From a06587cf4bd633ce9e8febe8171d711fa7f71bbb Mon Sep 17 00:00:00 2001 From: Ardavan Oskooi Date: Thu, 2 May 2019 10:21:55 -0700 Subject: [PATCH] tutorial example for add_near2far with periodic boundaries (#845) * tutorial example for near2far with periodic boundaries * demonstrate O(1/nperiods) scaling of the error for a finite periodic grating --- .../Python_Tutorials/Mode_Decomposition.md | 2 +- .../Near_to_Far_Field_Spectra.md | 183 ++++++++ doc/docs/Python_Tutorials/Optical_Forces.md | 107 +++-- .../grating_diffraction_spectra_n2f.png | Bin 0 -> 269066 bytes python/examples/binary_grating_n2f.ipynb | 412 ++++++++++++++++++ python/examples/binary_grating_n2f.py | 160 +++++++ python/examples/parallel-wvgs-force.py | 67 +-- python/examples/parallel-wvgs-mpb.py | 2 +- 8 files changed, 850 insertions(+), 83 deletions(-) create mode 100644 doc/docs/images/grating_diffraction_spectra_n2f.png create mode 100644 python/examples/binary_grating_n2f.ipynb create mode 100644 python/examples/binary_grating_n2f.py diff --git a/doc/docs/Python_Tutorials/Mode_Decomposition.md b/doc/docs/Python_Tutorials/Mode_Decomposition.md index b0f8c5b4c..b6e01d364 100644 --- a/doc/docs/Python_Tutorials/Mode_Decomposition.md +++ b/doc/docs/Python_Tutorials/Mode_Decomposition.md @@ -143,7 +143,7 @@ The reflectance values computed using the two methods are nearly identical. For Diffraction Spectrum of a Binary Grating ---------------------------------------- -The mode-decomposition feature can also be applied to planewaves in homogeneous media with scalar permittivity/permeability (i.e., no anisotropy). This will be demonstrated in this example to compute the diffraction spectrum of a binary phase [grating](https://en.wikipedia.org/wiki/Diffraction_grating). The unit cell geometry of the grating is shown in the schematic below. The grating is periodic in the $y$ direction with periodicity `gp` and has a rectangular profile of height `gh` and duty cycle `gdc`. The grating parameters are `gh`=0.5 μm, `gdc`=0.5, and `gp`=10 μm. There is a semi-infinite substrate of thickness `dsub` adjacent to the grating. The substrate and grating are glass with a refractive index of 1.5. The surrounding is air/vacuum. Perfectly matched layers (PML) of thickness `dpml` are used in the $\pm x$ boundaries. +The mode-decomposition feature can also be applied to planewaves in homogeneous media with scalar permittivity/permeability (i.e., no anisotropy). This will be demonstrated in this example to compute the diffraction spectrum of a binary phase [grating](https://en.wikipedia.org/wiki/Diffraction_grating). (An alternative method, which is much more inefficient, involves computing the near-to-far field transformation as demonstrated in [Tutorials/Near to Far Field Spectra/Diffraction Spectrum of a Binary Grating](Near_to_Far_Field_Spectra.md#diffraction-spectrum-of-a-binary-grating).) The unit cell geometry of the grating is shown in the schematic below. The grating is periodic in the $y$ direction with periodicity `gp` and has a rectangular profile of height `gh` and duty cycle `gdc`. The grating parameters are `gh`=0.5 μm, `gdc`=0.5, and `gp`=10 μm. There is a semi-infinite substrate of thickness `dsub` adjacent to the grating. The substrate and grating are glass with a refractive index of 1.5. The surrounding is air/vacuum. Perfectly matched layers (PML) of thickness `dpml` are used in the $\pm x$ boundaries. ### Transmittance Spectra for Planewave at Normal Incidence diff --git a/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md b/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md index 47e5e02f7..185562492 100644 --- a/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md +++ b/doc/docs/Python_Tutorials/Near_to_Far_Field_Spectra.md @@ -348,6 +348,189 @@ The far-field energy-density profile is shown below for the three lens designs. ![](../images/metasurface_lens_farfield.png) +Diffraction Spectrum of a Finite Binary Grating +----------------------------------------------- + +In this example, we compute the diffraction spectrum of a binary phase [grating](https://en.wikipedia.org/wiki/Diffraction_grating) with finite length. To compute the diffraction spectrum of the infinite periodic structure requires [mode decomposition](../Mode_Decomposition.md); for a demonstration, see [Tutorials/Mode Decomposition/Diffraction Spectrum of a Binary Grating](Mode_Decomposition.md#diffraction-spectrum-of-a-binary-grating) which also describes the grating geometry used in this example (i.e., periodicity of 10 μm, height of 0.5 μm, duty cycle of 0.5, and index 1.5 in air). Note that an infinite periodic structure actually has *no* spatial separation of the diffracted orders; they are all present at every far-field point. The focus of this tutorial is mainly to demonstrate `add_near2far`'s support for periodic boundaries. + +The simulation script is in [examples/binary_grating_n2f.py](https://github.com/NanoComp/meep/blob/master/python/examples/binary_grating_n2f.py). The notebook is [examples/binary_grating_n2f.ipynb](https://nbviewer.jupyter.org/github/NanoComp/meep/blob/master/python/examples/binary_grating_n2f.ipynb). + +The simulation involves computing the scattered near fields of a finite grating for an Ez-polarized, pulsed planewave source at normal incidence. The far fields are then computed for 500 points along a line parallel to the grating axis positioned 100 m away in the upper half plane of the symmetric finite structure with length corresponding to a 20° cone. The diffraction spectra is computed as the ratio of the energy density of the far fields from two separate runs: (1) an empty cell to obtain the fields from just the incident planewave and (2) a binary-grating unit cell to obtain the scattered