/gMtRL2lQY5J2HvYtp8ij67x/EzsidKGQKJtWdxKzGs7DMS4d1PWHneHOQ92sGw0+SHdST2btu0n7JUY7eSkGlkDO8eQUOjmtOt+peIsgLgvBC+88s/pUkibFjx9K4cWNCQsy1QBMTEwFwd3cvcqy7uzv3798vPEalUuHo6PjIMf///sTERNzc3B5p083Nrcgxf2zH0dERlUpVeMwfffjhh4wdO7bw9f9f1Rf+ufz8GM6d64veEIder+Z+WEcapbbgYuKvZClykKtfA7kLPpUdCA7/lvyj5h3rnQcPRjOwM0P3DSQ6Oxq1Qs3UBlPpUqEL3D8J296FzPuADBqMgJaTOXE/h2lLj3E7OQeAEC97pnetQi0fsbutIAhCSYg5XPh/mZoLXLz4NpKUQ16ePamXX6V+ZhWOJ2zEZGOHRDfkcmtC6pah3M+fUnArApRKyk6byvX6ZZm48w00Wg1Olk4saLaAOh514OpP8NtYcw15C0toPR1TncFsu5zAZ7uPkJJtfsKiVSU3JncOxtfF5hn/FgRBEJ6O/0yYHzlyJGFhYRw/fvyRn/3xqqokSY+90vrHY/7s+H9yzO+p1WrUavXf9kMovuzs65y/0B+TKYOCAhsSrnSnUXptTif8iM5KDbLXkMttCallh9dPn6C9H4VMrabsrFmcCVHyye43yTfkU9amLEtaLCHYoQLsmwInPgckcPCG7l8S41CLWRvD2R1u/oDnZKNiQrsgetX2FpviCIIg/ANiDhcAUlL2E3Z1JKAnK8uF/CuvUyPTkyOJG1DYl8dIG+QKFfXqWmD35XB0Gg0KFxe8li5ho+oynx/4FJNkItQllEXNF+EhU8GPb0G4eRd8PGtAj6+4qnVn6qrTXIzOBMDX2ZqpXarQotKjF30EQRBeZP+JMD9q1Ci2b9/O0aNHKVeuXOH3PTw8APMV97JlyxZ+Pzk5ufAKvIeHBzqdjoyMjCJX9pOTk2nYsGHhMUlJSY+0m5KSUuQ8Z86cKfLzjIwM9Hr9I1f7hdKXkXGai5feAfLJzSlD5pVe1M2owNHEH8DWA5OsHXKFmrrVJexWDkOfm4tF2bKUXbaEb7QH+fbItwDUK1uP+U3n45gZC1+1gOQHuyZX70tB61msPJ3Cl4ePoDWYUMhl9Kvvw5jWFXGwVj67wQuCIDzHxBwuAMTFbeLGzU+QyUykpXlhcbUvAZlqjiRvROlQDSONUVspaeifiHz+DIxGI5YhITgvnseUu8vZe38vAD0De/JRvY9Q3zsGv4yAnESQKaDZRNJqjGTBgXtsPHccSQJrlYJRLQN5u7EvagvFM/4NCIIgPH3PdEGwJEmMHDmSrVu3cvDgQfz8/Ir83M/PDw8PD/bt21f4PZ1Ox5EjRwon+Vq1aqFUKosck5CQwLVr1wqPadCgARqNhrNnzxYec+bMGTQaTZFjrl27RkJCQuExe/fuRa1WU6tWrdIfvFAoKWknFy8OAPLRZLqRf3EgVVK9OJzwA5JtACZZJ9RWVjT1jcFm8UhMublY1a6F/dqVjI5bwrfXzEF+YJWBrGz5BY7nvnsY5K1dkHqvY1eFybRafokl+2+jNZio7+/Eb6MbM61rFRHkBUEQ/gExhwtg/v/g7r3l3Iz4CJnMRFKiP/ZX3sE1zcjx5G1Y2DfGRBPsna1oojyGfMU0MBpx6NYV3bIp9D0/mr3392Iht2By/clMqzUB9a5JsP4Vc5B3DsTw9l5WK3vTYvEJfjgbgyRB9+qeHBzXnGHNK4ggLwjCS+uZ7mY/fPhwNmzYwC+//EJQUFDh9x0cHLCysgJg7ty5zJkzh++++47AwEBmz57N4cOHiYiIwM7ODoBhw4bx66+/snr1apycnBg/fjxpaWlcuHABhcL8D3yHDh2Ij49n1SrzxmhDhgzBx8eHHTt2AOayNtWrV8fd3Z358+eTnp7OwIED6d69O8uWLSvWeP5Luwo/L6Kj13Dr9qfIZBKpKeWxuvYmzhlGzqb+htKuEchrYe9sSe3sXcj2bQGgzBuvE/NWGyae+oi0gjSsLayZ3nA67R0qwrZhEHPafPKgjtyrP5vJB5I4cScNgLIOlnzcqTKdQsuKTXEEQXjuPct5R8zhgiSZuHFjGgmJ6wGIjQ7B51ZftOmRXM86hYVVB+TKQNy9rQgJW4l05SzI5bhNnMCxRg7MOjObAmMBbtZuLGy2kOpanblsbPo9cwP13uWM/yim7LxHRJK5nGFwWXumd6tCHV+xv40gCM+/fzv3PNMw/1dh6rvvvmPgwIGA+Yrv9OnTWbVqFRkZGdSrV48vvviicIMdgIKCAiZMmMCGDRvIz8+nVatWrFixoshGNunp6YwePZrt27cD0LVrV5YvX06ZMmUKj4mOjmb48OEcPHgQKysr+vTpw4IFC4q9pk58ECg+SZK4fWchMTFfApAQXxGPG/2QpydxOfMwSut2yJWVcCtnSciFZXDjMiiVuH/yMT9V1vDF5S8wSSYCHQNZ2HQBfneOwJ6PQZ8LKjvyW89ifmJtvj99H6NJQmUhZ2hTf4Y1r4C16j+xukQQBOFfe5bzjpjDX24mk5bLV94nI8P8eHzUnbqERPYmIeU897W3kau7ILfwxD9Aie/2KZCciNzBAdf5c1iiOMS2O9sAaOTZiNkNpuN0ZhUcXwySCey9SG29mKnXXPktzPy0RRlrJePbBvFG3fJifxtBEF4Yz3WYf9GIDwLFYzIZCL/+EcnJ5jvt0VHVCbzTh8yUcO7kX0Wu7oxC6Y2fnwK/nz+BjFQULi44zJ/J1JwfOBF/AoDuAd35KPgdrHZOgNt7AJB8GvGb/xSmHcsmNUcHQJtgdyZ3Cqa8s/WzGbAgCMITIuad0iN+l8VnMGRz4eI75OScx2SSE3mzKbVjuxGRdJAUUzoyVTfkCkdC/fNxXfsh6PWoAwORPpvEhLsLuJ1xG7lMzvBqwxns0Rj5tqGQeBUAY0gvvrEbxuLjSRToTchl0LeeD+PaVqSMteoZj1wQBKF0/du5R9yiFJ4qo7GAS5eHo9EcQZJkRN2uT7X7rxGVdJx4QwIKq17IFc6EeGfhuuYTeLBBjmbauwy/MYOkvCQsFZZ8VO8jehhV8HULyEsDhZq4WhMYcbcel3eZH6n3d7VhapcqNKvo+oxHLQiCIAgvBq02hXPn+6HV3sZgsOB+eFvqJrThcuJvZCtAru6FQmVDLbsI7P63FAC7Nm0IH9aKKZfGkGfIw9nSmbmN51Av5op5jxujFsnKibDqUxl5pTwx6ea78XV9nZjWtQrBnuLiiiAIwp8RYV54avR6DecvvEVe3hXzlfzrLakT14lriXvIkOlQWPZCobSjpmUY9mtXAmDftSsHXg9k8cXxGCQDvva+LGw4g4pnvoWLawAwuFZhif0Elh9VAdnYqBS81zqQgQ39UFk80z0eBUEQBOGFkZcXxdlzfTEaE9HpLIkL60K95HqcSfyJAqULclU7rGwsqZm+A8v9vwHgOHI439bUsPHcJwDUdq/NvJrjcN0zGe4eBCC3fAsmGYey45AJyMfD3pIPO1aiazVPsb+NIAjC3xBhXngqCgoSOHvuTfT6KAwGJdFXO1AvsRnnE7eRq7BHru6ClY0V1RO3YH1xH8jlOIwbzWe+1zh01Xxlv4NvB6b6dMFm01uQfg8JGTf9B9L3XmvSY8yTfc+aXkxqXwk3e8tnOVxBEARBeKFkZV3l/IX+SFIW+fm2pF55lVopFTmetBGjKgi5qimOzipCLyxFef86cmtrVJ9+wHts4frt6wAMDh3McLU3Ft91hvwMJAtLDpYfzdCb1TGYTKgUct5p4seIFgHYqMVHVEEQhMcR/1IKT1xu7h3OnuuLyZSKVmtFQlg36iTV4GTSZnRKXxTqlpRxtCDk7ELU8beROzhgmDaat/PWEBcbh1Ku5IPa4+mVGI3s+24gGTHYejLP6n2+um6uaRziZc/0riHU8nF8TG8EQRAEQSiJtLRjXL7yLlBATo4jeVdeJzjVjaNJm8GqPhbqWpR1NRK48wMscjNR+pQn/uN+TIpbQrYuGwe1A3PqTaHJlV/g8mQA8p1DGK0bzr7rZQBoWcmNKZ2D8XWxeXYDFQRBeM6IMC88URrNRc5feAvIIS/Pnowrr1EtxYdjSRsxqWujUNehrLOBijs/xqIgC1VAAFfGdWBm7AL0Jj1etl4srD6GKofmQ+w5AKI82vNG/GskpFqhtpAzrm1FBjX2F7vbCoIgCEIpS0jYTvj18chkRjIzPJCF9aNcmsTJtJ+RW7dFoaqIv0Mq5X+ajlwyYdWoIT/38+fbyLkAVHWtysKAN/HYPgEyopCQccazHwOj2lBgUuBko+LTblVEyVhBEIR/QIR54YlJSTlIWNhwkOnJynJGd6UvganWnEjbisyqJRaqyvhZJ+KzbZb5A0CrFnzV1ZId0eZydS28WzDDLgSHjW+BPheTyp4vrIexMKoaALV9HJn3alX8XW2f5TAFQRAE4YUUFfUtd+/NRiaDlGQfylwbgCI1mfPZ57Cw6Ylc6Umw6RLuv3yDDFD3782Uqne4dH8jAP0q9WVMjhblD31AMqGzLcck03C23vMFoHPVskzvWgVn2+KVDxQEQRCKEmFeeCJi437k5s2PkMlMpKd7YnllAA5pOZzO3IuFVVfkKm+CtedwP7waGSB75w1G+50lMvE+FjIL3g8dQv+bx5AdnQBAomNt3kwbyJ0sJyyVcia0q8TAhr7ibrwgCIIglDJJkoi49Rlxcd8AEB9bCe+b/clKCedefiQW1r1RWTpRNXYLZW4cQKZWkz22H0PUP5OZlomd0o4ZVYfT6uS3EH8RgKvOHXgz/hU0kjUutipmdg+hfUjZZzlMQRCE554I80KpkiSJe5EriIpahEwGSYn+uF0fiDb5HmF5N7Gw6YXK0oXQqE043j6C3Nqa6Pd78pH8ZwpyCnC3dmeBfy+qH1gAOUlIciXrbfozJaEFJuTU9XNi3itVxZo6QRAEQXgCTCY9V69OJDVtOwDR92oSdPd1YhJPkGDIxsK6NzY21oSeX4xNym0sPNw5MaoJi3K+R9JKVHaqxELnBnj/MgH0eRhU9syWD+F/cTUB6F7dk6ldquBoI2rGC4Ig/FsizAulRpJMXL8xncTEdQDERYfgF/EmycnnidGmmj8AWNsQcm4html3sfAux8/vVGZNwUYwQqOyDZijtcRxh/lufIaNP29nDeZSig/WKgUftK9Ev/o+yMXdeEEQBEEodUZjPhcuDiU7+wSSJCPqVmOqR3UjPGEPGZIlFtav4mRtJPjgx6i1mVjUqMrnPVUczvkZgN7+XZkQfQv1hekARNrVok/qQBIkZ9zs1MzqEUqbYPdnOEJBEIQXiwjzQqkwmbRcvjKGjIw9ANy/U5cq917jduJBUowylDav4WRpMH8A0GmQ16vJ1PbZXC04hFwmZ4R/T965/Cvy1FsA/GbVjbFpPdCiomEFZ+a+UhVvJ+tnOURBEARBeGHp9RmcPdefgoLrGI0Koq+3pkZsay4m/EKu3BsL62Z4KpKouGceCpMOfdeWjKoeTlJeGlYWVkz17UGnk99CbgomuYoVFm+yMKUlEnJerVWOyZ2CcbBWPuthCoIgvFBEmBf+NYMhh/MXBpGbex6TScb9iGZUj+pIWOJvZOGO0rolZYknaN9CFCYdmleaM6bSBXJ0+ThbOjPPqS51Dy4Dk55clQuj8wdzICMUG5WCKZ0q06duebHDrSAIgiA8IQUF8Zw52weDIQa9XkX81c7USKjNmYQf0atqobSsiX/OBXzOf4fMQsGdQa35xPUoJr2JAAd/Fsrc8d/3GQBJlv4M0AzhplQeD3tL5rwSSosgt2c8QkEQhBeTCPPCv6LVpXL27JvodLcxGi2IudaOGnFNOJewFa0yFAt1HfyzzuF7aQ1ytYozAxqywPk4mKCOcyjzklNxubEKgFOqhgzP6k8G9jQJdOGzV6riVcbqGY9QEARBEF5cOTkRnD33JpKUjlZrTcrlV6iS6M/J5C1IVi1RqitS+f5WPO4dQO7kyKYBPvxoeRgk6Fq2ER9HnMU67TAAmyy6MCXzFbSoeL2ONx91qoy9pbgbLwiC8KSIMC/8Y3l59zl7rg9GYyI6nZrEq92oGh/KyaQtSJZNUKorUynyJ8pGHULm5sLKPmU4YHUWgMHujRh+6TcstFnoFNZM0fZnY0ET7NRK5nUO5rXa5cTdeEEQBEF4gjIyznLx0iAgj9xcB3KvvEGFRHtOpe1EYdMVK0sPqlxchmP6TUxBfkzpks9N5TXUCjUfl6lJj9M/gsmARunK8Nx3OFEQilcZK+b0DKVpRddnPTxBEIQXngjzwj+SnR3OufNvIklZ5OfbknHlNYISPDiZth25VQesLD2pcnEpjhm30IZUYFLbVOLUUZRROTBb5kaT0z8AcMOiEkNzhxItudMiyJXZPUMp6yDuxguCIAjCk5SUvJerV0cjk+nRaFyRXemPa1IeZzXHUNq+hp1STciJGdjkJ5PatArj6t0h38KIj40nCzU6gs5vAuCAvCFjsweiwZa+9cozqUMl7MTdeEEQhKdChHmhxNLST3Lp0mBksgJychwpuNwX70QFZzIPYWHzCnYWloScnIlNfjJRLSvxYe3bGBUyqtn5sSD6Dh6ZVzGh4HNjT5YVdMXGUs3CLlXoWdNL3I0XBEEQhCcsOno9t25PRSaTSEsth/3Vt9An3icsLxaV7es4GzOpcnQOSlM+p14JYnHgTZDJaOdQiWk3TmKrzaFAbs2HBQPYZmqMt5M1X/asSsMAl2c9NEEQhJeKCPNCseUajJyP2Yf+3mhkMiOZme6oLg/ELimFi9l3Udm+jpMhk5BTc1FKBex8tTyrA+8AMvpb+/N+2GGUQJy8LMPzh3FFCqB1ZXdm9QjB3d7yWQ9PEARBEF5ocflaIqO+RZuwEJkMkhIC8Lg+gNSES8Tp9KhsX8VLE07FK98hs1Wz8hUXDpa9i4VMyUSFO69f3osMuCyrzMj8d4mVXBnQwIeJ7SthoxYfKQVBEJ428S+vUCwpOj29zp0lRmvDVJk7qhQLnMLeJjvxOncKclDZ9cIz4xpBV78HByvm9bDlvEc8dhbWzMgx0SryMAA/GFsxo6AvKms7lnatQtdqnuJuvCAIgiA8YTdzcnntwhWURm+mYkvmfX8qRPQhMuEQaZIzSpt2BETvpHzkLrTernzUOYvYMul4qZ1YkJhESOYpjChYqH+VlcYueDvbsumVqtTzd37WQxMEQXhpiTAvPNbd3HxevXCRBKMNtmQRk1yZRldaEpdwkmSjLUrbblS4/xs+UbvJ9nXhg04ZpNnLqKx2YeG9m3jr8siUOTBO+w4HTLVoX8WDGd1DcLVTP+uhCYIgCMIL73haGgPC7pCLNZ6kczeyIY0iWnI1/jdyLUJQW1cn+Nr/cEu5xP3qHkxumUKBWkZzlTszb53HwSQRhScjtcMJx5+3G/sxvm0QVirFsx6aIAjCS02EeeFvnc/MpM/lG2RJNrhKSfSP3Uqj8NZExO8lSxGAyromVa6bPwBcr+XCrBYZ6JUyemPHhIiLqCU4aKrBRN0QTDauLO9WhU6hZcXdeEEQBEF4CrbEx/BeRBIG1FSUbvLazZPUu9uMC4nb0asbYaP0JvT8Auyz77OvlSPf1ElBLlcwvsCC/pHnkAFrDG2YbeiDp4sTP71WlVo+Ts96WIIgCAIizAt/Y2diAu/eiEWHFX7SXV6/dYj6d1pxOeE3tOp62FiUJ+TiYuxz77OlrS2bamZgpVAzMy2TjpnRFKDiY/2brDe2onNVT6Z3rYKzrbgbLwiCIAhPw7K7EcyKzgcsqGU6Q7crkYTG1OF00q/IrNvjYLQg9PRs1LIclr5qyYnAbNwUNiyIi6ZGfh5pODBON4SjUg0GN/VnTJuKWCrF3XhBEIT/ChHmhT/17f27fHJPg4SSqqZL9Lx2nepR9Tib9AtYtcXBqCL0zBwsLHKZ00vBZb8CAuQ2LIy+g7/ewFWTH+/pR5Bl48vK7iG0Dyn7rIckCIIgCC8FkyTx0fUrrE42v25l2Eu78wX4xvlwJm0vCtseuGYnUuXqN+Q7Kfikm5EYVxMNJUvm3LuFk8nEXmMtJukH4+TmyZZXq1KjvOOzHZQgCILwCBHmhSIkSWJGxFVWJJgAOY0Nh+l8MRP/mAqcTttn/gCgSaRK+LdoXOVM62YgyUlGNy18nBCBSpKxzNCdpYaedK5enqldquBoo3rWwxIEQRCEl0KB0cSQy+fYm2V+Eq5nwY+0OueGTZyR8zmXUdm9jnf8GQLubuFugBWzOxWQbyVnRFY+g9Oi0aHmA31/fpJaMLR5BUa3ChR34wVBEP6jRJgXCulNEqPCzvNzhhKAzrpfaHfWDvs4K85nX0Jl1xvv+FME3N3GtSAVCzpqkdQKPk1NpUd2DjGSK2N0w4i2rcaXPUJpE+z+jEckCIIgCC+PTL2BN86f5lKBLQpJz5s562lxLpS8+Dv8X3v3HRbF1f4N/LsL7NJXQKoIAipIU0BFYsEWu0aNPSJqTLFEUZOo8ckbUyzRRBM1Mc2oqSbWx8Qkah7BEgUVwYAoNlSqINI77Hn/8MckK6jY2F39fq6LK+7u2Zl7zkzOPffM7MyZyhoozYeh9fntcM44hD86KbAxtBxNDIzwcUY6gssrEK/2QETVNCjtWmPnyLbwc1Zpe5GIiOgOWMwTAKC4ugbjY6MRXWoGuajBmNIf0et4a1SkXb65A2A2DF7nfoZT1lFs62KAn7tUwVUY4IO0dHhWVWFrTTcsqpqAfkGtsX6gN1SmRtpeJCIioidGWlkFRpw4hsvVFjARJZiY+z26neyMtIy/cAMuMFX6wvfUOqiKL2DNIDkO+anRvgpYnnYZVjXAR9XD8Zl6GF7s6YUZPVpCYSjX9iIREdFdsJgnXCuvxMgTMThXZQGlKMeE/O/R/URHZKbHIFfmDBOFN/xPrYVpxWWsGC7HcU8Z+pWWY1F2DqrUpphaNQ1x5qFYM94PPTzttL04RERET5TEwkKMPpmAXGEBK5GLienb0PnvrjiTuQ9lio5QVVvC78T7qDIuwMLxMlxylGFKfiGm5+UjTW2Pl6qmosyhPbaN9IePE8/GExHpCxbzT7hzxSUYGRuHa2oLWIoCTMz6CV3juyA5438oVXRAkyoz+MW9j0KLQrw9CshuaoCF13MxuqgYh2t88WrVy+jRoS32DmwDS2OejSciImpMB65fw6SEFJTCDM1EKsIu7EOH5BDEZe6BMO0Du/wc+JxZgQvNq7HiGQG5iRyfZF1Dt7JybK7ujmViAib39sfU7h4wMuDZeCIifcJi/gkWk5eL5+LPoRjmsBeZmJDyGzolhSA+ax/UJk/DIS8Lbc5+hlPu1Vg9CLAyEvg2PRMtKwTeqQ7DPvOhWPFsW3RrbavtRSEiInri/JSWgjnnc1EDY3iKJIw+HQ/f8z44kXsABubD0CLtKDwu7cLuDsB3PeXwrqrGytRsKKtN8FLVbGQ49sbmkf7wcrDU9qIQEdF9YDH/hNqVmYrpZ7NQBRO4i/N47kwM/JL9cSL3IAzMhsL96iG0uPIbtnSRYXtnGbqVlWNxWi4yqpthcNUMdOjYGX8MaANzJTchIiKixiSEwKoLp7E8rRqAITrURGPEyWtwTLFDbNFpKE2Hok3yz7C5EYvVQ2T4y0eOcQVFePVGHo7W+GGBehrGPd0Rn3RzhyHPxhMR6S1WYk+gzy+dxaLLpRAyI7RVn8So+BS4XHBCbFEilKZD4HPmR1gUncL7I2Q45SHHzLx8TC4oxPfVvbHBfAreG9EBT7Vsqu3FICIieuLUCIHXEk7gh9ybP23rXbUHQ2MMYXilGkmVRTAzCoV//CeoMriKN8JkyLGTYUX2dfQqrsCK6rE45jAOG0cFoJW9hZaXhIiIHhSL+SeIEAL/LykOX2bLAZkc3aqjMPxYJUwuy3G6ogDmhl3QNm4NCo3TMS9chiqVwFdZ1+BZZoBpVREw9h+KnUN9+dt4IiIiLSirUeP5k0ewv9gcAPBs2RYMjHZB/tUkpMvcYF2tgn/8CiQ3K8RHQ+RwMKzG5vQcGFZYYVT1fHQO7YctvVvxt/FERI8JFvNPiEq1GlPjorG70BQAMLj8vxgSbYuiq1dwGa6wqTKHf+IKnHQvxqcD5fBVV2B5+nWkVrljhCwC00b2xNCAZlpeCiIioifTjcoqjDl+BH9XqmAoqjC+8Ec8HeOPy+nRKDEKhtONHLRJXoVfOlbjx1A5BpeU4D/ZefhfdUesNpmBd8d0RrC7jbYXg4iIHiIW80+AouoajD3+F06UW0IuajC2+Cf0j/bC1bTjKDYKhvP1dHieX4/N3dT4byc5phQUYnpeAb6oHoL9jlPw1ZgOcLEx1fZiEBERPZGulpVhxLFjuKpWwVSUIDznJ3Q/HoSkrL9QbdIHra4chkPWXqweIkOslxxvXb+BAUWVeKd6MgrbPIctw/2hMuVVdUREjxsW84+5zPIKPHssGpdqVFCKMoTnbkaP4wFIzjiKKuNe8Lx8ANbXI7FspAyXWgBrr+XAu1SByVXz0a77cGzu1Yo3xyEiItKSUwX5GHMyEXlQwVpcx6Srv6JjvD9OXT8GI2VftE36GTXqBCycIIdoUoPvMnJgUG6H0YjA+GH9MTLIGTKZTNuLQUREjwCL+cdYclEhRsSeQo5QwVLkY1LaDnSK80VizgkYKvsgIOkHFBkmYf5EAzQ1rcTP6ddxqcIbk01n482JPdDRzVrbi0BERPTE+jM7HS+cTkUZzOEsriI8+TC8ElsgrvA8zOVd0Db+U5yzz8SaIXIEq8vwbkYufq3sju32M/Dx2BC4NTXT9iIQEdEjpNVTrgcPHsTgwYPh5OQEmUyGnTt3anwuhMCiRYvg5OQEExMTdO/eHadPn9ZoU1FRgVdeeQVNmzaFmZkZhgwZgrS0NI02eXl5CAsLg0qlgkqlQlhYGPLz8zXaXL16FYMHD4aZmRmaNm2KmTNnorKy8lEsdqP463o2Bpw4jRxhAQeRgWkXfkX7Yx44df0CTGWd0CFuDc7an8GbYQboYVCMDek5+L5sJLZ4fYTvIoawkCciortiHn90vr9yDuGJWSiDMbzUpzHtVCxcT5ohqbgcTStboEPch9jTNhMfjJBhamk+3rlWgjcqZiC1yzL8MLUnC3kioieAVov5kpIStG3bFmvXrq338+XLl2PlypVYu3Ytjh8/DgcHBzz99NMoKiqS2kRERGDHjh3YvHkzDh8+jOLiYgwaNAg1NTVSm3HjxiE+Ph5//PEH/vjjD8THxyMsLEz6vKamBgMHDkRJSQkOHz6MzZs3Y9u2bZg7d+6jW/hHaHvaJYz5+wpKYAIP9TlMTzgC91hLJBWXwraiOYLiV2JrSA6+GAy8nZ+LidcN8Lx4Gx7D38TqcUFQmfB3dUREdHfM4w+fEALLz8Zh7qVS1MgM0LH6KF6OSYPp3yW4XGMPl7wKeJ39BB8PKUNkZ4H113LQNt8WkxQfYtzkCMzr5wWFIX8eR0T0JJAJIYS2gwAAmUyGHTt2YOjQoQBuJjMnJydERERg3rx5AG4evbe3t8f777+Pl156CQUFBbC1tcW3336L0aNHAwAyMjLQvHlz/Pbbb+jbty/OnDkDb29vREdHIzg4GAAQHR2NkJAQnD17Fp6envj9998xaNAgpKamwsnJCQCwefNmTJw4EdnZ2bC0tGzQMhQWFkKlUqGgoKDB33nY1l74G4uvVkPI5AioOYGw2GwYJBfgGtzgmp0Gh/QdWDUUKHOqwarsHCSXB+Bb27lYMq4bWvAoPhGRXtGFvFNL3/O4LvRljRCYHX8UP+ffvOns0xV7MOqoKXIvn0exYQd4phwGyg/iw2cN4GxWgfezr2NrZX+cav0KFj8bBCszhVbiJiKi+/OguUdnD92mpKQgKysLffr0kd5TKpUIDQ3FkSNHAACxsbGoqqrSaOPk5ARfX1+pzdGjR6FSqaQdAADo1KkTVCqVRhtfX19pBwAA+vbti4qKCsTGxt42xoqKChQWFmr8aYtaCMz/OxrvpaohZHKEVu3H1L+KUZl0DTnwhc+lYzAs2ob5k2Ro0bQMG9Nz8XVpPrtoVAAAKvpJREFUGBI7r8Gm6X1ZyBMR0UOl63lcl3I4cPMZ8mNjDuDnfFPIhBrPlmzFhANWyLh0HmXyEASc3oZMs0P4zwQ5BhkUYklmGd6oeh2WQ5bhk7BOLOSJiJ5AOnsDvKysLACAvb29xvv29va4cuWK1EahUMDKyqpOm9rvZ2Vlwc7Ors707ezsNNrcOh8rKysoFAqpTX2WLl2Kt99++x6X7OGrUKsx5cQh7CtRAQCGlP0Xww/b42paEtTyYASd/hGnml/Chr5yzC3MQ8B1S7yiXIjpYUMR4sFnzhIR0cOn63lcV3I4AORWVmFkzCEkVVvDSFTiubyf0ftIK5zNToapCIR/3Kf4tcMN7O8k8OH1XMiL3THXZh7eGtcbLe3MtR0+ERFpic6ema916+NUhBB3fcTKrW3qa38/bW61YMECFBQUSH+pqal3jOtRKKiqxjNHorCvRAUDUY3xBT9iZKQDLqZdgKKmLYJOfYrtHVOws6/A1znXgLwgrG35JdbODmMhT0REj5yu5nFdyOEAcLmkGE8f+QtJ1dYwFcV4KfMn9IxywemcDNiUN4d30sdYPfgGzrevwo/p2YgpHISo4C/w1YzBLOSJiJ5wOntm3sHBAcDNo+2Ojo7S+9nZ2dLRdwcHB1RWViIvL0/jqH52djaeeuopqc21a9fqTD8nJ0djOjExMRqf5+Xloaqqqs6R/n9TKpVQKpX3uYQPLr2sDM8eO4rLamsYizKEZ29D5yOuOJOfCfsSRzS7sgYrhlfDrmkFvs4oxqqal9D+mZfwUfvmfOYsERE9Urqex7WdwwEgLv86xsSdRQGawEbkYPKlfWh9wgZnKtRwv14BReEXeDNMjt4GxRiTIcfbhm8hbOJYdG1lq9W4iYhIN+jsmXk3Nzc4ODhg37590nuVlZU4cOCAlOCDgoJgZGSk0SYzMxOJiYlSm5CQEBQUFODYsWNSm5iYGBQUFGi0SUxMRGZmptRm7969UCqVCAoKeqTLeb+SCvPQJ/o4LqutoRJ5mHp1OzocaIozRTXwyC6G8Y31eHNCFfqa5+OFTFMsUn2El19ZgNEdXFjIExHRI8c8fmd7si5j2MkLKIA5mosrmJl4EM2PGuFKpS38LsXhutEuLBkPvFp1HYE5Hljp+iWWzn6JhTwREUm0ema+uLgYFy5ckF6npKQgPj4e1tbWcHFxQUREBJYsWYJWrVqhVatWWLJkCUxNTTFu3DgAgEqlwvPPP4+5c+fCxsYG1tbWePXVV+Hn54fevXsDANq0aYN+/frhhRdewOeffw4AePHFFzFo0CB4enoCAPr06QNvb2+EhYVhxYoVuHHjBl599VW88MILWr87cH0OZKdjUuIVlMos4SjSMOXsUdjFGeNytQ3aXYhEglM8/ttTYHnedfxd3BN7QhZgbV8/PqqGiIgeKubx+7PxUiIWXi5HjcwY3upETI69CnVSGW4IHwQl/YzdQVdxOrAGX2TnYUvFGLgOmIOPOrnyYDwREWnQajF/4sQJ9OjRQ3o9Z84cAEB4eDg2btyI119/HWVlZZg2bRry8vIQHByMvXv3wsLCQvrOqlWrYGhoiFGjRqGsrAy9evXCxo0bYWBgILX5/vvvMXPmTOluuUOGDNF4Jq6BgQF2796NadOmoXPnzjAxMcG4cePwwQcfPOouuGc/XU3G3AuFqJaZopU6GVPizkF+uhI3arwQePYnbHkqHQWeVVh3rQzr5LMxfOIL6NyyqbbDJiKixxDz+L0RQuC9pGP4JFsJyAwRXH0Uk46WIediHoyqWsLvwhf4ZEAhXG1LsTTdCGsslmHmCyPR2t7i7hMnIqInjs48Z/5x8KifUbvy7Aksz7x5/CWg+gQmx+Qh/3wOFBWuaJHyDVYPKUGoeSHa5zpgZ4u3sWB0Lz6qhojoMaYLz0Z/XDzqvqxWC0w/eQD/LWoCAOhb/gdGHTTF5YxrsC20gNmNH7BmaA1erMkDCtriXNA7iBgYCGMjgztPmIiI9NaD5h6dvQEe/UMtBObGHcaPBTePzHev2I/xh+S4mlYAuwJLyIs/w/vPVeP10jwk5g7A5f4L8X4nd16OR0REpANKqqsxPiYKRyubQibUGFG8EwMOWOPC9TJ4ZBYj3WwHfhitxrK8QuyomYQez83EfK/b34CXiIgIYDGv8yrUaoTH7EdU+c1L5YeW7MKQKEtcyilHy/QbOGsbheN9q7HkehV+MHkTL86YgJZ2vByPiIhIF+RUVGBE9EEkq21hJCoQlrsdIVHWuFhiAP+LJ/F720SUe1fgzWxT/OS0GnPGDoathXbvsk9ERPqBxbwOy6usxKjoKCTU2MFAVGFc3nZ0i7LCpUI5fC8ex/aOZ2HvVorwDBf8L3Ap3h3cCUpDXo5HRESkCy4WF+LZ4yeQBVuYiyJMTt2NVn+ZIKPMAj4Xt+GLPlnoY1kA+bVOSOr9HpZ09eRVdURE1GAs5nVUamkxhsdEIxV2MBElmJT5C7wPmiCzxBRel7fis/7ZGGdUgIt5z8J4/ELM9eTleERERLri2PUMjP/7Egpl1mgqsvHi+YOwijFAWYkKjjkb8MmIYswqL8b+6ukYPW06vBx4zwMiIro3LOZ10N95ORgTl4QbsqawErl44eJ+2EcboazIDFYFX2PjiBLMKBLYr1qGadNGoak5L8cjIiLSFb+mncO0c3molJnDVZ2Cl04lQCTIYJorR7biaxwdXobpuSoc916DeUN78CZ3RER0X1jM66CIk1G4IW8FJ5GKlxNOwiBeDtOcGlxsshG5A0sxPLcVUnt/iDe7+PByPCIiIh1SUFaIeeeuolLWFD41CXgpJg03zsvRIvUa9nsdhkvLYgTl9oAYsRhzfJy1HS4REekxFvM6aPLfKdjqk42RsUUoPitHs7R0/BYQjWCHYsjKwuDz8jx4OvJyPCIiIl1jolZgyoXDiHZVYczBamSlGcL9Sgx+6pGMEcoKJCjmY9ScybCzMNZ2qEREpOdYzOsg2SVTTLlcjrQ8A7imHsbW3hcxTBjgcvNPMX14f16OR0REpKNkRoawOqbAuIQqZN+Qwy5nF3YMysIzJbbIa/8RXuvZHnI5r6ojIqIHx2JeB1kURiG3PASWxTuxf1AWQkv9YT7sY0z3ddF2aERERHQH6ppyWGXHo1gRgAqDzbjY7wbalQ9EyynvwaeZlbbDIyKixwiLeR2U1jYNaRfWw6VDGVyUU9H3xZm8HI+IiEgfyOQ40+lv5GYnItCxGgZ2SxE+ahRMFLyqjoiIHi4W8zrIPXAF7EteQ03bLzCiV2dejkdERKQnlMamcHadA1f1T7Dr8