fields. The far-field distance is chosen to be 100 m or 107 grating periods away. + +Modeling a finite grating requires specifying the `nperiods` parameter of `add_near2far` which sums `2*nperiods+1` Bloch-periodic copies of the near fields. However, because of the way in which the edges of the structure are handled, this approach is only an *approximation* for a finite periodic surface. We will verify that the error from this approximation is O(1/`nperiods`) by comparing its result with that of a true finite periodic structure involving multiple periods in a supercell arrangement terminated with a flat surface extending into PML. (There are infinitely many ways to terminate a finite periodic structure, of course, and different choices will have slightly different errors compared to the periodic approximation.) + +```py +import meep as mp +import math +import numpy as np +from numpy import linalg as LA +import matplotlib.pyplot as plt + +resolution = 25 # pixels/μm + +dpml = 1.0 # PML thickness +dsub = 3.0 # substrate thickness +dpad = 3.0 # padding between grating and PML +gp = 10.0 # grating period +gh = 0.5 # grating height +gdc = 0.5 # grating duty cycle + +nperiods = 10 # number of unit cells in finite periodic grating + +ff_distance = 1e8 # far-field distance from near-field monitor +ff_angle = 20 # far-field cone angle +ff_npts = 500 # number of far-field points + +ff_length = ff_distance*math.tan(math.radians(ff_angle)) +ff_res = ff_npts/ff_length + +sx = dpml+dsub+gh+dpad+dpml +cell_size = mp.Vector3(sx) + +pml_layers = [mp.PML(thickness=dpml,direction=mp.X)] + +symmetries = [mp.Mirror(mp.Y)] + +wvl_min = 0.4 # min wavelength +wvl_max = 0.6 # max wavelength +fmin = 1/wvl_max # min frequency +fmax = 1/wvl_min # max frequency +fcen = 0.5*(fmin+fmax) # center frequency +df = fmax-fmin # frequency width + +src_pt = mp.Vector3(-0.5*sx+dpml+0.5*dsub) +sources = [mp.Source(mp.GaussianSource(fcen, fwidth=df), component=mp.Ez, center=src_pt)] + +k_point = mp.Vector3() + +glass = mp.Medium(index=1.5) + +sim = mp.Simulation(resolution=resolution, + cell_size=cell_size, + boundary_layers=pml_layers, + k_point=k_point, + default_material=glass, + sources=sources) + +nfreq = 21 +n2f_pt = mp.Vector3(0.5*sx-dpml-0.5*dpad) +n2f_obj = sim.add_near2far(fcen, df, nfreq, mp.Near2FarRegion(center=n2f_pt)) + +sim.run(until_after_sources=mp.stop_when_fields_decayed(50, mp.Ez, n2f_pt, 1e-9)) + +ff_source = sim.get_farfields(n2f_obj, ff_res, center=mp.Vector3(ff_distance,0.5*ff_length), size=mp.Vector3(y=ff_length)) + +sim.reset_meep() + +### unit cell with periodic boundaries + +sy = gp +cell_size = mp.Vector3(sx,sy) + +sources = [mp.Source(mp.GaussianSource(fcen, fwidth=df), component=mp.Ez, center=src_pt, size=mp.Vector3(y=sy))] + +geometry = [mp.Block(material=glass, size=mp.Vector3(dpml+dsub,mp.inf,mp.inf), center=mp.Vector3(-0.5*sx+0.5*(dpml+dsub))), + mp.Block(material=glass, size=mp.Vector3(gh,gdc*gp,mp.inf), center=mp.Vector3(-0.5*sx+dpml+dsub+0.5*gh))] + +sim = mp.Simulation(resolution=resolution, + split_chunks_evenly=True, + cell_size=cell_size, + boundary_layers=pml_layers, + geometry=geometry, + k_point=k_point, + sources=sources, + symmetries=symmetries) + +n2f_obj = sim.add_near2far(fcen, df, nfreq, mp.Near2FarRegion(center=n2f_pt, size=mp.Vector3(y=sy)), nperiods=nperiods) + +sim.run(until_after_sources=mp.stop_when_fields_decayed(50, mp.Ez, n2f_pt, 1e-9)) + +ff_unitcell = sim.get_farfields(n2f_obj, ff_res, center=mp.Vector3(ff_distance,0.5*ff_length), size=mp.Vector3(y=ff_length)) + +sim.reset_meep() + +### finite periodic grating with flat surface termination extending into PML + +num_cells = 2*nperiods+1 +sy = dpml+num_cells*gp+dpml +cell_size = mp.Vector3(sx,sy) + +pml_layers = [mp.PML(thickness=dpml)] + +sources = [mp.Source(mp.GaussianSource(fcen, fwidth=df), component=mp.Ez, center=src_pt, size=mp.Vector3(y=sy-2*dpml))] + +geometry = [mp.Block(material=glass, size=mp.Vector3(dpml+dsub,mp.inf,mp.inf), center=mp.Vector3(-0.5*sx+0.5*(dpml+dsub)))] + +for j in range(num_cells): + geometry.append(mp.Block(material=glass, + size=mp.Vector3(gh,gdc*gp,mp.inf), + center=mp.Vector3(-0.5*sx+dpml+dsub+0.5*gh,-0.5*sy+dpml+(j+0.5)*gp))) + +sim = mp.Simulation(resolution=resolution, + split_chunks_evenly=True, + cell_size=cell_size, + boundary_layers=pml_layers, + geometry=geometry, + k_point=k_point, + sources=sources, + symmetries=symmetries) + +n2f_obj = sim.add_near2far(fcen, df, nfreq, mp.Near2FarRegion(center=n2f_pt, size=mp.Vector3(y=sy-2*dpml))) + +sim.run(until_after_sources=mp.stop_when_fields_decayed(50, mp.Ez, n2f_pt, 1e-9)) + +ff_supercell = sim.get_farfields(n2f_obj, ff_res, center=mp.Vector3(ff_distance,0.5*ff_length), size=mp.Vector3(y=ff_length)) + +norm_err = LA.norm(ff_unitcell['Ez']-ff_supercell['Ez'])/nperiods +print("error:, {}, {}".format(nperiods,norm_err)) +``` + +A plot of (a) the diffraction/far-field spectra and (b) its cross section at a fixed wavelength of 0.5 μm, is generated using the commands below and shown in the accompanying figure for two cases: (1) `nperiods = 1` (no tiling; default) and (2) `nperiods = 10` (21 copies). Note that because the evenly-spaced points on the line used to compute the far fields are mapped to angles in the plot, the angular data is *not* evenly spaced. A similar non-uniformity occurs when transforming the far-field data from the frequency to wavelength domain. + +```py +freqs = mp.get_near2far_freqs(n2f_obj) +wvl = np.divide(1,freqs) +ff_lengths = np.linspace(0,ff_length,ff_npts) +angles = [math.degrees(math.atan(f)) for f in ff_lengths/ff_distance] + +wvl_slice = 0.5 +idx_slice = np.where(np.asarray(freqs) == 1/wvl_slice)[0][0] + +rel_enh = np.absolute(ff_unitcell['Ez'][0])**2/np.absolute(ff_source['Ez'][0])**2 + +plt.figure(dpi=150) + +plt.subplot(1,2,1) +plt.pcolormesh(wvl,angles,rel_enh,cmap='Blues',shading='flat') +plt.axis([wvl_min,wvl_max,0,ff_angle]) +plt.xlabel("wavelength (μm)") +plt.ylabel("angle (degrees)") +plt.grid(linewidth=0.5,linestyle='--') +plt.xticks([t for t in np.arange(wvl_min,wvl_max+0.1,0.1)]) +plt.yticks([t for t in range(0,ff_angle+1,10)]) +plt.title("far-field spectra") + +plt.subplot(1,2,2) +plt.plot(angles,rel_enh[:,idx_slice],'bo-') +plt.xlim(0,ff_angle) +plt.ylim(0) +plt.xticks([t for t in range(0,ff_angle+1,10)]) +plt.xlabel("angle (degrees)") +plt.ylabel("relative enhancement") +plt.grid(axis='x',linewidth=0.5,linestyle='--') +plt.title("f.-f. spectra @ λ = {:.1} μm".format(wvl_slice)) + +plt.tight_layout(pad=0.5) +plt.show() +``` + +
+![](../images/grating_diffraction_spectra_n2f.png) +
+ +For the case of `nperiods = 1`, three diffraction orders are present in the far-field spectra as broad peaks with broad angular width (a fourth peak/order is also visible). When `nperiods = 10`, the diffraction orders become sharp, narrow peaks. The three diffraction orders are labeled in the right inset of the bottom figure as m=1, 3, and 5 corresponding to angles 2.9°, 8.6°, and 14.5° which provide validation since they can be computed analytically as described in [Tutorials/Mode Decomposition/Diffraction Spectrum of a Binary Grating](Mode_Decomposition.md#diffraction-spectrum-of-a-binary-grating). + +Finally, we verify that the error in `add_near2far` — defined as the L2-norm of the difference of the two far-field datasets from the unit-cell and super-cell calculations normalized by `nperiods` — is O(1/`nperiods`) by comparing results for three values of `nperiods` of 5, 10, and 20. The error values, which are displayed in the output in the line prefixed by `error:`, are `0.0001195599054639075`, `5.981324591508146e-05` and `2.989829913961854e-05`. The pairwise ratios of the errors for these three finite structures is nearly 2 as expected (i.e., doubling `nperiods` results in a halving of the error). Far-Field Profile of a Cavity ----------------------------- diff --git a/doc/docs/Python_Tutorials/Optical_Forces.md b/doc/docs/Python_Tutorials/Optical_Forces.md index 0d3496778..6ab18827d 100644 --- a/doc/docs/Python_Tutorials/Optical_Forces.md +++ b/doc/docs/Python_Tutorials/Optical_Forces.md @@ -2,7 +2,7 @@ # Optical Forces --- -This tutorial demonstrates Meep's ability to compute classical forces via the [Maxwell stress tensor](https://en.wikipedia.org/wiki/Maxwell_stress_tensor) (MST). Also demonstrated is the [eigenmode source](../Python_User_Interface.md#eigenmodesource). The geometry consists of two identical, parallel, silicon waveguides with square cross section in vacuum. A schematic of the geometry is shown below. Due to the parallel orientation of the waveguides, the two modes can be chosen to be either symmetric or anti-symmetric with respect to a mirror-symmetry plane between them. As the two waveguides are brought closer and closer together, their modes increasingly couple and give rise to a gradient force that is *transverse* to the waveguide axis. This is different from [radiation pressure](https://en.wikipedia.org/wiki/Radiation_pressure) which involves momentum exchange between photons and is *longitudinal* in nature. An interesting phenomena that occurs for this coupled system is that the force can be tuned to be either attractive or repulsive depending on the relative phase of the modes. This tutorial will demonstrate this effect. +This tutorial demonstrates Meep's ability to compute classical forces via the [Maxwell stress tensor](https://en.wikipedia.org/wiki/Maxwell_stress_tensor) (MST). The geometry consists of two identical, parallel, silicon waveguides with square cross section in vacuum. A schematic of the geometry is shown below. Due to the parallel orientation of the waveguides, the two modes can be chosen to be either symmetric or anti-symmetric with respect to an *x* mirror-symmetry plane between them. As the two waveguides are brought closer and closer together, their modes increasingly couple and give rise to a gradient force that is *transverse* to the waveguide axis (i.e., in the *x* direction). This is different from [radiation pressure](https://en.wikipedia.org/wiki/Radiation_pressure) which involves momentum exchange between photons and is *longitudinal* in nature. An interesting phenomena that occurs for this coupled system is that the force can be tuned to be either attractive or repulsive depending on the relative phase of the modes. This tutorial will demonstrate this effect.
![](../images/Waveguide_forces.png) @@ -12,67 +12,50 @@ The gradient force on each waveguide arising from the evanescent coupling of the $$F=-\frac{1}{\omega}\frac{d\omega}{ds}\Bigg\vert_\vec{k}U,$$ -where ω is the mode frequency of the coupled-waveguide system, $s$ is the separation distance between the parallel waveguides, $k$ is the conserved wave vector and $U$ is the total energy of the electromagnetic fields. By convention, negative and positive values correspond to attractive and repulsive forces, respectively. For more details, see [Optics Letters, Vol. 30, pp. 3042-4, 2005](https://www.osapublishing.org/ol/abstract.cfm?uri=ol-30-22-3042). This expression has been shown to be mathematically equivalent to the MST in [Optics Express, Vol. 17, pp. 18116-35, 2009](http://www.opticsinfobase.org/oe/abstract.cfm?URI=oe-17-20-18116). We will verify this result in this tutorial. +where ω is the mode frequency of the coupled-waveguide system, $s$ is the separation distance between the parallel waveguides, $k$ is the conserved wave vector and $U$ is the total energy of the electromagnetic fields. By convention, negative and positive values