ynGBnhqOyQiInpMsZjXQX1DuyDNfz+aW5tqOxQiIiK6R6NGT0Fe6QTYW/KqOiIienTk2g6A6pLJZCzkiYiI9JTCUM5CnoiIHjkW80RERERERER6hsU8ERERERERkZ5hMU9ERERERESkZ1jMExEREREREekZFvNEREREREREeobFPBEREREREZGeYTFPREREREREpGdYzBMRERERERHpGRbzRERERERERHqGxTwRERERERGRnmExT0RERERERKRnWMwTERERERER6RlDbQfwOBFCAAAKCwu1HAkRET0JavNNbf6h+8ccTkREje1B8ziL+YeoqKgIANC8eXMtR0JERE+SoqIiqFQqbYeh15jDiYhIW+43j8sED+c/NGq1GhkZGbCwsIBMJrvv6RQWFqJ58+ZITU2FpaXlQ4zw8cT+ajj2VcOxr+4N+6vhHmZfCSFQVFQEJycnyOX85dyDeFg5/F7o8/83jF07GLt2MHbteBJif9A8zjPzD5FcLoezs/NDm56lpaXebbjaxP5qOPZVw7Gv7g37q+EeVl/xjPzD8bBz+L3Q5/9vGLt2MHbtYOza8bjH/iB5nIfxiYiIiIiIiPQMi3kiIiIiIiIiPcNiXgcplUq89dZbUCqV2g5FL7C/Go591XDsq3vD/mo49hXV0udtgbFrB2PXDsauHYz97ngDPCIiIiIiIiI9wzPzRERERERERHqGxTwRERERERGRnmExT0RERERERKRnWMwTERERERER6RkW8zro008/hZubG4yNjREUFIRDhw5pOySds3TpUnTo0AEWFhaws7PD0KFDkZycrO2w9MLSpUshk8kQERGh7VB0Vnp6OsaPHw8bGxuYmpqiXbt2iI2N1XZYOqe6uhr/+c9/4ObmBhMTE7i7u+Odd96BWq3Wdmg64eDBgxg8eDCcnJwgk8mwc+dOjc+FEFi0aBGcnJxgYmKC7t274/Tp09oJlh66+8lTUVFRkMlkdf7Onj3bSFHftGjRojoxODg43PE7Bw4cQFBQEIyNjeHu7o7PPvuskaLV1KJFi3r7cPr06fW212afP6oxYtu2bfD29oZSqYS3tzd27NjRqLFXVVVh3rx58PPzg5mZGZycnDBhwgRkZGTccZobN26sd12Ul5c3WuwAMHHixDoxdOrU6a7T1Xa/A6i3/2QyGVasWHHbaTZWvzdkTNTVbf5usWtzm2cxr2N++uknREREYOHChYiLi0PXrl3Rv39/XL16Vduh6ZQDBw5g+vTpiI6Oxr59+1BdXY0+ffqgpKRE26HptOPHj+OLL76Av7+/tkPRWXl5eejcuTOMjIzw+++/IykpCR9++CGaNGmi7dB0zvvvv4/PPvsMa9euxZkzZ7B8+XKsWLECa9as0XZoOqGkpARt27bF2rVr6/18+fLlWLlyJdauXYvjx4/DwcEBTz/9NIqKiho5UnoUHiRPJScnIzMzU/pr1apVI0SsycfHRyOGhISE27ZNSUnBgAED0LVrV8TFxeGNN97AzJkzsW3btkaM+Kbjx49rxL1v3z4AwMiRI+/4PW30+aMYI44ePYrRo0cjLCwMp06dQlhYGEaNGoWYmJhGi720tBQnT57Em2++iZMnT2L79u04d+4chgwZctfpWlpaaqyHzMxMGBsbN1rstfr166cRw2+//XbHaepCvwOo03dff/01ZDIZnn322TtOtzH6vSFjoq5u83eLXavbvCCd0rFjR/Hyyy9rvOfl5SXmz5+vpYj0Q3Z2tgAgDhw4oO1QdFZRUZFo1aqV2LdvnwgNDRWzZs3Sdkg6ad68eaJLly7aDkMvDBw4UEyePFnjveHDh4vx48drKSLdBUDs2LFDeq1Wq4WDg4NYtmyZ9F55eblQqVTis88+00KE9Kg1JE9FRkYKACIvL6/xAqvHW2+9Jdq2bdvg9q+//rrw8vLSeO+ll14SnTp1esiR3btZs2YJDw8PoVar6/1cV/r8YY0Ro0aNEv369dN4r2/fvmLMmDEPPeZat8Zen2PHjgkA4sqVK7dts2HDBqFSqR5ucHdRX+zh4eHimWeeuafp6Gq/P/PMM6Jnz553bKONfhei7pioT9t8Q8bzxtrmeWZeh1RWViI2NhZ9+vTReL9Pnz44cuSIlqLSDwUFBQAAa2trLUeiu6ZPn46BAweid+/e2g5Fp+3atQvt27fHyJEjYWdnh4CAAHz55ZfaDksndenSBf/73/9w7tw5AMCpU6dw+PBhDBgwQMuR6b6UlBRkZWVpjPdKpRKhoaEc7x9T95KnAgIC4OjoiF69eiEyMvJRh1av8+fPw8nJCW5ubhgzZgwuXbp027ZHjx6ts+/St29fnDhxAlVVVY861NuqrKzEd999h8mTJ0Mmk92xrS70+b/d7xhxu3Wh7XGloKAAMpnsrle5FRcXw9XVFc7Ozhg0aBDi4uIaJ8BbREVFwc7ODq1bt8YLL7yA7OzsO7bXxX6/du0adu/ejeeff/6ubbXR77eOifq0zTdkPG+sbZ7FvA65fv06ampqYG9vr/G+vb09srKytBSV7hNCYM6cOejSpQt8fX21HY5O2rx5M06ePImlS5dqOxSdd+nSJaxbtw6tWrXCnj178PLLL2PmzJn45ptvtB2azpk3bx7Gjh0LLy8vGBkZISAgABERERg7dqy2Q9N5tWM6x/snQ0PzlKOjI7744gts27YN27dvh6enJ3r16oWDBw82YrRAcHAwvvnmG+zZswdffvklsrKy8NRTTyE3N7fe9llZWfVuy9XV1bh+/XpjhFyvnTt3Ij8/HxMnTrxtG13p81vd7xhxu3WhzXGlvLwc8+fPx7hx42BpaXnbdl5eXti4cSN27dqFH3/8EcbGxujcuTPOnz/fiNEC/fv3x/fff4/9+/fjww8/xPHjx9GzZ09UVFTc9ju62O+bNm2ChYUFhg8ffsd22uj3+sZEfdnmGzKeN+Y2b3jPS0CP3K1Hj4UQdz2i/CSbMWMG/v77bxw+fFjboeik1NRUzJo1C3v37n3ov396HKnVarRv3x5LliwBcPNszenTp7Fu3TpMmDBBy9Hplp9++gnfffcdfvjhB/j4+CA+Ph4RERFwcnJCeHi4tsPTCxzvnwwNzVOenp7w9PSUXoeEhCA1NRUffPABunXr9qjDlPTv31/6t5+fH0JCQuDh4YFNmzZhzpw59X6nvm25vvcb0/r169G/f384OTndto2u9Pnt3M8YoUvjSlVVFcaMGQO1Wo1PP/30jm07deqkcaO5zp07IzAwEGvWrMHq1asfdaiS0aNHS//29fVF+/bt4erqit27d9+xMNalfgeAr7/+Gs8999xd9/200e93GhN1fZu/23je2Ns8z8zrkKZNm8LAwKDOkaTs7Ow6R5zopldeeQW7du1CZGQknJ2dtR2OToqNjUV2djaCgoJgaGgIQ0NDHDhwAKtXr4ahoSFqamq0HaJOcXR0hLe3t8Z7bdq04U0o6/Haa69h/vz5GDNmDPz8/BAWFobZs2fzCpAGqL0zOMf7x9+D5qlOnTo1+pnJW5mZmcHPz++2cTg4ONS7LRsaGsLGxqYxQqzjypUr+PPPPzFlypR7/q4u9Pn9jhG3WxfaGFeqqqowatQopKSkYN++fXc8Q1kfuVyODh06aH1dODo6wtXV9Y5x6FK/A8ChQ4eQnJx8X9v/o+73242J+rDN320818Y2z2JehygUCgQFBUl3Xq21b98+PPXUU1qKSjcJITBjxgxs374d+/fvh5ubm7ZD0lm9evVCQkIC4uPjpb/27dvjueeeQ3x8PAwMDLQdok7p3LlznUelnDt3Dq6urlqKSHeVlpZCLtdMIwYGBnw0XQO4ubnBwcFBY7yvrKzEgQMHON4/Jh5WnoqLi4Ojo+NDju7eVFRU4MyZM7eNIyQkpM6+y969e9G+fXsYGRk1Roh1bNiwAXZ2dhg4cOA9f1cX+vx+x4jbrYvGHldqi5rz58/jzz//vK+DOkIIxMfHa31d5ObmIjU19Y5x6Eq/11q/fj2CgoLQtm3be/7uo+r3u42JurzNN2Q819o2/0C3z6OHbvPmzcLIyEisX79eJCUliYiICGFmZiYuX76s7dB0ytSpU4VKpRJRUVEiMzNT+istLdV2aHqBd7O/vWPHjglDQ0OxePFicf78efH9998LU1NT8d1332k7NJ0THh4umjVrJn799VeRkpIitm/fLpo2bSpef/11bYemE4qKikRcXJyIi4sTAMTKlStFXFycdGfbZcuWCZVKJbZv3y4SEhLE2LFjhaOjoygsLNRy5PQwNCRPzZ8/X4SFhUmvV61aJXbs2CHOnTsnEhMTxfz58wUAsW3btkaNfe7cuSIqKkpcunRJREdHi0GDBgkLCwtpX+TWuC9duiRMTU3F7NmzRVJSkli/fr0wMjISW7dubdS4a9XU1AgXFxcxb968Op/pUp8/jDEiLCxM44lHf/31lzAwMBDLli0TZ86cEcuWLROGhoYiOjq60WKvqqoSQ4YMEc7OziI+Pl5j+6+oqLht7IsWLRJ//PGHuHjxooiLixOTJk0ShoaGIiYmptFiLyoqEnPnzhVHjhwRKSkpIjIyUoSEhIhmzZrpfL/XKigoEKampmLdunX1TkNb/d6QMVFXt/m7xa7NbZ7FvA765JNPhKurq1AoFCIwMJCPW6sHgHr/NmzYoO3Q9AKL+Tv75ZdfhK+vr1AqlcLLy0t88cUX2g5JJxUWFopZs2YJFxcXYWxsLNzd3cXChQs1EteTrPaRV7f+hYeHCyFuPobnrbfeEg4ODkKpVIpu3bqJhIQE7QZND01D8lR4eLgIDQ2VXr///vvCw8NDGBsbCysrK9GlSxexe/fuRo999OjRwtHRURgZGQknJycxfPhwcfr06dvGLYQQUVFRIiAgQCgUCtGiRYvbFhKNYc+ePQKASE5OrvOZLvX5wxgjQkNDpfa1tmzZIjw9PYWRkZHw8vJ6JAcm7hR7SkrKbbf/yMjI28YeEREhXFxchEKhELa2tqJPnz7iyJEjjRp7aWmp6NOnj7C1tRVGRkbCxcVFhIeHi6tXr2pMQxf7vdbnn38uTExMRH5+fr3T0Fa/N2RM1NVt/m6xa3Obl/1fgERERERERESkJ/ibeSIiIiIiIiI9w2KeiIiIiIiISM+wmCciIiIiIiLSMyzmiYiIiIiIiPQMi3kiIiIiIiIiPcNinoiIiIiIiEjPsJgnIiIiIiIi0jMs5omIiIiIiIj0DIt5oidQVFQUZDIZZDIZLl++rO1wHrmJEydCJpOhe/fu2g6FiIgeEX3JbY9jTrp8+bLU91FRUdoO5550795dil0mk+Gjjz4CACxatAgymQwtWrTQanwN9e91UPtHjz8W80T02KhNXhs3btR438PDA8HBwfD29tZOYERE9NDcrhi2tLREcHAwgoODoVQqtRNcAzAn6aZmzZohODgYjo6O2g7lviiVSgQHB6NNmzbaDoUakaG2AyCiJ1NlZSUUCkWjzOvNN9/Em2++2SjzIiIi7QgMDER0dLS2w7grfclJNTU1AAADAwMtR9I4pkyZgkWLFmk7jHo1ZJ/J0dER0dHRiIqKQo8ePRopMtI2npknegzV1NTggw8+gLe3N5RKJVQqFfr06YPDhw/XaZuUlIRu3brB2NgYLVu2xNatW6XPiouLMXXqVDRv3hxKpRLW1tYICQnBpk2bpDYFBQWYNWsWXF1doVAo4OzsjDlz5qC0tFRq8++zKMuXL4ezszOMjY2xdOlSyGQy2Nraorq6uk77kJAQAMC3336Ljh07omnTpjAyMoKVlRX69u2LY8eOAfjn0spakyZN0rg0rr6zOGVlZXjjjTfg4eEBhUIBGxsbDBs2DImJiVKbjRs3Smf7IyMjERgYCBMTE73ZYSQiety0aNFCykEHDhzQuLS7vsvsa8f/2u81b94clpaWiIiIQFlZGSIiIqBSqeDq6orPPvtMY14ZGRmYPHkynJycoFAo4O7ujnfffVcjX9Xnt99+Q0hICJo0aQITExO4ublh5MiRyMvL04jp3zmpNu4PP/wQzz33HCwsLNCsWTO89957GtMuKirCq6++qpG7+vXrh7KyMgCAWq3Gxx9/DF9fXxgbG8PKygojR45ESkrKHWP+9yXl33zzjTT91NRUAMDvv/+O0NBQWFhYwMTEBF27dkVkZOSdVxaAmJgYDBgwAE2aNIGxsTECAwM19jMA4LXXXoOPjw+aNGkCIyMjODk5ITw8HJmZmVKbrKwsPPfcc3B0dIRCoYCtrS26d++O3bt3S23ud301xH//+194e3vDzMwM3bp1Q3Jyssbnu3btQpcuXWBubi7tJ3z99dcabeq7erD2Ev+JEycC0LxU/quvvkKvXr1gbGyMJUuWoKamBgsWLIC7uzuMjY3RpEkTBAYGYsWKFQ+8fKTHBBE9dp5//nkBQAAQLVu2FNbW1gKAMDQ0FFFRUSIyMlL63MzMTLRu3VpYWloKAEIul4uTJ08KIYSYPXu2ACCUSqUICAgQbm5uwsDAQISHhwshhCgvLxft2rUTAISxsbHw9/cXxsbGAoDo2bOnUKvVQgghwsPDBQChUCiEXC4Xbdq0Eba2tiI1NVXI5XIBQPzxxx/SNFUqlQAg1q1bJ4QQYvr06cLY2Fi0bt1atG3bViiVSgFAWFhYiMzMTBEbGyuCg4OlZXJ3dxfBwcFi6NChGvMPDQ2V+qh3794CgJDJZMLLy0uYm5sLAMLc3FycOXNGCCHEhg0bpGkqlUrh6ekpDA0NBQDh6uoqqqqqGmN1EhHR/xk6dKho2rSplAOCg4NFcHCwiI2N1chtKSkpQgjN/GNqaio8PDykNm3atBGWlpaiefPmUv5LSkoSQgiRk5MjvW9hYSH8/f2l8X/SpEm3jS87O1soFAoBQLi4uAh/f3/RpEmTemP6d06qjcnIyEg4OjpKywhA7N27VwghREVFhQgMDJTed3V1FR4eHkImk4m8vDwhhBBTp06VPvfx8RE2NjYCgHBwcBDXrl27bdxvvfWWNH+ZTCZat24tmjVrJlJSUsTmzZuFTCaT5unm5iYACAMDA7F//34hhBApKSnSfCMjI4UQQhw6dEgYGRlJ8/f09JTabNq0SZq3j4+PUKlUwtfXV3h5eUnz6tChg9Rm2LBhUo4ODAwUzZs3FzKZTLz11lsPtL6EECI0NFQAkKZ1a58oFAqhVCo1Ynvqqaekdt9++620XPb29sLV1VV6/d5779VZxxs2bKgz79r9qn/3o0KhENbW1sLX11e888474uOPP5b63d/fX7Rs2VIoFAqN7UgIofH/AT3+uJaJHjMXL16Uks2sWbOEEELk5+dLyaVbt24aA/38+fOFEEJkZmZKOxyjR48WQggxaNCgOgkuNzdXxMfHCyGE2Lhxo5Rwzp07J4QQIj4+Xpr2n3/+KYT4Z8cFgPjll1+EEEJUV1cLIf4pqmuT7c6dO6XiuXbn5OzZs6KkpESK4fz589L0vvrqK+n9+hLlv+dfm/D2798vtV21apUQQojU1FSpoJ8wYYIQQrOYX716tRBCSMkUgFT0ExFR46mvGBZC3LGYByAOHz4sampqpKLPyMhIpKSkiOLiYulAdO1B5EWLFknFWXZ2thDin/wkk8nE+fPn643txIkTAoAwNTWV8pZarRbHjx8XxcXFt42/NsZOnTqJiooKkZOTIxXC8+bNE0IIsWnTJqndihUrpO8mJCSIiooKcenSJSn/1xbLRUVFwtnZWQAQ//nPf27bp7WFKwCxdu1a6f2amhrRokULAUBMnjxZqNVqoVarpeK6S5cuQoj6i/nu3bsLAOLpp5+WDn5HREQIAMLZ2Vmax6lTp0RNTY30+ssvv5SmdeHCBSGEEL6+vnXye0ZGhpSH73d9CXH3Yh6A2LVrlxDin5McAERpaakQQggXFxcBQAQHB4vy8nKN/jExMZG2g3st5rt27SrNo7q6WsyYMUOjrRA31++xY8c04mYx/2ThZfZEj5kTJ05ACAEAGDduHABApVJhwIAB0uf/NnbsWACAg4OD9BurhIQEAMDgwYMBAG+//TZcXV3Rt29frFmzBvb29gAgXeZeWVmJ1q1bQyaToV27dtK0b70UvXXr1hg0aBCAf36DFx4eDgDYsWMHKisrsXnzZgDAM888gyZNmgC4eSn/M888A2tra8jlcrRq1UqaZkZGxj330fHjx6V/1/aRs7MzunbtCqBuHwFAWFgYAGjcsOjatWv3PG8iImp8VlZW6Ny5M+RyOVxcXAAAvr6+aNGiBczMzGBnZwfgn3G9Nr9du3YNdnZ2kMlkGDp0KABACIGYmJh65+Pj4wN3d3eUlpbCzs4OgYGBmDhxIjIyMmBmZnbXOEePHg2FQoGmTZvWial2nkqlErNnz5a+4+vrC4VCoZH/w8PDIZPJYGFhgbS0NAB1c3J9TExMMHXqVOl1bm6u9JOFr7/+GnK5HHK5HDt27NCIqT61fbhv3z4YGRlp3Ck+LS0N6enpAIBTp06hQ4cOMDc3h0wmwwsvvCBNozbH1+6PPP/882jZsiUGDRqE7777Dk5OThrzutf11RAqlUqa/7/3AbKzs5GdnY2rV68CAIYPHw6lUgmZTIYxY8YAuPmTvtOnT9/XfKdOnQoTExMAN/eZBg0aBJlMhk2bNsHJyQk9evTAe++9B2tr6/teNtJ/vAEe0WOsIY8luVObF198EV5eXti1axcSEhIQGxuLvXv3YsuWLUhMTJR2GhQKBQICAup838rKSuO1g4NDnTbDhw/HtGnTkJ+fjx07duCXX34BAOn3Y8XFxejbty/y8/NhbGyMgIAAGBkZSYm59gY996uhj26pPbBgaPjPsFm7/EREpNssLS2lf9eO4/9+rzYX1I7rtf+1sLCo967zpqam9c7H2NgYsbGx+PbbbxETE4OkpCR8++23+Oabb/Dzzz9j5MiRd4yzNtf8O876ck19uevf7dq1a1fnjv6urq53nDcA2NraQi7/51zfv6fp7u4OW1vbOt+prKy84zSbNWsGZ2fnOu9XV1fj8OHDCA8PhxACNjY28Pb2RnFxMc6cOQPgnxy/ePFidO7cGXv27EFiYiIOHjyI3bt3IyoqCrt3777v9dUQ9a0ToO56aej+xL/3WwoKCm7b7tZ9pr59++LkyZPYsmULTp06hbi4OERFRWHjxo24cOECzM3NGzR/erzwzDzRYyYoKEhKKN9//z2Am8nit99+AwC0b99eo/0PP/wA4OYR5tpnw/r5+QG4eaTbx8cHH3zwAfbs2SMdiT99+jRyc3PRsWNHADcT06efforo6GjpTqqvvfaadNa7Vn2JztTUFCNGjAAAREREoKSkBI6OjujTpw8AIDk5Gfn5+QBunhWIjY2VjuzfqvYIdklJyR37qEOHDtK/a/soLS0Nhw4dqrePiIhId9QWZncb6x9EbX4zNDTE5s2bpfy2b98+TJs2DcOGDav3e4WFhTh79ixmzJiB7777DidPnpSuejt48OADxRQcHAwAqKio0MiDZ86cQWVlJdq3by/l2YkTJ0oxHz16FB988AFmzpx513ncmqft7OykgwCBgYE4fPiwNN1vvvkG77777m3vsl6ba11dXREZGSl9b+vWrViwYAFcXV0RExMjFcUJCQk4duwYJkyYUGdaf/31F0JDQ7F69Wrs378fn3zyCYB/+vR+19eDsrOzk6702LZtGyoqKiCEkK4yNDExgY+Pj9QWAM6dOwfg5v5N7ZWQ9bl1Xfz999+ws7PD4sWL8euvv0pXWly7dq3ODfnoycFinugx4+HhgcmTJwMAPv74Y7Rq1Qru7u64cuUKDA0N8fbbb2u0X7NmDTw9PdG6dWvk5eVBLpfj9ddfBwCsXr0aDg4OcHNzQ1BQkHSJfLNmzWBtbY2xY8fC398fNTU16NChA3x9feHp6YkmTZpgxIgRUhF+N7WX2mdlZQEAxo8fL12G7+7uLl2a+Pzzz8Pf31+6dO5WXl5eAID58+ejY8eOeOONN+pt16NHD/Tu3RsAMGfOHHh7e0tnA8zNzbFgwYIGxU1ERI2vdqw/ceIE/Pz80KlTJ+lu7g/L9OnT0axZM+Tl5cHT0xPt2rWDh4cHbGxspJxVn+zsbISEhMDGxgb+/v7w8vLC/v37AQD+/v4PFNOYMWMQGBgIAJg7dy7c3NzQunVr+Pr6orS0FO7u7tIl6hEREXB3d4e/vz+aNGmCrl274uTJk/c13yVLlgAAtm7dCicnJwQEBMDBwQGenp7SAfH6vPPOOzA0NMSRI0fg6OiIgIAAODs7w8XFBatWrQKg2Sd+fn5o06ZNvXdnnz9/PmxsbNCyZUsEBQXhpZde0vj+/a6vh2Hx4sUAbv7kwNXVFW5ubtLJj4ULF0oHn3r16gUAWLlyJXr06IFOnTrd0xV+P//8s9R/QUFB0rZgamoKDw+Ph7lIpEdYzBM9hj7//HMsX74cbdq0wdWrV1FVVYXevXsjMjJS41E4wM3kYG9vj/Lycri7u+PHH3+UEsTAgQPRrVs3lJeXIyEhAcbGxhg0aBB+++03yGQyKJVKHDhwADNnzkTz5s1x7tw55OXloX379li8eLH02/q76datG9zc3KTX/068VlZW2LJlC7y9vaFWq6FQKKRL8W+1evVq+Pn5obKyEsePH5eOftdn165dWLBgAdzc3HD+/HkYGhpi6NChOHr0qLSjSEREumfy5Ml49tlnoVKpkJiYiJiYmAf+ydWtbG1tER0djUmTJsHGxganT59GWVkZunbtKhWi9bGxscHEiRPh4OCAlJQUpKamwsvLC0uWLMGUKVMeKCaFQoHIyEipkE9PT0dubi569+4tXVK/bt06rFq1Cn5+fsjIyMCVK1fQokULzJkzp07+b6hx48bh119/RWhoKMrKypCcnAwLCwtMmDDhjsvUrVs3HDx4EP3794dMJkNSUhKMjIzw7LPP4tVXXwUAPP3003j//ffh5OSEsrIyeHl5Yd26dXWmNXr0aHTo0AGFhYVISEhAkyZNMGbMGPz4448A7n99PQzjx4/Hzp078dRTT6GoqAhZWVlo164d1q9fj4ULF0rtVq5ciYEDB8LY2BgXL17EG2+8gS5dujR4Pt26dUO/fv2gVquRmJgItVqNnj174vfff9f4KQA9WWSCP/okIiIiIqInUPfu3XHgwAHpt/2zZ8/G6NGjtR3WPcvMzMSwYcNQWFgo3XOAZd7jjzfAIyIiIiKiJ1p6ejrS09ORmZmp7VDuS0VFxQPdtZ/0E8/MExEREREREekZ/maeiIiIiIiISM+wmCciIiIiIiLSMyzmiYiIiIiIiPQMi3kiIiIiIiIiPcNinoiIiIiIiEjPsJgnIiIiIiIi0jMs5omIiIiIiIj0DIt5IiIiIiIiIj3DYp6IiIiIiIhIz/x/2T7pkhBJSUQAAAAASUVORK5CYII=", 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", 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", 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", 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" ] @@ -369,7 +369,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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8jyAIuOSSS/CLX/wCFovF31aSiIj6x9f+8li1ahXKysowfvz4oHGtZ7LEJykpCVdddRV++MMforOzE0eOHFHgyokoHi1btgzLly/Hww8/7E9E+wwlbvSushvMUNcD3vcAvW+u+te//hWWlu6Dvb946623UFNT4//a4/HglVdewfjx45GbmwvA+/f19ttv+5MjPs8//zwMBgMuvfTSPue1WCy49tprcdddd6GxsRGnT5+GwWDA4sWLcejQIUybNi1oLPElaBYvXowjR47gk08+Cfi5f/7zn0f8d0LRh5UlRBG2fPlyrFy5EuvXr4fNZsPChQvx6aefYtOmTZgxYwZuvPHGsJzHt9G1ZcsWXHXVVVCr1Zg2bRoeeeQRnDt3DkuXLkVubi6am5vx5JNPIiEhAVdccUVYzk1EROHz9ttv4/Tp032OFxUVDftnLly4ELfffjtuvfVW7N+/H5dffjmSkpJQVVWF999/H1OnTsWdd96Jf/7zn3jqqafwxS9+EePGjYMkSfjf//1fNDc3Y/ny5SN4VkRE8YGv/bvZbDb89a9/7XM8IyNjxNfy8MMP480338SCBQtw9913Y+LEiXA4HDh9+jRef/11/O53v0Nubi5uu+026PV6LFy4ENnZ2aiursajjz4Ks9ksS5UPEZHPli1bMGvWLNTW1vpbBgJDixu+Co1XXnkF48aNg06nC3rTU8/1u3fvxo4dO5CdnQ2j0dinirC3VatWYdu2bZg0aRKmTZuGAwcO4Kc//ak/WTFUQ3l/kZ6ejiVLluCBBx5AUlISnnrqKRw/fhwvv/yyf82mTZv8c6t+9KMfITU1FS+++CL+9a9/4fHHH4fZbAYArF69GsXFxZg9ezYyMjJQWVmJJ554Avn5+SgsLAQAPPnkk7jsssuwaNEi3HnnnRg7dixaW1vx2WefYceOHf55Mvfeey/+53/+B1dffTUeeeQRWK1WvPjiizh+/Piw/k4oujFZQhRhgiDg1VdfxYMPPohnn30WP/nJT5Ceno4bb7wRmzdvDtoOZTiuv/56/Oc//8FTTz2Fhx9+GJIkoaKiAvPmzcP+/fuxfv161NXVwWKxYPbs2Xj77bcDAjQREUWH9evXBz1eUVExop/79NNP49JLL8XTTz+Np556CqIoIicnBwsXLsTcuXMBAIWFhbBYLHj88cdx4cIFJCYmYuLEidi2bRtuvvnmEZ2fiCge8LV/t7Nnz+KrX/1qn+NXXHEFdu/ePaKfnZ2djf379+PHP/4xfvrTn+LcuXMwGo0oKChASUkJUlJSAACLFi3Ctm3bsH37djQ1NSE9PR2XXXYZnn/++T7zAYiIImnGjBn4+te/3qcaYShx46GHHkJVVRVuu+02tLa2Ij8/P+hNVj5PPvkk7rrrLnzta19DR0dHSL9/fQn2Rx99FG1tbZg5cyb+93//F/fff/+wnvdQ3l+sWbMGU6ZMwf33348zZ85g/PjxePHFF3Hdddf510ycOBF79uzBxo0bcdddd8Fut2Py5Ml49tlnccstt/jXLV68GH/729/whz/8ATabDVlZWVi+fDkeeOABJCQkAPDejHbw4EH8+Mc/xv3334/a2lpYLBYUFhb655YA3tkk7777Lu655x7ceeedMBgM+NKXvoRf//rXuOaaa4b190LRS5AkSVL6IoiIiIiIiIiIiIgo/giCgLvuugu//vWvlb4UinOcWUJERERERERERERERHGNyRIiIiIiIiIiIiIiIoprnFlCRERERERERERERIrglAiKFqwsISIiIiIiIiIiIiKiuMZkCRERERERERERERERxTUmS4iIiIiIiIiIiIiIKK7F9cwSURRx4cIFGI1GCIKg9OUQEcUcSZLQ2tqKnJwcqFTxk39n/CAiGhnGD8YPIqLhYPxg/CAiGo5Q40dcJ0suXLiAvLw8pS+DiCjmnT17Frm5uUpfhmwYP4iIwoPxg4iIhoPxg4iIhmOw+BHXyRKj0QjA+5dkMpkUvhoiothjs9mQl5fn/30aLxg/iIhGhvGD8YOIaDgYPxg/iIiGI9T4EdfJEl/poslkYrAhIhqBeCsFZ/wgIgoPxg8iIhoOxg8iIhqOweJH/DR4JCIiIiIiIiIiIiIiCoLJEiIiIiIiIiIiIiIiimtMlhARERERERERERERUVxjsoSIiIiIiIiIiIiIiOIakyVERERERERERERERBTXNEpfAMUWjyhhX0UjalsdyDTqMLcgFWqVoPRlERERERHRKOSRJHzQ3IbaTjcyEzW41JIMtcD3H0RENDCP6MHB2oOo66hDhiEDMzNnQq1SK31ZRBTlmCyhkJWWVeGhHUdR1eLwH8s267BpdRFKirMVvDIiIiIiIhpt/lXXjPvLz6PK6fIfy9Ym4JHCMbg6w6LchRERUVTbVbkLj+17DDUdNf5jVoMV9829D8vylyl4ZUQU7diGi0JSWlaFO184GJAoAYDqFgfufOEgSsuqFLoyIiIiIiIabf5V14xvlZ0OSJQAQLXThW+Vnca/6pqVuTAiIopquyp3Yd3udQGJEgCo7ajFut3rsKtyl0JXRkSxgMkSGpRHlPDQjqOQgjzmO/bQjqPwiMFWEBERERERhc4jSbi//PyA7z8eKD8Pj8T3H0RE1M0jevDYvscgBYkgvmNb9m2BR/TIfWlEFCPYhivGKDEzZF9FY5+Kkp4kAFUtDuyraMT88WkRvRYiIopekiSh0eVBdacLVU4Xqp0uVDk7uz56v9arVfjXrAlKXyoREYVIjpkhvePH+02tfSpKAtYDuOB04YPmNixMMYb1WoiIKExED1C5B2irAZKtQP4CIMIzQw7WHuxTUdKTBAnVHdU4WHsQc7LmRPRaiCg2MVkSQ5SaGVLb2n+iZDjriIgo9jhFEdX+BEjXx05XwLGaThecg1QZGtQqSJIEgcN5iYiiXjhmhoQrfgRT2+ke8vcQEZEMjr4GlK4HbBe6j5lygJItQNGaiJ22rqMurOuIKP4wWTIMSlR3+GaG9H4L4ZsZ8tsbZkYsYZJp1IV1HRERRY/+qkFqnG7v152dqHK60OgKvVQ9LUGDbG0CsrQJ3o+JCQFfExHR0MhR3dGbb2ZIn/cfXTNDfj8lH/MtxojEj0SVgIO2jkHXZyby7SwR0UCU2L/C0deA7TcBvSOIrcp7fO3zEUuYZBgywrqOiOIPX10OkRLVHYPNDBHgnRmyvCgrIkFvbkEqss06VLc4gl6DACDL7A26REQUHSRJQrPbg5pOF+qcbtR2ulDT6UbNCO7m1aqEgMSHPxmiTUB2ovejVZsArYoj0YiIwiUc1R1DIUkSGlxu3Hfy3IAzQ751pDLknznU+OGRJMzeexTVTle/7z+ytQm41JI81KdHRBQ3FOlOInq8FSUD7WCV3gdMujoiLblmZs6E1WBFbUdt0LklAgRYDVbMzJwZ9nMT0ejAZMkQKFXdofTMELVKwKbVRbjzhYMQEBjyfKmZTauLIn93AhERwSmKqO10o87pQm1X8qO204U63+ddiZG6Tjc6hzD4NjVB3VUFkhhYFdLjY4pGzfZZREQyGqy64w/FY4fUDitW4odaEPBI4Rh8q+x0v+8/flw4JuLVNUREsUqx7iSVewJbb/UhAbbz3nUFi8J+erVKjfvm3od1u9f1eUzoiiDr566HOsKzU4godjFZEiIlqzuiYWZISXE2fnvDzD53JWTJMDOFiGi0kyQJTW6Pd5PK6dvA8m5a1Xa6UdtVAVLX6UazO/R2JgBg0aiRkaiBNTEBmdoEZCRq/Hfx9rzDl9UgRETRxSNJuL/8/IDvPx4oP4+55iQ0uNxhjx+h+OXkPKzNCv/NWgBwdYYFfygeG7Sq5scRqqohIhoNFO1O0tb/cPVhrRuGZfnLsPXKrXh478Nocjb5j1sNVqyfux7L8pdF7NxEFPuYLAmRktUd0TIzpKQ4G8uLsuTvd0lENIr8vaYJe5rbvG2xnG7UdW1ouYZwF2+iICAjUYPMxARkar2JEN/X1sQEZCZqkKH1fmQShIgoNn3Q3BaQJOhNAnDB6cLU/xwJ+WeGGj9OdTjwtU8+H/TnjdEmhnzu4bg6w4KSdLPs81qIiGKZot1Jkq3hXTdMy/KXwZhoxLd2fguZ+kw8dvljmJk5kxUlRDQoJktCpGR1RzTNDFGrhIi0+iIiihfvN7XixarGoI+laNTI6Nqssmp7bmD5Nra8j1nYDouIaNSr7XSHvDbc8SOnq/owGmaGqAUBC1OMET8PEdFooWh3kvwFgCnHO8y9vwhiyvGuizBREgEAFp0Fc7LmRPx8RDQ6MFkSIiWrOzgzhIho9FiZbka2NhGZPe7szey6s5dVIERE5JOZGNpbtZcvGYcrU01hPTdnhhARxS5Fu5Oo1EDJFmD7TUB/EaTksYgMd+/NI3nbT6oFVpMQUei4KxMiX3VHf28HBADZEazu8M0MyTIHBrMssy5yg7mIiCjsVqSb8f2CLNw0Jh0lGWbMNCUhV5fIRAkREQW41JKMbG3CgO8/crQJWBShqgvfzJAsbULA8WxtwpAGyxMRkbyU3r9C0Rpg7fOAqdc+lSnHe7xoTWTO24tH9CZLNCreJ05EoeNvjBBFQ3UHZ4YQEREREcWHaKju4MwQIqLYEw37VyhaA0y6GnhuNVD5H2Du/wNKNstSUeLjlrztLFlZQkRDwdtYhyAaqjt8M0OumT4G88enMVFCRERERDRKRUN1h29myJesKViYYmSihIgoBvj2rzJN2oDjsnYnUakBQ9fM2/SLZU2UAN2VJRzqTkRDwcqSIWJ1BxERERERyYXVHURENBwlxdlYeHE6pj64EwCw7dY5WFSYIe/+VdeQdQjy36vNmSVENBxMlgyDr7qDiIiIiIgo0nzVHUREREPRMzGiyI2+UlcTMAWSJW6RbbiIaOjYhouIiIiIiIiIiIjCS8HKErHr3GzDRURDwWQJERERERERERERhVcUtOHSCGyqQ0ShY7KEiIiIiIiIiIiIwkvBZIm/DRcrS4hoCJgsISIiIiIiIiIiovCKgsoSziwhoqFgsoSIiIiIiIiIiIjCS8lkidiVLGFlCRENAZMlREREREREREREFF5RUFnCmSVENBRMlhAREREREREREVF4+ZIlKuVmlqgUSNQQUexiepVihkeUsK+iEbWtDmQadZhbkAq1SlD6soiIiIiIaBSSJA+amz+C01kLrTYTFsscCOx9T0QUOknyflSyskQl/9an5PGgY/8BuOvqoMnIgGH2LAhqxg+iWMBkCcWE0rIqPLTjKKpaHP5j2WYdNq0uQklxtoJXRkREREREo01t7Rs4Wf4wnM5q/zGtNgsTCn+EzMyVCl4ZEVEMiYaZJTInuW07d6Jm86NwV3fHD01WFqwbN8C0YoWs10JEQ8daNIp6pWVVuPOFgwGJEgCobnHgzhcOorSsSqErIyIiIiKi0aa29g0cLrsrIFECAE5nDQ6X3YXa2jcUujIiohgTBTNL5Bzwbtu5E+fvuTcgUQIA7poanL/nXth27pTtWohoeJgsoajmESU8tOMopCCP+Y49tOMoPGKwFUREFM9E0Q27/SwaG/+D8xdewWenfobm5v1KXxYREUUxSfLgZPnDwADvQE6W/xhS1yYcERENIBqSJTJVlkgeD2o2P9rdeizgQe+xms2PQvIwfhBFM7bhopApMTNkX0Vjn4qSniQAVS0O7KtoxPzxaRG9FiIiii6SJMHlaoTdfhZ2x1k47Gf9n9vt5+B0XuizmaVW6WCxzFboiomIaCgiNTNkoPjR1vYZXK66gb4bTmcVmps/QkrKpSO+FiKiUU2hZIlH9OBc6zkAQJ29Dh7RE/EKk479B/pUlASQJLirq9Gx/wCS5s2N6LUQ0fAxWUIhUWpmSG1r/4mS4awjIqLY4vHYYbefhcNxDnb7Gdgd57xfd21qeTwdA36/SpUInS4Xen0edLo8mEzTZLpyIiIaiZHODBlp/BiM01k7ou8nIooLCiRLdlXuwmP7HkNNRw0A4I3Tb+Dj2o9x39z7sCx/WcTO664bKNE+9HVEpAwmS2hQvpkhvQsJfTNDfnvDzIglTDKNurCuIyKi6CJJHjgc1bA7zsBh77Wh5TiLzs76QX6CAK3WCr0uDzp9LvT6i6DXeT/q9LnQJmZCUKDsn4iIhs83M6R3KyzfzJCpxb9BRsayiMQPt7u1qw3XwLTazOE/QSKieCFzsmRX5S6s270OUq/4UdtRi3W712HrlVsjljDRZGSEdR0RKYPJEhrQYDNDBHhnhiwvyopIS665BanINutQ3eIIeg0CgCyztyUYERFFH0mS0OlqgMN+Dg7H+cCWJ46zcDguQJLcA/4MjcYIve4i6PR50Otzoddd5P2ovwg6XQ5UKq1Mz4aIiCItlJkhh8u+2/X1wH3fhxM/JMmDyjPPwOms6ecaBGi1WbBY5gzlaRERxSd/siSyLdwBb+utx/Y91idRAgASJAgQsGXfFizOWxyRllyG2bOgycqCu6Ym+NwSQYDGaoVh9qywn5uIwofJkhgj99wQpWeGqFUCNq0uwp0vHISAwLcrvme9aXVRxGenEBFRcJLkgdNZA4fjgjcZ4vAmRbxfn4PDcQGi6BzwZwhCInS6HOj1ed4/uryujS3v5wkJZpmeDRER9Ra5uSHB40dr69GA1lvBeZMkkYgfgqDGhMIfdVW2BH8HMqHwgbD8HRARjWqiB3C2ej+vOQqMWwxEcG7IwdqD/tZbwUiQUN1RjYO1BzEnK/wJb0GthnXjBpy/515vcqhnwqQrWWTduAGCmvGDKJoxWRJDlJgbEg0zQ0qKs/HbG2b2ee5ZMsxMISKKd6LYCaezGnb7Of+GVvem1gU4nVWDVob4Wp3odGOg13k3sXQ97vDVaq3cdCIiikIjmRsSnvjRvwmFm5Cb+18RiR+ZmSsxtfg3/Tz3B0KamUJEFNeOvgaUrgdsF7xfv/kA8OFvgZItQNGaiJyyriO0WSChrhsO04oVwJNPoGbzowHD3jVWK6wbN3gfJ6KoxmRJjFBqbki0zAwpKc7G8qIsWatqiIjigcfj8G9geTexzgd83X8bkm6CoIFWm+29u1eXC51ujPePfgz0ujHQarOgUiXK84SIiCgsBpsbMqXoFzAai8IePzweB86cfWbQ60tOnhDRRHtm5kpkZCyLSFUNEdGodvQ1YPtN6BMDbFXe42ufj0jCJMMQ2iyQUNcNl2nFChiXLsWpVavhqqhA+r33Iv22b7GihChGMFkyDHK3wlJybkg0zQxRq4SItPoiIhqtRNGNzs46OJ3VcDpr4HRWw+Gs8t7haz8Hu+M8XK6GQX+OSqXtToDocroqRHL9X7MyhIgosiLVCqs/Ho8TJ05uwkBzQ44cvXfQnzOc+CFJHtTUvhYVM0MEQY2UlEsjfh4iokjxiN2/R/dVNGJRYUZkbzoVPd6KkoF2sErvAyZdHfaWXDMzZ8JqsKK2ozbo3BIBAqwGK2ZmzgzreYMR1GqoEr03i+mnFjNRQhRDmCwZIiVaYSk5N4QzQ4iIopPb3e5PgPT+6Oj6vLOzHoA46M9Sq5P8m1neTaycrsoQ74ZWYkIaBBmGMhIRUV8jaYUVTGjxow6DVYUAgEql6xqWHr74wZkhREThUVpWhU2vHfF/fcuzH0V8/wqVe7pbbwUlAbbz3nUFi8J6arVKjfvm3od1u9dBgBCQMBG64sf6uesjMtw9GMnpnduo0mplOR8RhQeTJUOgVCsspeeGcGYIEZF8JEmEy9XoHXrbeyPLUQ1np/drt7s1pJ8nCBokJmZAp82CVpsFrS6ra1NrjD9BotGYmQwhIopCg7XCmlr8G3/CJNzxIxSTJj2K7Kzwt1LhzBAiopFRav8Kbf0PWB/WuiFalr8MW6/cisf2PRYw7N1qsGL93PVYlr8sIucNRuz0JkuERLYjJoolqpF886OPPgpBEHDvvff6j0mShAcffBA5OTnQ6/W48sorceTIkYDvczqd+O53v4v09HQkJSVhzZo1OHfuXMCapqYm3HjjjTCbzTCbzbjxxhvR3NwcsObMmTNYvXo1kpKSkJ6ejrvvvhudnZ0jeUr9GqwVFuBthdWzxDFcomFuSElxNt5fvwQv3XYpnvzadLx026V4f/0SJkqIaFjiKX705nTWoLl5P2pq/okzZ/6Ik+U/weGy72L/gbX4z54r8M7uIrz3/jzs+2gNPv30dpw48QBOn/4Nqqr+isam99HeXu7f6FKrk2EwjEdKygJkZ30ZY/PvxMQJD2Ha1N9hzuxXcdnCD7D4ymO4bOH7mD37r5g69deYUHg/Lsq7FRkZK2A0TkFCgoWJEiKKGfEUPyTJg5PlD6P/ViYSjhxdh4/2fzXs8aO4+DchXaNOmxm259tbZuZKLFzwf5g540VMKfoFZs54EQsXvMtECRENSzzFDyX3r5BsDe+6YViWvwxvfOUNTE6dDAC4beptKP1KqayJEgCQnN7/vgIrS4hiyrArSz766CM888wzmDZtWsDxxx9/HFu3bsW2bdswYcIEPPLII1i+fDlOnDgBo9EIALj33nuxY8cOvPzyy0hLS8P3vvc9rFq1CgcOHIC6q4/f9ddfj3PnzqG0tBQAcPvtt+PGG2/Ejh07AAAejwdXX301MjIy8P7776OhoQE333wzJEnCr371q+E+rX4p2QorWuaGcGYIEYVDvMWP3so/eww1Na8NskpAYmKatxJEmwWt1gqt1tpdHdL1tUZjjPj1EhFFi3iLH94ZJdUDrhFFB2y2gz2OhCd+GI1F0GqzFJ8bwpkhRBQO8RY/lNy/Qv4CwJTjHebe3w6WKce7LoLUKjUMCQYAwMTUibK13upJ6kqGsbKEKLYMK1nS1taG//qv/8Lvf/97PPLII/7jkiThiSeewA9/+EN8+ctfBgA899xzsFqt+POf/4w77rgDLS0t+OMf/4g//elPWLbMm9V94YUXkJeXh127dmHlypU4duwYSktL8cEHH2DevHkAgN///veYP38+Tpw4gYkTJ2Lnzp04evQozp49i5ycHADAz3/+c9xyyy34yU9+ApPJNKK/mN6UbIXFuSFENFrEY/zoTa+/CHrdRd4NK51v4yorYDMrMTEDKlVCRK+DiCiWxGP8cDprQ1qXm3szsqyrwho/ODeEiEaLeIwfirZyV6mBki3A9pvQX/xAyWNhH+4ejFt0AwASFHpfxZklRLFpWG247rrrLlx99dX+YOFTUVGB6upqrFixwn9Mq9XiiiuuwJ49ewAABw4cgMvlCliTk5OD4uJi/5q9e/fCbDb7Aw0AXHrppTCbzQFriouL/YEGAFauXAmn04kDBw4EvW6n0wmbzRbwJ1RKt8LyzQ3JMgf+/CyzLnK9JomIwiwe40dv48f9NxYseAezZr2M4ilPoPDiDbgo71ZYM78As3kmdLocJkqIiHqJx/ihDbHFVWbGiojED9/cEK02sFWKVpsVMCuFiCiaxWP8UHr/CkVrgLXPA6Ze+1SmHO/xovDPugrGJboAABqV/OOaJUliZQlRjBryb4yXX34ZBw8exEcffdTnsepqb5m41Rr4gtpqtaKystK/JjExESkpKX3W+L6/uroamZl93xxkZmYGrOl9npSUFCQmJvrX9Pboo4/ioYceCuVp9hENrbBKirOxvCgL+yoaUdvqQKbRez5WlBBRLIjX+EFERCMTr/HDYpmjeCuszMyVyMhY1tUSrBZabSYsljmsKCGimBCv8SMa9q9QtAaYdDWwZSzgtAFrfg1Mv16WihIfX7JEicoSyeXyf86ZJUSxZUiVJWfPnsU999yDF154ATpd/xno3oNiJUkadHhs7zXB1g9nTU8bNmxAS0uL/8/Zs2cHvKaefK2wgO7WV/7r6PooRyss39yQa6aPwfzxaUyUEFFMiOf4QUREwxfP8cPXCqvrq96PApCnFZZvbkhW1hqkpFzKRAkRxYR4jh/Rsn8FlRrwVXXkzpE1UQIo24bL14ILYLKEKNYMKVly4MAB1NbWYtasWdBoNNBoNHj33Xfxy1/+EhqNxp8p750Zr62t9T+WlZWFzs5ONDU1Dbimpqamz/nr6uoC1vQ+T1NTE1wuV5+MvY9Wq4XJZAr4MxRshUVENDzxHj+IiGh44j1+sBUWEdHwxHv88O1fZZoCN+pl37+SPN6PCgxYd3kUbMPVM1mSwBbLRLFkSMmSpUuX4vDhw/j444/9f2bPno3/+q//wscff4xx48YhKysLb775pv97Ojs78e6772LBggUAgFmzZiEhISFgTVVVFcrKyvxr5s+fj5aWFuzbt8+/5sMPP0RLS0vAmrKyMlRVVfnX7Ny5E1qtFrNmzRrGX0VoSoqz8f76JXjptkvx5Nem46XbLsX765cwUUJENADGDyIiGg7GD2/CZOGC/8PMGS9iStEvMHPGi1i44F0mSoiIBsD44d2/2rXuCv/X226dI//+lSh6PwrDGpk8Im6pq7JErUBlSY95JYNVKhFRdBlSetVoNKK4uDjgWFJSEtLS0vzH7733XmzevBmFhYUoLCzE5s2bYTAYcP311wMAzGYzvvnNb+J73/se0tLSkJqaiu9///uYOnWqf+DW5MmTUVJSgttuuw1PP/00AOD222/HqlWrMHHiRADAihUrUFRUhBtvvBE//elP0djYiO9///u47bbbIn7Hr68VFsUfjyhxZgzRMDB+EBHRcDB+ePlaYVH8EUURlZWVaGtrQ3JyMvLz86FSyb/pSBRrGD+8eu5XKLJ/4assUSBZ4q8sEeSvLBG7KkuUbMElihKqypvRbnMiyaRFdqEFKu5fEQ0q7L8xfvCDH8But+Pb3/42mpqaMG/ePOzcuRNGo9G/5he/+AU0Gg3Wrl0Lu92OpUuXYtu2bVCru8vyXnzxRdx9991YsWIFAGDNmjX49a9/7X9crVbjX//6F7797W9j4cKF0Ov1uP766/Gzn/0s3E+JCABQWlaFh3YcRVWLw38s26zDptVFrCwiCgPGDyIiGg7GDxqtjh49itLSUthsNv8xk8mEkpISFBUVKXhlRKMD44cMpK7KEiXacPkGvCtZWaJQsuTUoVq890o52pu724ElWbRYdF0hxs/IVOSaiGKFIEmSpPRFKMVms8FsNqOlpYV3E9OASsuqcOcLB9H7H4svJ8+ZNRSv4vX3aLw+byKicInX36Px+rxp6I4ePYrt27f3+/jatWuZMKG4FK+/R4f7vDs63Sj60RsAgKMPr4QhUeYqi4fTAdEF/PdRwDxG1lPPe3EeOtwdeP3LryPPmCfrue2HD+P0V9dCk5ONwrfflvXcpw7VovTpsn4fL7mjmAkTikuh/h5l/S7RIDyihId2HO2TKAHgP/bQjqPwiHGbdyQiohBIkgS32630ZRARUZQTRRGlpaUDriktLYXomwVARBStlBzw7qssUSlQWdLVhkuVKG9liShKeO+V8gHXvL+9HCL3r4j6JX/jPqIYs6+iMaD1Vm8SgKoWB/ZVNHKWDRERwePxoKmpCfX19X3+TJ48Gddcc43Sl0hERFHIFz+OHDkS0HorGJvNhsrKShQUFMh0dUREQyRJ3W24BHmTJZIk+ZMlGlX8zCypKm8OaL0VTFuTE1XlzRgzMUWmqyKKLUyWUMxQarh6bWv/iZLhrCMiotGho6MDDQ0NfRIiTU1N/d7tW19fL/NVEhHRcEVquPpw4kcwbW1tI74WIqKIkXr8PpN5wLvHV9ECZSpLRLt3f0js6ED7h/tgmD0LgjryCaN228CJkqGuI4pHTJZQTFByuHqmURfWdUREFDtEUURzc3PQKpGOjo5+vy8hIQHp6ekBf9LS0pCWxgpEIqJYMNLh6iOJH0ajEY2NjYOeIzk5ObQnQ0SkhJ7JkjAkmofCV1UCyJ8sse3ciaofbfJex9mzOHPzzdBkZcG6cQNMK1ZE9NxJptAqWUJdRxSPmCyhqNffcPXqFgfufOFgxIerzy1IRbZZh+oWR9C5JQKALLO30oWIiGKTw+Hoc5dvQ0MDGhoa4PF4+v0+k8kUkAzxfW4ymSAIka9+JCKi8OtvuLrNZsP27dsDhqtHIn5IkoQnnnhiwFZcJpMJ+fn5I3+yRESRIvb4HShzGy632D0nUM5kiW3nTpy/515vC7Ke11NT4z3+5BMRTZhkF1qQZNEO2IorOUWL7EJLxK6BKNYxWUJRbbDh6gK8w9WXF2VFrCWXWiVg0+oi3PnCQQhAwLX4zrhpdZEsLcGIiGj4RFGEzWbrs6FVX1+P1tbWfr9PrVb32czyfa2VuQ8xERFFVijD1f/+979j3759aGhoiEj8EAQBJSUlQRM2PiUlJWFpCUZEFDE9WmHJPeC9Z2WJXDNLJI8HNZsf7ZMo8T4oAYKAms2Pwrh0acRacqlUAhZdV4jSp8v6XXPZ2kKouH9F1C8mSyiqRctw9ZLibPz2hpl9WoFlydQKjIiIQudyuYL2gq+vr4fb7e73+5KTk/tsaKWnp8NsNnNDiogoDrhcLnz66aeDDld3uVw4ffq0/+tIxI+ioiKsXbt2RK3AiIgUFVBZInMbLk/XcHdBI1u1d8f+A3BXV/e/QJLgrq5Gx/4DSJo3N2LXMX5GJkruKMauZ4/C3dndCi05RYvL1hZi/IzMiJ2baDRgsoRCpsSA9Wgarl5SnI3lRVmKDJknIqK+Ojo6UFdXF3RAbn9UKhVSU1ODzhPR6/UyXj0REQ0mkgPWhxo/eps9ezamT58e0fhRVFSESZMmReTvgIgo4iTl2nA5RW8bKkEQ8FH1R5iZORPqCFe3uOvqwrpuJMbPyMTJD6vx+cf1mDQ/C5MuzUZ2oYUVJUQhYLKEQqLUgPVoG66uVgkRrWAhIqJAoiiipaUl6KbWQANydTpdn4RIRkYGLBYL1BEqeyciovAJx4D14cSPhIQEuFyufh/3mTJlCnJzc0N7MiOgUqlQUFAQ8fMQEYVdz3ZUMrbh2lW5C4988AgAbzuub7zxDVgNVtw39z4sy18WsfNqMjLCum6kXE5vsip3YgrGTEyR5ZxEowGTJTQoJQesc7g6EVF88LXO6r2p1dDQMGDrLLPZ3Cchkp6ejqSkJA5YJyKKUUMZsB7u+KHX6/Hkk09yuDoR0Ugp0IZrV+UurNu9DlKvHaTajlqs270OW6/cGrGEiWH2LGiysuCuqQk+t0QQoLFaYZg9KyLn763T4f37T9Bx65doKPgvhgak9IB1DlcnIhpd2tvb/RtZPTe2mpub+/0etVrdpxd8RkYG0tLSkJiYKN/FExFRxIUyYP3VV1/FgQMH0NDQEJH4weHqRERh4G/DJQAy3MTkET14bN9jfRIlACBBggABW/ZtweK8xRFpySWo1bBu3IDz99wb5EHv87du3BCx4e69+SpLEnWsqicaCiZLaEDRMGCdw9WJiGKL3W5HY2Njnz/19fWw2+39fp9Op/Pf2dvzT0pKCjeliIjigN1uR1lZ2aAD1js7O3Hq1Cn/1+GOHxyuTkQUBr7KEplacB2sPYiajpp+H5cgobqjGgdrD2JO1pyIXINpxQrgySdw4QfrITm69680ViusGzd4H5dJp8NbXcnKEqKh4b+YGCP3kPVoGbDO4epERNFDkiTY7XY0NDQETYoMlBABvK1Pgm1qsXUWEVH0CeeQ9ZHGj55mzJiBSy65JGLxg8PViYhGyNM1/0kCUPEekL8goomTuo7QBqeHum64TCtWoOW119C26y2Yv/JlmNdcA8PsWbJVlPi4HKwsIRoOJktiiBJD1qNpwDqHqxMRyUeSJLS3twfdzGpsbITDMXCSPDk5GampqQF/0tLS2DqLiCiGDGfI+kjjh06nG3QNAEybNg1jx44d0vMZKg5XJyIapqOvAa9/3/u55AaeWwWYcoCSLUDRmoicMsMQ2uD0UNeNhNThTf4nzZuHpHlzI36+PueXJP/MkkRWlhANCf/FxAilhqxzwDoR0eglSRJaW1v73dDq7Owc8PtNJlOfhEhqaipSUlKg1WplehZERBQJgw1ZX716NdLS0sIePxISEvDEE09wwDoRUaw6+hqw/Sag9y6Srcp7fO3zEUmYzMycCavBitqO2qBzSwQIsBqsmJk5M+zn7k3s6PCeU6+P+LmC8bhESKL37yCBlSVEQ8JkyTDI3QpLySHrHLBORBTbnE4nWlpa/H96bmY1NTXB5XIN+P1msznohlZqaioSEhJkehZERPEtnK2wQj3fv//97wHX7NixY8DHRxI/OGCdiCg8PGL3Ls6+ikYsKsyI7P6N6AFK16NPogSAfwer9D5g0tVhb8mlVqlx39z7sG73uj6PCV07WOvnro/IcPfexK62kiqDIeLnCsZXVQIACYlMlhANBZMlQ6REKyylh6xzwDoRUXQSRRFtbW1oaWlBc3NzQFLE92ewViaCIMBisfR7h69Gw5cKRERKGk4rrMEMFj8aGxsHTaYD3paLVqs17PGDA9aJiEautKwKm1474v/6lmc/ivj+FSr3ALYLAyyQANt577qCRWE//bL8Zdh65VZs2rMJts7u+GE1WLF+7nosy18W9nMG46ssUS5Z4hvurobAm5uJhoQ7IEOgVCusaBiyzgHrRETy610V0vuPzWaDKIqD/hydTgez2Qyz2QyLxYK0tDT/hpbZbGZChIgoSg3WCmvt2rVBEwfhih+DWblyJaZOnTrinxMMB6wTEQ2fUvtXaKsJ77phWJa/DE2OJjz8wcOYnDoZ/9+c/w8zM2fKUlHio3SyxD/cXcuqEqKh4u5IiJRshRUtQ9Y5YD06yN0Gjogio+ddvb3/+O7yDWXArUqlgslk8idDev8xmUzQ6SIbH4iIKPxEUURpaemAa3bs2IHGxkbYbLawxo+2tjb84x//GPRnJCcnh/x8hoMD1qODJEpwVrRAbO2EypgIbYGZdyoTRTEl96+QbA3vumFyS97KijxjHuZkzYnouYJRvg2Xr7JE2W1fUfTg/LEjaGtuQrIlBWMmT4FKxqQV0XAwWRIiJVthccg6+SjRBo6Iwuutt97C4cOHh1UVEuyP0WjkXbZERKNQZWXlgEPOAcBut2PXrl1BHxtJ/BBFEe+88w6HrBPsZfVo3nEKnpZO/zG1ORGW1eOhL05X8MqIqD+KtnLPXwCYcrzD3PvbwTLleNdFUKfH+zsrUZ0Y0fMEI4kipGipLFFwuHv5h3vw9rZn0NZY7z+WnJqOJbfcjsJ5kf3vTzQSTJaESMlWWByyToCCZbREFFZOpxPNzc0AvPNCet7Va7FYWBVCREQAgLa2tpDW5eXlYezYsWGNHyqVikPWCfayejS8cKzPcU9LJxpeOIa0GyYzYUIUhRRt5a5SAyVbgO03BXmwa8+q5LGwD3fvzelxAgC0am1EzxOM1FVVAgAqvV728wNAp1PZypLyD/fgta2b+xxva6zHa1s3Y826jUyYUNRisiRESrfC4pD1+KZoGS0RhdWcOXNQXFzMqhBShKetE+5aOxLGJEGl5ctAomgWaourJUuWRKRVFYesxzdJlNC849SAa5p3fA5dURpbchFFGaX3r1C0Blj7PPDP/wY6uqsKYMrxJkqK1kTmvD0oWVnia8EFQYCg0I1vSlaWiKIHb297ZsA17zz3DMbPmceWXBSV+C45RNHQCotD1uOXomW0RBRWGRkZSl8CjXKSKMHT7ISrrgPu2g646+xw1Xo/Fzu8d5ml3zYVuvEWZS+UiAaUn58Pk8mkaCssDlmPLz3jh+NYQ0DrrWA8LU44K1oYT4iiTDTsX6FoDaAzA8+vAYxZwJf/4G29JdPmuD9ZolIgWdLVgkvQ6yEoFC877d5kSYICyZLzx44EtN4KprWhHuePHUHelGkyXRVR6JgsCVG0tMLikHVlKD1UXdEyWiIiikqSW4S7wZcIsQckRyRXP/NwBEBt0ULq9Mh7sUQ0ZNHSCotD1pURyaHqw4of/RBbB06oEJH8omX/yk+XAhQskudcXXxtuBSpLFF4XokoSqi/0AoA6HR4IIoSVDLuX7U1N4V1HZHcmCwZArbCik/RMFRd8TJaIiJSjOhwd1eH1HXAVWv3bmo12oH+9rTUAjTpeiRkGqDJ6PqYaYAmXQ9VIsvdiWIFW2HFp3ANVR9J/FAZNOis6L+qyUdllH8jkogG59u/2vTaEdTYnP7jsu5fid6KZqjk33pUcmaJ2OFtw6VEsuTUoVq890o52pu9z//0J/V4fuMeLLquEONnZMpyDcmWlLCuI5IbkyVDxFZY8SVahqpHRRktERFFjCRJENtc/nZZPVtneWz937UraNXQZBqQkKHv+miAJlMPTaoegpqvTYhGA7bCii9DHaoeqfghiRKqt+wbsBWX2qyFtsA8sidMRBFTUpyNhRenY+qDOwEA226dg0WFGfLtX4ldlcwKxCuX6AKgVLKkq7JE5uHupw7VovTpsj7H25udKH26DCV3FMuSMBkzeQqSU9MHbMVlTEvHmMlTIn4tRMPBZMkwsBVWfIimoepRV0ZLRETDIokSPE2Orrt8uze0XLV2SA53v9+nMiZ0bWT12NjKNEBlSoQg8Hc/0WjHVljxIZSh6k3/Ww5Xgx3uOntE44egEmBZPT5o4sbHsnoch7sTRbmeewSy3+gr+ZIlylWWJKgTZD+32NEOQN7KElGU8N4r5QOueX97OQouyYh4Sy6VSo0lt9yO17Zu7nfN4ptv53B3ilpMlhD1I9qGqrMNHBFRbPG0dcJ1oR2d59vgqmrz9oWvtwPuAeaJpOi6WmbpAza3VAb53+gREZG8nBUtgw5VFzvcsP37dODBCMUPfXE60m6YHKQlmBaW1eOG1BKMiOJQnLbhkuzyt+GqKm/2t97qT1uTE1XlzRgzMfLtrwrnLcCadRux649PoaOl2X/cmJaOxTffjsJ5CyJ+DUTDxWQJUT+icag628AREUUfSZIgtnZ6kyLn27wfL7T1v+GlEZCQ7r27V5Nh8M8TSUjXQUjgHVZERPGid/ywH20I6fsS8ozQTUiRJX7oi9OhK0qL2LB5IhrFfG24BPlf33Z6vK/DFW3DZZCvDVe7beBEyVDXhUPhvAXQJifjLw9vRJLFgqvv/gHGTJ7CihKKekyWEPUjWoeqsw0cEZFyJEmCp9kZkBTpPN8Gsc0VdL0mXY+EMclIyE5CQlfrE3WqjptMRERxZqjxYyDmkrHQjbeE/yL7IagEWc9HRKOEv7JEuWRJojpR9nMrMeA9yRRaUijUdeHibG8DAJgys5A3ZZqs5yYaLiZLKOp5REmRSgoOVSciim+SKMHT6EBn14aWq2tzS+wI0hteADSZBiTmJCNhTLL3Y04SVDq+1CIiijWSKI2okmK48UOTk4S23ecgtvefQOFQdSKKGVJX61klkyUqeZMlkscDR7l3doi7tRWSxwNBHfnnn11oQZJFO2ArruQULbILLRG/lp7srTYAgN5okvW8RCPBd/AU1UrLqvrM6MiWaUYHh6oTEcUPSZTgrrf77/j13fUrOT19F6sEJFgN3qTIGG9yJCErCapElpQTEcU6e1l9kBkdibCsHh90Rke440dCio5D1YlodIizmSW2nTtRs/lRuKurAQDtb7+Dz5Yug3XjBphWrIjouVUqAYuuK0Tp02X9rrlsbWHEh7v3ZrcxWUKxh8kSilqlZVW484WDfao6qlscuPOFg/jtDTMjnjDhUHUiotFH8ohw1fo2tlrhutDu3dhyBRm8rhGQkJXk3dTK6drcykqCoFHJf+FERBRR9rL6oIkKT0snGl44htTrJ0GTYYho/OBQdSIaNaIgWSJXGy7bzp04f8+9gBS4g+WuqfEef/KJiCdMxs/IRMkdxfi/l0+io0f8SE7R4rK1hRg/IzOi5w+GlSUUi5gsoajkESU8tONo0PZXEryVHQ/tOIrlRVkRr+zgUHUiotgluUW4qtvReaHH8PXqdsDdN8IICSokdLXPShxj9N7xm6mHoGZihIhotJNECc07Tg24pvHPx4MeD3f84FB1IhoVFBzw7hK97QzlSJZIHg9qNj/aJ1HifVACBAE1mx+FcenSiLfkGj8jE8kpOvz1sf1I1Kvxhf83DdmFFtkrSnyYLKFYxGQJRaV9FY0BlRy9SQCqWhzYV9Eoy7BzDlUnIop+YocLnVXt/jt9XVVtcNXaATFIYkSr9t/p62uFoknXcyOKiCgOiR0utB2oCajk6FeCCom5xojHDw5VJ6KYp+CAdznbcHXsP+BvvRWUJMFdXY2O/QeQNG9uxK/H2eFNFBlT9RgzMSXi5xuIP1liYrKEYgeTJRSValv7T5QMZx0REY0ekiTB0+z0JkWq2tDZlRzx9DPQUGXQdLdA6Rq+rk7VMTFCRBRnhho/gkn5ciGSFGhlQkQUcxQc8C5nGy53XV1Y142UvdWbLNEbE2Q530C6K0vMCl8JUeiYLKGQeERJ1jZUmUZdWNcREVFskjwi3HV2bxutrk2tzqp2SHZ30PXqFK03MZKd1NUSJRlqcyIEgYkRIqJYIonSiNpQDTV+qJITILa5Bv25apM8/e+JiGKeQjNLPKIHDrf3xtrjjcdxkfEiqCOYsNFkZIR13UjZW71Vknqj8vGKbbgoFjFZQoMqLavqM+A8O8IDzucWpCLbrEN1iyPo3BIB3iHrcwtSI3J+IiKSn+j0eFtnVbV7Z4tUtcNVE3y+CFQCEjINSMjxJkUSc5KQkJ0MlZ4vbYiIYp29rD7IgPNEWFaPDzrgPBzxQ9CqUb1l34CtuNRmLbQFvDuWiCgkvpklMiZLdlXuwmP7HvPPLPnB//0APzf8HPfNvQ/L8pdF5JyG2bOgycqCu6Ym+NwSQYDGaoVh9qyInL+3qKossTFZQrGHOwo0oNKyKtz5wsE+CYvqFgfufOEgfnvDzIgkTNQqAZtWF+HOFw5CAALO77ufbNPqIg5ZjwJyVx0R0ejgae0MuNvXVdUOd4MdwTLkglaNhOwkJOYkI8FXMWI1QNBw8DoR0WhjL6tHwwvH+hz3tHSi4YVjsHylEGpTYkTih2X1+KDn7n58HFs4RgFR9OD8sSNoa25CsiUFYyZPgUqBNj9ENAhfZYlMA953Ve7Cut3rIPUKCLUdtVi3ex22Xrk1IgkTQa2GdeMGnL/nXkAQAhMmXdXt1o0bIj7c3cdfWZKsbGWJx+1Cp73Dey1RMrNkpFWrFB+YLKF+eUQJD+04GrSyQ4I3afHQjqNYXpQVkc3xkuJs/PaGmX2qWrIiXNVCoVOi6oiIYovkEeFucHjv8u3RH76/VicqU2KPTS3vBpc6hfNFiIjigSRKaN5xasA1zX8rD3o8HPFDX5yOtBsmB6lq0cKyelzQqhaSV/mHe/D2tmfQ1ljvP5acmo4lt9yOwnkLFLwyIurDX1kS+SSBR/TgsX2P9UmUAIAECQIEbNm3BYvzFkekJZdpxQrgySdQ85PN3gqTLhqrFdaNG7yPy6S7DZeylSX21lYAgCCooDMkKXotwNCrVil+MVlC/dpX0RiwCd6bBKCqxYF9FY2YPz4tItdQUpyN5UVZrFyIQkpVHRFRdBI7PXDX2eGu7YCrtqP7Y4MDEIPd7gto0vUBLVAScpKgVvgOKCIiklfP+GE/0ThgGywflTkR2rHmiMQPfXE6dEVpvPM0CpV/uAevbd3c53hbYz1e27oZa9ZtZMKEKJpI8iVLDtYeRE1HTb+PS5BQ3VGNg7UHMSdrTkSuwbRiBQyzZ6N8wUIAQN4f/4CkSy+VraLEx97ma8Ol7Psq37wSndEIQaVsR4DBqlbTbpjMhAn5MVkSQ+Rud1Tb2n+iZDjrhkutEiKWjKHhUbrqiIiU42l3wV3nS4jY/YkRT7Oz3+8RElXQZBq8d/zmeDe1ErKSoEpkywwiomgWznYVw4kf/bFcVQDD9MxhXUcoBJUA3XhLxH4+DZ0oevD2tmcGXPPOc89g/Jx5bMlFFA1ED9D4uffztlrv1xH8t1nXURfWdcMldnjbTgk6HZIXLozoufoTLQPeo2VeSUhVqzs+h64ojTdGEAAmS2KGEu2OMo26sK6jkYmm2SDRUHVERJEjSRI8ts6+VSK1dojtwdtnAYAqSQNNhgEJmQZoMn0f9VCbtHzhGcckUYS91Ya2pka0NTWgrbER7b7Pm7yfl9x5L9IvGqv0pRJRD8NpVzHS+KHSqeE43jTotakU3gCKF0rPBukZPyo+PhDQeiuY1oZ6nD92BHlTpsl0hUQU1NHXgNL1gO2C9+vj/wSeKAZKtgBFayJyygxDRljXDZenpQUAoFZwRkdHFAx4F0UPzh49DABQqdUQRY9iiWxnRcugVaueFiecFS28UYIAMFkSE5RqdzS3IBXZZh2qWxxBKwgEeOeHzC1IDfu5KVC0zQaJlqojIhoZySPB3Wj33uFb12NTq84Oyenp9/vUZi00mfpeSRED1EnK9sUleUmSBEdbqzfh0diV+Ghu6pUQaUR7cyNET///PwGArb6OyRKiKDJYu4rU6ychITsp7PFDEiVUb9k34KaG2qyFtsA88idJA4rkbJBwxo/e2poHT7YRUQQdfQ3YfhPQexfJVuU9vvb5iCRMZmbOhNVgRW1HbdC5JQIEWA1WzMycGfZz9yR2VVOoTMaInqc/rk4P3F1x2KDQjQW940f9mdP4/V3fVGy2lNg6eHvPoayj0Y/JkiinZLsjtUrAptVFuPOFgxAQGOp8Z9q0uohtliIsGmeDsOqIKHZIkgSx3QVPkxPuRjtctT3mitTbAU+wCANABWjS9D0qRbo2tzIMUGnZ3mI0kyQJnfYOtDV6qz98m1ZtTQ1ob/R93oj2pgZ43O7QfqggwGAyIyklFcldf5JS0ryfp6Yia3xhZJ8UEYUslHYVjX8+3v+DI4gfgkqAZfX4oIkaH8vqcaxWjLDhzgaJZPxI0OnRUlM16PJkS0poP5eIwk/0eCtKBtrBKr0PmHR12FtyqVVq3Df3Pqzbva7PY0LXDtb6uesjMty9J4/NO9RcbVImqe9rwaXSCEjQyf+eLRpnS4VajcqqVfJhsmQY5GyHpHS7o5LibPz2hpl9qhqyFKxqiCfROhuEVUdE0UW0u+FucsDT6IC7yQF3o8ObHGlywNPkgNQp9vu9QoIKmgy99w7fDN+dvnpo0vQQNMoO4qPw63TYu+7abQjYtGprbPS3xGprboTbGfoMAZ3R1CMBkorkriRIUqovMZIGg9kCtYYvO4mGK5yzQ3oKFj86z7WFNGQdagEJVkPY44e+OB1pN0wO0gJMC8vqcRzAGmGhzAbZ+cyv0FR9AR0tTbLFD1H04Pd3fXPAVlzGtHSMmTwl5PMTxQOP2P2OfV9FIxYVZkRu76ByT3frraAkwHbeu65gUdhPvyx/GbZeuRUP7X0Izc5m/3GrwYr1c9djWf6ysJ+zN4+tqw2XUZnKEntXCy6DMRGCIO+NBdE6W0pbYIbanMiqVQoZ37UOkdztkKKh3VFJcTaWF2VFzbyMeKJ0sqw/rDoikpfY6YGnZxKka1PLe8wJyTHI3ZkCoDYmQp2igyYjsP2J2sJ5IqORJEmw1dWgqvwEqj47ierPTqL+7Gl02u0h/wxtUhKSU9L6VoP03MSypECTwPZrRJE0nNkhPiOOHwNIuXYCkmZEZsi6vjgduqK0iCSIaGDnjh4ZdDaIo60V7/15W7+PRyJ+qFRqLLnl9qB3LPssvvl2Dncn6qG0rAqbXjvi//qWZz+KbDvvtprwrhuGZfnLIEkS1r27DvmmfGyavwkzM2dGvKLER+yqLFGZlZlZouRw9/PHBo8fSsyWYtUqDRWTJUOgRDukaGl3pFYJHNStgGhIlvWHVUdE4SO5Rbibnf47e30bW+4mJzxNDoht/Q/F9VElJUCdqoMmRQtNiq7rcx3UXV+zSmR0c7S1ofrUSVR9dgLVn51E1WcnYe+6s623RL2+uwVWz7t5U1ORZEnp2uBKQYKWrRSJlDbo7JCvT0LCmOSwxg/RI6L9/YHuDPZSmyK7ESOoBA5alUHv+HH2WFlI35czcTJyJkyWNX4UzluANes29pmlYkxLx+KblemFTxStFGnnnWwN77phcni8+xM5STmYkzUnoufqzdM1s0S5Nlxdw92T5b+ZKdSZUUrMlvJVrTb9/TOI7d2vjVi1SsEwWRIipdohsd1RfIuWZFl/WHVENHSOE41wVtq622Q1OuBp7Qze2rcHQaeBJkXrT4L4P0/VQW3RcY5IHPG4Xag7XYGqUydR3VU50lR1vs86lVqDzLEFyLp4ArIvngjruIthTEtHot6gwFUT0VCFNDvkpQFmh3QZavyQRAmOw/VsVzEKhRo/QnHZdTfKemewT+G8BRg/Z573DubmJiRbUjBm8hRWlBD1oFg77/wFgCnHO8y9vx0sU453XQT5kiU6jfz7JP42XAoNeFeysiTUmVFKzZbSF6dDdItoevkE1Ol6pHzpYlatUlBMloRIqXZIbHcU32IhWcaqI6Kh6fi0Hh0H+paeCwmqwGoQ/+feDS2VniE7HkmShJaaalR9dsJ/12/t6c/hcfW9W9xize5KjExA1sUTkTl2HDSJHFRIFKucFS0hzw7RpOvDFj/YrmJ0GG78yBxXiH89uQVtjQ39/mylZ4OoVGpFEjVEsUKxdt4qNVCyBdh+E9DfDlbJY2Ef7t6bw61cssTfhsukUBuuropSnVH+ypIxk6cgOTU9qmdL+SpuE7OTWL1K/eLOS4iUbIfEdkfK8YiSolUTTJYRjT66QgsEjeDdxOrayFKnaKFKSpB9CB9FH3urDdWnylFVfgLVn51A1alyOFptfdbpko3+ja3siyfCOr4QBoXK/YkoMsTWEBIliMzsEA5ZV44oeoZVNRHO+LHkljs4G4QohinazrtoDbD2eaB0feCwd1OON1FStCb85+zFlyzRa/QRP1dvSrbhEkUJDee8yRqXwwNRlKCSca8oFmZL+V5bqRWovKHYwWRJiJRuh8R2R/IrLavqk6CK6DC0fjBZRjS6GKZnwjA9MgNxKba4XS7Unf68x5yRE2iuruqzTq3RIHPs+O6qkcKJsFizmVwjGuVUIb6Rj9TsEA5Zl1/5h3v6zONITk3HklsC53FEOn5wNghRbFN6/wpFa4BJVwPbVgFn9gDz/h+wcnPEK0p87G47AECnjp82XKcO1eK9V8rR3uwEABx9/wIqyxqw6LpCjA/zDRUD8cWPnc/8Eo62Nv/xaIkfnq5kiSrCc9cotg1p2utvf/tbTJs2DSaTCSaTCfPnz8e///1v/+OSJOHBBx9ETk4O9Ho9rrzyShw5ciTgZzidTnz3u99Feno6kpKSsGbNGpw7dy5gTVNTE2688UaYzWaYzWbceOONaG5uDlhz5swZrF69GklJSUhPT8fdd9+Nzs7Q7r4aDl87pP5eVgrwbqRHsh2Sr93RNdPHYP74NCZKIsg3DK136apvGFppWd83I5FUUpyN99cvwUu3XYonvzYdL912Kd5fv4SJEooZ8Rw/iADv/+NNVedx9L138Nb//A4vbvxv/Ormr+LP938P72x7Bsfe3+3f6ErJzsHkRYux5NY7cP1Pfo7vbPsLrv/Jz7Hk1jswedFipGTlMFFCcSOe44e2wAy1eeA385GeHeIbsm6YngndeAsTJRFU/uEevLZ1c5/2JW2N9Xht62a8ve0ZWeNH4bwFuO03f8TaH23GF+7+/7D2R5vxrV//UfGNLqJQxXP8iIb9K6jUgL5rNkXGJNkSJYCyM0uUaMN16lAtSp8u8ydKfNqbnSh9ugynDtXKdi2AN37MKFkNAMidXBxV8cPDyhIKwZAqS3Jzc/HYY4/h4osvBgA899xzuOaaa3Do0CFMmTIFjz/+OLZu3Ypt27ZhwoQJeOSRR7B8+XKcOHECRqM3q3rvvfdix44dePnll5GWlobvfe97WLVqFQ4cOAC12vvL8/rrr8e5c+dQWloKALj99ttx4403YseOHQAAj8eDq6++GhkZGXj//ffR0NCAm2++GZIk4Ve/+lXY/nJ6Yjuk+KHYMLRBcDYIxbJ4jh8Unzoddlw4fhTnTx5Hddedv472tj7r9EaTfwB79sUTYL14AvTJygyEJIpG8Rw/ODskfoiiB29ve2bANYf+/VrA13LED84GoVgWz/EjavavRHfXBck7PyM62nDJkywRRQnvvVI+4Jr3t5ej4JIMWVtyNddUAwDGXjIzquKIx8ZkCQ1OkCQp2J5wyFJTU/HTn/4U3/jGN5CTk4N7770X69evB+DNwlutVmzZsgV33HEHWlpakJGRgT/96U+47rrrAAAXLlxAXl4eXn/9daxcuRLHjh1DUVERPvjgA8ybNw8A8MEHH2D+/Pk4fvw4Jk6ciH//+99YtWoVzp49i5ycHADAyy+/jFtuuQW1tbUwhfhLyWazwWw2o6WlJeTviZbWTBQ5e0814Ou//2DQdS/ddimTFxT3hvN71Cfe4geNbs6ODlw4cRRnjx7GuaNlqP68HJIoBqxRJyQgs2A8si+e6N/gMmdaWSVCcYnxI/TnbS+r5+yQUczZ0YFPdv4L77303KBrC+ctROG8BYwfFNcYP4a2f7XptSOosXVXHMi6f/WnLwGn3ga+9DRwydcif74uG97bgH9+/k98f/b3cfOUm2U7ryRJODHtEkguFy5++y0kdP33jqTzJ5rw6i8ODbrui/89A2MmpkT8enz+/MPvoeqzE1i9bgMmzFso23kHc+HhvRA73LDeOxMJWUlKXw7JLNTfo8OeWeLxePCXv/wF7e3tmD9/PioqKlBdXY0VK1b412i1WlxxxRXYs2cP7rjjDhw4cAAulytgTU5ODoqLi7Fnzx6sXLkSe/fuhdls9gcaALj00kthNpuxZ88eTJw4EXv37kVxcbE/0ADAypUr4XQ6ceDAASxevDjoNTudTjid3UHCZus78G4wnB0y+ik6DI0oDsRr/KDRxdnRjvPHfcmRw6ipONUnOWLKsCJ3UhGyCych6+IJyMgfC7VG3jvriEaTeI0fnB0yuoQSP/pTOG8BJi+8IsJXSDT6xGv8KCnOxsKL0zH1wZ0AgG23zsGiwgz59q98lSUqeccl+ypL5J5ZIjkckFwuAIBKpgHv7Tbn4IuGsC5cmqrOAwBSsiKfMAqV5BYhdnj/nwx1LhzFpyH/xjp8+DDmz58Ph8OB5ORk/P3vf0dRURH27NkDALBarQHrrVYrKisrAQDV1dVITExESkpKnzXV1dX+NZmZfYcPZWZmBqzpfZ6UlBQkJib61wTz6KOP4qGHHhriM+6L7ZBGN8WHoRGNUowfFMsc7W0Bm1u1FZ9DkgI3t8zWLOQVTUXu5GLkFU2FKUO+YYpEoxnjR/fsEIo9ocSPpJQUtDc1Dfqzki3y3RVMNBowfiAgMSL7jb4eZZIldk/XgHeZZ5b4WnBBrYYqySDLOZNM2rCuCwd7q83fftiSFT0deDxtXRW6agEqg7z/T1JsGfL/HRMnTsTHH3+M5uZm/O1vf8PNN9+Md9991/9471JgSZIGLQ/uvSbY+uGs6W3Dhg1Yt26d/2ubzYa8vLwBr43ij28YWnWLI+jcEgFAVqSHoRGNQowfFEscbW04d/wIzh39FGePlqH29OdAr86llqxs5E6eirwp3gSJKT1DoaslGt0YPyiWDCd+JKem4vd3fbPPcPeejGnpGDN5SqQvn2hUYfxQmMIzS+ROloi+eSVGo2xtErMLLUiyaPsMd+8pOUWL7EKLLNcDdFeVJKelI0EbPTcZ++eVJCeyjSUNaMjJksTERP+ArNmzZ+Ojjz7Ck08+6e/zWF1djezs7sxhbW2tP4uelZWFzs5ONDU1BWTna2trsWDBAv+ampqaPuetq6sL+DkffvhhwONNTU1wuVx9MvY9abVaaLXyZVNp5DyiJHvLs6gZhkY0yjB+UDSzt7Xi3LEynDtahrNHD6OusqLP5lZKdg5yi6Yib3IxcoumwpjGWQFEcmD8IDmJogfnjx1BW3MTki0pGDN5ClQqdb/rwxU/ltxyO17burnf8yy++fYBr4OI+mL8UJjobUmlVBsuuQe8u5ubvZ9o1Gj/cB8Ms2dBUEf297ZKJWDRdYUofbqs3zWXrS2Udbh7U9UFANHVggsAxFZvskRlYgsuGtiIf2NJkgSn04mCggJkZWXhzTffxIwZMwAAnZ2dePfdd7FlyxYAwKxZs5CQkIA333wTa9euBQBUVVWhrKwMjz/+OABg/vz5aGlpwb59+zB37lwAwIcffoiWlhZ/QJo/fz5+8pOfoKqqyh/Ydu7cCa1Wi1mzZo30KVGUKC2rwkM7jqKqpXs2iFzDyEqKs/HbG2b2OX+WnMPQiEY5xg9Skr3VhnPHyvwD2evOnO67uZWTi7yiYv8GV3IqW3ASRQPGD4qU8g/34O1tzwRUeCSnpmPJLbejcJ73/4VIxY/CeQuwZt3GPuc3pqVj8c3d5yei4WP8kJl/Zom8iV4lZpbYdu5E9Y82AQA89Q04c/PN0GRlwbpxA0w95t5EwvgZmSi5oxi7nj0Kd2d3m8fkFC0uW1uI8TPkbQ3cXN2VLMmOrmSJpytZoua8EhrEkJIlGzduxFVXXYW8vDy0trbi5Zdfxu7du1FaWgpBEHDvvfdi8+bNKCwsRGFhITZv3gyDwYDrr78eAGA2m/HNb34T3/ve95CWlobU1FR8//vfx9SpU7Fs2TIAwOTJk1FSUoLbbrsNTz/9NADg9ttvx6pVqzBx4kQAwIoVK1BUVIQbb7wRP/3pT9HY2Ijvf//7uO222wacZk+xo7SsCne+cLBPG6zqFgfufOEgfnvDTFkSJsuLsmSvbIkVSlT9UOxi/CClddhaAu78rT9zus+a1DF5/s2t3MnFSE5hu0UipTF+kFzKP9wTtLKjrbEer23djILps9HaWB/R+FE4bwHGz5k3pMqWeCKKEqrKm9FucyLJ5G0rI+fd0hRbGD+igH9mibxtuOxueWeW2HbuxPl77u2TOHfX1HiPP/mELAmTw7vP4fyJZhQtysGE2VbFfkc2RmFliSRKcFbafF9AEiUIjB/UjyElS2pqanDjjTeiqqoKZrMZ06ZNQ2lpKZYvXw4A+MEPfgC73Y5vf/vbaGpqwrx587Bz504YjUb/z/jFL34BjUaDtWvXwm63Y+nSpdi2bRvUPUrTXnzxRdx9991Y0fXLZM2aNfj1r3/tf1ytVuNf//oXvv3tb2PhwoXQ6/W4/vrr8bOf/WxEfxkUHTyihId2HA06L0SCtxXWQzuOYnlRliwtueaP553EvSlZ9UOxifGD5NbW2IDzJ47h3LHDOHvkMBrOnemzJi33Iu9dv0VTkTt5CpI4OJco6jB+kBxE0YO3tz0z4JqKj/f7P49k/FCp1MibMi1sP2+0OHWoFu+9Uh7Qlz/JosWi6+S/a5piA+NHFBCVGfDu8MjXhkvyeFCz+dE+iRLvgxIgCKjZ/CiMS5dGvCVXa6P39+OEOVaMmaDc+5pmX7IkZ4xi19CTvawezTtOwdPirSxxHGtC9ZZ9sKweD30x2ypTX4IkBfsXHR9sNhvMZjNaWlpGf0Y/huw91YCv//6DQde9dNulTGQooL+qH1/aSo6qH4oe8fp7NF6fd7TyuN2oO/05LpQfx4WTx3Hh5DG01tf1WZeel9+1uVWM3MnFMJgt8l8sEQGI39+j8fq8o5Uvfhz5v7fx8Rv/HHT9/Gu/jukrrmb8kNmpQ7UD9uMvuaOYCZM4Eq+/R4f7vDs63Sj60RsAgKMPr4QhUcbExZPTgaYK4JtvAnlzZTvt3Bfnwu624/Uvv448Y15Ez9X+4T6cufnmQddd9NxzSJoXub8DUZTw9Hd3Q/RIuGnzAhhTlRmsLkkSfnXzV+FyOnDL1t8ibUxk//4HYy+rR8MLx/p9PO2GyUyYxJFQf4/Km94lCkFtq2PwRUNYR+ETTVU/g2GbMKLRq6Ol2ZsUKT+OCyeOoebzz+DudAasEQQV0i/KR+7kYuQVTcWYyVNgMJkVumIiIooGocSPgaTk5DJRIjNRlPDeK+UDrnl/ezkKLslQvCUX24QR9aLAzBJJkmQd8O6u63uD1kjWDVd7sxOiR4JKJSDJoo3ouQa+jia4nA4IggoWa5Zi1wF4W2817zg14JrmHZ9DV5SmeEsuURRRWVmJtrY2JCcnIz8/HyqVStFrimdMllDUyTSGlgEPdR2Fz76KxoDWW71JAKpaHNhX0aho1Q/bhBGNHqLHg/qzlf6KkaqTx9FcU9VnnS4pGdkTJiGncBJyJk5G1vhCJOoNClwx9SSJElqbHGiu6UBzjR3NtR1dn3fA5fBAa9B4/yQlQGvQQGdI6DqWAG2Spvtzgwa6rjUJWjUEgZtPRDSwocQPS3YOqj87OejPTGa7Rtn44sdnB2oDWm8F09bkxL9/dxhpOUmKxQ+2CSMKQpR/Zkmn2Amp6/ZOOQa8azIywrpuuFobvHNaklO1iiZpfS24TJmZUGvknVXTm7Oixd96qz+eFiecFS3QjbfIc1FBHD16FKWlpbDZbP5jJpMJJSUlKCoqUuy64hmTJTQoue/Qn1uQimyzDtUtjqAVDAKALLP3OkhesVD101+bsOoWB+584SDbhBFFOXurDVXlJ3Dh5HFUlR9DVflJuJy9fqcIAtLG5CFnwiTkTJiM7AmTkJo9BgLvvlGMo82F5toONFV3oLm2Ay01HWiq6UBLnR0el9j/97W7hnwulUpAoqF7I0zXI9kSsDnmS7z0eIyJFqLYIIqeIQ85H0n8kCDh93d9E22N9f3+fGNaOsZMnhKOp0c9DDd+9Hb603qc/rT//35A5OJHf23C2pudKH26jG3CKH55ul7nyTizpL2z3f/54frDmJs1F+oIVrYYZs+CJisL7pqa4HNLBAEaqxWG2bMidg0AYGvwxjtTeuSraQbSWHUeQHQMdxdbB06UDHVdJBw9ehTbt2/vc9xms2H79u1Yu3YtEyYKYLKEBqTEHfpqlYBNq4tw5wsHIQABm96+l6ebVhfFRUulaGslFe1VP7HUJoyIAEkU0XDuTFc7FG9blKYL5/qsS9QbkF040bu5VTgJWYUToUtKVuCK45u704OWOnvAhlZzrXdTy9nu7vf7VGoB5gw9LFYDLJkGWLK8H7UGDZx2N5wdbjjbXXB2uOHo8H50+j76j3uPiW4JoijB0eaCo80FwD6k56BSCV13HCf02hgLvmGWNiYZuiRl74ojijflH+7B29ueCUhcJKemY8ktt6Nw3gIA4Y8fAoAlt9yO17Zu7ve6Ft98+6AJm9EgEq2kRhI/DKZEtDUN3iptwqVWaPUJsscPrV6NE/tqBvzeaGkTRiQ7X2WJWp7XUrsqd+EnH/7E//Xtb94Oq8GK++beh2X5yyJyTkGthnXjBpy/594gD3r/zVs3boj4cHdbvXfPzpimXAcWUfTgTNknAABNohai6FE0bqqMiWFdF26iKKK0tHTANaWlpZg0aRJbcsmMyRLql5J36JcUZ+O3N8zsk6jJiqNWStHYSiraq35ipU0YUbxydrR33fV7DBdOHkf1Zyfh7Gjvsy4lJ9fbTmuC909qbl5cbFBFA1GU0NbobZvVVBO4odXW5ETQX/5dklO03QkRq++PHsZUHVTqkb/AlyQJbpcIZ7svmeKCo93dJ7ni3RjrcazDBWe7G6Lo3Sizt7pgbw2touULd05FwSWRbZtARN3KP9wTNGHR1liP17ZuxoT5l8HZ3h6R+FE4bwHWrNvYJ1FjTEvH4pu7EzWj2UhaSUUqfkAQ8PzGPQO24kpO0WLpTUX9JiOUiB89tTU5UVXejDET2caN4oyMM0t2Ve7Cut3r/C24fGo7arFu9zpsvXJrxBImphUrgCef8CZMelSXaKxWWDdu8D4eYa313gSwKU2ZypLeNzp89tFe/P6ubwbc6CA3bYEZanPigK241GYttAXKzLWsrKwMaL0VjM1mQ2VlJQoKCmS6KgKYLKF+RMMd+iXF2VhelBVVlRVyidZWUtFe9RMLbcKI4oXL6UDDubOoq6xA1WcncOHEMTScP9unPD1Bq0PWxRO6W6IUToTeaFLoquODJHnvrG3u2sjqOU+kpdYOj7v/tidag6bHhpYeFmsSLFY9zBkGJGgj+0ZYEAQkJKqRkKhGcsrQBldKkgSX09O1+dW9EeZo71XJ0vW5o2tDTW9S5k4zongkih68ve2ZAdec3Pu+//NIxI/CeQswfs68IbcAGw1CaSU1bnqGIvFj0XWFQa/N57K1hQNWbUQyflR91oyKTwZu/wUA7bbBq2OIRh2ZZpZ4RA8e2/dYn0QJAEiQIEDAln1bsDhvccRachmXLPG/z8l6cBMSC8bBMHtWxCtKfLrbcMlfWTLYjQ5r1m1UJGEiqARYVo9HwwvH+l1jWT1OseHubW1tYV1H4cNkCQUVLXfoq1VC3FUAREOiaiDRXPUT7W3CiEYjSRTRUleLujMVqK88jfozp1F35jSaqi8E7dtrtmYhZ8Jk5BROQvaESci4aCxUMr2JiDfuTk/XZpbdP1Tdt7nl7Big7YlGgDnDgJSuO3vNmb7PDdAlJ8TkzA9BEJCo0yBRp4GRI8+IokLv+HGm7JMBZ4b4zLxqDYquWBqx+KFSqZE3ZVrYf240E0UJ771SPuCanX84Ak2iCp12T79rIhU/xs/IRMkdxX2qXpJTtLhsbWQHqA8WPzIvMoaULEkyDS1JQzQqyDSz5GDtQdR09N8OT4KE6o5qHKw9iDlZcyJyDZ6mJu8nggDLV78qW5LEx9Y14N0oc2VJKDc6vPPcMxg/Z54iNx7oi9OR8rWJaHr5RMBxtVkLy+px0Beny35NPsnJobWVDnUdhQ+TJTFEzvkVvENfOdGSqBpItFb9RHubMKJY52hr60qGVKD+TKX349kzcDmC9/3Wm8zIuGgsrOMuRnZXv/gkC1tQRFJzbQcqyxpQWdaA8yebILr773uSnKr1bmJlGmC2dm9oJafq2FediAAMb9B6MEONHwPJKpwIa8H4IX8f9a+qvHnANlcAIHokf6JEifgxfkYmCi7JCPs8lZHKLrQgyaIdtE1YdqFFvosiigYeNyB1JVfP7QcmfSFi7bjqOurCum443I2NAAB1SorsiRKPR0R712wnuStLzh87MuiNDq0N9Th/7IhiNyKou2aSqAwamFePh9qUCG2BWbGKEp/8/HyYTKYBW3GZTCbk5+fLeFUEMFkSM+SeX8E79JUTK4mqaKz6ifY2YUSxwuN2o+nCOdSd6a4UqTtzGm0NwV8IqzUapOXmIyN/LNLz8pGeX4CMi8YyMSIDj1vEhc+aUXnYmyBprukIeNzX9iTF6t3QsmQakJJlgDlDD00iK3qIqH+hDFrvbSTxQ5OQiE92/XvQ60pmbAmLnvGj/KOBB5T7zP/SeExbnKtY/FCphKib+6FSCSNuE0Y06hx9Dfj3+u6vt98AmHKAki1A0Zqwny7DENp8uVDXDYenoQEAoEmTf4+krdEJSQLUGhUMMg8rb2tuCuu6SOg87U1GaAtTkBTBSsShUqlUKCkpwfbt2/tdU1JSwuHuCmCyJAYoMb+Cd+grh4mqkYnmNmFE0UaSJLQ3NQZsaNWfOY2Gc2cheoK3aTJlZCI9Lx8Z+QVIv2gsMi4ai5TsMWylJaP2ZicqjzSg8nADzh5rhMvZ3RJFpRKQXWhGfnE68ovTkJJliMm2WUSkrMH6j69etwE5hZPCGj9E0YNTBz8a8A5VY1o6xkyeEp4nGYcGih+hsI41MdEehJJtwoiiztHXgO03Ab13kmxV3uNrnw97wmRm5kxYDVbUdtQGnVsiQIDVYMXMzJlhPW9P7oauyhIFkiXdLbh0sldLhHoDg5I3OjhPtwAAtGOjby5mUVER1q5dix07dsBu7662NZlMKCkpQVFRkYJXF7+YLIlySs2v4B36ymGiauSitU0YkZI6HXY0njvbtanla4NyGo7W4GW/iXo90vPGeqtFLipA+kX5SM/Lhy6JPVPlJooSak/bUFnWgNOH61F/NnDIn96UiPziNIwtTkPu5FRo9Xx5R0TDF0r/8R2/eCzoXCpg+PFDpVJjyS23B03S+Cy++fa4GLYeLqHGj/yiVLz/l3K0t3T2+7PYSmpg0domjEhWogcoXY8+iRIA/h2s0vuASVeHtSWXWqXGfXPvw7rd6/o8JnTtYK2fuz5iw90BwNPYVVmSKv8+TWu9csPdx0yeguTU9Ki90UHySOisbAUAJOZHX7IE8CZMGhoa8NZbbyEvLw9LlixBfn4+K0oUxHfTwyDn7BAl51fwDn1lMFEVHtHYJowokiRRRHtzE5prqtBSW+P9WFON5tpqtNRUo6OlOej3CYIKKdk5/tZZvrt9TRmZrEhQkKPdhTNHva21zhxphKPN1f2gAGTmmzB2ahryi9OQkWdUvOcuEUVWuGaHBNM7flSWfTz4oHXJu+mVmjMmrPGjcN4CrFm3sU/7L2NaOhbf3H/7L+o23PghqAW2khqhaGwTRuQRu3cU9lU0YlFhRuT2Eir3ALYLAyyQANt577qCRWE99bL8Zdh65VY88J8H0ObqTgxbDVasn7sey/KXhfV8vUVHZYm8w92B6L/RwVXdDqnTA0GrRkJWkiLXEArf3JL8/HwUFBQofDXEZMkQyT07ROn5FbxDXxlMVBFRMK5OJ2y1tWipre5OhnRtbrXUVMPt6v+OUAAwmC3+zSzfx9TcPCQkamV6BtQfSZLQcL4dlWX1qCxrQPWploCbthP1GlxUlIr8qWm4qCgNBpO8/YiJSDnDmR3S20jjRzArv30Piq8I/+ZT4bwFGD9nXsSSQ6NNuOIHW0kRjT6lZVXY9NoR/9e3PPtRRPev0Bba/KOQ1w3RsvxlKKsvwx/L/oiFOQvxzanfxMzMmRGtKPFx+ypL0uSvLLH5KkvSlGnVXjhvAWav/jL27/jfgOPRcKNDzxZc0XxzmS9ZYjabFb4SApgsGRIlZodEw/yKeLtDX87KoYEwUUUUfyRJgr3Vhubqqh4bWl1VIrXVaOt6Ed4fQaWCKT0D5swsWKzZMFuzYLFmwZyZBbM1iy20oozL6cG54404XdaAM2UNaGtyBjyempPkba81NQ1Z48xQqVmKTRRvBpsdsmbdRhTOWxDW+KFJTMTnBz8a9NrM6ZHbPFep1MibMi1iPz/aiKI0pPZNkYofbCVFNHoosX+FZGt41w2D3e2tsihKK8KcrDkRO09vnnpvnFXL3IZLFCXUn/NW0rg7PRBFSZHf2R63t4px/OxLMXHBoqi50cE33D0xCueV9NTS4k3qmEzRfZ3xgsmSECk1O4TzK+Qld+XQYOItUUUUDzxuF2z1dWiprkJzbY13U8u/uVUNl8M+4Pcn6vUwW7Nh6UqAWKxZ/q+N6RlQaxjao1lLXQdOH/a2Rzl/sgmiuzu6axJUyJ2Ugvyp6bhoSipMCpTSE1H0CGV2yOu//hksf81BS21N2OKHKHrw+7u+GbX9x0ebU4dq+1RzJFm0WHRdYDWHXPGDraSIYp9S+1fIXwCYcrzD3PvbwTLleNdFSIe7AwBgSDBE7BzBuBu9bbg0Mrbh6h0/PvrXaRz9T1Wf+CGHc8e8FUyTFl6OSQsul/Xc/ZEkqbuyJD+6KzZYWRJduKMSIqVmh3B+hXwUufOCiOLO67/8GU5++J8B1ySnpXdvZmVmwZzVvbmlN5o4SySGeNwiLnzWjMquDa7mmo6Ax03pOuQXpyN/ahrGFFqgSWSbGSLyOn/syKCzQ9ydnag/c9r/dTjiR7T3Hx9NTh2qDTonpL3ZidKnyzB71Vi47B7GDyIaEsVm36rUQMkWYPtNQR7sij8lj4V1uHtv7a52AIBBI2+yxNMgb2XJYPGj5I5i2RImjrY21FVWAADyiqbKcs5QeBodEFtdgFpAYl70dljo7OxER4c3xjNZEh2YLAmRkrNDOL8i8hS784KI4o7ZmgVNohbmTGvXnb3Z3rZZWV3tsjKs0CRyHkUsa292ovJIAyoPN+DssUa4nB7/YyqVgOxCM/KL0zF2ahosVgOTX0QUVFtzU0jrZq/5MoqvXB7W+MFB65EnihLee6V8wDX7/3na/znjBxGFStHZt0VrgLXPA//6HtBe233clONNlBStCf85e4iHypJQ4sf728tRcEmGLC25zp84AkgSUrLHIMkSPZWJTl8LrlwjhITovaHAV1WSkJAAnU6ZuTMUiMmSECk9O4TzKyJLsTsviCjuLPjqf2HR9bdwg2MU8Q3XrfikDhWf1KPuTGvA43pTord3fHEa8ianIlHPl19ENLjkEDccxk2fjbQxeWE/PwetR1ZVeXNA663+5E1JxZSFOYwfRBQypfevULQGMOcCv18M6CzAdS94W2/JED86XN5kSVJCUsTP5SN2dECye1thqlMjv18USvxoa3KiqrxZlraKZ496K1xyi4ojfq6hiJV5JT1bcHGPIDrw1VaIomF2COdXRI6id17EgGgZek80GrBqZHQQRQnVp5rx+cf1qPikDrb6HvFBAKxjTcgvTkN+cRoy8owQ+DuTiIZozOQpSE5NV3R2SLwNWpeDL34c3FkZ0vpJl2Zh/Ex5e89HA8njQcf+A3DX1UGTkQHD7FkQ1EzUEYUiGvavIHWdWWsCChZF7jy9+JIlcrbh8lWVCDodVEmRP2+7bfBE+1DWjdT5Y13JksnRkSyRRAnOihbYj3tboyXmGRW+ooH5hruzBVf0YLIkRJwdMropfudFFIu2ofdEREpxd3pw9lgjPv+kHqc/rYejzeV/TJ2gwkVFqSi4JB35xekwmJgUI6KR4eyQ0WOg+DGYJJM2glcWnWw7d6Jm86NwV1f7j2mysmDduAGmFSsUvDKi2BAV+1di1+85tbzbjr42XHJWlvjmlWhSU2WpDAg1LsgRPzrtHaipOAUgOpIl9rJ6NO84BU9Lp/9Y8z9OQQCgL05X7sIG4KssMZmiuwImnjBZMgScHTJ6RcWdF1EoFofeswqGiMLJ0e5C5eF6fP5JPc4caYC7U/Q/pk3SoGBqOgqmZyBvcioStNywJKLw4uyQ2DVY/BhbnIbKskY42vtPnCSnaJFdaJHhaqOHbedOnL/n3u670ru4a2q8x598IuoSJqyCoWjk27/a9NoR1PSoMJBt/8rT9btNlRDZ8/TiG/Cu1+hlO6e7wVtZopZhXgkAZBdakGTRDtiKS674cf7EMUiiCHOmFab0jIifbyD2sno0vHCsz3GxtRMNLxxD2g2Toy5hIooizp075/9cFEWoVCqFr4qYLBkizg4ZnaLizosoE4tD71kFQ0Th0NroQMUndfj843pcKG+GJHb/JkxO1WLcJRkomJ6BnIvNUKn5YnYgkscDZ3k5XOfPQ5VshNpkhMpo8n5MTobANwNEg+LskNgx1Phx6lAtSp8u6/fnXba2UJbhvNFC8nhQs/nRPokS74PeYzU/2YzkxYuhSpB3A7Y/rIKhaFZSnI2FF6dj6oM7AQDbbp2DRYUZ8rx/91eWyPtv1e72zg6RtbKksbuyRA4qlYBF1xVGRfw4d/QwACB38tSIn2sgkiihecepAdc07/gcuqK0qGmPfPToUZSWlvorSz755BNUVFSgpKQERUVFCl9dfGOyZBg4O2R0YuVQoFgbeh+LVTBEFB0kSULjhXb/BlfvAe1pY5JQMD0D4y7JQHpeMgfvDUDs7ISjrAwd+w+g48B+2A8egtjaGnyxIEBlNEJtNEJlMkFtMnUnU4xGqMwmqI2mwASLb53RCMFg4H8LihucHRKdRho/xs/IRMkdxXjvlfKAO4STU7S4bG0hxs+In1klYmcnmrdvD0g6BOOuqcGJqdO88UDh+BGLVTAUf3omRmS90dcjf7LEI3r8yRJDgowzS2SuLAG88eOKr0/Auy+dDDgud/w4d+wIACA3gvPTQuGsaAlovRWMp8UJZ0ULdOMt8lzUAI4ePYrt27f3OW6z2bB9+3asXbuWCRMFMVlCUUfJNkqsHOoWS0PvY7EKhoiUJYoSqj9vQcXHdfj8k3rY6uzdDwpA9ngzxk3PQMEl6TBnyPdmK9Z42tpgP3TInxxxfHoYUmfgGxWVwYDEceMgdnTA02qDaGuF5HQCkgTRZoNoswHnzw/95BpN10aZsdemmMl/TGUyQm0ydz1m9D5mNEJtNkOljb85AEQUnChKqCpvRrvNiSSTt3VJf3fkhjt+jJ+RiYJLMkI+/2gRSvwYiNLxY9AqGEFAzeZHYVy6lC25KD4p0IbLlygB5KsskTwe2I94KzwkpwOSxyPbv/mkFO9MXVO6DvOuGSd7/HA5Hag+VQ4AyC1StrJEbA0tfoS6LpJEUURpaemAa0pLSzFp0iS25FIIkyUUVaKhjRIrh7xiaeh9rFXBEJEy3C4Pzh1rwuef1OH0p/Wwt/YY0K5RIa9rQPvYqRzQ3h93XR06Dhzo2tw6AOeJE4AoBqxRp6bCMGsWDLNnQT9rNnSTJkLQBL7kFJ1OiDYbPK2t/o+ero0vj60VYqv3o6fVBrGl7zq43YDbDU9TEzxNTQh9VHI3ITHRf2eyd4PM+7l2QiGMK1ZCO65gBH9TRBQrTh2q7VPZkWTRYtF13XfmRjp+qFQCxkxMGfmTiWKhxA+V0dh/NWIPY375JLQXX6xo/BB0Om+ypj+SBHd1NTr2H0DSvLnDOAtRjFOgDZdvXolaUCNRFfnX8r3b8Nn+9To6DhyUrQ1f44U2AIC1wIwJc7Iifr7eLpw8DtHjRnJaOsyZVtnP35PKGNp/71DXRVJlZaW/9VZ/bDYbKisrUVDA9yNKYLKEogbbKEWXWBp6H0tVMEQkL0e7C5VlDaj4pA6VRxrhdnr8j2kNGuRPTcO4SzKQV5SKRB1fFvUkSRJclZXoOHDQu8F1YD9clWf6rEvIy+uRHJmFxLFjB21votJqocrIgCZj6IMgJUmCZLcHboC1tEBsbe3eKGux+atY/Ot6JGcgSZA6O+Gpr4envj7wBK8DdU88CW1hIYwrV8K0cgUSL76YLb+IRqH+Zoa0NztR+nQZpi3ORXuLk/FjiIYbPxLy8nBq2XK4a2qCV2wIAjRW67CrNcIZP0KtgnHX1Q75OolGBY/b+1El3+/HDncHAMCgiXyr1mhow9dw3pscShsj33yWns4d88bPvMnFir9O1haYoTYnDtiKS23WQltglvGqgmtrawvrOgo/vqqjqMA2StEnlobex1IVDBFFXluTAxWf1OPzj+tw4WQzxJ4DdlO0KLgkAwXT05FTaIGaA9r9JI8HzhMn/Hf9dhw8AE9dr0SCIEA7cWL35tbMWUiwyttTXxAECAYDVAYDYB36XWySKELs6IDY0tJ9R3LXRpmnqQnte/eife9eOMvL4SwvR/2vf43EceNgXLkCppUroZ04UfE3hEQ0cqIo4b1Xygdc8+k75/yfM370L5zxw7pxg3ejURACNyG7fu9aN24YdoubcMaPtj17Uf3AA4N+T+3Pt8J56hTjB8UfBSpLOlxdyZIIzyuJljZ8vsqStJzkiJ1jIL5kSe7kYkXO35OgEmBeNQ6NLx7vd41l9bioGO6enBzaf69Q11H4MVlCUSHe2ygpOadlILEy9D6WqmCIKPw6HW5cKG/G+RNNOHeiCfVnA+/CSc1JQsEl6Rg3PQMZFxm5UdFFdDrh+PRTf1sU+6FDENvbA9YICQnQTZ3avbk1YwbUJpNCVxwegkoFdXIy1MnJCPb2Pe0bt8LT0oLWt99B6xtvoP0//0Hn55+j4be/Q8Nvf4eE/ItgWrESxpUroZtSxP+fiGJUVXlzQOut/kyYa8UlS/NGXfyQPB507D8Ad10dNBkZMMyeFfKmXiTjh2nFCuDJJwJa2wCAxmqVrbVNf3rGD8uXv4T63/ym/yqYLu6qKsYPik8KzCzxV5ZEOFnSsf9AwO+nPmRow+fxiGiq9j7fVJkrS0TRgzOHP8H5E8cAADmTomMQuaqfKk+1WQvL6nHQF6fLfEXB5efnw2QyDdiKy2QyIT8/X8arop6YLKGoEM9tlKJhTstAYmHofSxVwRDRyLldHlR/bvMmR443ofa0LaB6BAKQPc7svQP4knRYrBzQDgAemw0dBw/C3tUWxXH4MCRXYLd2VXIy9DNm+De3dFOnxuUgdLXZDMuXvgjLl74IT2sr2nbvhu2NN9D+3vtwVZ5Bw+9/j4bf/x4JY8bAuGIFTCtXQDdtGgQOYSSKaj3jR/n+mpC+J39qGjLzYztJ3FvvPvsAoMnK6jcZIXf8MK1YAePSpcNO5shBUKsHrYLJfuwxCCqB8YPik6erHZIClSVJmsgmD9x1dWFdNxzNNR0QPRISdGoYU+XroFH+4R68ve0ZtDV2Vw/+7ScPYMktd6Bw3gLZrqM3SZJge8vb7jFpQTb0U9IhtnZCZUyEtsAcFRUlPiqVCiUlJdi+fXu/a0pKSjjcXUFMllBUiNc2SrEypyUWht7HShUMEQ2d6BFRe6YV54434fyJJlSdaoHHFTgU1pSuQ+7EFIyZlILciakc0A7AVVML+4H93cN0T57sc/erOiMdhlmzvZtbs2Z6W4RE0WZUNFAbjTCvXg3z6tUQ29vR9n//B9sbO9H27rtwnT+PxmefReOzz0KTlQXjiuUwrVwJ/YwZ3PgiigKhxI/BJJlGV8I4lD77+kumKx4/BLU66gejh1oFw/hBcUnsmlmiwID3SFeWhDpzbziz+ULV6JtXkpMkW5Va+Yd78NrWzX2OtzU24LWtm7Fm3UbFEibOz1vQedoGaASYrsyDOspjd1FREVJTU9HY2Bhw3GQyoaSkBEVF0VGtE6+YLKGoEI9tlDinJfxioQqGiAYniRIaLrT722pdONmETocnYI3BlIjcSSkYMzEFuRNTYErXK3S10UGSJHRWnEbHgf2wd21uuc6d67MuMT8f+lmz/Hf+Jlx0EduADIEqKQmmq66C6aqrINrtaHvvPbS+sRNt77wDd3U1mp7/E5qe/xM0GRkwLl8O48qVUXc3NNFoNpT4kVNowb4dFeiw9T8MNjlFi+xCS4SvWj6D9tkHcP6/1wEeT5+HGT+CC7UKhvGD4s4obsNlmD0Lmqys/tvwCQI0VisMs2dF7BoaznvbDqfKNK9EFD14e9szA65557lnMH7OPKhU8v/eavVVlczOivpECQDU1dX5EyVr166Fx+NBcnIy8vPzWVESBZgsoX7JOUcjHtsoxfuclkiJhSoYIgokSRJa6uz+tlrnTzbB3hrY3kNr0GDMhBR/giQlyxD3mzSSJKHjww/R/Je/ov2DD+BpaAhcoFJBO2liwJ2/kbzDLd6o9HqYVqyAacUKiE4n2v/zH7S+8QZa334H7ro6NP35z2j685+hTkuDcdkymFaugGHuXAgavvwm6o8oSt5ZIjYnkkzeRIVqgNf/I40fuuQElD5d1u/Pv2xt4YDnjzWD9tkHvIkSQYB28iTGjxANtQqG8YPign/Auzz/33pED441eGdo2F12eEQP1BHatA9ow9fnQW/MsG7cENFkZ8OFrsoSmeaVnD92JKD1VjCtDfU4f+wI8qZMk+WafJynW+D8vAVQCzBemSvruYfr0KFDAICJEyeyiiQKMdpSUErM0Yi3NkrxPKeFiKityYnzJxpxrmuDq60pcMiuJlGFnEILxkxMQd6kVKTlJo+qDauRcDc1oeXvr6L5lVfQWVnpPy4kJkI/bRr0s2fBMGs29DOmQ50sz91m8U6l1cK4ZAmMS5ZA7OxEx9693lYrb70FT0MDml95Bc2vvAK1xYLkZUthWrkSSfPmQUhkuzgin1OHavHeK+UBQ9eTLFosuq4Q42dk+o+FM36Mn5GJkjuK+5w3OUWLy9YGnnc06DxdEdK6rB//GCnXfiXCV0MA4weNYp6uNlwyVJbsqtyFx/Y9hpoO7yyqD6s/xMq/rcR9c+/DsvxlETmnrw1f1Q/vh9ja6j/euw1fpDRe8FaWpMlUWdLW3BTWdeHkn1UyywqNJfpb93s8HnzyyScAgOnTpyt7MRQUkyXUh5JzNOKpjVK8zmmJV3JWahFFI0ebC+dONPlbozTXdAQ8rtIIyCow++/8tY41Qa1hCbKPJEmwHzyIppdfQesbb0Dq9LaNUSUlwbRmNcyrVnmH6XLzRHGqxEQkX3EFkq+4ApLrQbTv24fWN3ai9c034WlqQstf/4aWv/4NKpPJu0G2cgWSFi7kfzuKa6cO1Qat8GhvdqL06TJMX5YHd6cYkfgxfkYmCi7JGFJFSyzpGT9s//53SN+TmJcX4auiYMIdPySPZ9D2YEQR468siWyyZFflLqzbvQ5Srx2s2o5arNu9Dluv3BrRhIn9k0/R+Mc/ImnhQqTdfrss/846HW7Y6r031abKVFmSbEkJ67pwcZ6xwVneDKgA45WxEbs+++wztLe3w2AwYMKECUpfTlCS5EFz80dwOmuh1WbCYpkDQYif+MFkCQWIhjka8dJGKR7ntMQrJSq1iJRmb+tETYXNnxypP9cW0GNREICMi4zInZSK3IkpyLrYjITE+HkBFiqPzYaWf7yGpldeRudnp/zHdUVFsHztOpivvhqqJHneJNHQCQkJSF64EMkLFyLrRw+gY/8BtO58A7adb8JTX4+WV19Fy6uvQpWcjOTFi2FauQJJl10GlY43SlD8EEUJ771SPuCaj3ed9X8eifihUgkYM1HeDZ5I6y9+QKMB3O7g3yRDn30KzUjjh23nzr6D57OyZLnjnQgA4OmaB6WO3M0gHtGDx/Y91idRAgASJAgQsGXfFizOWxyxllyeem9rKsO8eUNqxzcSjVVdg+xNidAny3OzzZjJU5Ccmj5gKy5jWjrGTJ4iy/X4tL7tfX1gmGGFJjU2Xj/7WnBdcsklUEdhAru29g2cLH8YTmd3/NBqszCh8EfIzFyp4JXJh8kSCsA5GvKJxzkt8UjJSi0iOUiShNZGB+rPtqHubCvqz7ah/mxrn7YoAJCak4TciSn+wbpag3wDH2OJJElwHD7svQv49dchObxxWdDrYbr6C0i57mvQTy1W+CppqASNBkmXzkPSpfNg/eEPYT90CLY3dqJ15064a2pg27EDth07IBgMMF55BYwrViL58kVQGSI7pJRIKb74ceKD6oAWWP0ZNz0dk+ZnM34MIJT44aq60N1nX+p1FwMi32efhm6o8UNjzULjtmfR+w2Iu6bG+9/+ySeYMKHI87fhity248Hag/7WW8FIkFDdUY2DtQcxJ2tORK7BVes9f4JVvraNjV3zSlJz5LthSqVSY8ktt+O1rZv7XbP45ttlHe7eeb4NjuONgAAYF8dGVUl7eztOnjwJIDpbcNXWvoHDZXehdwBxOmtwuOwuTC3+TVwkTJgsiRFytfDhHA15xduclngTDZVaROEkekQ01XT4EyJ1XR+dHcHvUDVn6r1DdSd6W6MYTGwzNBBPWzts//wnml55Bc5jx/zHtYWF3iqSNWugNhoVvEIKF0GthmH2bBhmz4Z1w32wf/IJWt/YCdvON+C+UAXb6/+G7fV/Q9DpkHz55TCuXIHkK66EOplVRCSfoQ5bH/BnDTF+BDN+lrddFvU1lPihn1oMPPlE36oDmfrs08iEEj/6JUmAIKBm86MwLl3KpBhFjugBmrvm6rVWeb+OwCZ6XUddWNcNh7umFoD3d6hcGs53zSsZI+9swsJ5C5BdOBFV5ScCjhvT0rH45ttROG+BrNfjm1ViuCQDCel6Wc89XJ9++ilEUUROTg6sMv4/EwpJ8uBk+cPok2n3PgpAwMnyHyMjY9mob8nFZEkMkLOFD+doyC+e5rTEG1ZqUSxzd3rQcL69q1rEu7HVeL4NbpfYZ61KLSA1JwnpuclIzzMiI8+I9NxkJOr5MiMUjmPHvHcB79gBscPbi19ITITpqhJYrvsa9DOmQxAYE0YrQaWCYcYMGGbMQOb6H8BRVobWN96A7Y2dcJ09i9ad3ruHNRkZuPjd3RBUnOVDkRfqsPVghho/klO1sNUNfiNWkkk79Ccyyg03fphWrIBx6VLOs4hxweJH47PbYHv99f6/SZLgrq5Gx/4DsrUMojhz9DWgdD1gu+D9+tNXgNPvASVbgKI1YT1VhiG0BHqo64bDXeOtLNFkyldZ0nDeW1mSJtO8Eh9nRwdqT38OAFh223eQqNcj2ZKCMZOnyFpRAgCdVe1wHG3wVpUsuUjWcw+XJEn4+OOPAURnVYl3Rkn1ACskOJ1VaG7+CCkpl8p2XUrgLkaUk7uFD+doKEOpOS2xOnQ8Vq6blVoUKxztroA7fevPtaGpugOS2DcSJGjV/qRIel4yMvKMSM1OgjqBG7hDIdrtsL3+bzS98gocn37qP544dqz3LuBrroEmZXT1z6fBCYIA/dSp0E+diozvfQ/O48dhe+MNtJa+Af2MGUyUkCwGG7ZeckexP2ESjvghqAU8v3HPgK24klO8lS0UvvghqNWKbJZ7RA8O1h5EXUcdMgwZmJk5M2KzBMIp2q/bFz+SlywZOFnSxV0XuTvtKY4dfQ3YfhP63Jluq/IeX/t8WBMmMzNnwmqworajNujcEgECrAYrZmbODNs5e/K0tUNs9yYuNJnyVQk0XvBWlqTmyFtZ8tlHe+FxuZCSk4tpS1fKfjOXJEpwVrRAbO1E274qAIB+ajoSMqO7Za0oiqisrMTZs2dRU1MDlUqFqVOnKn1ZfTidtWFdF8uYLIliSrTw4RyN+BGrQ8dj6bpZqUXRRpIktDc7/ZtadWe8M0ZaG4Mn7PTGhK5Kke6KEXOGHgJjwLA5y8vR9Mp2tPzjHxBbW70HExJgWr4Mluu+BsPcOawiIQDejS/d5MnQTZ6MjHvugeQcfKYD0UiFMmz97eeO4fjeKjScaw9b/Fh0XWHQBI3PZWsLh90CbLQYDfFjV+UuPLbvsYAZA1aDFffNvQ/L8pcpeGUDi6Xr1mSEdgd9qOuIQiZ6vBUlA+1gld4HTLo6bC251Co17pt7H9btXgcBQkDCROjawVo/d33EEpvuWu+msSopSbZWqR22TthbXYAApGbLW1ly/D/vAgAmL7xC9nhjL6tH845T8LR0BhxPvCi6WxQfPXoUpaWlsNls/mMqlQoVFRUoKipS8Mr60mpDq44KdV0sY7JkGOS6q12pFj6cozH6xerQ8Vi7blZqkVLcnR601Nthq7Ojpc4OW70DzTXtqDvbBkebK+j3mNJ1ARtb6blGJFkSo37jJRaITidad+5E08uvwH7ggP94Qm4uLNetheXLX4Ymja34qH+CIEDQMbEez8I5P2Qg5441DjpsvdPhwelPG/xfhyN+jJ+RiZI7ivu0/kpO0eKytYO3/hqtRlP82FW5C+t2r+tz93dtRy3W7V6HrVdujbrEAxB7122YPQuarCxvayApyDsQQYDGaoVh9iz5L44U4elR6bevohGLCjMic/Nr5Z7u1ltBSYDtvHddwaKwnXZZ/jJsvXJr0ITm+rnrI/rv09013F3OeSW+qhJTuh4JWvmq2zpsLag8/DEAYNLCy2U7L+BNlDS8cCzoYy3/rIDGooO+OF3WawrF0aNHsX379j7H3W43tm/fjrVr10ZVwsRimQOtNgtOZw2CJz0FaLVZsFjmyH1psmOyZIjkvKtdyRY+8TJHI1baOYVTrA4dj8XrZqUWRYokSXC0udDiT4Z0JUbqvV939LrjpidBJSAly+CdK9LVBiU9LxlaQ4KMzyA+OCsq0Lz9L2j5+9/haW72HlSrYVyyGJbrvoakBfPZVomIBjWS+SG9jSR+9DRhrhVFC3PCGj/Gz/AOcJcjKaQkyeMZdFbIaIsfHtGDx/Y9FrRNjgQJAgRs2bcFi/MWR1Vrq1i8bkGthnXjBpy/515AEAITJl0JTOvGDZxPEydKy6qw6bUj/q9vefajyHVlaKsZfM1Q1g3BsvxlWJy3GHNenAOX6MLjlz+OFfkrIv7vUu55JaIo4dQhbws9gykBoijJFiNP7n0fkijCOu5ipGSPkeWcgLf1VvOOUwOuad7xOXRFaVHV/UAURZSWlg64prS0FJMmTYIqSuK5IKgxofBHOFz27WCPAgAmFD4w6oe7A0yWDIncd7Ur3cJHqTkacomldk7hFKtDx2P1ulmpRcMlekS0Njr9m1g9N7Ns9Xa4HJ4Bvz9Rr4E5Qw9Tug7mDD3MGQak5SYjLScJmsTR/wJHKVJnJ1rffhtNL7+Cjg8+8B/XZGfD8tVrYfnKtUiwxv4d0icaT+AvJ/+C443Hlb6UYck0ZOKLF38RC3MWRs0GF1EwQ5kf4jPS+BGKooU5GDMx/HOVVCohIj83Wth27kTN5kfhru4eoKrJyoJ14wYYr7xy1MaPg7UHA+747k2ChOqOanzlta8gOVHeHvwDaetsC+m6D9YexJys6LnT1rRiBfDkE33/X7NaYd24wfs4jXqyd2VIDrG6ItR1QyRKIlyit4J+Qc4CWV7fubracMnxu7n3jRPVp2x4fuOeYd04MRzHulpwTVp4RcTP1ZOzoqVP663ePC1OOCtaoBtvkeeiQlBZWRnQeisYm82GyspKFBQUyHRVg8vMXIkxY27E+fN/Cjiu1WZhQuEDyMxcqdCVyYvJkhApcVc7W/hETqy1cwqnWB06HqvXDcRPpRYNXafDDZtvA6vO0bWp1YGWOjtaG51BB+T2lJyihSldD1OGHuZ0vTc50vW5NknDFloy6jx3Ds3b/4Lmv/0Nnoau9jSCgOTLL4fla9ch+fLLY/4uTofbgZ2VO7H9xHZ8UveJ0pczYm9WvomcpBxcO+FafKnwS0jXR1/5PsW3UOaH7H7hBFpq7bA1OMISP4ypOmzf/BGHrUeAbedO793+vVojuaurcf7ue6BKTobY5m2vMtrix4W2gVrzdDvVMvDdw9GqriP6hqWbVqyAcenSQauYaHRSpCtD/gLAlOMd5t7fDpYpx7suAtpd7f7PkxLkmeXhrvEmSyI93H04N06Ek62+FhdOHAUEARMXhK+FWijE1tAqXkNdJ5c2XzwP0zo5SaL3NaA1czXS05dAq82ExTInLipKfJgsCZESd7WzhU9kxGI7p3BSumJpuGL1un1Ge6UWhe7gzkp8fqgOtnq7dzjfANQalb8yxL+p1fXHmKaDJiF+XrBEI8ntRtu776Lp5VfQ/v77/g0wdUY6LNdei5Rrr0XCGPnK1CPldMtp/OXkX/CPU/9Ai7MFAKARNFiavxTL8pchUZWo8BUOjQQJh2oO4dVTr+JC+wX88tAv8dTHT2Fp/lKsnbAWc7Kif0gyxYeq8uZB54c42l3Y+/e+G8wjiR8cth5+kseDms2PBp8h0UVsa4MqPQ0pX/3qqIsffyv/W0jrvzP9OyhMKYzwVYWuvKkcv/7414Ou++vJvyJdnx518UNQq5E0b67Sl0EKUKQrg0oNlGwBtt8E9LeDVfJY2Ia799bm8m466zV6aFTybHX623BFcGZJKDdOvL+9HAWXZEQsNh//z/8BAHInT4ExVd6bi1TG0N5nhLpOLsnJoVVJhrpOTi22QwAAq3UVMjKiZyaXnJgsCZFSd7WzhU/4xWo7p3CJ1YqlWL1uot5aGxyoqeguydUlJfg3sbpbZulhSjcgyZwYVb1XyavzzBk0/+1/0fL3v8PdVX4PAEkLFsDytetgXLwYQkJsz4BxiS68c+YdbD+5HR9Wfeg/PloqMZZetBTfmfEdvFn5Jraf2I6P6z7GG6ffwBun38BY01isnbgWa8avgVlrVvpSKY612wZOlPhkjTNhzMSUsMUPDlsPv479BwLaIfVnzOOPI3lBZO66lkt/8UMlqCBKYtDvESDAarDiW1O/FVWtEa/IvQJ/OfkX1HbUBp1b4vNRzUf4aOdHjB8UNRTrylC0Blj7PFC6PnDYuynHmygpWhPe8/XgqyyRq6oEAFy+Ae+ZGRE7Ryg3TrQ1OVFV3hyxNpbHu1pwTV54ZUR+/kC0BWaoTIkQbf1XjqjNWmgLout3bktLy6BrTCYT8vPzZbia0LlcLWhv9ybnzOYZCl+NcpgsCZGSd7WzhU94xXI7p3CI1YqlWL1uot4mzc/GmAkp/pYnWj1DcSwQHQ607tyJ5r/+DR379vmPq1NSYPnKl2H56leRGGUvdoejqq0Kfy3/K/63/H9Rb68H4N3Euvz/Z++8w6Oq0j/+mZJeJgkpk4QQAoQSgkBo0kFaLCAqYkV317aWVURXLLu6dlyV1VXX1d39iYoNKz0gKkhvASSEEiAECGmk92Rm7u+PmxnSM0nmTknO53nyJHPvmXvPZGbue8/5nvf79pzE/AHzu1SND0+tJ7P7zmZ239mWGiyrT63mTMkZ/r7377yd/Dazes/ipgE3MSR4iFOtFhZ0D3z8Paxqd/m1fW0+QdJdiq3bA1NVFSVtFHk1YywoVLg3ytFW/KgyVPH4lscBGggPqro7+cWjFztdfNGoNTw5+kkWbV6EClWz/X5s5GOcKz0n4ofAqXCoK0PcHBh4Nfzrcrh4Aq74K0x4VLGMEjPmzBJfN/ut1DfbcLkpmFli7cIJa9u1l/zz58jLSEet0RA7xv5ivkqtwr2XH1Up+S22CZjdx2kWGBqNRn788Ud21as91hKJiYlOU9zdTEnJQQC8vHrj7t71Fo9bi5ihsRJHr2oXFj62w9XtnGyBq2YsuWq/BYL6hPX2J6y3v6O7IbACSZKoSjlC0XffUrJmLabSUnmHSoXP+PEEzLsB3yuuQO3uXGnf7cVoMrL9wna+Pv41v2b+aln5G+wVzPWx13ND7A1E+EY4uJfKMiBoAH+5/C88OuJR1p5ey4rjKzheeJxVp1ax6tQqBgYN5Mb+N3JNn2vwdvN2dHcF3YTw2AB8AjwcVj+kqxdbV5IW40cbaEOUW52sBO2NH0tVS1myZ0mDoulh3mEsHr2Y6dHOafUxPXo6S6e03W8RPwTOhKPnr1BrQFs3nxI+THGhBOyfWSKZTBjy5HpFStpwWbtwwtp27eXYDjmrpPfQBLz87D+GrUorpOqILJSovLVIFQbLPo3Og4DZffCKd45s9/Lycr755hvS09MBmDRpEmFhYWzYsKFBsXd/f38SExOJi4tzVFdbpKg4GejeWSUgxBKrEavauw4Ov3FwElw1Y8lV+y0QCFwHQ2EhJavXUPTtt1QfP27Z7hYZie6G6wmYOxe3CNcXDy5WXuSHkz/wzYlvyCzLtGwfEz6G+f3nM7XXVNzUrm0n1l583HyYP2A+N/a/kd8u/saK4yvYcGYDxwqO8eKuF1m6fynX9LmGG/vfyICgAY7urqCLo1arRP0QF6Ol+KGNiMBUUnKpgHtjVCq0YWF4jxxhp552jo7Gj+nR05kaNZXk3GTyKvII8Q4hITTB6TJKGmNNv0X8EDgTTjF/Zayrzaixz71kWY19M0uM+flgNMrX72DlJusduXBCkiSObZPFkoHjJ9v8+G1hLK2h4KvjIIHPaD0Bc/tRnV6MqbQGtZ87HjE6p8koycrK4ssvv6S4uBg3Nzeuu+46ixgyaNAgMjIyKCsrw9fXl+joaKfLKDFTbBFLEhzcE8cixJJ2IFa1dw2c4sbBSXDVjCVX7bdAIHBeJJOJ8h07Kfr2G8o2/YRUKw/wVO7u+M2YQcC8G/AeMwaVk97YWoskSezN3suKEyv4KeMnDJK8Osvf3Z+5/eYyr/88YnQxDu6l41GpVAwNGcrQkKE8MeoJVp5cydcnvuZMyRm+Ov4VXx3/iqEhQ7lpwE3M7D0TD40yq/kEAlE/xPmxNn6UbtpE5iML655UbwRSZ9EU9vRTqDTOKxrYKn5o1BpG6Ucp3V2bY22/RfwQOAvm+avnVh0hp55Fk93mr0x2FkvqbLjslVlSW2fBpQnugUqr3NSqIxdO5JxKoygnC627B31HjrH58VtDMkkUfHUcU1kt2jBvi9WWZ98Au/bDGg4fPszKlSsxGAwEBgZy8803E1Yv20itVhMT4/zjK5PJQEnJIQACdK6xeEMphFjSTsSq9q6BEL4EAoFAAFCbmUnRd99T9P13GC5kWbZ7DBpEwA03oLvmajQBAY7roI0ori5m1alVrDi+gjMlZyzbh4YMZf6A+cyMnomntuvaT3YGnYeOOwbfwYK4BezN3stXx7/i57M/cyjvEIfyDvHa3teY23cuNw64kWh/169bI3A+RP0Q56S98cN/5kx4+y1yXnm1QbF3bVgYYU8/Je93QkT86DgifggcTWJ8OOP7BTPkbxsBWPb7UUyMDbHP/JWxriC3xj52tWYbLl93+2SWGOqKu7uFKmfBZabv8FAm3dyfX7880WC70gsnzBZcfUeMxt3TS5FztETplnNUnyxC5aamx60DUbk532ICk8nETz/9xPbt2wHo27cv8+bNw8vLvv8rW1FefgKjsRyNxhcfn36O7o5DEWJJBxCr2rsGQvgSCASC7ompupqyn36i6JtvKd+507LCV+3vj+6aawiYdwOeTugh214kSeLwxcOsOL6CpDNJVBvlVYXeWm+u6XMN8wfMF1Yg7UClUjE6fDSjw0dzsfIi36d9z9cnviarPIuPUz/m49SPGRM+hpsG3MSUqCndzsJMoCyifohz0Nn44T9zJn7TplGxbz+GvDy0ISF4jxzhdBklIn7YFhE/BI6k/vyGXec77GzDVVoj14ayV2aJIVfOLFGyXkl9PH3k/2NAmDejrumt+MIJk8nIsR1bARg4YYoi52iJ6jPFlPyYAUDAtX1xC7PPe9oeKisr+eabbzh16hQA48ePZ9q0aU5rr2UNxfXqlahUznVfYm/a9S6++uqrjBo1Cj8/P0JDQ5k7dy7H63mxgnxj9be//Y2IiAi8vLyYMmUKR44cadCmurqaP/3pTwQHB+Pj48OcOXM4f/58gzaFhYUsWLAAnU6HTqdjwYIFFBUVNWhz9uxZZs+ejY+PD8HBwTz88MPU1NS05yUJujlm4evaYZGM7dtDCCUKYzRJ7DyVz8qDmew8lY/R1FzVGEFXRMQPgTNQdewY2S+9zMlJk8lc9BjlO3aAJOE99nIiXn+d2F+3oH/2ry4vlFTUVvD1ia+5ac1N3LbuNlaeWkm1sZr+gf356+V/5ef5P/PXsX8VE12dINgrmHsuu4f116/nvWnvMbnnZFSo2J21m0WbFzHzm5m8c+Adssqy2j6YoFVE/BA4A7aMHyqNBp8xo9FdczU+Y0Y7lVDSJeOHyQjpW+HwN/Jvk9Gh3RHxw36I+OFgzGKJncQ/S2aJnWqW1ObImSXaMPvYYeZmyAXCew4MpP8oPZEDAhXNMD2feoTywgI8fHzoPdR+9StMFbUUfHEcTOA9LATvEfYRo5rti8lEeno6hw8fJj09HZPJBEBubi4ffvghp06dQqvVcsMNNzBjxgyXFkpA1CupT7syS7Zs2cKDDz7IqFGjMBgMPPPMM8ycOZPU1FR8fGSl7+9//ztLly5l2bJl9O/fn5deeokZM2Zw/Phx/Pz8AFi4cCGrV6/myy+/pEePHjz22GNcc8017N+/H03dzeKtt97K+fPnSUpKAuDee+9lwYIFrF69GgCj0cjVV19NSEgI27ZtIz8/nzvvvBNJknjnnXds9g8S2AejSRIZHl2cpJSsJrZn4cL2rNsg4ofAURhLSihZu5aib76lqt7gV6vXE3D9deiuvx73nj0d2EPbcaLwBCuOr2DN6TWWAaO72p3EmETmD5jPZcGXoVKJ2GpLNGoNk3pOYlLPSVwou8A3J77hu7TvuFh5kQ9/+5D/Hv4vkyInceOAGxkfMd7pixg7IyJ+CJRCMhpbzfAQ8aMLxI/UVZC0GEouXNrmHwGJr0HcHMf1CxE/7IGIHw7GklliHxsue9YskYxGqlLkuCDV1CAZjYoL37kZcuZMaLS/oucxY7bgih09Hq2bfQQvSZIo+PoExuJqtMFeBFzXz2GxJzU1laSkJEpKSizb/P39iY+PZ+/evdTW1hIQEMBNN91EeHjXmM8qEmKJBZUkSR1e2p2Xl0doaChbtmxh0qRJSJJEREQECxcuZPHixYCswoeFhfHaa69x3333UVxcTEhICJ9++ik33XQTABcuXCAqKop169Yxa9Ysjh49SlxcHLt27WLMGLmI0K5duxg7dizHjh1jwIABrF+/nmuuuYZz584REREBwJdffsnvfvc7cnNz8fdv+wJSUlKCTqejuLjYqvYCZejKk+hCBJJJSsni/uXJNL7YmP8T79+e4PLvdX260/ve0euoiB8CJZFMJir27KXo228p3bgRqbquqKWbG35XXEHAvBvwGTfOqVbzdpRqYzUbz2xkxfEVHMw7aNne2783N/a/kWv7XYvOQ+e4DnZDao21/HzuZ74+/jW7s3dbtkf6RjKv/zzm9ptLsFewA3voHIj4IeKHIynZuLFp7RC9nrCnnkSjC3Dp+GE0GUnOTSavIo8Q7xASQhOanWjv8vEjdRWsuANaGoHM/8ThgkljOhM/rH3fuwIifrTvdVfUGIh7dgMAqS/MwtvdTm78L4dDbQU8cggCeyt+uoW/LOSnsz/xlzF/4aaBNyl2nhbjh4K1pySTxH8e/ZXaaiM3/3U0PSKVyZ4xmYxkHj1CSf5Ffvrfv6itquLGv75Mr/ihipyvMaXbMylefRo0KkIfGIa7Qq+zLVJTU1mxYkWrbWJiYpg3b55FeHVlJMlIbt6PpKQ8CMCkiftxcwtwbKcUwtrraKeuksXFxQAEBQUBkJ6eTnZ2NjPrXSA8PDyYPHkyO3bs4L777mP//v3U1tY2aBMREUF8fDw7duxg1qxZ7Ny5E51OZwk0AJdffjk6nY4dO3YwYMAAdu7cSXx8vCXQAMyaNYvq6mr279/P1KlTm/S3urqaavMNLzRQCAWOoaVJ9OziKu5fnuzSk+hdWQRqD0aTxPOrU5u8xyAPXVTA86tTmRGn7xKCgnjfrUPED4ES1ObkUPz99xR9+x21585ZtnvExhIw7wb858xBG9g1PP8zSjL4+vjX/HDqB4qr5e+TVqXlil5XMH/AfEbrR7vmKuAugJvGjVm9ZzGr9yzSi9P5+sTXrDy5ksyyTN5Ofpv3Dr7H9F7TmT9gPiPDRor3qZ2I+CHoLCUbN5L5yEJLvREzhuxseXs9XC1+bMrYxJI9S8ipyLFsC/MO48nRTzI9ejrQTeKHyShnlLQ2Akl6EgZeDU4kKHQ0fljzvgtE/LA7di7wbskscVdu8rrF+JGTI29/+y1FBJOi3Apqq41o3dUE6r1tfnyAtN07+HnZh5QVXLRsU6lUVJaVKnK+xtRkllG8Lh2AgKtiHCaUmEwmS4ZYS7i7u3PrrbfiZqeMGyXJzd3AibQXqK6+JP7t3nM1/WOfJTR0lgN75lg6LJZIksSiRYuYMGEC8fHxAGTXKathjQochYWFkZGRYWnj7u5OYKObzbCwMMvzs7OzCQ1t6vsXGhraoE3j8wQGBuLu7m5p05hXX32V559/vr0vVaAQXXkSvSuLQO1lT3pBA+GgMRKQVVzFnvQCxvbtYb+OKYB4361DxA+BLTEWFVG2fTvFK1dSvm071HnJqn188L/6arnY7pAhrj/xA9Saatl8bjMrjq9gV9Yuy/Zwn3Dm9Z/Hdf2uI8Q7xHEdVJLSbNlrvuA09J0KPUeBC7ynMboYnhj1BA8Pf5gNZzaw4sQKfsv7jaQzSSSdSSJGF8P8/vOZ3Xe2a6/gthMifgg6i2Q0kvPKq00muhqgUqG74QYC59/oUvFjU8YmFm1ehNToTjS3IpdFmxdx5+A7OVZwrHvEj4wdDa23miBBSabcLmai3brVHqyNH/7u/vxl+19afN+XTlkqBBNE/LA7kgQmg/y3vWqW1Chbs6TV+CFJoFKR88qr+E2bZvPsw9wzslAWEuWHWmP7uhhpu3ewaukrTbZLksSafyxBvehpYseMs/l5zZiqDRR8fhSMEp5xPfAZF9H2kxQiIyOjTWGypqaG8+fPExMTY6deKUNu7gYOpzxI44UF1dU5HE55kCHx73VbwaTDYslDDz3Eb7/9xrZt25rsa3xDKUlSmzeZjds0174jberz1FNPsWjRIsvjkpISoqKiWu2XQDm66iR6VxaBOkJuacvvcUfaOSvifbceET8EnUEymahKPUr51l8p+3UrlYcOWQQSAO+RI9HNuwH/WbNQe3k5sKe2I7s82+JlnleZB4AKFRN7TmR+//lMiJzQ9aw2yvPhzFb5J/1XuHji0r7Nr0Bwfxh+O1x2M/g5rvCjtXhqPbm237Vc2+9ajhUcs9QGSC9O57W9r/F28ttybYD+84kPjneZyVl7I+KHoDNIJhOFX3/TwDql+YYSutmz8brsMvt0zAYYTUaW7FnSZMIcsGxbdmQZ0E3ix7E11rUty2m7jYNpK360hISEChWv7XmNqVFTu9773E5E/LAz5nolABr7iCVK1yyp2Le/9fghSRiys6nYtx+fMaNtem4l65WYTEZ+XvZhq21++fhD+o4ag1qB64gkSRR+fxJDfhWaAA+C5sU69D64rKzMpu2cFUkyciLtBVrLwDyR9iIhIdNRqbpf/OiQWPKnP/2JVatW8euvv9KzXlE7vV4PyKp5/QI3ubm5FhVdr9dTU1NDYWFhA3U+NzeXcePGWdrk5DS9ccnLy2twnN27dzfYX1hYSG1tbRPF3oyHhwceHh4deckCBeiqk+hdVQTqKKF+njZt56yI9906RPwQdARDYSHl23dQvnUrZdu2YczPb7DfvV9f/K6YRsD11+Heu7djOqkAh/IO8d/D/+XX879ikmRBKMgziBtib+CG/jcQ6Rvp4B7akMoiyNguZ4+c2Qo5KY0aqEA/BAKjIW2TLJ78+Cxseh76z5KFk9iZdhuQd4aBQQN5duyzLBqxiHXp6/jq+FecKDzBDyd/4IeTPzAoaBAL4hZwdZ+rUatsv3rQVRHxQ9AR2oofLT4vL0/hntmW5NzkBhZMLXF1zNX8KeFP3Sx+tMKeD8HNy2Xjx0cpH3G+7HyL7SUksiuySc5NZpR+lB176lyI+OEAzBZcYLfvVnmtspkl1sYFJeKHWSwJifaz+bEzjx5pYL3VHKX5F8k8eoSowbZfRFCxL4fKg3mghqBbBqL2duy12NfXus+Pte2claKivQ2st5oiUV2dRVHRXgIDL7dbv5yFdo3AJEnioYce4rvvvuPnn39uknIUExODXq/nxx9/tGyrqalhy5YtlkAyYsQI3NzcGrTJysoiJSXF0mbs2LEUFxezZ88eS5vdu3dTXFzcoE1KSgpZWVmWNhs3bsTDw4MRI0a052UJHERXnUTvqiJQRxkdE0S4zpOW1gaokGt6jI4Jsme3bI5431tHxA9Be5BMJioPHybvvfc4c9PNpI2fwIXHH6d45UqM+fmovb3xnTYN/d/+Rr+ff6LvmjWELnq0ywglmWWZPLHlCW5fdzubz23GJJkYrR/N65NfZ9O8TTyc8LDrT3RVl0Laj7DxL/DBZPh7DHx5K+x+/9JEV2gcjL4PbvoMnjgNf9wKNy2Hx0/A7LdlKy7JCMfXyc9dOkg+Xu4xx742K/F192X+gPl8M/sbPr3yU2b3mY272p2jBUd5etvT3LzmZvZm73V0Nx2OiB+C9tBW/FBZOfGoDXEtS6q8Cusm5yb1nNQ94kfIILCmbsG53S4dPx4a/pBV7a39fHQ1RPxwIKb6mSX2rVmilFhibVywdfwwGU1cPGfOLLG9WFJWVGjTdu2hNqecolWnAPCf0RsPBTJn2oPJZCIzM7PNdv7+/kRHR9uhR8pRXZ1r03ZdjXZlljz44IN8/vnnrFy5Ej8/P4u3ok6nw8vLC5VKxcKFC3nllVeIjY0lNjaWV155BW9vb2699VZL27vuuovHHnuMHj16EBQUxOOPP86QIUOYPl320hw0aBCJiYncc889fPDBBwDce++9XHPNNQwYMACAmTNnEhcXx4IFC3j99dcpKCjg8ccf55577mm1or3AeTBPomcXVzWb+KUC9C44id5VRaCOolGreG52HPcvT0ZFwyQ/s4Dy3Ow4l7emEu9764j4IWgLQ2Eh5du2U7b1V8q3bcdYUNBgv0dsLD6TJuI7cRLeCcNRudtn4GVPSmtK+e/h/7I8dTk1phpUqLi237X8Pv739NH1cXT3OkdNhTwpZbbVykyWhY769OgHMZOg90T5x7eFwaanP4z4nfyTewwOLodDX0J5Hux4R/7pOUrONhl8vdzeiVGpVAwLHcaw0GE8MeoJvj7xNf+X8n8cLTjKHzb8gSuirmDRyEVE+7v2oKyjiPghaIv2xA+voZdx6sqrMOTkNO87r1KhDQvDe6RrTV5aazvjknVJOho/UlfBijvqGjQzApn1KpRmunT8CPVuWiejOVzyfbcBIn44kPo2XOoOu/9bfzqTkUpDJaBcgXfvkSPQ6vV2jx8FWRUYak24e2oICLV9cXffgMC2G7WjnbWYaozkf34MqdaER2wAfpN7tv0kBbl48SI//PAD58+3nK1nJjExEbXatbO/PTysix/WtutqtOuq9f777wMwZcqUBts/+ugjfve73wHwxBNPUFlZyQMPPEBhYSFjxoxh48aN+PldUkD/8Y9/oNVqmT9/PpWVlUybNo1ly5ahqVcE6bPPPuPhhx9m5syZAMyZM4d3333Xsl+j0bB27VoeeOABxo8fj5eXF7feeitvvPFGu/4BguYxmiT2pBeQW1pFqJ8sWNh6MrurTqJ3VRGoMyTGh/P+7Qk8vzq1gVWVXufJc7PjukTRc/G+t46IH4LGSCYTVSkplP26lbKtv1L12+EGAw+1jw8+48biM3EivhMn4hbu+teJljCYDHyX9h3vHXyPgip5km+MfgyPj3qcgUEDHdy7DmKohvN7L9minN/b0JIBICBaLqwbMxl6TwD/DhRzDB0IM1+Cac/JK40PLIcTSfL5zu+F9U9C3LXyxFf0eHDygU2AZwD3XHYP18dez/uH3uebE9/w87mf+fX8r9w88Gb+OPSP3a4QvIgf3QfJaJQ94fPy0IaE4D1yRLNFcjsbP8KeforMRxaCStVwwqvOIz3s6adsXpxXKczx490D77baToWKMO8wEkIT7NSzTmCr+BE3B+Z/AkmLGxZ794+AxCXyfnDp+JEQmkCYdxi5FbnN1qsxsyljE/0D+4v4UYeIH3bALJao3SzXViUpqblUkPtY/jHGhI+xeZ0elUZzKX402alc/MjNqCvuHu2HSoG5schBg/ENCm7VisuvRzCRgwbb9LzFa05jyKlA7etG0PwBirw2azCZTOzevZuffvoJg8GAh4cHs2bNwtPTk6SkpAbF3v39/UlMTCQuLs4hfbUlAQGjcHcPpqampfddhYeHnoCA7mnhqJKk5iTR7kFJSQk6nY7i4uKuqeZ3kKSUrCaT2uEKTmrb+3z2ICkli/uXJwPNi0Dv357gsq+tM9hDhHMk3fF9767X0e76ujuLvPp3G2W/bqV82zaMhQ3TuT3698d30kR8Jk7Ce/iwLpk9Uh9JktiWuY03973JqWI5Bb23f28eG/kYk3tOdq0i38ZauHAA0rfIE1zndoOhke2gX4S88jembuVvoEKZEqU58NtXcODThoXhA3vDsNth2C2gc+zqNWs5VXSKN/e9ydbMrQD4u/vzx6F/5OYBN+PmAv76rdFdr6Pd9XW3RcnGjeS88mqD4rlavZ6wp5/Cf+ZMm8ePts7n7DQXP0K8QsirzEOFqsHEuaruTnTplKVMj57ukP62itLxw2SEjB1yMXffMIgeBy1Norpg/NiUsYlFm+Ui4K0JJiJ+uD4dfd0VNQbint0AQOoLs/B2Vz7Tg4J0+OcwcPOBZy602bwzbMrYxMu7X+Zi5aVJ3zDvMJ4c/aQi17ySjRu5sPhJpMpKyzYl48eWz4+T8msmw2f0YtwN/Wx+fIC03TtYtfSVFvfPWfQ0sWPG2ex8FYfyKPjiGKgg+A/xeMbaNmvFWvLz8/nhhx84d+4cAH379mXOnDnodLKwbDKZyMjIoKysDF9fX6Kjo10+o8SMwVDOrt2zqK7OamavfN8wJP49QkNn2bdjCmPtdVSIJd0wyLaGebK38YdC6cnerjiJ3hVFIEHbdLf3vbteR7vr624vktFYb/XvVqoON1r96+uLz9ixdfYoE3GrK7TZHThReII3973Jjgs7AAjwCOD+ofdz44AbcVO7wCSGyQhZh+psUbbC2Z1QU9awjU+IPKkVM0n+Cepjl9WFFiQJzu+TJ71SvoOa0rodKuh7hbxaeODVoHX+4qk7LuzgjX1vkFaYBkAvv14sGrmIK6KucC1RrR7d9TraXV93a5Rs3Civ1G1hWOoWHU3t2bM2jx/WZrI4G63Fjy3ntrBkz5IGxd713noWj17sPEKJiB82Z1PGphbfd283bxE/ugguJZbknYD3RoGnDp48q9hpzGJhY6FQaZH47H1/pHzLFnTz5qGbPVvR+PH1q3vJzShl5t2DiR0Zpsg5APau/o5fl/9fg21+PYKZeue9NhVKDPmV5PzzAFK1Eb+pUehm9bbZsa3FZDKxZ88eNm3ahMFgwN3dnVmzZpGQkOCy18X2IEkSKUceITd3LVqtP2q1JzU1l2qTeHiE0z/2r11OKAEhllhFdw2yLWE0SUx47ecGk7z1MdsIbVt8hcsLGfaiK4pAgrbpTu97d72OdtfX3RaSwUBNejqVKUco375dXv1bVNSgjcfAgfhOnIjPxAl4Dx+Oys0FhAEbcrHyIu8dfI/v0r7DJJnQqrXcPuh27rnsHvzdnfizZDJBbqrsF39mK5zZDtXFDdt4Bcp2KL3rJrdCBth3cqs1aspl//oDyyFj26XtXoEwZL488RV+meP6ZwVGk5EfTv7AOwfeIb8qH4ARYSP486g/M7iHba0R7EF3vY5219fdEpLRyMlp0xtkeLSEiB/WxQ+jyUhybjJ5FXmEeIeQEJpgczuadiHih11o7X0X8aNr4FJiSc4ReH+cLHz++aQipzCajMz6dlYDkbA+ZvvBpBuSbH4NPD33OqqPHSPqg3/jO3myTY9dH6PBxIcLt2AySNz+4lh0IV6KneuXZR+SvH4VPQfFc9mMK/ENCCRy0GDUNvzfSQYTuf8+RO35Mtyj/Qm59zJUGvte6wsKCli5ciUZGRkAxMTEcO211xIQEGDXfjiSs2f/j7STL6NSaUkY/hk63XCKivZSXZ2Lh0coAQGjUKmcf/FIR7D2OmqHq6TAVdiTXtCiUAKyrVBWcRV70gsY27eH/TrmwmjUKpv/r7rTRLyrosT7LhA4G6bqaqpPnKDqSCpVR49SdfQo1cePI1VXN2in9vPDZ9w42R5lwkTcwrpnkbgqQxWfpn7Kfw//lwpDBQAzomfwaMKjRPlHObh3zSBJsgVJ+q91E1zboLJh0WQ8/GUfd7MtSli8U3q6A+DuI9unDLsF8k/Bwc/h0BdQkgl7PpB/9JfB8AUwZB54O199KY1aww39byAxJpH/Hf4fn6R+wv6c/dy85mbm9J3Dn4b/Cb1P98nOErgu9eNH6ZYtVgklEW+9hS6x661wtIb2xg+NWsMovY09xttjZSXih0O62dr7LuKHwO6Y6wwpmC2dnJvcolACsi1ddkU2ybnJNr8mmuOWVq+sc0R+Zhkmg4SHjxb/YE/FzmM0GDi6fQsAo+bcQJ8E2/2/JJNEdXoxptIaKlLyqT1fhtpbS9AtA+0qlJhMJvbt28ePP/5IbW0tbm5uzJw5k5EjR3aLbBIzhYW7OHlqCQCxsc8QEDASgMDAyx3ZLadDiCUugj0myHNLWxZKOtJOYHu6m8WTQCBwDowlJVQdPUbV0VSqjx6lKvUo1adPg9HYpK3a2xuPQYPwHjEC30kT8Ro6tNut/q2PSTKxPn09byW/RXa5PLCK7xHPn0f9mYQwJyq0K0lQcPqSLcqZrfKkWH3cfKDX5Zd84/VDQeOCt5I9+sK0v8LUp+H0L/Jq4WNrIfs3WP9n2PiMbK8y/HboM7XlCUEH4ePmw8MJDzN/wHzeTn6bNafXsOrUKjae2cidg+/kD/F/wNvN29HdFHQBbGFT1Z740SoGQ/vadwGcJn6krmqhSPprcpF0ET9E/BAIGlNbt3jKWCNfF1oTWDtIXkWeTdtZi6my0pI576ZXzhYLIDdDtgAMjfZXdEI//eB+KkuK8dYF0Huo7eJLZcpFilafwlhc02C79yg92gD72RgWFhaycuVKzpw5A0Dv3r259tprCQx0TK0UR1FVlcXhlD8hSUb0+rn0jFzg6C45LS54h9L9sNcEeaifdUq1te0EtqWlejLZxVXcvzy5SxYPFwgE9qc2N1ee0Kqb1Ko6epTauqJ3jdEEBeE5aBCecYPwHDQIj0GDcI+ORuWsq0PtTHJOMq/vfZ2U/BQA9D56FiYs5MqYK1GrnOB/VHTuki1K+lYoOd9wv8YDeo25ZIsSmQAuXhS2AWoN9Jsu/1QUwOGvIflTyDkMR76Xf/wjYditMOw2CIpxdI8boPfR8+rEV7lt0G28vvd1knOT+eC3D/g27VseHv4wc/rOcaz1jsCl6UgB9I7ED02AjpK169rsjzYkpGMvxEVxmviRugpW3AGNRyAlWbBiAURPgMIzIn6I+CEQXCJ1Fax5VP674iJ8fE1DgdVGhHhbFxesbWcthhxZDFZ5eaFW2AYuL6MEgNBefoqeJ/XXnwAYNGEKahvVXqlMuUj+8qPN7ivbch6PKD+84oNtcq6WMJlM7N+/n40bN1qySWbMmMHIkSO7TKF2azGZqjmc8iC1tQX4+sYxcMBL3Sqjpr0IscTJsecE+eiYIMJ1nmQXVzU5H1yqWTI6xvmsKbo6RpPE86tTm31fJOT35vnVqcyI07uUJZewFBMIHIckSdSeO2eZ0Ko6mkpV6lGMFy82294tIgKPuEF4xsXVCSRxaENDxU1WM5wrOcc/kv/Bjxk/AuCt9eaey+7h9kG346l14IIDkxGOroJTP8siSeGZhvvVbtBzpDyx1Xsi9BwFbt1kgYR3EIy5T/7JOiSvFv5thWyz8uvr8k/vifJq4UFzwN15Vt7GB8ezLHEZP539iTf3vcn5svM8u+NZlh9dzp9H/ZnLw0VavaB9tFRw3ZCTI29/6y08Bw20SfyQjEYq9ifLk0/NldJUqdCGheE9coTtX6gT4lTxw2SUM0paHIFwqYaHC8UPm48/RPwQCC7RqsB6B8z/xGaCSUJoAmHeYeRW5DYp8A6XapYkhNo2E6+2bhGBm16v+Dgop15miVJUlpVyev8eAAZPnmaTY0omiaLVp1ptU7T6NJ5xPVApNP9TVFTEypUrSU9PByA6Opprr72WoKCOz2dKktFla3scP/ECJSWH0Gp1XDbkX2g0ytW/6QoIscSJsfcEuUat4rnZcdy/PBkVDcOb+ejPzY4Tk9kOoCvWkxGWYgKB/ZAMBqpPnb5kg3IklapjxzCVlTVtrFbj3icGz0Fxl7JGBg5E042K3nWUkpoSPjz0IZ8d+wyDyYBapeb62Ot5cNiDBHspu3KqTUqz4du75SwSMyoNRAyXLVFiJkHUGNmbvbsTPlT+mfEiHF8rT3yd+qWuMPFWWPdniL9e9qePHOEURYhVKhXTo6czqeckvjj2BR8c+oAThSe4Z+M9TO45mUUjF9FH18fR3RS4AJLRSM4rrzYvXNRty1y4sPn9HYgfKo2GsKefkkUYlarhceu+W2FPP9Vu+y9XwynjR8aOhtZbLTHjRRh1l0vED8XHHyJ+CLozbQqsKkh6Uraqs0Hmkkat4cnRT7Jo86Im+1R1M1iLRy+2eZZUraVeibIWXIYaIwUXygEI7a1cZsnx7b9iNBgIiY4hJNo2WXDV6cVNrLcaYyyupjq9GM++ATY5pxlJkizZJDU1NWi1WqZPn87o0aM7lU2Sm7uBE2kvUF19KePWw0NP/9hnCQ117ppqmRe+4sKFLwEV8YPfwsvLCetlOhlCLOkA9loN74gJ8sT4cN6/PaHJTaReTGI7lK5WT8bVLMVEBozA2ZEkCePFi9ScP09t5gVqz5+nNvM8tZmZ1JzPpDYrC2prmzxP5e6OR//+Da20BgxA7SVWmrSHWlMtXx//mvcPvU9RdREAY8PH8viox+kf2N+xnQM5k+S7e6E8T/aNH/l7WRzpNRY8lbUPcGncPCH+Bvmn6Jxc0PfAcijKgP3L5J+QgfJq4ctuAt9QR/cYd407dw6+kzl95/DvQ/9mxfEVbDm/hW2Z27ix/408MOwBAj27lz9zV8EW9UOaPW6j+FG+c2fbBdclCbRaPAcOtEn88J85E95+q6ntV1hYq7ZfXQGnjh+N6460hH+Eywgldht/2CJ+mIyyYFWWA75hitR8qI+IH10Xo+nSp35PegETY0OUGcu2KbBKcsZVxg55oY4NmB49naVTlvLMtmeoMFRYtod5h7F49GKmR0+3yXnqY8iWr41uChd3v3i+DMkk4eXvjo+C9T2O1Flw2SqrBMBU2rpQ0t521lJcXMzKlSs5ffo0AFFRUcydO5cePTo3X5qbu4HDKQ/SWAisrs7hcMqDDIl/z6kEk/oZMLWGUk6ceBGAvn0W0aPHJAf3zjUQYkk7sedqeEdNkCfGhzMjTi8mh52IrlRPxtUsxUQGjMAZkCQJU3GxLHycl0WQ2szzl8SRzEykqtZjgdrXF8+BA2UrlEFxeMbF4dEnplsXX+8skiSx5fwW3tz3JmdKzgDQV9eXx0Y+xoTICY63KDMaYPOrsPVNQIKwIXDjMgju59h+2YhqgxF3jdo+/+eAKJj8BEx8XLadOfAZpK6EvGOw8S+w6W/QP1Ge+Oo3w+GFiwM9A3lqzFPcPPBmlu5fyuZzm/ny+JesPb2Wey+7l1sH3Yq7xt2hfRRYT0fqh5ixRfxojoiXX0J37bXtfl5L+M+cid+0aYoIQs6IS8SPExusa+ur7OpqW+DQ8UdH4kfqKnmFfv2JZwVqPjSHiB9di6SULJ5bdcTy+Hcf7VVuLGutwGptOyuZHj2dX8//yvcnv2dW9CxuGngTCaEJitXdqc3OApTPLLlU3N1PsZiQn3mO7JMnUKnVDBw/2WbHVftZd42wtl1bSJLEgQMH2LBhA9XV1Wi1WqZNm8aYMWM6XZtEkoycSHuB1jKmTqS9SEjIdKew5GouAwbA3+8yoqP/6KBeuR5CLGkH9l4N78gJco1a5TJ2Ttbg6pkBXamejCtZirlaBgy4/me9O2MqL5cnszLPWya06k9uNWuZVR+1Gq0+DPfInrhFRuLWsyduPSNx7yk/1oaFicLrNuRYwTHe2PsGu7N3AxDkGcSDwx7k+tjr0aqd4Paq5AJ8cxec3SE/HvkHmPUKuLl21lBOSRUbjmSz7nAWe9IL6BPiy4vXxtsvXqjVclZOzCS46u+Q8p28WjhzHxxbI//4hskrhYcvgBDHrgyP0cXwzhXvsCdrD6/ve51jBcd4c/+bfHn8Sx4d8Sgzo2c6flJW0Cpt1g95+y18x4+3WfxQubtTvn17m/3SKrCiVqXR4DNmtM2P6yiMJiPJucnkVeQR4h1imbxzufjRIip5Aj96nF261RmcYvxhbfyIHAHH1zV9vgI1H1qjPfGjpc+6wLHYfSxrrXCqgMBaXivbVSWEJTBKP8rmx6+PPTJLTCaJM7/lAeDpo8VkklArMKZP3SJnlcQMG4FPgO0yxzxidKj93FvNHNHoPPCI0XX6XMXFxaxevZqTJ08C0LNnT+bOnUtwsG0sLOUMjdYybiWqq7PYtn0C7u5BaDTeaNTeaLTe8t/mH/M2dd1jbTPbLD9eqFTtH7e3lAEDUFJ6mLy8H50qAwbAKEnsKiojt8ZAqLuWywN80TjB2MQJ7sZcA0esRulKE+SOpCtkBnSlejKuYinmahkw0DU+692Byt9+o+rIkYaWWefPYywqavO5mpBgWQzpaRZELokhbno9Knex0k9pcityeefAO6w8uRIJCXe1O7fH3c7dQ+7Gz105P+F2kbYJvr8XKvLB3Q/mvC1bgbgoF4oqWZ+SzfrDWew/W9hgzvhkbhm3/GcX1w+P5OmrBxHsq5xNQRM8dbKl2cjfQ+5RedLr0Jfyiskd/5R/eo6WVwsPmedQm5rR4aP58uovWX16Nf9M/ieZZZk8vuVxhoUM48+j/sxlIZc5rG+ClrGqfkgzQkpzWBs/JKORk9Omi4LrnWRTxiaW7FlCTsWlFdQhXiHE6GLYm73XdeLHiDtg57/qdjYzAklcoqg1VGcxx4/luzKsam+38Udr8aM5oQRQouaDNbQVP3Ircpt81sO8w3hy9JOKWCAJrMMhY9nocbKAWpJF86vwlRNYzWKJr7uvzY/dmEsF3pXJLDl1IJetX6VRXlQNwPFdOZw/VsTEm2LpO9x2lq8mk5HUrb8AtrXgAlCpVbj39KXqaEGLbQJm9+lUcXdJkjh48CBJSUlUV1ej0Wi44oorGDt2bKezSepTXZ1rVbuamlxqaqxraw1qtZdFPNFqvFFbfnuh1fg0EVfUai9Op79F8989GWfKgAFYm1fEX9Iyyaq+ZBce7uHGS7GRXB0S4LiOIcQSq3HEapSuNEHuKFwxM6Aluko9GVexFHOKFWjtoCt91rs6hZ99TvHKlc3u0+h0dRkhjSazevbELSICtafzW+11VSpqK/g49WM+SvmISkMlAFf2vpJHRjxCpG+kg3tXh7EWfn4Jtr8lP9ZfJttu9ejryF51iHMFFaxPyWLd4WwOnitqsC+hVwBXDQlnQmwwn+06y/LdGXx3IJNNR3NYfOVAbhnVS5HVd60SOghmvQzT/yZb1xxYDmkb4fwe+Wf723DTcgiLs2+/6qFRa5jbby4zo2ey7Mgylh1ZxsG8g9y27jaujLmShQkLifCNcFj/BE2p2Lffuvoh2C5+iILrnWdTxiYWbV6E1OiuLK8yj7xKeaWwS8WPqMtbsIRaYpcMh/bSWvxoixB7Cu5m6sePbf+AX15upbHtaz5YQ2vxozlyK3JZtHkRS6csFYKJg3DIWFatka3iVtzRzE5lBdayWjmD0sdN+YUpBkuBd73Nj33qQC5JH6Q02V5eVE3SBykk3hdvM8HkbMpvlBXk4+njS58RY2xyTDOGomqq0goBUHtrMVUYLPs0Og8CZvfBK77jmR8lJSWsXr2atLQ0ACIjI5k7dy4hISGd63gzeHhY9//u3/85vL1iMJoqMBoqMJoqMRrLMRqb+13RwrYKzDO/JlMlJlMltbX5NnolcgZMUdFeAgMvt9ExO87avCLuTjnTdP6qupa7U87w3/jeDhVMhFhiJY6sH9IVJsgdgStmBrRFV6gn4yoZU66SAQNd87PelfEaPgxjaSlukZG494xsMLml8VV+NZSgfRhNRtacXsM/k/9JbqW8WmhoyFD+POrPDA0Z6uDe1aPoHHx7F5yTbV0YdQ/MfEkuMusinLlYzrqULNYfzuZwZrFlu0oFo6KDuHKInsR4PeG6S1ZiL86N54YRPXnm+8McuVDCM9+n8M3+87w0N57BEZ1P7W83GjcYdI38U5otrxTe/QEUnIL/Todr34X46+3fr3p4u3nzwLAHuCH2Bt458A6rTq1iffp6fsr4iQVxC7h7yN12WZkpaBtDXp5V7fQvvUTgPNtlj3XnguudxWgysmTPkiZCSX2CPIN4deKrzmNT1Fb8iJsjZzLYsdh4e2krfsyKD+ODLafJK61u5Z2Bv284xsveQxwXP4L6WNfWxjUfrKV+/Phn8j9ZdXpVs+0kJFSoeG3Pa0yNmuo8n/VuhMPGsnFzZKu4VQ9B1aXvotICqyWzxE3Z+xdTVZXFDcDNxmKJySSx9au0VttsW5FGzNAQmywKMltwDRg3Ca2Na1iW/nQWDBLuMTqC746n5kwJptIa1H7ueMToOpxRIkkSv/32G+vXr6eqqgqNRsPUqVMZO3YsGoUWcQQEjMLDQ091dQ4tZUx5eOjpGXlbpzM2JEnCZKqyCCfW/ciCS3n5KUpKD7V5DmszZZTEKEn8JS2z1fmrv6Zlkhisc5gllxBLrMSRq+G7wgS5I3C1zABrcfV6Mq6SMeUqGTDQdT/rXZXAm28m8OabHd0NQRuU15bzw8kf+DT1UzLLMgGI9I1k4YiFzIqe5Vx1Ho6vhx/uh8pC8PCHOe/A4LmO7pVVnMwtY/3hLNalZHM0q8SyXa2Cy/v04Moh4cwaHNbqtXZYVAArHxzPp7syeHPjCQ6cLWL2O9v4/fgYHp3RH18PB93u+ulhwkK5dsk3v4f0LfLvzP0w/XmHF4EP8wnjpQkvceugW3lj3xvszd7L/1L+x/r09ay5bg1uGtsOnAXtR2vlCkn3qCibn7u7FVy3Fcm5yQ3siJqjoKqA5NxkxX31rcLa+KHW2DWTwRraGz8iA7xaHH9IgKdWzcFzxY6NHw6s+dAewnzCmBs7t0WxBGTBJLsi23k+690Mh45l4+ZA8TnY8DT0HAXTnlNcYC2tkYuhKy2WmBcQqLy8UPv72/TYWWlFFuutligrrCYrrYjIAZ2rL1JdUUHanp2A7S24anMrKN8n/590ib1Ra9R49g3o9HFLS0tZs2YNx48fByAiIoK5c+cSGmo7a7LmUKk09I99tq4WSPMzWP1j/2oTayuVSoVG44VG4wW0b96msHAXyQeaz/arj7WZMkqyq6isgfVWYyTgQnUtu4rKGB/oGJtSIZZYiaNXw7v6BLkjcKXMgO6GK2RMOfo73x7EZ10gsB3Z5dl8fvRzvjnxDaW18sBL56Hj94N/z+1xt+OhcYBFR0sYauCn52Hnu/LjiOEw7yMIinFsv1pBkiRO5JSx7nAW61OyOJFzqfC0Rq1iXN8eXDUknJlxYfRohx2KVqPm9+NjuDI+nBfXpLL2cBb/25bO2t+y6uKK3nECl08PuP07+PlF2eJm57uQdUh+r3xtbxfQXuJ6xPG/mf9j87nNvLn/TWZGzxRCiZPgPXIEWr3eYfVDulrBdaXJLs/m4yMfW9U2r8K6rCHF6Ibxo63xx7CoQMfHjzZrPgAaD+gRa5/+tIK1n2GHf9a7KQ4fy5qM8u+gvnYRWs2ZJUrbcNVairvb/rpQXtK6UNLedq1xYvc2DDXVBEb0RN+vf6ePV5+SHzNAAs9BQXhEd15QkiSJw4cPs379eiorK1Gr1UyZMoXx48crlk3SmNDQWQyJf48TaS80KPbu4aGnf+xfnaJourUZMAEBjhevc2sMbTdqRzslEGKJlbjKanjBJVwpM6A74uwZU670nRefdYGg8xy5eISPUz9m45mNGCV5gNfbvzcL4hYwu+9svLRebRzBzhRmwDd/gMx98uMx98OM50HrRGJOHZIkceRCCevrLFJOXyy37HPTqJjQL5grh4QzY1AYgT7unTqXXufJe7clcOPxXJ5deYSzBRXc/1kyUwaE8MKceHr18O7sy+kYGq38/kQmwA8PwJmt8OFkmP8p9HR8oWyVSsXUXlOZEDnB8vkXOB5RP8Q1aC5+tEWItwOF0m4cP9oafzg8fjSo+dB4BFKHsRr+e4XD44e1n2GHfta7MQ4fyxpr6jqi/JSjSTLZrcB7bXYWAFoFirv7+Ft3Dba2XWukbvkZgMGTrrCp6FNzvpTKwxdBBbpZvTt9vLKyMtasWcOxY8cACA8PZ+7cuYSF2T+7LjR0FiEh0ykq2kt1dS4eHqEEBIxymmLp9syA6Syh7tZdF6xtpwRCLGkHrrAaXnAJh6+mELSJs2dMucp3XnzWBYKOYTQZ2XJ+C5+kfsL+nP2W7aP1o7kj7g4m9pyIWqV2YA9b4OgaWPmA7AXtqYNr/yXXyHAiJEnit/PFFg/5swUVln3uWjWTYkO4aoieaYPC0HnZPothyoBQNj7ag3/9cpL3t5xi8/E8ZvxjC3+6oh/3TOqDh9ZBA4W4ayFkIHx5G+SnwUeJcNUbMOJOx/SnEW4aN9wQWSXOhKgf4py0FD9GhY0irSiN4uriZuuWqFAR5h1GQmiCPbt7CRE/2hx/ODx+mGs+JC2GkguXtvtHwriHYe9/nSJ+JIQmEOYdRm5FrnN+1gWWsexzq46QUy8bwS5jWVPdinBN5xbBWEOlodLyGVQ6s8RgziwJs31x9/DYAHwCPFq14vIN9CA8NqBT5ynOzeb80RRQqYibdEWnjtXk2BvOAOA9LBQ3fcffC0mSOHLkCGvXrrVkk0yePJkJEybYLZukOVQqjVMUR28JV8iAAbg8wBe9u5bsFjJHVEC4hxuXBziuhqIQS9qJs6+GF1zC4aspBF0CV/jOi8+6QNA+KmorWHlqJctTl3O29CwAWpWWxJhEFsQtIK5HnIN72AKGGvjxWdj9vvw4ciTM+z8IjHZsv+owmSQOnCti/eEs1qdkk1lUadnn6aZmSv9Qrhyi54qBofh5Kj8h7+mmYdHMAVw7PJK//pDCjlP5vLHxBN8fyOSluUMcJ9aHDIB7fpbrBBxbA6sfluuYXPW6U67sFjgeUT/EebAmfmzK2MSizYtQoWowiayquytbPHqx/Qtei/jRLhweP+LmwMCrIWOHXMzdN+xSzYdhtzpF/NCoNTw5+knn+6wLGpAYH874fsEM+dtGAJb9fhQTY0OUHxca6+oRqJX/vpbVyJZ8GpUGT42yTgq1OfIEtDbc9mKJWq1i4k2xJH2Q0mKbCfNjO13c/UhdVkmv+KH49Qju1LHqU3WyiOq0ItCo8J/R8dhSXl7O2rVrSU1NBUCv1zN37lz0etv/z7sizp4BA6BRqRji5012fkmTfeZP94uxkQ4r7g5CLOkQzr4aXnAJV8kMEDg3rvCdF591gaBtcity+eLYF6w4voKSGvnmzM/dj/n953PLwFsI83FswdRWKUiXi4NfOCA/HvuQXDBTq/yKvdYwmiT2ZxSy7nAWSSnZZJdcuv54u2u4YmAoVw0JZ8qAELwdlErdN8SXz+4ew8qDF3hpbSqn8sq55T+7uD4hkqevGkRwO2qj2AxPf9lCZfs/4KcXIfljyD4MN30Kup7274/A6RH1QxxLe+LH9OjpLJ2ylCV7ljQo9h7mHcbi0YuZHj3dvp0X8aPDODR+qDXN13pwovjhdJ91QbPUF0bstujPYsOlvFhSv16J0vWFDFmyWKJEZglA3+GhxE2MIHXrhQbbfQM9mDA/lr7DO1ecW5IkUrfWWXDZsLC7JEmWrBKf0Xq0QR0TrczZJBUVFajVaiZOnMjEiRPRasXUdXtw9gyY9IpqNhfItUGD3DQU1F6yMA33cOPF2EiuDglwUO9kxCdO0OVxhcwAgcAWiM+6QNA8xwqO8cmRT1h/Zj2GOluAKL8obh90O3P7zcXbzUF1LKwldSWsfAiqS8ArEOa+DwOudFh3DEYTe84UsP5wNklHsskrvWQX4OuhZfqgUK4cEs7k/iF4ujnHKiaVSsXc4ZFMHRDK6xuP8dnus3yXnMlPR3NZnDiQm0dFdXqlXrtRq2HiYxA+DL69Cy4kwweT4caPIGaSffsiEAiapaPxY3r0dKZGTSU5N5m8ijxCvENICE2w/yp7ET86jYgfreM0n3WBc2Gx4bJDZkmtnFni66a8ZU9tTp0NlwKZJWbMV5PYUaH0viwYH3/ZessW15nMY0cozsnGzdOL2FFjO308M1VH8qk9V4rKXY3/Fb3a/fzy8nLWrVvHkSNHAAgNDeW6664jPFws+OyKvHT6ArWSxNQgP5Zf1oddRWXk1hgIdddyeYCvQzNKzAixRNAtcIXMAIHAFojPukAgY5JMbMvcxidHPmF39m7L9oTQBO4YfAdTek5x/oF8bRVs/Avs/Y/8OGqMbJvigMyDWqOJXafzWXc4m41Hsskvr7Hs8/fUMiNOz1VD9EyIDXZcPRAr0Hm78dLcIcwbEcUz3x/myIUSnv7+MF/vP8fLc4cQF+Fv/071mwb3boavbpdXB38yVy62PPYhSxFvgUBgP2wVPzRqDaP0o5TsasuI+GFzRPxoGYd+1gXOiT1tuOrEEh93ZeuVABiyzAXelRNLLp6XX0/M0BBiR9o2691swdX/8vG4edrGskwySRRvPAOA7/hINH7ty1o8evQoa9asoby8HJVKxcSJE5k0aZLIJumi7CwqY21eMWrguX4RaFQqxgf6ObpbTRCfPoHDMJoksQJeIBAIBDal0lDJ6lOr+TT1U86UnAFkD+OZ0TO5Y/AdxAfHO7aD1pJ/Cr7+HWT/Jj8evxCu+ItdVuiZqTGY2H7yIusOZ/Hj0RyKKmot+wK83ZgVp+fKIXrG9Q3GXau2W79swbCoAFY+OJ5Pdmaw9McTHDhbxOx3t/G7cb15dEZ/fD3sfIsc2Bvu+hHWPAqHvpAnOTP3w5x3wcNxxQ0Fgq6G0WRscQW8iB+2Q8QPOyLih8AZcYANl9KZJcbycoxFRQDUZmbi0a+fzWuHmUwS+XViSUiUbSeQa6urOLFrK2BbC66K5FwMuZWovbX4TbZekK+oqGDdunWkpMg1WkJCQpg7dy6RkZE265vAuTBJEn87mQnA7RE9GOjj5eAetYwQSwQOISklq0lthXBRW6FNhMAkEAgEzXOx8iJfHvuSr45/RVF1ESAPmub1n8etA28l3NeFYkvKt7DqEagpBe8ecN0HEDvDLqeuqjWyNe0i6+smuEqrDJZ9PXzcmRWv56r4cMb0CcJN41oTXI3RatT8YUIMVw0J58U1qaw9nMX/tqWz9resuvsRveLe1w1w85ItciJHQNKTcOR7yD0GNy2H4H7264dA0EXZlLGp2doKDwx7gAtlF0T8aAFrxx8ifoj4IRBYsKcNV12Bdx835TJLSjZuJPuFFy2Pzz/wIFq9nrCnn8J/5kybnacouwJDrQmthwZdiG0nkk/u3UVNZSX+IWH0HDjYJseUDCZKNmUA4Dc5CrVnwylmk8lERkYGZWVl+Pr6Eh0djVqt5tixY6xevdqSTTJ+/HimTJkiskm6ON/lFHKotBIfjZo/xyiXnWULxCdRYHeSUrK4f3kyUqPt2cVV3L88mfdvTxCCSTMIgUkgEAiacqLwBJ+mfsra02upNckrVyN9I7lt0G1cH3u9ogMnm1NbCUlPwf6P5Me9xsG8/4F/hKKnrawxsuVELusOZ/PT0RzKay4V2Qv18+DKeD1XDglnVO+uKdDrdZ68d1sCNx7P5dmVRzhbUMH9nyUzdUAIL1wbT1SQHWvaqFQw+h7QXwYr7oC8o/CfqfKE58Cr7NcPgaCLsSljE4s2L0JqNALJqcjhuR3PWR6L+NGQtsYfIn6I+CEQNIsdbbiUziwp2biRzEcWgtQwfhhycuTtb79lM8Ek75xc9Do40heVja+ZR7b8BEDcpCtQqW0jWJftysJYVI3a3x3fcQ3npFJTU0lKSqKkpMSyzc/Pj6CgIDIyZIElODiYuXPn0rOn/S0iBfal0mji1dOyjd0j0WGEuNsv27UjCLFEYFeMJonnV6c2EUoAJORiVs+vTmVGnL5L3lB3FCEwCQQCwSUMJgO7snbxyZFP2Jm107J9aMhQ7oi7gyt6XYFW7WK3OBfTZNuUnBRAJRdunfIUaJR5HeXVBn45nsv6w9n8fCyXytpLE1zhOk+ujA/nqiF6EnoF2r9wrYOYMiCUjY/24L1fTvLvLaf45Xge05du4eFpsdwzsY99rWJ6jYH7tsifibM74ctbYNITMOVJcPZaOwKBk2E0GVmyZ0kToaQ+bmo3XpnwCtOjp4v4UUdr448/Lk8moVcAR7NKRfxAxA+BoAl2tOGy1CxRQOCWjEZyXnm1iVAi75RApSLnlVfxmzbNJpZcF+vEkpAo2wo/pQUXOXv4EACDJ11hk2Oaqg2U/nIOAP9pvVC5XXr9qamprFixomk/SkspLZVfozmbxM3NuSfNBbbhw3N5ZFbXEunhxj09QxzdnTZxsTtBgauzJ72gwcqkxkhAVnEVe9ILRJHqOoTAJBAIBJBXkcf2C9vZlrmNnRd2UlIjr1JSq9RM7zWdBXELGBY6zLGd7Ci/rYDVC6G2HLyD4Yb/QF/bDGTqU1ljZGNqNusOZ7H5eB7VBpNlX89AL64aEs6V8XqG9gzoNhNcjfF00/DYzAFcOyySv/6Qws7T+by+4TjfH8jkxWvj7Xtv4qeHO1fL/vO7/w2//h0uHIDrPwTvIPv1QyBwcX4++3MD663mqDXV0sOrh+sJJQrFj7bGHwDJZ4sAET/MiPghENTDjjZcSmaWVOzbjyE7u+UGkoQhO5uKffvxGTO60+fLOycLP8G9bFuv5OjWzUiSiciBcQTobbPItmxrJqbyWrTBXvjUK0RvMplISkpq9bk+Pj5MmzYNtY0yXATOTW51Lf88K9+HPdM3Ai8XsOJ0sbtBgauTW9qyUNKRdvbEUfVChMAkEAi6I7WmWg7lHrIIJMcKjjXY7+/uz5y+c7ht0G309HPR1O2aClj/BBz4VH7ceyLc8F95ksPGlFTVcuP7OzmeU2rZ1ruHN1cOCeeq+HDiI/3t66/u5PQL9eXze8aw8uAFXlqbysncMm75zy6uT4jk6asGEezrYZ+OaNzgytcgIgFWPwInf5RtVW5aDvoh9umDQOBitBU/WiKvIk/hnnUAkxEydkBZDviGQfQ4OTtA4fjR1vjDzCtz47llTC8RP+oh4odAgF1tuCyZJe62zywx5FkXF6xt1xqSJNXLLOm8WGIyGck8eoSywgIOblwLQNwk2xR2N5bXUrpVLtTtPzMaVb3J74yMjAbWW81RXl5ORkYGMTExNumPwLl5/Uw25UYTw/y8mRsa4OjuWIUQSwR2JdTP06bt7IUj64W4ssAkEAgE7SG7PJvtmdvZfmE7Oy/stAx+zAzuMZgJkROYEDmB+OB411sBXJ+847JFRm4qoILJi2HyE4pYZBiMJh76/ADHc0oJ9nXnltG9uDI+nEHhfmKCqxVUKhVzh0cydUAof99wjM/3nOW75Ex+OprL4sSB3Dwqyn4rqIfeBKGD4KvbofAM/HcGzPknXDbfPucXCJyctuKHNYR4O5ktROoqSFoMJRcubfOPgHGPQPLHisYPa8cVPp5aEUeaQcQPQbfHYsPlrvipymvkzBI/N9tmYwBoQ6yLC9a2a43SgiqqKwyo1SqCwjsn/KTt3sHPyz6krOBig+1aG1lelf5yDqnaiFuED17xwQ32lZVZF3+tbSdwbY6WVfLZhXwAnu8XgdpF7hlceJZBoARKZ0+MjgkiXOdJdnFVs2ndKuRCeaNjnCc92NH1QlxVYBIIBIK2qDXWciD3ANsyt7HtwjbSCtMa7A/wCGBcxDgmRE5gXMQ4enh1key5g5/D2segtgJ8QuXVwH0mK3a6l9cd5dcTeXi6qVn2+9HER+oUO1dXROftxsvXDWHeiJ48830KqVklPP39Yb7ef46X5w4hLsLfPh0Jvwzu3Qzf3QMnN8m/M/fDzJfsYnMhECiF0WQkOTeZvIo8QrxDSAhNQNPGxH974scY/RhuXXcruRW5zdYtUaEizDuMhNAEm76uTpG6Si7S3bi/JRdkAQUUjR9i/GEbRPwQdFssNlzKTjkaTUbOl50HILciF6PJ2Gb8aA/eI0eg1esx5OQ0X7dEpUIbFob3yBGdPtfFOguuwAgfNG4dtylK272DVUtfaXbf+veW4ubhSeyYcR0+vqGomrJdsoivS4xpUoje19c6OzRr2wlcmxdOXcAEXB2iY0yA67znQiwRWLBH9oRGreK52XHcvzwZFQ1v/82X2OdmxzlN7Q1nqBfiigKTQCAQtERWWRZbM7eyLXMbu7N2U2GosOxToWJI8BBL9khcjzibDngcTk05rH0cDn0uP46ZDNf/B/zCWn9eJ/h891k+2n4GgH/MHyaEkk4wvFcgqx4azyc7M3hz43EOnC1i9rvb+P243iyc0R9fDzvcVnsHwa0rYPOr8Ovrshd91m9w4zJFP0cCgVJsytjEkj1LGtQUCfMO48nRTzI9enqDtp2JH0+OfpJFmxehQtVAMFHVjUAWj17sPPHGZKwTRFouSI/GA+7dAroIRbowOiYIf083Sqpqm90vxh/tQ8QPQbfDDjZcjePHR0c+Yl36umbjR0dRaTSEPf0UmY8sbGanHD/Cnn7KtsXde3Z8QtlkMvLzsg9bbfPLxx/Sd9QY1B2MeSWbMsAg4R6jwyM2oMn+6Oho/P39W7Xi8vf3Jzo6ukPnF7gOP+eX8EtBKW4qFX/tq8z9ilIIsUQA2Dd7IjE+nPdvT2gizOjtZGvVHpyhXoirCUwCgUBQnxpjDftz9surfzO3cbr4dIP9QZ5BjI8Yb8keCfAMcExHlSYnVbbdungcVGqY8hRMfEwR2y0zO05d5NmVKQA8PrM/Vw5xnvjqqmg1av4wIYarhoTzwpojrDuczX+3pbP2cBbPzY5j1mC98pY0ag1c8ReIGA7f/xHO7oAPJ8P8TyCq88VFBQJ7sSljE4s2L2qS7ZFbkcuizYv4+6S/o/PQ2SR+TI+eztIpS5sVZhaPXmyziTWbkLGjofVWcxiroeCUYmLJ7vR8yqpbFkpAjD/ai4gfgm6FwjZcbcWPpVOW2uy67j9zJrz1FpmPPNJguzYsjLCnn5L32wBLcfdO1CvJPHqkifVWY0rzL5J59AhRgy9r9/Frcyuo2C/HUF1i72avWWq1msTERFasWNHicRITE0Vx9y6OwSTx/Cn5XuYPPYPp7WWnel02QoglAodkTyTGhzMjTu+QguntwVnqhbiSwCSwHUrb4gkESnGu9BzbM+XCunuy91BpqLTsU6vUDA0ZKk9w9ZzAoKBBqFVd+GZZkmDvf2HDM/Lklq8e5v0Pek9Q9LRnLpZz//JkDCaJa4dF8ODUfoqer7uh13nyr9tG8MvxXJ5dmcK5gkr+uDyZKwaG8vycwUQFeSvfiYFXwz2/wFe3Qd4x+OgquHIJjLzLstpRIHBWjCYjS/YsadYWy7ztz7/+ucH2zsaP6dHTmRo1td2WX3anLKftNu1p107M8cMkwajegZwrrCRbjD9shtPHD8kkC3ZlOeAbBtHjFF3YIeiimOrEVgVsuNqKHypUvLbnNaZGTbXZ9d1n7OWWv8NffQW3iEi8R46wSUaJGUtmSa+OZ5aUFRXatF1jSn7MAAk8BwXhEd2yjWBcXBzz588nKSmpQYaJv78/iYmJxMXFdej8AufGKEnsKiojt8bAodJyjpdXEajV8Gi062UvCrFE4LDsCY1apVg2hq1wJr9eVxGYBLbBHrZ4AoEtKKgq4GThSdKK0kgrTGN/zn7OlJxp0CbEK4TxkeMZHzmeseFj0Xl0Eyuo8nxY+SCcWC8/7jcD5r4PvsoWES6urOWuj/dSXFnLsKgAXrvhMlGAVyGmDgjlx0cn894vJ/n3llP8fCyXHacu8qcrYrlnYh/ctQoLgcH94O6f5M9Z6g9yLZzMZLj6TXDzUvbcAkEnSM5NbpDh0RI6dx1Te021WfzQqDWM0o/q1DEUx9fKSQVr27WDxvHj07vG4KZRi/GHAjhl/DjyA+SfhNKsS+38IyDxNYibo2x/BF0LY13NEgVsuNqKHxIS2RXZJOcm2+x6b8jLA0Dt50fAddfZ5Jj1qSqrpaywGoDgnh3PLPENCLRpu/rUnCul8vBFUIFuVu8228fFxTFw4EAyMjIoKyvD19eX6OhokVHSRVmbV8Rf0jLJapSVmhiiI8DN9aQH1+txN0Tp1eXOkj3hjDhbvRBXEJi6OvbI9rCnLZ5AYC3lteWcLDrJycKTnCy6JI4UVBU0aatRaRgWOsziHT8gcED3m6w/vRm+uw/KsmULghkvwJg/Kr7i32A08dDnyZzKKydc58mHd4zA002sCFUSTzcNj80cwLXDIvnLD4fZdbqA1zcc5/sDmbw0N57L+ygctz18Zc/5He/Apufg4GeQkwLzP4VA4Qct6BgdKbreEs3Fj5SLKVY996kxT3F1n6s7dF6XxVgj2zVKphYaqOQJ7OiOF+htjtbihxh/KIO18UOx8Uf9+PHjs3Bma9M2JVmw4g7ZqksIJgJrMBmhqlj+O/eonE1tw+ykvIo8m7azBrNYog0Ottkx65NXl1XiH+KFu1fHp2kjBw3GNyi4VSsuvx7BRA4a3O5jF284A4D38FDc9D5WPUetVhMTE9PucwlsR/1sj1B3LZcH+KKx8Xh0bV4Rd6ecaXbO9MusAqb38OfqkACbnlNphFji5NhjdbkzZU84G6JeiKA+9vg+OsIWTyCoT42xhvTidHlCqzBNnuAqOklmWWaz7VWo6OnXk34B/egX0I+4HnGMCR+Dn3vHV0W5NMZa+Pkl2P42IEFwf5j3f6AfYpfTv7T2KFvTLuLlpuE/d4zslrHbUfQL9eWLey7nh4OZvLTmKCdzy7j5w11cnxDJ01cNIthXQa9elQrGPwzhQ+Gb30PWIdmHft7/Qd8rlDuvoEvSnqLr9Wlv/LCGUO/QDj/X5WgcP5ql7t4vcYnNrZFE/HAcrcWPy/v04B8/nlBu/KFSwdgHYftbUJHfTIO6EUjSk7J9l7DkErRG6ipIWgyldXWXkhbDjrdtmp0U4m1dhra17azBkCeLD9oQZbLDzWJJSFTHLbgA1GoNV/zuXlYtfaXFNlPvvLfdxd2rThZSfbIINCr8p4uFOK5Cc9ke4R5uvBQbaTPxwihJ/CUts8W7FoC/pmWSGKyzuUijJEIscWLstbrc2bInnA1RL0QA9vs+OsoWT9D9MJqMZJZlklaYRlpRmmVyK6MkA6NkbPY5IV4h9AvoR2xgrOV3H10fvN3s4K/tCuSfgm/vhgvJ8uMRv4NZr4K7ff4/y3dlsGzHGQD+cdMw4iO7id2ZE6FSqbhueE+uGBDG3zcc4/M9Z/kuOZOfjuayOHEgN4+KQq2k0N1nMty7RV4FfCEZPr0exj0EU58RtlwCq7CmaO7UqKmdjh99A/ry6OZHyavIa9Z3XoWKMO8wEkITFHmdTkdz8SN6Amx6tmGxd/8IWSix8Qp/ET8cT0vx47vkpmKjzbPNM3a0IJSYkaAkU24XM7Hz5xN0TVJXyfcfja/pNs5OSghNIMw7jNyKXLvFD0tmiUJiyUVzcfdOWHCZiR0zjjmLnmbdu29iqKm2bPfrEczUO+8ldkz7shIlSaJ4QwYAvmPC0QYJId0VaCnbI7u6lrtTzvDf+N7NCia1Jolig5Fig4HiWiNFBiMlBvm3/NhQt99IUa2RC1U1Tay36iMBF6pr2VVUxvhA11lMKcSSDmAPGx57ri4X2RNtI+qFdG/s+X0UtngCWyNJErkVuZYVvicKT3Cy6CSni05TZWz+c+Tn5meZ0OoXKGeMxAbEEuAZYN/OuwqSBIe+hHWPQ00ZeAbAnHfsalex4+RFnlt1BIA/zxpAYrzebucWNEXn7cbL1w3hhhE9eeb7FI5mlfD094f5Zv85Xrl+CAP1LRfF7DQBUfD79bD+CUj+WLZXOZ4Ec/8FUaOVO69AUWxpi9XaOawpuq5BQ7WpukkbaF/8eGr0UyzavAgVqgbnVNWNQBaPXux8xddtTVvxI/56xYtti/jhXJjjx9zhkdzy4S4Mpua+jzbONi9ru35Qu9oJnApjvc/QnvQCJsaG2H4ew2SUs0haGzHbKDtJo9bw5OgnWbR5UZN9SsUP5cUSObMkuJOZJWb6jR6Lh68vhoJqRs+9kd6XDSdy0OB2Z5QAVB3Jp/ZcKSp3NX5To2zSP4GytJbtYd72UGoGKwLzKTaYLOJHscFIubElC9DOkVtjUOS4SiHEknZir6LL9l5dLrIn2kbUC+m+2PP7KGzxBO3BJJnIr8wntyKX7IpscspzyK3IJacih5yKur/Lc1oURTw0HvTR9WmQKdIvoB9h3mHdr8ZIR6kqlouiHv5afhw9Hq7/EHQ97daF9Ivl3P9ZMkaTxNxhETwwpa/dzi1onYRegax+aDwf78xg6cbjJJ8tYt77O1n9pwnEBFvn99wh3Dxhzj9hwJWweiHkp8H/ZspWK1f8RWSZuBgdtcVqjebix6HcQ20WXTeYDBgw2CR+TI+eztIpS5t9bYtHL+7wa3MZrIkfao2iK/lF/HBeDEapWaHEjE3nA3zDrGvnFdC58wjsTlJKlkUMBfjdR3sVmb8iY0fDLLgm2DY7yRw/Xtr1EvlVl7KilIofSooltTVGinIqAAjpZZuV98W5OZQX5KPWaLn8+ptw8+jY3IFklCjeeAYA3wmRaPzcbdI/gbLsKiprNdsDoNIksSG/tMX9fho1/loNAW4adFotAVoNOjcNOu2lnwA3LZlVNbx8OqvNPoW6u5b84Fq9dTD2LLrsiNXlIntCIGgee34fhS2ewEytsZa8yjxZ+CjPsQgg9QWRvIo8DFLbqzQ0Kg29/HtZJrRiA+RJrSi/qK6/aldJzu2Fb++CogxQaWDKUzBxkV39vIsra7nr470UV9YyvFcAS264TAhdToZWo+auCTFcNUTPA58lc+BsEQ99nsy394+zFE9WjAFXQq/LIelpOPQ57HwXTiTBte/J2wVOjzW2WI0nhWwZP5rj8ZGPc/ug220SP6ZHT2dq1FTFs2acDhE/BG1g1/mA6HGyxVtJFi3XywHWPSFnKYr44RLYc/7KEdlJ06OnE+IVwu3rbyfAI4ClU5YqFj8sYkmo7cWS/PNlSBJ4+bvjo7NNfbtzqb8BoO/Xv8NCCUDFgRwMuZWovbX4TbLfQjBB57A2i+MWfRBTevjViR+XBBF/jQatlfPARkni/zIvkl1d2+L8VbiHG5cH2CZryl4IscRK7F102VGry0X2hEDQFHt+H4UtXvegorbCMmFl/p1dnn0pK6Q8h4KqgmatUBqjQkWIVwhhPmGEeocS5h3W4G+9t54wnzDcNWIlkM0wGWHbUvjlVZCMENALbvif3S2ODEYTD32ezOm8ciJ0nnywYITyk++CDhOu8+L920Zw1T+3cuRCCS+vPcqLc+OVP7FXIFz3PgyeC6sfgfyT8H+JcPkDcpaJnWrqCNqPNbZYf93+V3Zc2MHFyoudjh9I8NO5n9p8XlyPOJtORmnUGkbpR9nseE6NiB8CK7HrfIBaIxfgXnEHNDsCkWSLuIJTIn64CPaev7I6O8nadlZizp7v4dlD0ThiEUuCg21+7Is2Ku5en/OpKQBExXX8PlOqNVGy6SwAflOiUHuK6WNXwdosjnn6wE7XEdGoVLwUG8ndKWdanL96MTbSpYq7gxBLrMbetlhidblA4DzY+/sobPG6Ns9se4ZVp1ZZ1Var1srih/mnkSAS5h1GD68euKndFO61wEJxJnx/H5zZKj+OnwfXLAVP+xfDfXFNKlvTLuLtruG/d44S9nwugF7nydL5Q/ndR3v5dFcGY/v24Kohdrqm958FD+yCDc/AweWw6z04sR6u/RdEj7VPHwTtIjk3uU1brLLaMr4+8XWT7R2JH0aTkVnfzrJr0dxuhYgfgnbQ1vgDZDtwm80HxM2RC3AnLW5op+QfAYlLIGaSiB8uhL3nr9rOTlLJ+6PbV1y8LSoNlQB4uykr3BkuXgSUseHKMxd3j7Jd8etzqYcB6Bk3pMPHKNudhbGoGo2/O75jxfyDK3F5gC/hHm52y/a4OiSA/8b35i9pmQ3sv8I93HgxNrLZQvLOjhBLrMTetlhidblA4Dw44vsobPG6LjoPeVLES+vVYNKquQmtQM9A1Cq1g3sssHB0Nax8CKqKwN0XrnoDht4MDlgp8+muDD7emQHAP24aRlyEggXDBTZlyoBQ/ji5L//ecorF3/zG4Ah/onsoWL+kPl4BMPc9Octk1cNQcBo+uhLG/BGm/RXc7dQPgVXkVeRZ1W5q1FTGR4zvdPyoXzS3WxddVwIRPwTtpLXxh5kHpvS17dggbo5cgDtjh2yX5BsmT26bv/MifrgMdrd1bzM7CVl0s3H8qKiVa314a5UTS0xVVZhKSgBlxJJLmSW2q1dSejEPtUZDZP9BHTqGqdpA6S91WSXTe6ESmYcuhSOyPa4OCSAxWMeuojJyawyEumu5PMDX5TJKzAixxEocYYslVpcLBM6DI76Pwhava3LfZfdx/9D78XXzFd7grkJNBWx4GvZ/JD+OGC7bpvRwTCHcbWkX+Vtdsc4nEgcwa7DeIf0QdJzHZvZn35kC9mUU8tDnB/jm/rF4aO04EI2dAQ/ukj/XB5bD7vcv1TLpPd5+/RC0Soi3dZMyC+IW2Mx+pNsXXbc1In4IOkFL4w83jYpao8SKfeeZPyrKtvFDrWm9ALeIHy6BQ2zdzdlJ6xdDaTPZSXFzbHeuOioMsljipfWy+bHNmLNKVO7uqP1tKy4bjSbyM8sBCO5pm1X+54/KFlxhffrh5tmx97dsayamcgPaYC98Rog44Yo4IttDo1J12tbLWRBiiZU4yhZLrC4XCJwH8X0U2AJzZonARcg+DN/cBRePAyoY/whMfQa0jqkBczqvjAc+24/RJHH98Ejun+yYCTdB53DTqPnnLcO56p9bOZxZzKvrjvG3OYPt2wlPnTy5FXcdrH4YCtNh2VUw+j6Y/pxYJewEJIQmEOYdZndbrG5bdN3WiPghsAHNjT96Bnox+91tIn4IWsRhtu5xc6DPVFhSVwz81q+h3zSbZ5SYMWeWeLkpKJbk1tUrCQmx+UK3ouwKjAYTbp4adCG2eQ3njsgWXFEdtOAyltVQujUTAP+Z0ag0Yq7DVelq2R72RHh7WIk5DRYupS2ZUdoWy7y6/NphkYzt20NMzLaA0SSx81Q+Kw9msvNUPkZT24UtBYL2Ir6PAkE3QZJg17/hP9PkiS5fPdzxA8x43mETXcUVtdz98T5Kqgwk9ArgleuHiOwkFyYiwIul84cCsGzHGZJSshzTkdjp8MBOSLhDfrznA3h/HKRvdUx/BBbMtlhwyQbLjNK2WOai61f1uYpR+lFCKGkJk1H+rhz+Rv5tMor4IbA5jccfUUHeIn4IWsWR81cNTH/6TFZMKIF6NUsUtOGyFHe3sQWXySRxYk82AH5Bni3WJmov5492rl5J6ebzSNVG3CJ98Yq3fUF7gX0xZ3tcFyYXcxdCiXUIsaQdmNNg9bqGqWx6nSfv354gbLEcSFJKFhNe+5lb/rOLR748yC3/2cWE13523I2jQCAQCFyX8ovw+U1ykVNjNfS/Eu7fAX2mOKxLtUYTD3y+n9MXy4kM8OKDBSPxFP7BLs8VA8O4b1IfAP78zW+cK6hwTEc8dTDnHbj9O/DvCYVn4ONrYO3jUF3mmD4JgEu2WKHeoQ22h3mHsXTKUmGL5UhSV8Fb8fJ35du75N9L4+DDKSJ+CBRHxA9BW5jnr0L9PRpsV3z+ymS49LdaWTMbsw2XkgXelRBLTh3I5ZOnd5C8Qa4LUnChnE+e3sGpA7mdOm7JxVyKc3NQqdVEDmh/vRJDURVlO2ULNd2s3qjEwlBBN0XYcLUTYcPjfCSlZHH/8uQmSnx2cRX3L08WQpZAIBAIrOfkT/DD/XJhU40HzHoZRt3tkCK89XlhdSrbT+bj7a7hv3eOJMTPo+0nCVyCx2cNYO+ZApLPFvHQ58l8/cdxuGsdtJ6p3zR5lfCPf4X9y2DvfyBtg2y3EjPJMX0SCFssZyR1VV0h40YjkLJs+UetlT36RfwQKIiIH4K2SIwPZ3y/YIb8bSMAy34/iomxIcrOX9UXS1TKfh7tUeDdcNEsltgmy+LUgVySPkhpsr28qJqkD1JIvC+evsNDm3lm25xPvVSvxN2r/f+Tkk1nwSjh0UeHR2xAh/ogEHQFRGZJBxA2PM6D0STx/OrUZlMWzdueX50qLLkEgmYQ1nUCQT0MNbDxL7D8elkoCRkE9/4Co+9x+ETXJzvP8OmuDFQqePvm4QwKt21xSYFjcdOoeefWBHRebhw6X8yS9ccc2yFPf5j9Niz4AXRRUHQWPp4NaxaJVcIORNhiOREmo5w50pppincQjPyDiB8CRXHJ+NGcdZ1AUerPV9lloa9ZLFG7KX4NtEuBdxtmlphMElu/Smu1zbYVaZg6OC4/VyeW9BwU3+7n1uZWULE/BwD/xN7CqlHgdNhz/kpklghcmj3pBWQVV7W4XwKyiqvYk17A2L497NcxgcDJSUrJ4vnVqQ2+P+E6T56bHScysQTdC6MBjq+FX1+Xi/GCvBJ45kugYLFIa9malsfzq1MBeGLWQGbEhTm4RwIliAzw4o0bh3LPJ/v4v+3pXN4niJmD9Y7tVN+pdauEn4V9/wf7/gcnf5TtVhxoKSQQOJyMHVByofU2Zblyu5iJ9ulTM4j40T1wqfgx9FY48EnD749/BCS+JhcGF3QNjLXyb4UtuKBezRIXseHKSiuivKi61TZlhdVkpRUROSCw3cc/n1pX3H1w++uVlGw8AxJ4xvXAo5cQ1gXOhb3nr0RmicClyS1tWSjpSDuBoDtgtq5rLDSaretErR9Bt6CiALb9A94eKlupZB8Gr0C4+XO4+k2nEEpO5ZXxwGfJGE0S1ydE8sfJfRzdJYGCzIgL4+4JMQA8/vUhzhc6yH++Ph5+cM0/4I6VoOslrxL+5FpYvRCqSx3dO4HAMeSfsq5dWY6y/WgFET+6Fy4TP7YsaSo0lmTJ92GpqxzTT4HtMWeWaNwUP5WlZomiBd4vArYRS8pLWhdK2tuuPqUFFynKyUKlUhM5YHC7nltzrpTKlHxQgW5WdLvPLRAoiSPmr4RYInBpQv08bdpOIOjqCOs6Qbcn5wis+hMsHQSb/gYl58E7GCb9GR7cAwOvdnQPASiqqOHuj/dRWmVgZHQgr14/RKTDdwOeSBzI0KgASqoMPPT5AWoMJkd3SabPFHhgh5x1BbD/I/jXWDj1i0O7JRDYFXP8WPe4de19HZPJIeJH98Sp48cft4KbTwsN6sYcSU8KS66ugsWGS3m7yMpa18os8fG3rmaUte3qY65XEhrTBw/v9v0/ijecAcB7eChuYS19VwUC++Oo+SshlghcmtExQYTrPGnp9l+FnJo1OibInt0SCJyW9ljXCQRdBpMRjq6BZdfA++Mg+RMwVIH+Mpj7Pjx6BK74C/h2rJiirak1mnjgs2TSL5YTGeDFvxeMwEMr6hN0B9y1at69ZTj+nloOnivi9Q0O9p+vj4efnHV152oI6AXF5+DTubDtLUf3TCBQjubih6lW9uJvERX4R0L0OLt104yIH90Xp44f2YehtryVBhKUZMrWdQLXxyKWKG/DpXRmiWQwYMzPB2wjloTHBuAT0LoQ4hvoQXgHiqufq7Pg6hnXPguuqrRCqk8WgUaF/3SRVSJwLhw1f9VuseTXX39l9uzZREREoFKp+OGHHxrslySJv/3tb0RERODl5cWUKVM4cuRIgzbV1dX86U9/Ijg4GB8fH+bMmcP58+cbtCksLGTBggXodDp0Oh0LFiygqKioQZuzZ88ye/ZsfHx8CA4O5uGHH6ampqa9L0ngwmjUKp6bHQfQRDAxP35udpzyRcwEAhfBkdZ1In4I7E5lIWz/J/xzGHx1G5zZCioNxM2FP2yA+36FYbeCm/NkH0qSxN9WHWHHqXx83DX8986RBPu2f3WZwHWJCvLm9RuHAvCfren8dNRxVj7NEjMJ7t8Jo+4BjTv0m674KUX8ENidtuLHvP8hjzZaGIEkLrHLqur6iPghcNr4Ya0lnQLWdSJ+OID6Bd4VpqJW2QLvhoICkCRQq9EEdX4BrlqtYuJNsa22mTA/FnUH5q/MmSVRcdYXd5ckyZJV4jsmHG2Q84yJBAJw3PxVu8WS8vJyhg4dyrvvvtvs/r///e8sXbqUd999l71796LX65kxYwalpZd8jRcuXMj333/Pl19+ybZt2ygrK+Oaa67BaLyUdnnrrbdy8OBBkpKSSEpK4uDBgyxYsMCy32g0cvXVV1NeXs62bdv48ssv+fbbb3nsscfa+5IELk5ifDjv356AXtfwwq7XefL+7QmiWLVAUA9HWteJ+CGwG7lH5ZoKS+Pgx7/KPtleQTBhESz8DeZ/DL0uBye0JflkZwaf7T6LSgVv3zycQeGiwGJ3ZNZgPb8f3xuAx74+xIWiSsd2qDEevnD1G/DwQdBbPyjvKCJ+COyGtfEj7lqY/wn4Nxpn+EfI2x1QrFrEDwE4afyw1pJOAes6ET8cgNF+mSVKF3g3W3BpegSh0thGAO87PJTE++JRaxqOQ3wDPUi8L56+w9uf6V5WWEBhViaoVEQOtL5eSdWRfGrPl6FyV+M3Nard5xUIlCS7uIpv959vuyEKzF9JnQCQvv/+e8tjk8kk6fV6acmSJZZtVVVVkk6nk/79739LkiRJRUVFkpubm/Tll19a2mRmZkpqtVpKSkqSJEmSUlNTJUDatWuXpc3OnTslQDp27JgkSZK0bt06Sa1WS5mZmZY2X3zxheTh4SEVFxdb1f/i4mIJsLq9oHMYjCZpx8mL0g8Hzks7Tl6UDEaTSx1fIOgKGIwm6fJXNkm9F6+Ropv56b14jXT5K5us/v509Doq4ofA5hgNknR0rSQtmy1Jz/lf+vnXOEna/7Ek1VQ4uodtsuV4rhTzpPxd/Pfmk47ujsDBVNcapdnvbJWiF6+Rrv/XdqnGYHR0l2yKiB8iftgFo0GSTv8qSb99Lf82Gppv09H4Yc3x7YCIH4L6OF38MBok6c2BkvScruF3zPKjk6Q3B1n9/RHxo32vu7y61jLWK6+ubddzO0TGLvl9fXuY4qca89kYKX5ZvJRRnGHzY5sMBin33x9IqQMGSmkzZ0omg22v7/97/Ffp3ft+kvauPS2dP1YgGTsxf3V022bpjflXS5888bDVzzEZTFLWG3ulc4t/lYo2pHf43AKBrSmrqpXe3HBMGvCXdc3OWdlj/sqmNUvS09PJzs5m5syZlm0eHh5MnjyZHTtk/8n9+/dTW1vboE1ERATx8fGWNjt37kSn0zFmzBhLm8svvxydTtegTXx8PBEREZY2s2bNorq6mv379zfbv+rqakpKShr8COxDUkoWE177mVv+s4tHvjzILf/ZxYTXfiYpJctm59CoVYzt24Nrh0Uytm8Pu1hvGU0SO0/ls/JgJjtP5Yui2AKnx1mt60T8EHSYyiLY+R68kwBf4cIHbwAANp1JREFU3gLpW0ClhkGz4Xdr4Y/bIOEOcFMmPd9WnMwt48HPkzFJMG9ET+6d1MfRXRI4GNl/PgE/Dy37Mwp5Y+NxR3fJKRHxQ9AiqavgrXj4+Br49i7591vx8nawTfxQayBmIgyZJ/+2g/VW4/HH8exSET8EDXC6+KHWQOJrdQ+cx7pOxA+FsFPNEkmSLDZcts4sKdm4kZPTpnPxH/8AoDbjLCenTadk40abHN9Qa6SytBaAwZMiiRwQ2CHrLTPnj8oWXD3bsOCSTBJVp4qoOJhL8YZ0DHmVqL21+E3q2eFzCwS2wmiS+GrvWaa8sZl//nySqloTo3oHsjhxYGvGp4rMX9n06pWdnQ1AWFjD9MmwsDAyMjIsbdzd3QkMDGzSxvz87OxsQkObpp6FhoY2aNP4PIGBgbi7u1vaNObVV1/l+eef78ArE3SGpJQs7l+eTGMZIbu4ivuXJ7usVVZSShbPr05tUGwoXOfJc7PjXPL1CLoPZuu6xp9fvQM/vyJ+CNpN3gnY8wEc/OJS0VDPABhxJ4y6Wy5A7SIUltdw18d7Ka0yMKp3IC9fF4/KCS3CBPanVw9v/j7vMu7/LJkPtpzm8pgeTB3YfnuGroyIH4JmSV0FK+6AxiOQkixYsQD6ToOzu1wufjQ3/tCoVRhNkogfggY4XfyImyNb1CUthpILl7b7R8hCiQOs60T8UAiTLAIoLZZUGauQ6q7xtqxZUrJxI5mPLJRrldTDkJMjb3/7LfzriWcdoaygGgCtuxpPn87Xdjl3xFzcvWWxpDLlIkWrT2Esblgnx3NgEGpP5S3TBILW2JZ2kZfWpnIsW7ZAjO7hzZOJA0mM16NSqYgJ9rbr/JUi34jGN2iSJLV509a4TXPtO9KmPk899RSLFi2yPC4pKSEqSvjyKYnRJPH86tQmQgnIQxcV8PzqVGbE6V2qCHtXFYAE3YfE+HBmxOnZk15AbmkVoX6ejI4Jcvj3UMQPQauYTHDyR9j9bzj186XtIYNgzH1w2U3groxnsVLUGk3c/9l+MvIr6Bnoxb9vH4GH1r4rKwXOzZVDwrlzbDQf78xg0YqDrHtkIuE6586UcgQifggsmIzyhGyLIxDg1E/ybxeKHy2NP8yZ7fNHRon4IWiA08WPuDkw8GrI2CEXc/cNg+hxds8oaYyIHzbGTpkl5nolAJ4a29QrkIxGcl55tYlQIu+UQKUi55VX8Zs2rVM1TErz5Qlfvx5enRa4y4sKKbhwHlQqeg5qXiypTLlI/vKjze6rSM7FK64HXvHBneqHQNAR0nJKeWXdUX45LtcH8vfU8vC0WBaMjW5wT2Pv+SubXr30ej0gq+bh4ZcminNzcy0qul6vp6amhsLCwgbqfG5uLuPGjbO0ycnJaXL8vLy8BsfZvXt3g/2FhYXU1tY2UezNeHh44OHh0YlXKGgve9ILGih/jZGArOIq9qQXMLZvD/t1rBN0VQFI0P0wW9c5AyJ+CFqkogDO75VXAKf+AAWn63aoYMBV8iRXzCSnLNbeFpIk8ezKI+w6XYCPu4b/3TmKHr7icyZoytNXD2L/2UJSMkt4+IsDfHHP5Wg1NnXTdVlE/BA0IWNHw5XrLTHzZRj7oEvEj9bGH2aW/niC6xN6ivGHoAFOFz/M1nVOgIgfCmGnAu9mCy4vrRcaGwluFfv2Y2gh0wcAScKQnU3Fvv34jBnd4fOU5MtCj19Q50We80ePABASFY2Xr1+T/ZJJomj1qVaPUbT6NJ5xPVCJ+CGwExfLqnlr0wm+2HMOo0lCq1axYGw0D18RS6CPe7PPsef8lU2jZExMDHq9nh9//NGyraamhi1btlgCyYgRI3Bzc2vQJisri5SUFEubsWPHUlxczJ49eyxtdu/eTXFxcYM2KSkpZGVdqnmxceNGPDw8GDFihC1flqAT5Ja2LJR0pJ0z0B4BSCAQWIeIHwJAXrF18SQc+AxW/QneHQ1/j4HP58O2pbJQ4qGDsQ/Bwwfgls+hz2SXmOhqjmU7zvDFnrOoVPDPW4YzQN90gCMQAHhoNbx7SwK+Hlr2nilk6Y8nHN0lp0HEDwHQMH5sea3t9gB+epeJH22NP0CMPwTNI+JHy4j4oRB2yiypMFwSS2yFIS/Ppu1aorTAnFnSebHkXGqdBdfgIc3ur04vbmK91RhjcTXV6cWd7otA0BZVtUbe33yKqa9vZvmusxhNEjPjwtj46CSemz24RaHE3rT76lVWVsbJkyctj9PT0zl48CBBQUH06tWLhQsX8sorrxAbG0tsbCyvvPIK3t7e3HrrrQDodDruuusuHnvsMXr06EFQUBCPP/44Q4YMYfr06QAMGjSIxMRE7rnnHj744AMA7r33Xq655hoGDBgAwMyZM4mLi2PBggW8/vrrFBQU8Pjjj3PPPffg7+/f6X9Md8Rokmye0hTqZ93F39p2zkBXFIAEAnsg4oegCbVVkHUQzu2Gs7vl3xUXm7br0Q+iLpetGuKuBQ9fu3fV1vxyPJcX16QC8NSVA5k2qPlVhQKBmd7BPiy5YQgPfX6Af20+xZg+PZjcP8TR3bILIn50YUzGjlnyWBs/WsPXda67Yvwh6Awifoj4YVfMYomm87U4WqOspkz+Q4K92XtJCE3odIaJNsS674W17VrCLJb420AsOV8nlkQNal4sMZW2LpS0t51A0BEkSWL1b1m8tv4YmUVyZlV8pD9/uTqOy/s4h9tJfdotluzbt4+pU6daHps9FO+8806WLVvGE088QWVlJQ888ACFhYWMGTOGjRs34ud3abXkP/7xD7RaLfPnz6eyspJp06axbNkyNPU8/z777DMefvhhZtYVTpozZw7vvvuuZb9Go2Ht2rU88MADjB8/Hi8vL2699VbeeOON9v8XBIoVKx8dE0S4zpPs4qpm08ZVyEV5RscEdfgc9qYrCkACgT0Q8UNA+UXZTutc3cTWhQNgbHRjrvGAiOHQa4wskESNBp+u5aF7IqeUP31+AJME80f25J6JfRzdJYGLcM1lEew6nc/yXWdZ9JXsPx/m3/XvN0T86KKkrmqh2PNrTYs9tyd+RI2SM0wqC2m+bolKPk/0OFu/IsUQ4w9BZxHxQ0bEDztgySxRrhbNpoxNvLDzBQAKqgv4w4Y/EOYdxpOjn2R69PQOH9d75Ai0ej2GnJzm65aoVGjDwvAe2blsIEvNkk7acFWUFJN//iwAkYMGN9tG7WfdSn1r2wkE7WV/RgEvrjnKwXNFAOj9PXkicQBzh0WidlLrN5UkNXcF6B6UlJSg0+koLi7uemp+O2ipWKD5I9vZYuXm40PD4Yqtjm9vjCaJCa/93KYAtG3xFcIzWNDl6a7X0e76utuFyQQXT8C5XXBujzzJVdCMX653MPS6HKLGyL/Dh4LWBf2ZrSS/rJq5/9rOuYJKRscEsfyuMbhrRe0JgfVU1Rq5/l87SM0qYUxMEJ/dPcYl65d01+tod33dTUhdBSvuoKmYUXfvPOtVcPfqePywHB+aHYHM/6SpIOPEGE0SY1/9idzS6mb3i/GHwBpE/HBtOvq6K2oMxD27AYDUF2bh7a6sPRaHvoTv74O+02DBdzY//KaMTSzavAipUfxQ1V3fl05Z2inBpGTjRjIfWSg/qD9dWmfbGPn2W/jXiWId5eOntlNWWM0NT4xA30fX4eOc2L2d1UtfJTgqmjvfeK/ZNpJJIvu1Pa1acWl0HugXjxI1SwQ25Wx+Ba8lHWPtYdl+0Ntdw/2T+3L3xD54uSsnpraGtddRha+SAlughD1W/WMrXaw8MT6c929PaJK5ordB5ooj0KhVPDc7jvuXJ6OieQHoudlxYqAiaDdKftcFAsWpqYALyXUrf/fIK3+ripq2CxlUlzVS9xPUx2U84ztLtcHIH5fv51xBJb2CvPn37SOEUCJoN55uGt67LYFr/rmV3ekFvP1TGo/NHODobgm6Gh21x7L22EmLaT7ro27bhieb7mpP/IibIwsizWauLHEpoQTAYDLh56ltViwR4w+BtTQXPxZO7y/GHwLbYqi7TpXnQfpWm8YPo8nIkj1LmgglABISKlS8tuc1pkZN7bAll//MmfD2W+S8/IqcYVKHNiyMsKef6rRQYjSaKC+S/0edrVlyPjUFgJ5x8S22UalVBMzuS/7yoy22CZjdRwglgnbT0vxVcWUt7/1ykmXbz1BjNKFWwfyRUSya0Z9QF8loFGKJk6OUPZaZ9hQrH9u34z5yifHhzIjTd5kbsa4mAAkcj9LfdYGg05iM8oRTUQYUnYXCjIZ/l14AydTwOVov6Dny0qrfniPBK9Ax/XcwkiTx9Hcp7D1TiJ+nlv/73UiCnKSAncD1iAn24dUbLuPhLw7w7i8nGRPTgwmxXcuuTuBA2mOPZQ2N40f6rw2P3RJhQ6D/rI7Hj7g5MPBq5UQfO2GOH6fyyvF0U+ProeVi2aUVwmL8IWgP9ePHOz+f5LPdZykov/R5EuMPQadIXQU/Piv/nf0bfHxN5+JHI5Jzk8mpyGlxv4REdkU2ybnJjNKP6vB5/GfOxHvECNLGTwAg6v/+h8+YMag0nY8f5YXVSBKotSq8O2l9ZSnu3kK9EjNe8cH0uH0QRatPNcgw0eg8CJjdB694cQ8paB/NzV/p/T2Z3D+EjanZFFbUAjAxNpinrxrEoHDXygIUYkkHsNfq75bssbKLq7h/ebJN7KvsWSxQo1Z1SnBxNrqaACRwHPb4rgsEbWIyyZNJTcSQusfF5y95ELeEX/glYSRqDOiHKF7c0VX495bTfJt8Ho1axXu3JtAv1K/tJwkErTBnaAQ7T+XzxZ6zLPzqAOsenugyq7UEHUDJTI/6tGSPVZIlb2/OvsoW8aM5JiyEIfM6+kpk1BqImdi5YziY+vHjwwUjGd8vWIw/BJ1iztAIVuw9x7aTFxsIJSDGH10Ro+nS9XxPegETY0OUuWZ0JH60k7yKPJu2aw1TRQUAKi8vfMfZrsZV/XolncnmqCwt4eLZMwBEtZJZYsYrPhjPuB5UpxdjKq1B7eeOR4xOZJQI2k2L81clVXy17xwA/UJ9eebqQUzpH4LKBV0khFjSTuy1+tse9lggigV2lq4mAAnsj72+6wIBkiQXyDVPYBXWTWKZJ7OKzoGxeS90C2o3CIiCgGgI6AWB0XV/1z32De02llrtYcORbP6+4Rgg26RM6h/i4B4JugrPzY7jwNlCjmWX8siXB1l+9xgRK7oits70aAlr7LFWPyLXoyo+3/H4oXGHtA1t98c3rL2voMvRUvwQ4w9BZzCaJE7mlja7T4w/uhZJKVk8t+qI5fHvPtqrTPZQm/FDBUlPytl+nRD6Q7ytu4e2tl1rmErl74jG17fTx6pPaYFtirufPya/r0GRUXjrAqx6jkqtwrOvdW0FguZobf7KjM7LjbV/moCHm2tl8tZHiCXtwJ6rv+1ljzU6JohwnWebxcpHxwR1+BwCgaBl7PVdF3RRDNVQUQCVBVCR3+jvQvnv8otQfE6e0KqtaP14Kg3oIhsKIIF1vwOiwU/vcvYljiYls5iFXx5EkuCOsdHcMba3o7sk6EKY/ednv7ONnafzeWltKs9eE+eSK7gELaDUSt3m4se5PW3bY1UWwM8vNt3envhhMsJb8fJraGkE4h8hZ890Y0T8ECjFnvQCsktaFjjF+KNrYFf3gowdbcQPCUoy5XadyPZLCE0gzDuM3IrcZuuWqFAR5h1GQmhCh89hxlgiiyXqVopAd4QSc2ZJZ+uVHJEtuKzJKhEIbEVb81cAxZW1JJ8tcun4IcQSK7H36m972WOJYuUCgWOxpxWewImRJKgpbyR6FMq/K/Lrttf/u1D+u7a8nSdSyVZZgS1MZvlHgkbcGtiK3JIq7vlkH5W1RibGBvPsNXGO7pKgC9I3xJcldf7zH20/AyAEk66CtSt1YyZDdbHC8aMeUWPlya6Oxg+1Rs6KWXGH/BqaG4EkLunW4ryIHwIlEeOPro/d3QvKWq4j0qF2LaBRa3hy9JMs2ryoyT5VXfxYPHpxh4u718dUpmxmiX8nxZJzR83F3VuvVyIQ2JLuEj/EjIiV2Hv1tz3tsUSxcoHAcQgrvG7Ivo/g1M+XJrPMAomxpu3nNodKDV5B4B106XeDv3uArqc8maXrCVoP274eQbNU1Rq559P9ZBVX0TfEh3dvTUCrUTu6W4IuypyhEZRVGXj6+8N8tP0MkiQvdhGCiYtj7Urd13p17PiN4wcSnNvd9vOueKbzdUDi5shZMc3aiy2xrb2YiyHih0BpxPij62N39wJrbRNtYK84PXo6S6cs5Zltz1BhuJQ1H+YdxuLRi5kePb3T5wDlMkvq1yzpKFVlZeRlpAMQJcQSgR3pLvFDiCVWYm/1zN72WKJYuUDgGIQVXjck6yAcXdX8Po27LG60JHo0J4p46EAtJlGcCUmSePzrQxw6V0SAtxv/u3MUOi9R6F6gLLeO6YVGDU9+d5hlO85gkiSenzNYCCauTHtW4NoiftjbHitujuxfb4/C9S6CiB8Ce9DW+APkuqxi/OG62H31d/Q4OT7YKX5Mj57Ojgs7+PrE10zrNY3bBt1GQmiCTTJKzFgyS/xsnFmSXwl0zobr/LEjIEkERvTEJyDQVl0TCNqku8xfCbHESuytnjnCHksUKxcI7I+wwuuGDL4OQgfXTVoFypNY5gksdx9RIL0L8NamNNb8loWbRsW/bx9B72AfR3dJ0E24aVQvVCoVi7/9jU92ZmCSJF6YE49axBDXxNoVuLd+DbEzOh8/HGGPpdZ0PkulCyHih8AetDb+MBMb5ouIHK6L3Vd/N4gfjVEmfhhMBgAG9xjMKP0omx3XjCWzxM92mSWSSaKsUK4X5NfDq8PHOZ9aV69kkKhXIrAv3WX+SixFtRKzetbS263C9qsvzPZYel3DAKbXedq2GJdAIHAo4rvezegzBcbcC0PmQb9pEDFM9nz38BVCSRdg1aELvP1TGgAvzx3C5X3EIgSBfZk/MorX5w1FpYLlu87yzA8pmEwtrR0WODXmlbqtjUD8I+VYYqv4YbbH8m907+Ef0fFi8gKrEPFDYE9aGn8E1GUy/XrioogfLowj5q8s8cPdr+F2heJHjUm2MHbXuNv0uGZMpbbPLCkvrsFklFCpVfjoOt7vc3ViSU9R3F3gALrD/JXILLESR6lnwh5LIOgeiO+6QOD6HDhbyONfHwLg3kl9mD8qysE9EnRX5o3oiVoFj399iC/2nEWSJF65bojIMHE1HFUIXdhj2R0RPwSOoKXxx8qDmSJ+uDgOW/0dNwcuHIBtS6HvNJjwqGLxo8aorFhiLLV9ZonZgss3wAN1B2tRVVeUk3dGrlcixBKBo+jq81dCLGkHjiqELuyxBILugfiuCwSuy4WiSu75ZD81BhPTBoayOHGgo7sk6OZcn9ATtUrFohUH+XLvOUySxJLrLxMTXq6GowqhC3ssuyHih8CRNDf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" ] @@ -719,42 +719,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anim52eeb86bc8074f6aa16841da82e864ce.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -764,13 +764,13 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img9914dcb417e745bfa7e085005e646405\";\n", - " var slider_id = \"_anim_slider9914dcb417e745bfa7e085005e646405\";\n", - " var loop_select_id = \"_anim_loop_select9914dcb417e745bfa7e085005e646405\";\n", + " var img_id = \"_anim_img52eeb86bc8074f6aa16841da82e864ce\";\n", + " var slider_id = \"_anim_slider52eeb86bc8074f6aa16841da82e864ce\";\n", + " var loop_select_id = \"_anim_loop_select52eeb86bc8074f6aa16841da82e864ce\";\n", " var frames = new Array(12);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABaI0lEQVR4nO3deVxU5f4H8M+AMCzCCKgsioqoKIKmuOGeexdQ65blQqXeykwN\\\n", "l1za1BYx81qZXc0WtfJKt9JumRc1F4orbijKopUbKIIiwqDIOnx/f/jjXEccBXNm4Ph5v17zyjnn\\\n", "OXO+52HiwznnOedoRERAREREdZqNtQsgIiKiP4+BTkREpAIMdCIiIhVgoJMqrV27FhqNRnnVq1cP\\\n", @@ -1179,7 +1179,7 @@ "Bf4PieHc8S+YyfIAAAAASUVORK5CYII=\\\n", "\"\n", " frames[1] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABa1UlEQVR4nO3deVxU5f4H8M+AMCDCCKgsioqoJIIbbrjn3gXUNsuFSm0xU8Ml\\\n", "l6zUFjXz2mZXM0utTLqVtpiXNBeKK24gCqKVGyCCoMKgyDp8f3/441xHHAVzZuD4eb9e88o55zlz\\\n", "vudh4sM55znnaEREQERERLWajbULICIior+PgU5ERKQCDHQiIiIVYKCTKq1btw4ajUZ51alTB02a\\\n", @@ -1591,7 +1591,7 @@ "CjDQiYiIVOD/ACYIEFbGUzUkAAAAAElFTkSuQmCC\\\n", "\"\n", " frames[2] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABbfElEQVR4nO3deVxU5f4H8M+AMCzCCKgsioqoJIKmuOG+axcw2ywXKvVaZkq4\\\n", "5NKmtqiZ1za7mi1q5ZU27ZZ5yZ3iioogyqKViqAIggqDIuvw/f3hj3MdcQTMmYHx83695pVzznPm\\\n", "fM/DxIdzznPOUYmIgIiIiBo0K3MXQERERH8dA52IiMgCMNCJiIgsAAOdLNKGDRugUqmUV6NGjdCy\\\n", @@ -2006,7 +2006,7 @@ "ERFZgP8D53hts3J1cL0AAAAASUVORK5CYII=\\\n", "\"\n", " frames[3] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABcuUlEQVR4nO3deVxU9f4/8NeAMCzCCKgsioqoKAKmuOGeexcw65bmQqXeykwJ\\\n", "l1yyUlvUzGubpdmiVibdSrtpRpoLxVdUBFEWzVQERRBUGBRZh/fvD3+c64ijYDAD4+v5eMwj55zP\\\n", "mfM+HyZenHM+5xyViAiIiIioQbMwdQFERET09zHQiYiIzAADnYiIyAww0MksbdiwASqVSnk1atQI\\\n", @@ -2427,7 +2427,7 @@ "gg==\\\n", "\"\n", " frames[4] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABdu0lEQVR4nO3deVxU5f4H8M+AMCDCCKgsioqoKIKmuOG+a5dF65blQqXeSk3J\\\n", "LbcWtUXNvLZZmlZq6ZVupZXLJU2T4oqKIAqilYqgCIKIgyLr8P394Y9zHXEEFGZg/Lxfr3nlPOc5\\\n", "M995mPhwznnOOSoRERAREVGdZmHqAoiIiOjBMdCJiIjMAAOdiIjIDDDQySxt3LgRKpVKedSrVw/N\\\n", @@ -2852,7 +2852,7 @@ "ZAYY6ERERGbg/wC1Qs98dIVxlwAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[5] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABfj0lEQVR4nO3deVxU5f4H8M+AMCzCCCiboiIqiuCGG+67dgGXblmpVOatzNTc\\\n", "Mm1TW9TMa2V2NSuX0qRNK5fI3eKKG4iCuKQiKIIg4oDIOnx/f/jjXEcYBYMZGD/v12tewTnPmfM9\\\n", "jxOfOec85xyViAiIiIioVrMwdQFERET09zHQiYiIzAADnYiIyAww0KlWW7t2LVQqlfKqU6cOGjVq\\\n", @@ -3285,7 +3285,7 @@ "GeAhdyIiIjPAQCciIjIDDHQiIiIz8H89rEvWBXexgQAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[6] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABgN0lEQVR4nO3deVxU9f4/8NeAMCzCCCiboiIqiuCGG+67dhW1btfKpDSvZqaE\\\n", "S6Ztaouaea3M0rJSu5rcW2nlEmkuFF9xA1ERzVQERRAUHBBZh/fvD3+c6wijYMwMjK/n4zGPnHM+\\\n", "Z877fJh4cc75nHNUIiIgIiKiOs3K3AUQERHRX8dAJyIisgAMdCIiIgvAQKc6bf369VCpVMqrXr16\\\n", @@ -3721,7 +3721,7 @@ "IiIiC8BAJyIisgAMdCIiIgvw/wCmudo8M2dh2gAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[7] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABgIklEQVR4nO3deVwV5f4H8M8B4bAIR0BlUVRERRHcN9z35Spq3bJSKc2bqam5\\\n", "ZdqmtqiZ18oszcqlq8m9lVYukeZWXFEUREU0UxEUQVTggCjb4fv7wx9zPeJRMM45MH7erxevK888\\\n", "c+Y7zyU+zMwzMxoRERAREVGVZmPtAoiIiOivY6ATERGpAAOdiIhIBRjoVKWtW7cOGo1G+apWrRrq\\\n", @@ -4157,7 +4157,7 @@ "BjFWQrr1yAAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[8] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABhf0lEQVR4nO3deVxU5f4H8M+AMCzCCBiboiIqiuC+4b5rVzDrlpVJZd5MTckt\\\n", "c6nUFjXz2mZXy3LpatKttHKJNLfiiqIgKqKZiqAIgoKDomzD9/cHP851hFEwmIHj5/168Sqe88yc\\\n", "73ma+Mw55znnaEREQERERLWalaULICIior+OgU5ERKQCDHQiIiIVYKBTrbZ27VpoNBrlp06dOmjY\\\n", @@ -4599,7 +4599,7 @@ "IiIiFfg/BypVeRCAaWQAAAAASUVORK5CYII=\\\n", "\"\n", " frames[9] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjDUlEQVR4nO3deVxU9f4/8NeAMCzCCCiboiIqiuC+obnk3gXMumWlUpk3U1Nz\\\n", "y7QNbVEzr212tc2lq0mbVpqRW1p8RVEQBdFKRVAEUcABUbaZ9+8Pf5zrCKOgzAyMr+fjMY8r57xn\\\n", "zvt8msuLs6tEREBERET1mo2lGyAiIqK7x0AnIiKyAgx0IiIiK8BAp3pt7dq1UKlUyqtBgwZo1qwZ\\\n", @@ -5048,7 +5048,7 @@ "RFbg/wFru3icJK0LFQAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[10] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjCklEQVR4nO3deVhUZf8/8PeAMCzCCBhboiKuCO4b7rn7IGo9ZaVSmWVpSm6Z\\\n", "tqEtama2WVqZS2nSppVLpGlafEVREBXRTEVRBCHBAZF1+Pz+8Md5HHEUjJmB4/t1XVyPc5/7zHzO\\\n", "3Ty8Oefc5xyNiAiIiIioVrOxdgFERET07zHQiYiIVICBTkREpAIMdKrVVq9eDY1Go/zUqVMHDRo0\\\n", @@ -5497,7 +5497,7 @@ "/wGYAvy1LraupwAAAABJRU5ErkJggg==\\\n", "\"\n", " frames[11] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", - "bGliIHZlcnNpb24zLjguMCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy81sbWrAAAACXBIWXMAAA9h\\\n", + "bGliIHZlcnNpb24zLjguNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8fJSN1AAAACXBIWXMAAA9h\\\n", "AAAPYQGoP6dpAABjCUlEQVR4nO3deVxU9f4/8NeAMCzCCCiboiIqiuCGG+65dwG1blmpVGaLmhou\\\n", "mWaFtKiZ1za7WllqV6/cW2mlGWluxVcUBVEQrVQEFxATHBBlG96/P/xxriOMgjIzMLyejwePK+e8\\\n", "z8z7fOLy4pz5nHNUIiIgIiKies3K3A0QERHR/WOgExERWQAGOhERkQVgoFO9tm7dOqhUKuWrUaNG\\\n", @@ -5950,7 +5950,7 @@ " /* set a timeout to make sure all the above elements are created before\n", " the object is initialized. */\n", " setTimeout(function() {\n", - " anim9914dcb417e745bfa7e085005e646405 = new Animation(frames, img_id, slider_id, 100.0,\n", + " anim52eeb86bc8074f6aa16841da82e864ce = new Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -5973,7 +5973,7 @@ "metadata": { "celltoolbar": "Metagegevens bewerken", "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -5987,7 +5987,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.3" } }, "nbformat": 4,