correspond to attractive and repulsive forces, respectively. For more details, see [Optics Letters, Vol. 30, pp. 3042-4, 2005](https://www.osapublishing.org/ol/abstract.cfm?uri=ol-30-22-3042). This expression has been shown to be mathematically equivalent to the MST in [Optics Express, Vol. 17, pp. 18116-35, 2009](http://www.opticsinfobase.org/oe/abstract.cfm?URI=oe-17-20-18116). We will verify this result in this tutorial. Note: in this particular example, only the fundamental `ODD_Y` mode shows the bidirectional force. It is convenient to normalize the force in order to work with dimensionless quantities. Since the total power transmitted through the waveguide is $P=v_gU/L$ where $v_g$ is the group velocity, $L$ is the waveguide length, and $U$ is defined as before, we focus instead on the force per unit length per unit power $(F/L)(ac/P)$ where $a$ is the waveguide width and $c$ is the speed of light. This dimensionless quantity enables us to compute both the flux and the force in a single simulation. -We can compute the gradient force using two different methods and verify that they are equivalent: (1) using MPB, we compute the frequency and group velocity for a given mode over a range of separation distances and then use a [finite-difference](https://en.wikipedia.org/wiki/Finite_difference) scheme to numerically evaluate the formula from above, and (2) using Meep, we directly compute both the gradient force and the power transmitted through the waveguide for the guided mode over the same range of separation distances. In this particular example, we consider just the fundamental `ODD_Y` mode which shows the bidirectional force. The range of separation distances is from 0.02 to 1.02 μm in increments of 0.02 μm. +The gradient force can be computed using two different methods: (1) using MPB, compute the frequency and group velocity for a given mode over a range of separation distances and then use a centered [finite-difference](https://en.wikipedia.org/wiki/Finite_difference) scheme to numerically evaluate the formula from above, and (2) using Meep, directly compute both the gradient force and the power transmitted through the waveguide for the guided mode over the same range of separation distances. This tutorial verifies that (1) and (2) produce equivalent results. The simulation script is in [examples/parallel-wvgs-force.py](https://github.com/NanoComp/meep/blob/master/python/examples/parallel-wvgs-force.py). -The Meep script begins with defining the necessary modules: +The main component of the script is the function `parallel_waveguide(s,xodd)` which computes the Poynting flux and the force given the waveguide separation distance `s` and parity of the waveguide mode `xodd`. Since the eigenmode frequency is not known apriori, a preliminary [`Harminv`](../Python_User_Interface.md#harminv) run is required using a broadband pulsed source. The propagating mode never decays away and the runtime is therefore chosen arbitrarily as 200 time units after the pulsed sources have turned off. Once we have determined the eigenmode frequency, we then replace the `Source` with [`EigenModeSource`](../Python_User_Interface.md#eigenmodesource) to compute: (1) the force on each waveguide due to the mode coupling and (2) the power in the mode. The [eigenmode source](Eigenmode_Source.md) enables a more efficient mode excitation than simply using a constant-amplitude point/area source. ```py import meep as mp -import argparse - -def main(args): -``` - -Next we set up the computational cell. The waveguide cross section is 2d but since we are interested in a guided mode of the structure which requires specifying the axial or out-of-plane wavevector, this will in fact be a 3d calculation. +import numpy as np +import matplotlib.pyplot as plt -```py - resolution = 30 # pixels/μm +resolution = 30 # pixels/μm - Si = mp.Medium(index=3.45) +Si = mp.Medium(index=3.45) - dpml = 1.0 - pml_layers = [mp.PML(dpml)] +dpml = 1.0 +pml_layers = [mp.PML(dpml)] - sx = 5 - sy = 3 - cell = mp.Vector3(sx+2*dpml,sy+2*dpml,0) +sx = 5 +sy = 3 +cell = mp.Vector3(sx+2*dpml,sy+2*dpml,0) + +a = 1.0 # waveguide width - a = 1.0 # waveguide width - s = args.s # waveguide separation distance +k_point = mp.Vector3(z=0.5) +fcen = 0.22 +df = 0.06 + +def parallel_waveguide(s,xodd): geometry = [mp.Block(center=mp.Vector3(-0.5*(s+a)), size=mp.Vector3(a,a,mp.inf), material=Si), mp.Block(center=mp.Vector3(0.5*(s+a)), size=mp.Vector3(a,a,mp.inf), material=Si)] -``` -Two mirror symmetries can be used to reduce the size of the computational cell by a factor of four: - -```py - xodd = args.xodd symmetries = [mp.Mirror(mp.X, phase=-1.0 if xodd else 1.0), mp.Mirror(mp.Y, phase=-1.0)] -``` - -Next, we set the Bloch-periodic boundary condition for the mode with wavevector π/$a$: - -```py - k_point = mp.Vector3(z=0.5) -``` - -Since we do not know apriori what the mode frequency is for a given waveguide separation distance, a preliminary run is required to find this out using [`Harminv`](../Python_User_Interface.md#harminv) and a broadband pulsed source. Since the propagating mode never decays away, the runtime is chosen arbitrarily as 200 time units after the pulsed sources have turned off. -```py - fcen = 0.22 - df = 0.06 sources = [mp.Source(src=mp.GaussianSource(fcen, fwidth=df), component=mp.Ey, center=mp.Vector3(-0.5*(s+a)), @@ -97,13 +80,9 @@ Since we do not know apriori what the mode frequency is for a given waveguide se f = h.modes[0].freq print("freq:, {}, {}".format(s, f)) -``` -Once we have determined the mode frequency, we then replace the `Source` with [`EigenModeSource`](../Python_User_Interface.md#eigenmodesource) to perform the main simulation: compute (1) the force on each waveguide due to the mode coupling and (2) the power in the mode. The `EigenModeSource` invokes [MPB](https://mpb.readthedocs.io) to compute the given mode of interest. The mode profile is then imported into Meep for use as the initial source amplitude. This enables a more efficient mode excitation than simply using a point or area source with constant amplitude. For more details on the eigenmode source feature, refer to Section 4.2 ("Incident Fields and Equivalent Currents") in [Chapter 4](http://arxiv.org/abs/arXiv:1301.5366) ("Electromagnetic Wave Source Conditions") of the book [Advances in FDTD Computational Electrodynamics: Photonics and Nanotechnology](https://www.amazon.com/Advances-FDTD-Computational-Electrodynamics-Nanotechnology/dp/1608071707). - -```py sim.reset_meep() - + eig_sources = [mp.EigenModeSource(src=mp.GaussianSource(f, fwidth=df), size=mp.Vector3(a,a), center=mp.Vector3(-0.5*(s+a)), @@ -129,22 +108,40 @@ Once we have determined the mode frequency, we then replace the `Source` with [` sim.run(until_after_sources=5000) - sim.display_fluxes(wvg_flux) - sim.display_forces(wvg_force) - -if __name__ == '__main__': - parser = argparse.ArgumentParser() - parser.add_argument('-xodd', default=False, action='store_true', help='odd mirror symmetry in X direction? (default: False)') - parser.add_argument('-s', type=float, default=1.0, help='waveguide separation distance (default: 1.0 um)') - args = parser.parse_args() - main(args) + flux = mp.get_fluxes(wvg_flux)[0] + force = mp.get_forces(wvg_force)[0] + + sim.reset_meep() + return flux, force ``` -There are two important items to note in the script: (1) We have defined a single flux surface to compute the Poynting flux in $z$ which spans an area slightly larger than both waveguides rather than two separate flux surfaces (one for each waveguide). This is because in the limit of small separation, two flux surfaces overlap whereas the total power through a single flux surface need, by symmetry, only be halved in order to determine the value for just one of the two waveguides. (2) Instead of defining a closed, four-sided "box" surrounding the waveguides for computing the MST, we chose instead to compute the MST along just two $y$-oriented lines (to obtain the force in the $x$ direction) with different `weight` values to correctly sum the total force. By symmetry, we need not consider the force in the $y$ direction. Choosing a suitable runtime requires some care. A large runtime is necessary to obtain the steady-state response but this will also lead to large values for the discrete Fourier-transformed fields used to compute both the flux and the MST. These large values may contain [roundoff errors](https://en.wikipedia.org/wiki/Round-off_error). +There are two important items to note in `parallel_waveguide`: (1) a single flux surface is used to compute the Poynting flux in $z$ which spans an area slightly larger than both waveguides rather than two separate flux surfaces (one for each waveguide). This is because in the limit of small separation, two flux surfaces overlap whereas the total power through a single flux surface need, by symmetry, only be halved in order to determine the value for just one of the two waveguides. (2) Instead of defining a closed, four-sided "box" surrounding the waveguides, the MST is computed along just two $y$-oriented lines (to obtain the force in the $x$ direction) with different `weight` values to correctly sum the total force. By symmetry, the force in the $y$ direction is zero and need not be computed. Choosing a suitable runtime requires some care. A large runtime is necessary to obtain the steady-state response but this will also lead to large values for the discrete Fourier-transformed fields used to compute both the flux and the MST. Large floating-point numbers may contain [roundoff errors](https://en.wikipedia.org/wiki/Round-off_error). + +The simulation is run over the range of separation distances from 0.05 to 1.00 μm in increments of 0.05 μm. The results are compared with those from MPB. This is shown in the figure above. The two methods show good agreement. -We run this simulation over the range of separation distances and compare the results to those obtained from MPB. This is shown in the figure above. The two methods show good agreement. +```py +s = np.arange(0.05,1.05,0.05) +fluxes_odd = np.zeros(s.size) +forces_odd = np.zeros(s.size) + +fluxes_even = np.zeros(s.size) +forces_even = np.zeros(s.size) + +for k in range(len(s)): + fluxes_odd[k], forces_odd[k] = parallel_waveguide(s[k],True) + fluxes_even[k], forces_even[k] = parallel_waveguide(s[k],False) + +plt.figure(dpi=150) +plt.plot(s,-forces_odd/fluxes_odd,'rs',label='anti symmetric') +plt.plot(s,-forces_even/fluxes_even,'bo',label='symmetric') +plt.grid(True) +plt.xlabel('waveguide separation s/a') +plt.ylabel('optical force (F/L)(ac/P)') +plt.legend(loc='upper right') +plt.show() +``` -The combined MPB simulation and plotting script is in [examples/parallel-wvgs-mpb.py](https://github.com/NanoComp/meep/blob/master/python/examples/parallel-wvgs-mpb.py). Note: since MPB permits symmetries only in the $y$ and $z$ directions, the coordinate axes used in the MPB script to define the waveguide geometry are different than those in the Meep script. In MPB, the propagating axis is $x$ whereas in Meep it is $z$. +The MPB simulation is in [examples/parallel-wvgs-mpb.py](https://github.com/NanoComp/meep/blob/master/python/examples/parallel-wvgs-mpb.py). Note: since MPB permits symmetries only in the $y$ and $z$ directions, the coordinate axes used in the MPB script to define the waveguide geometry are different than those in the Meep script. In MPB, the propagating axis is $x$ whereas in Meep it is $z$. ```py import meep as mp @@ -191,7 +188,7 @@ def parallel_waveguide(s,yodd): return f,vg -ss = np.arange(0.1,1.2,0.2) +ss = np.arange(0.05,1.05,0.05) f_odd = np.zeros(len(ss)) vg_odd = np.zeros(len(ss)) diff --git a/doc/docs/images/grating_diffraction_spectra_n2f.png b/doc/docs/images/grating_diffraction_spectra_n2f.png new file mode 100644 index 0000000000000000000000000000000000000000..676c571f8e35abff774016479abfee8226e9da08 GIT binary patch literal 269066 zcmb^ZcRZJG`v;D{Q1*(-CdvqrO;({uLQ(c!*?Z42$|l)6A!YAPgv#D~WoPfr_qgu+ zbN?Q{|G(e&qj!bZxUTa&&gbzQ$E!d^d1(S%N?a5QMetNc>Lm(=v5Z1tYGY%;$-ayaBh{M{>BymH85{0^jdMfou*(GUh(pgnmJg{8OV@!tMB_jyx!u) zggrb$ zHL_M5imzH|g#}T*ScjIb*!0c>*V?w7-y*kpHSmh!_tCk+`>*vHG$yOB;!_UnoCPxb ztdF1O3VumVJmOa9S>MSnas#<2-HYN=xxOUueCk7~RZ#bZ$m>=Ir<& z_IyKlCNow&WpkQ{U45W#XX?4v@m1Bj1W{T+;z~PzJ~Lto8D^HB$VyZV4-TSnaWx7| z7s~n;aGGP21gc-ir>u>0Z%mB76cP}?n)0f#ZkLpC&Q(Rjr|Y66Bg3Hco~T%$_nYAR zzn35z9LDfIXN&msQzG>EYskgdqH8Xzc`-|zwJ1TMeJ$6GoBi1s!v!U6goHGQZ=!^s zF`y0Q8{Kg9;R_Qzq@GzBtyp02+jAfAMRsE%n375@&eGWUGCv8Uv0}P-mKde0hgN&x zHXXBMWxLBnwVIST&h3=CN7o*UadEL$^b*J8NH6u~dty81G+NmA73-lq^QRFm!_^4O?W;T2Gh|?UL=&b9tUde_C(<+;|G2?3FGy2QIbI| z7GGQcM6VrNH=u3S+I!RDNqm_4PobQ5CR!gj;{2-nIZ8p!leNIf@}Z93iaH{0WH=L} z-0CVT>xe-lw##CC{k`th!ZjG5gG`$;ac>Isesf$!XM)<$A zHxX=M;q#dx=23OS%N(EmRgIMHxJL#Kzw25?$W_a5k9M9Ncr3}!^efzLL#O|u#f$l$ zJtKRXd0t~jSlF@c@sS7Rve#SBhDTqwP}HVQ+rGdqaE0El)YlEphGol7R4iwOh)y|v zVVP05xtWiSw~_tWR4vY@PlaFPi9{OR8isOv8(u2DZY^)d!+wKPVPS?&NR9Hkq^WcY zU2hv9x3R}C?z%$jO}(}AZ|YP|?n)Rn+UJZ>UcrS0pU7+N0U~DC?>loORtyg)H>^)q zx0JWx;hN!WE3^2By8B4J_er8oD~w>=wzEa!(A3=wJ)8@_XV9ai>2tih@2&9sc`m+m zc=38nG#UYcPcqG^W|sWbo9w!?omzt<*lUyRQwpzdo?2K~j#e&0Y3F47T)SOe?}_^Q zO@BN*2)(aQ6}wck>%zpSW%2dlmTsFM@Aa+S)u{`a={H(0B4tObathYRM-OpPnE0rh zoL0v=#!Ps(!-5Td_a`KbaHF9$HuO~{^hkHIYx+vthynIcV-<5l- zN74e{$@-0_XMT>UYh60pNNp8tDiIdb^FELDKE_-0=?lka$7>1wq}<#-_Dkw1-AOq3 z6rbHk7ma7UFU?&y7BM^G`*+Tot{%8DF_%o!_`mZ^dGx5UnW#iO@~inmtxM#2*5k)T zAEFkGhicYm(K-^_iVNEfEk-K^okaiM)B2O2myCmdC4kV<{Htfz?NRBcGp6%8vS|E)}y9G{lvfMRW-ZtsIbldpNz!9N=fuFWluO?i&{|yYQD0pc* z(Qw&mySR8#M|5F5CDJ_Ier~m<+G*hO_h<5?w-RZM_SUKQ)}!X3iefW0=e;)v>XI03 zqPucSOTh)4ZAQkF+Kb{B%V%dxmlBdf8-0w;hrRI)7lVbHn3soVyOtIEE7=L{Qcs*} zt)I2W82S1NYafhT^HtP&d!M!s4V!Zan-IF!RVU2Fu&Ccl*g^cSVx+ol-?|F1-#mjOuiSgpy-TnlTSX$+_#u+Rzll zelIrX7YuugrtR+f?}?jqy)lj?B3Pd~Ff)G}NUC;4)&wf-uF}Y!;mM5P%=w{OxT(pK zI45h6mN_BakhSaQoG*U+5u20a$Hm**><`j%~ zyNfR2M(@k-$74O|>;oeABmAds-b8N;FH!7jeNrx`MT0jh;$FTRaX6ytl$4ODp>1!2 zy4WFenlrWTwsOnJczaJ{B;sv`v>Nvv&-1eq<6kAJ9e)I@X@!l$!hEFAC+a)H)-#{2 zWvNZe-dxdPVBk#^Khhnp$b60QU8O|vjSoSQYHggqV`5?nW|HK4Ube@Xnd}B0hK5Vy zmq!LOQ3|{|R3dR&1+Ae5(?x&v4^o`g-k9o|z0sW=W>zT1e4A4E=0*Enu#U%%fJKx~ zCgawW`+9+ZnR55qrMx1Gs)39XzdJ4Yuc?Y`W;}uJZj;c|-rjqw6O}*myM>*dYAwqW zlBv$Bni2)VLvMJ`pz)v4bA}U?jFkmz9lkEum@*Nx{k*ulWrJ(a?6-X9Z{@}m1&PFl zkoPIoD%wJzR4z%C3s<2j>Gxk|HI8_3Vlx?m-R66hA0TzKWHnxmyu=9UK zuI??bt!+V_RaLd&`DO)@~l{JHT<%%%F+GjTP8if zU>r@&fyW`uDZ$M8bT{j0H81ZQ+GiKLpMI+jD7pW}5U@nQI2n#v{i@o*x-a>@TqmD^ zYQ&nld*G8+JFT0{;m-E9g@xEOai6++g5EJFCZS;@8cLXqmCZ3V8<0msr)`8(;)H&^ z$PU#ex<^b!HxU_3#@D7WK5n0+K6$Y-X3%rI-QE`FsNGs-&NqyQz3g(#WxyLd?3{EK zMw76br#X623=cvJ^^*hGb!3oz1)o-eK3{g|Jv6ynaouDUmR9s|}ar&kX!dRr_w2C$Sfs z&vmAz?v2w4_H6B+u97?WXkqOOF{ipn*w-nDnR=`Fzne=+g8N`@lhLGZdwR#R{mn0O zhp@TIm43eA2D_HReH{A3t7hf5{T$?(4D{NQ%l5)4GbzwjU-XiE{#szv{$K-VsqT;# z@9}(QRxy4}wbbLH6zi#4*W6e&IyM!vFq*S-=kqopbPEx_)Zca4jEqH7G%00#t7ZS# z6Srr63o`1nJ6h_nl?N7upk!Svxw_x~ru6w#8s$XP5FUC%%r_D?B*p;5m8hP5gBgVxQJo&y}e%^T}x@`uP+|kSsDww61=kmxJ#Q$m>Gz zn-2yb>=oW-VzO9sHD6~W?W0Y-Xr&5>Ug7jMb6@A}XxGb0;=7wv7_qg_bsa)`Oi_V-`Ode=#`mO39Em zC!~>4u=ZA4_w(!)`|juKjB8qByU>gdx&Ph{GjAx@6VWw&-H@O}|(-L0~I`--N(dtYo;cq4fFW zUP4c+s?NMTU3s48 z9{-r3S#qT<#MIk;z0UXz({gXdzJ@$QuiTXuTlN#(BbynzOWpWW4dxXFXMuIoJqJc! zUcVCiah8yb`er4(L zUy%X#3Z66ddrY~-VbS}Yc_YedC5c{uYpgDrHTq)JEWCR)M75(ee`mC1^`B1`Qzw<< zdQs=or#{KadZ)cv*2+Hl7Kfsb^M=;$7MJmfNR~P^KYRRm+^AHCXOD;5@Ywr2*vP<| z=D>BG(*0cLQa_aI$B$eS&l3mTGnZz!-KUr7lOqi4i|ZfKm+B8L#@ZWtPHL?5^;KhB zA2w`~n|>EgHE~Z}SRYTgw727~)tn6d&?mOZ!i+{Qh4t?dv!BC;{BsNgQ`4gdV*+-A zg9+X4a{+Ow(zQJ6&ozcf&CL0%`3cr>(8p+nwbIka+WLFCe??GPVqx)5ySYC_U;Q`2 zt4Qb3*yQ(~@T%Blt)(^l%4Mm0$Nsr|S++p_3)xI#A`@%RHW`h&ZCA6y+={UJJ{1+O z40YIL_g#T^#CF4-`>P*O4M&C*yWQS-UKr$=C6 z`Gd>=H=RI_`!tuG$s3}#5$y!iPn47n|D;XEjZET-0~SajSa7NL%f*p4RXN1OAmeyq zN_+RXBfc?3G+;Bkp{Ufb8Rv-p%6e$c+J}Rp{^+mIPF*NZC`>mcbx4^C#Zi@ZS3d-z z$tUZJE@x&Yv>Th0bno{uo|lZQ-WH>c6K_~5A5Kv#@tJFL_ZB}7bYj}uxHI+d-pjkI zMho4?DV1W50u;0>57y1&og5;>s;SV@JyTYNZ=>kv>m}$n{30&qP8^$KpdFAls;L#( ze$FdPk;SicF18DnN-$VC_Hzp8Ny*SwF?@Sq9^myPfTN(jP|xC94Tw*H%I)pOzRU!@ z!pDy-my(&zV{6=pNjRrW^QeyI?b6a33-|Yr!y<*7e@d00ak8~<{fzRckIL^8>wb^F zGIfAWe|QIRfKI{(l$$^P(W?7KLHV66xT>bcm^*Di`DV2TXAfbpyga|f`Ot16Ms;}V zf!I+_$ez*iPV%)tAKN+A>pzLa-&|~Vi@Q7Nd^uEAePjHutKC2;d0)W!uke$NB-=T4 zS^>VYbB_lv)yKH`bX3Z;b?*E-))VrJaQ}}yI0^q}c8fL0XnClu-ZP=w*LR%bHc64| zg!gHvs7j8{WX;=#^E`K>bs`A~pAR2mmfR2jd9Tgyl;0TJo&y9r3Al*@fqikRa~>sV z>itC2w3BkCY*?Mr)M`T4z{}k%Y4c}bz+|KIE0vGolX$HmXm<9a2ALlTjF#7Pa0qUY zH0@Ar9c)~^$uVH975#1fxL{Ryh$gS?m9tS?`?>L->oZ%kF-yYE#oelO!p@XKKDp0x zu5j~cq`15FMPNyMkpB-B=nNGMTUWI{iJ{IdTWELWJpD)ph(}eM%_FX%Q6g(-ed+4D zZ&9^*Gm6PnOrX^HL|(O6YPa@ej;K?QkLGxRtaEb?gQzr_tgc2~V1t*pCj>KDtqk`* zzm;pf(X(+q>}q8dj8xB|I?wD(Q>Ltbu}d8K`O6G2@4k2oImk3<4||{azPjl;*IJf} z<37aRIkm4*;d6tnI;Q3D&yD8cm3v-ZjRQINy3Nhi3?I7hqIQc*Mz_t^Tgb*YUA+#} zI+qF>rjGX<`S=>Y7dX|*nfv<(Fwe4b3{lUCIj|W0u1|cUknMcpF#RdxHZ5&qlF+?w zDyp|jshb{ac3xsz2jd9^bz2hM0t~M1=3)xZR!7&T&6ARRqS-W31o+T`$(%hz&CT>f z)5m__CCK#jst_x{rvGx|Kh;W9Z?}Imx31C$D4h|`OZqNQDw!F3yjIP=YxK6XDp7z~ z{~Peo8ZNse7RD1ZY6{Ml#C;-PwC|pus&T$>zlQ$%cVh^}LnEVhb1*HG6v`UHZ?LH< zaBiMBI@!mk7PucbN$5_A48^5e`ycO_>Tc=I}+jt3K~s)gM-Vva+ggR`yodH4ZU|3KKIs@yA5S!TVr^k4Fs-J>{##8B-C#D5k-=Lc@hemA1q)>e zs`!SBwtjp$I#w*ZTV${nP~y0mS|wD&HQ41fouG_+c63`<{>)|br<7AkwH>3d)4@S* zpZ5vxIIXyU@APH9x6}SVv!R)-)Js(J`;zmkn8j7SdAUB-4_*g?L$h%0jn*SOTfI|; zg!=QFM>81bFByv zdVcc6T3;KfqPX_MPPkOw#l-AS)1*;x3g>vS(OT^i)x5sJ=!o&NXZ&Xw`(m-|Xj87) zOYJrlMHMCl`SwfYn%%g#s?Aw}I5kt`6h*^Ft745|_VzpxDN{QM_1CVIm915T9)eAU zO+fFrjJV!1m$Pdftg*XGB~%$v%zV~n4z6olU>Wa^U-V_JJ#jm>>y+Ez;#%9Z+TW;Q zFHUnDakI5uYHOKFc}#M2>Rcb*o1wOO2EN!lsjfgWl|Zq$Rt%>}bV9zIcT9ZF<&h&Z zbIeiBeyRQZMxoga^M^B0*5}*Om*3Mc8rcd8x$7_7o^g7sQJAAvK7W5%4d$_ciz z==_PFZje;2-dxkw$@tB29(yL64Qf2B^$(HPsJv_JvoFRE_7Riu2BqiIJGoc~P5uYF zL=hL3Te_XO%fe3NVgmcgJKmRVl=%BX!$1sg#eKRWmoiba;I{YTpiZ;cPm3(jD@)!e zl-#x;3&ELS;=XJS%^vDD zLGzdk(W{RiC)D-cmM(v8`16_EKvL`K{;*mmm2Tau+1Xs_d%}tP*okq4R5|fHZ>4GV zL^md1sNqOGDYn^SQ&Ih#cH-t_U~JGVvHG6KM6H8aZdnkYTKB1+Iy1T%Cy$%S#Zg9P zY*%mO{=xFIO!TfKv@lwu*(M_+_K^OrFq#4o;4Vha-0uYhN))F=-A6R{7#Y`Gs;be` z({ojVQr+u|Uf8Q=&`Unp_^p(qs_oOCJ*qmjW^qu(a(xYRbSNfNgAiB$#>b5mjKk{o z*nO)0>1%<0uaw=|tL!ZVF*X~~&a=3MZPFOA-iC(i8Mw{O@!7MmtM(ipCT71bF`wwo z$VJyy|C3L}&%fr8#O?nWjesuS+tn>dwk3bEr6rdvnP?VMwMEgL_JB==_dWje_|HOO z8sit|_Xt>=oEl3_*EtiDI|DMdnB;VaKOFp-e6abe@oj*SkhrHhPhjE!K3VdtpwmQ9 zkSb?&Fka1TQ-Qx>G~?X+pUe2Z7dpq7%(W6YtsT!NuMT5y))}fE1E2UWLd#3T+4*&T zoA>&MFyruS`KzBlpA_@@l{%jC&&>3E)VakT!nftL*eRglHJp_E)_jLql^-#mcVAv)$Ddg@`E?EFeCzAz-JWt+76MKi^xuGLMPshbTs~^} z!7M$!=Xxsve;u;|J7$VU@$UXmfr%smia&Qb-o!1#0SE{Fe*><*!}^nNj0pO*+dq`C z7PLVf?X<`Iv6uckH#*|s^-soUfqiRh*`=hiSyMSSyL zy#bcH*9__z_EQ-Jw!3;l3UE|*(-l(iuUtW4U>1J)aO1{9S=>b0^`q^WFUcs4#nVmU z>9!QndpIxKLee|d{fO&cd=!K`O}}Fccf3*hJaJ@VF~H7FpFoYz0g-A@`(0jg59ZqNq7iWZ*aBJ_&Y}{M1NGRQ1dfOhW z#!&ftwUkA>Ad4fV^ zzQjRA$Yv4;N{Jqb35H1m<_m`TN-?}uW#@MpXN|^%Uks5lBbcxhlVhjJ|Nik+Hmn6l zq%=+|p?qZSyi;Y*vX7onS>{NXupcnvE4P{qisvzD8XUY46B85h+wf?(;lls(=g;*V zDe`tz)V8*^s#SK3A|fKXMn+fh@bFw*Tpnh=oITlJwXwJNm1AmN>Cg86|4K?Qy+4~Qq_ivx*s%7Pt%by$u+*kz;esA@FTY4eEEHFq}G)u>vN!`kR8)@VWJ4eAuPe|N9n zxbb#Q5Ze@Kw<^c|!ow@|W$JmaolVcDIHv2ESXps@|NgzTwbkf{Lpn1* zKQR0lwEd&ahD$N8qgkwh!NL8L%>nn#y7!%l0vYAyH%S7eMq=aR)f*HTdnJK@L2 z$8YWIG#zcvap^Yt)N{Oy9UK~Bc<_LdSs~?T=CfFv)uDR>Lqkn)6;@VOIq6oSf96Zl5+pPq@CNMY&_P z*?ui3XggRRfAQ*-f5Z8@wactO*?rwc)CVbsxcK-V0|TW6!J|)XZMnke#KZpn)jv8u zo^7M^_N%F>As%9kl+iUb^h=j~-!wFIlRG}7sdmFIGBVQa$m!?*W&w`2+vvFL7v)^s z-1@@r&>!MlIGe2w<-y+k_+C&Sw3O;i>*VAF)eDs-dLZ0lOKmk>AG$tXfp_Y*QMKe| zq;r^Y;T^~BRt^xx_#ebjGVW8*A)Ap--0>hQHCh;29S3JD3pt)jKrx~vto&8)244H?}i zK<;pD%_1%_(ctgTKyo2F!^9yaD1B-X7h>u*y+$9j2-%hI?gC0I*I|3!YjSMb4WQG{ zZ#3Id7nhXSo*r1D8t1~r35kfpwSR{<*;40g)dY-)Yp01hev0fF-Z zU(%f5_3PJXU?rYdSg`;5_wT;ZpX(hdqErU0A#bCiNJBzG(iB+~m6iQ=m%8VEMc$T? zmv1#Ms0%>8%#783_x-zhL3HG%V*GtQbXi$hVluM#aPxl$a+I7cuWG@;hvyuftQNdb zR}Z?Ylm!Y^+c!L%h?SLf>vXeWZrr+|WqYn|`{HzSuHo|BI`(kk-@l-x6nDb!Dg{Hw z-Z{#+?(U}?)~S19)$PoO*Ds!2@llLi-xOfz?CgB==8castAA){XjcytJd%toR*Z!P zusx;e&}_FsiI9-6?zP^cp#0JE>%lFB6&2Zkjy>h`Uf&iM2SYa>IbJiHo8baeE*Nj$ zzAY>%0eB+aNCcFdn4Fx2p8%4OL&1(zJF=BqPZMUo3>295C{f91kYczN5*o^7F>+rn z?mk*uI9*$gQg)$nXF^SJ6axFn%mrPuibrsoNML}EuMsL+7GKpad0$}3blYRluB@usZxW_=ZklusApQK9BX(|Uwpq2piUzi( zr>6&nQY|(NBo0_uUk`Pja>cs1xcHiv_gGdISKq+EcK_ciC~cg%Jh*%=*B!%-Bq7qS zt}e@i!JZx;$JL?Pks<@6(5JjkEt5puZ?=WeNWOl3^V_#?TO$VHv%S)E>wE9nI5-G( zyp9>Ud3atZD*6NjU|LL8-++f=G`8y2U0$5V3E4B@;^A%oBvnYu%EF`)uo@U`@3N)l z=H|Bf`xEC56VvCyLSkqu^78TsUKw|%gucjl;<%z;@G{5dU`>r$%!Az2)HI@f!N$(6 zY5sQK%N-r63i-iR{idi85aHX&dmKtdp zjlX~6aMm9&XliN}nh$gQY-vgV{26_5aS=|;o!150q1SFdaS$BZX$_@9PB0)~L~1G# z^g|5|jib|3gM+nEY(m0-qN1WM$3ZhbsK`R=X))ww($Y{+Q-$T_0f~uJt>JXxru|tz zMn@?SNCq&xMne3JU51zLDS8MZu0n#KnE6tQ0gfGD@$kB;ViPzt6|lfmOQL-kY}*5)5kwfb(A+f$G`bsM*v%+M1noH_&YmmCYo1Pe{}BJBm3nD#{m7Ar3mo z*checd%~7DE`$4Ez2Z{~Dymv{r-+W!dkVwqZp}w2AP9bXxG60mfez&Yt=*r?pjG$x zM@Ee>;uxQVDrnUV)9<*D5|P{Xns$0TTG1h z`1tsZnc2JKWExE^EiT)?QXO$z7-3;y$W9Fv=!72~xxmfNf~{R?GyASp@$KMu6@$(M zK4gI|&QG^TO;YvXDMzQ%mxTTjZ-F?>zzu)R&GpO6yGKYTh95T9GcxiaE{;4&+?#fE zbQIXaBP}f&Lv9KYQBk;de7O{ns`lAE>b7(!V$Qlfl8+xh7QX3asNHU*A{X%}vl|SN*pdPGKcI$fXByF9ACbO7E?}iu zuwGK}B{P$ro*oTWB97OT1RVpz-+(zhe`2%7wzn|tx%1)90JIoupYFd1iSPr4*MNg%TBq|EZSxVcFLtf%~xSz7>8mILpnB%iu_;X`m zU;w*61+B5leu?85f5Q z>rhvbod+*wKAiv9#YGTM%YS`0H6thIu6(K(#Pqo@9u?&0w?ZGdZ!_}{xg#bf%)58* z!WH?d=LJZlKZHAyPZ9)+=#03;q}$5=cKYk@w#z;A7USgvWSrVk$OV6{fisMtL3_-- zW}SXjmEG}P{6px<9!-fe1bPFH3vGW<;f7n}ibGdMWd zbo^3L@s#tTX=&*>sMH^STY?>9^rq`QM=EV^BYgyR zTJA3M&ERWPRKZ(YHX_IKQ7-e5(z+%l*+o`xDnUMMO2Q@@9I^w|1=g&+VhK_L6^`oIUFM37UV3rF^-T?b69fat6&CX4BMnr!*x zrY}#U3Z2%~@u~Q8`@aUk4|w_bevFKe>*?t!<|reK#&&IlD}+jb(0-|luaZ6Bjg{3+ z%J`t*U^p+f!>@W4?1bPtA`%mWeSA>qOSOD~Qs_Y9u3Wu33vhu=MAQa#J0ft^N?KA9 z17T?M^M=>S$W}E2tg&U~<)2tu=Jl9nor_1x_`y5q?Jjo8Jbn6BlLJ`_pdWx%5s{H^ zW3}CIUgjWtvlZ}HQAr7-N)rJ@JTi`3qM|efwL7xm4%hbuK%P2_-oAaiBY_VO5bKed z87sm9;HGAQhLN?(s6m2JI^*i@KKBEQ&JP%xg{39blwWWw@OPW7nMcqk{=yzP*F<+i zxl2h)8;q5j!gOW@$et_krdU{5b*#A=PePkO>LFkeN+rM`EKCJg@>5Ac^s0|mZe3lS zu%+lL&~tU}0{j*uKA;%n5_oa?v!0VmBtmK0oE_OFiFr~2J;lJphoL&WeX)9IJ8cT$ z=YD&84kAZ0zCeI*0K(H1S%^tVeV3Qtz@lYjWo13P0n-wMdY2dHU%!5B+*xS9MoEba z7ez0^16QG@rnb(+!^*;fAO&WTYDlb(7X?DgWbQ}+1>(1w`0(k|br4QBL1k?n9u9vH z`S9UGqw}=qd-y(VnjX*viK%yR#c;TQmXnT@TT*p&bbxl?#7+egF8%T)$&|Aw#RYg-TPyOjwG~&u9SZIzRO$Ahiq0%(Tx=YiYprQJ)HF2XwQW$% z9_RbRC?A9}iiwG#e0Fy1X5-kdIjole4JE z=3`^SV`OBsv9W<9q&^55{Uc!4P|v)e7+w$L7X?dHt@ zFc9>AMbJmc+yMdA)SDq~yVyZtF;a-e9golUI+wU918A}>P(_cuUg=*Q9iS(LQ`|R% zLTE)PVXK??L;$Bz-!48-Nv!LH37 zbAn?L09Qt-lr7%^Pu@cI9QYWptS7N0VXJcpG4(v*MWq34?d|P#IbMkMpR*SL5+enQ z8rBXIpFGXBehW^!-1FzNtE&ih0>?-P%K9wu?e}lr3f&K_e*XM910({Pi~slUZ13K^ z1Jh&d`!U8|=F6P_(B#%uOk{&W8bgDy1%|#hSwn_JNbM6HeFNd3fKUjzS{o^X{Q$Ow z?sd8@0I%8zPlRi%S!x|nx|%$(fAm_~#KeStRS0zj3#+-mzoc^~is^aN*B2Rx(*qke zoAoG1nL$vHd}Ct+d__(K?ZKsR(pUuOF4AworT_gtKAvL0tgOd=i~__Cf}TLI3d_p; zBO|XNqQ&u_vhS3)x;iDY3r$TDA{R$~TJPfQSmJ0J6w~a=N+6&4(5>6IF~-X+ zn}NIC*-L}R>Oy77$jUbLWj-r%+cyL2CkyBAMgR}u0g8hJ_^-xh! zF)>lz5}5n*=g*H86Rq#N?Y)^*MZ`cGD=+VL*d$*N2~RjM0Qidx+Hg1L)<#R>L|nN+ zdQE0_2NUZHLh}JV0?eLRzeu%mmR8(L1k~uj+$kmR8{(woWPfd4Xf$9e;Ztybkv?RM zZAVlNRCq_C0Fn3U`1E~;WyRT(43OKGWrt#LnOrVgx+1$BJWYs)fBQm0$Ods|a6PBD=xY;=tejD02t#1xZLqP$)7EO=3z13kwV4>({Rk z5fN$Ddmttg*@K5}>d=}ww5t7}Kcdz=s%_^m|Ni}Z-+U;S!;%Lq2LMIlsl;?R&e~qb zMu1%}HUp5lOXq5BYWh6+=L^(pJu~bi3n%CM#KgoOH}-((fS&#fgsO?R8o&{J1woIa z`(PXV7Hhzo$+)58eeQ@HM^JEPWt8>x^81teRd=-5NVVGGE;JaVnLjBF z7dyd*6^6R~w{zU1^8yaGGi<+O7^eU~e{0$!-}`z^SCSq$;+k|NJpu+>bHjm@lvL#M zYDTV{HUMBx2%j0& zkUcIhC-)POA0elV&ti1{e7f5-u?7bPN?f&27Y&R90HN{Bo!xYEetv#(L7TMJ(pvxw zQ2fh<6)H?o^l(suZ{F*})+sG2dIYX<%smajV18ZTm@W&^D!K*+7|_$flft9l0jAVk zX*nim;};OX0MZ9Gsm&jcY-Vl_IVVX;)YRf$)bK6{3>bIBrAK~Jyh8#< z_?xu)@jZ6-``#BGKu(@!Y-jKDvagqY*sZ#eC7&ELGNKA>6R1>1w|5du6k>`gPr>T@ zViNTI8rHM0z?YV8BV>z$HU;iN>$|IXysauk6&maEiI2txK&~Q;80(&U+nk+&PhZ{N*Gu+ z$R@aLHo&o9mQV6gWpDlV>bowy-P!B)ks=KDgSEF3>5YG)*{(s6g8xb%7Iq+0YMvI%B|eo+^rd3B8EG6u4rp(BPNV0 z`x94JArQB)Y;S$Bh&~q=lK>KcsQx%LzCi%;pbhME{}19&0zg)gXF`Yk)zyWpKC+FW zn*ku1dSsNfwZlR}@FAVC<3zeFkYG?Uh{K*vc2l=MB{Mra1IP||6YEyZ?d^EL!8{Y5 zD}#v%7%w3+R&F_tFyZ9(#ib?5bj7s%d_pLy;qULd!s+cC9ica+b`d)PCV;)<>?$@1 z#Q*GgDOJ#Z5#Q@%g;_41`zquPzCeSgBC!qH!Yp~pk&^rM3mb~N3FrdivjS!|1Ak;< zVv>=Oc?dTSPzTn4KaWY*@`RV39*AyM2zYEDfkatQzlL53N^xdp#z&gg^^1z+85BKG ztf7@{gwMc^_VxF_fHPTL{UANM8mtbmtdO5PefqQ@I-1z-62c)krM%!60c}Jq4lo5C zk&9(1`0fKion2ZQW;%|C90+_B~h{~F$!Q0N{AmxRVv&~AiBNXY+{=Skjc zcpRE;bkD)Zp&%)S(Dm}LrXDQs&7ab4TT2cg(3libLiCyg5FP#@G_(cwYRo}y!W7it zgA5@pO-+OX@$m2*9UYaLewm@_2D=EUD_|OvISkWWAioZi!E)9GSM5Vc$WNeyis00M z840#;kt+Kg@+jF%ngB~8IH(ZYJ&+6!3JS70+R{s|`!h8)1!vnWT+X`}Y+Mk#y!`wO zK)kD}s@4M}wl~|my5!@0D|oJ6y$Y5pgh?b44P{6!^y5c*dmTOkhp@9YpjHtU1V@n^ zT0XdLa9H00WB<|CmOZ(yp{lw}-F>w%_y|hC&!z=T8hW%I2(6I!1ltFxV;WikvD^2( z#eOZ=(N{%%hUc`cTxwvTjDK>U)SjT&Pi!xuCRnNqPnYsizX1YGO%Q^Of znhM+k0>czlZF7Qz5VRb@$9oXXe|F|UKbizx*sD1qApwpOcm*sI6%GM&g1iC(8Q@*R z6;cvhgZA~SyZb$m>YMDUD6rl15;-_HR7>An10E0&9i3V9yhs%v8Ug)pE9;rI%U#JC zTJJO4`T2QWSaTK@mWK`wysvXr^|qWW0qKIomO-g23+A&%f13;v5WkIH;P}N?Y%ExC zKI16}$q2Y5%kgp?(E)gS%=*L>2z6(cm%o;zH$(OZ8lO8}j-2+Zx#vZ7qcroxGbBG^ zNw=gsuSa_`pO0o9j-*-^PZQzz6 z*9x*&FGvuU1=_3rk9Sw0@XShpa<3OIH3M@$N`l4pD=dZDfmJmChS$XVh9>g2A-n`u zqty}o6e4R##D-R1T-PtEoQx3ksfz`jdadDX2M_EYViFQ`IyyS~ws#=W;o=z>7>McU zrp*PE{UWBE!4^c!buiW_3!rv&;R2jX-*H6BAUw79bfX4(DT42I_V!4FEmJ1|?E+>F zKAc#WquKY4VcC5A{8opDzN!C$Q%8O2N(c(Ke?z)9Qm6-<h;sV zlDmu~Pu~v@r}Xr0UT?EiWVwzQK->Ka;y;1L6#KHp{9+I8L*@&K3DVVwpNLyc z2qFm$V%2Aai;c}*|90*V;Zzrwm_}8;9^ILR7;05_`S(u~pivO<0PV%RIBd8~hn571 zvZwkZ>*VkZz6-~C-$!JTGIw&#f7$rfTz%E^+mjKP8Pduf9n0=7kWUM@>s%==E=IuW zXIq=|QRe2d^bgR!KonUZ`j}qyPDx2gevP?r1ieH#$;GBfUK|qIf4Fu#A~_kr%_%hH0U!M^q1O)|tX&vQX!nEesdmSBeNKy_ax68>&HbQ(r$Tx#r zaA|;M27Uesn9c<;QN(>UPeRBMOYCVzF>Yayl|qNP6$?bZP~ZroQpwkR1RNh17Z+)s znw2(a5H&%!@CQFQhC^#CtB*dmef<1<=C(J8Z%96QS^GS0A43=1UMuOQ{De|~zH=-O z*5L~s9nO&R^?Nk?TTAovGZoWbl1fUXi2K8?UW!diOG~*MWnyH6xXDlim?| zg@p9L%taj8k5N&P$;p;mM~C1HA@u>Uro}NmQDqNcnc*B)0}A;*{w63ZmV5UGT_=v> zF#zX4tN5t}xZ$P_W4(z#DazhAR&F`>1IxeO4k8C=QAoB0=K{$s5`(89T<2?AuGXJv zeB0z;TKAMG3aJM;4RBeK01)A?;R8ft&}}L`Ps<~&RhGdK{}dDBbSlwp5$gX%x6E4Mmc$AR64Yv2c)1U?14WU#l~YdQ4{ zte8+y=6TxtcJsgFO}r}mVFlo5UZbWCnVHc=S)}ZK`Etht3JEN%>x%_L`DrT3%4uJ} z$}Bk@&q{$51ni`Yri4)lnaq~}=19iL8ZEntODY~fsoOxWQlQQEHL{$!VEXKn9e4^z z8U*ww3{uL{s(|TQS5g3FOzYImKx#poTgbTwOFiAzU~A^beQs_Ed3i$ch_@Rth~Dt> z>oj=LKq52n)dqkJ$%51390Y#>5&OZxcz@d4 z5&zkj4aV{_krog}E!3B}6DY+{SzX=K->JF4GXSM3f2UG5c<~VB7AW_dPc^p zB!O3MONU+m%sr`{O~AcGhdeB*uy*w;vVLzl_1G*lCU#jbab>O$smgT_jAY^ zfk5)MYH#cLx*u*J*$E~QEk69y60?g2XGh!rXZ1%!M8HQtrOSm0iyedSi*x*e2_n!# z$m9w*LPfxxo$N{8%yl;a{`y8WF82)#ApHPTjm({o{6;g`->SgAsW^O$O)mnoQ?I`} zUZgyD@Bk6Ef)2~X2!B>q{=!p$R90VKA1`<5?s$G~?oV)9Zru!?ouB{0m8=Gu6q+zY zh_sWvy?GRS>3+GoPBZA5*@cCxV7!1wJqKA_6S(VQM3Uig|kIU45rGaX;4s*(ff`TpN*56Hk)NKIg| z5j6^6z{|^<29Y_u62!<&Ft4*Wb^u{9GPD8I^$c>irXxn6j!?SuOG^fj3c!4nM{M{o zREnRJIV8;z96pfhr0;9zC`10OzC_*(u90T70}hfrg5lz?9SM0of?d!66u%DwXQcq$ z?N2udFyiOuH?!E8I8tFv2k3eq<`?McuT3X(Rygh2_dXC5Yy?e5B(jCN$)WiH@D#Kj z4Pt76KF0U_c)S96pzqS@q>7d-9aBlPSza|&> zwWN&bNbsZNMVI|17>_im;iNP^Cz?ORpog z9HfA;C9e|UqQJ97R@@6d0s`|EnD8P0C2Km+_ zu#fKE#ew0955d8{vYAa_TDTjTeFy#uHHXaAAxfO|p1!$xu#o+tE@Y50&z?!Txm7>v zB?4-Ngs5)SBgwef*o`pchlFk*#b=OF8X#SelJyP@_#r11%wYs`z~Of^j#q$}0Qw1@ z2#9e^1hS@r#Z`pDnj!oFp@IcftjD5lWyJxw{SJ^AnQ4Th{$TfHnT?AJF=ZOTyzu)< zeo@Z`+6cAk0~q@Vs8T`KM;p%1$YBDLp}D)82>MYAY$XWb4}iu{THwCW1D8bD7ic+~ z^|7*gj(qI^BDyee2(BzFEI{Lf+?o+|_I+^2kb%k^Wk_JrfjGjC{F0NCr*1faX`ZWI zhKsa$hy;+Z4vYx{NRNR0A};{#9hSK!iDePgwGRLW;qtLtUHK*Vd4~fr>x+v^Q&tgN^a&(w2f2hZttS z>On9O!7)6WzC2IudA13uLmRC-KC*T&#Ru{82cYM8qAR%m=-_!FR|85HJ_z+1J9-Pe zD>$*UkfS2z4k8a`DK}PDOch5eq!{3zY(l+zcR}ZVNJA&>xoYbdhp-Jdt_Dm z?KGOU7#5_BpECUJIMa6mr}lqlcST0n>#3lNf5cYxvsrv;A6^M;9Qx~2=q4nZTvnB2 z7VX7~Wrk&zJiDg`x$u{JB{e)XsTJB(8$-g~A~nK1ryfhLDVz3pkwgV4V-N#zFmdQd zjM(8|r!VxJ&BC$t({duJ7!O5U=7~z%qh`7bpK#AL1Jzm=uIrC~SXN910EMZAPlq6r z3EHj;H@<$Olj|67hOqY7a&nZ^B&QTw2Ed=fSC|Fqk6Ng|roM*Keq3 z_Hw?}fz%lA$QMbQpfe$FMZ9fo%#8rku%AD=y;>^3w8heLz%X zxQEMZfCUMg=i0(IRa(Ky-U1}ffW)NXbaE4%p=-E3kY{Xl@N~~W)QrsRwT4hYGfwJp zEwmhm(^!bMzP^s!R{fSgr&RKU3iewhHAapA(l+6$B(dS2un7O#DKL$2NJO!hm-E*i z{S8JMCVZE=e<{|AJWWZR0^C2VnsxrtiV6e7%Y)#Bkp9Yql>jnK`kOI!27D7~C8a0> zbcd%OVaAb?CFtGs`GzyXIziIm9C_3$a{AnPipT>nUVhq>6;v%I^d#kZo*vA)PoL6W zfBbfQ{RwoS*ZG=(9UXGWyzPrY@4hcjkqq5yH*wl8=JMZD)u`xbe`vXyj)Si%VF(K* zM#rpA;Tsc9o&J&Bu=< zU%!o+`2B#%)}UA4U(Z%8r8MJl*80G7o!I}w(^)`OwQg^JZ$Lt6knUDV3F+K`fPkoo zNT-2xhjgPLA>Ak{A|=v|lr)HlG$@@SCH2ka`R?Cw$2ezI=`5%z+Y6c&`*oHJYIrxuyZS>C}A4 zpz!sKTrVPzIJ>5%X1W5P1qq;@nJB5K%waVi>=yey=g#zCD=&Y=+l?Ia;2Xn28RpLJ z>FjJeKHS-UZtsH~BeO>Xfg%j{KCcTAUeBrzL;#+H4TJzQbZoomvHofF-%?9?kV!z~ zeU{{RNbR$3V{)OkqvV0+BGBv9atF;M4uC!RfN>U9P;gWCqNk@PQhOTk9b}Kov-o%O*YYN~HeO@Jfr=ejcZfxTxIGSVBCv9EcMKi=xEs$w zfN*X`?vo(^xQ6_=EpwX#0w01gB9B66ck6+*wW6->+H@l`909~1M23ZlUO%w?1BLf| zwA2Q)5NlX?2_SGq$9%K4-{0FVZf>DJh7h-gTXvfOVO0^716k&PKZL-?Y=msj-6;T}A#(4{;F z3Y*J6zqZ(yp#&#GBXbT|785SRn#nTWVpE=r zj9`jlBYBa#`!z#;YUG^oJ@x=(yLOt~CNdXM!v3Y2H%_%J;No;4f_o%iV@tOW`KfXAS*^R2H7lu@`gjmh)dzK z(W857@6I5|IUKE5&bLvUe2!+68W29$FJf0lS1*q`0j!t0bA=!%q9Pt)|xynKO zL0sKesRWFlY5V?;M^QuJ_0eHI-x6#gk{(-wIVIZq7i>qCGuq6XOj zR*ruz55mO2#|grzgg7TAnXzzlk*J7lIEekEHKBMx3Wy^J`EIhDpDZF?anJBWf-u^! zCki^r{G|J|GO%twvdo07_?l^}YBy@2#sy$DuOGiCN-ZvUwWyXD$eja79G(G5)V#S5 zP`n&v`LD%AfT?g{9YHoqrhUb^cJkmSw_HTy*~unyC0m{BF*8|bhgk?h>mki#=sxLM zwNbPB*Y+Be`$%I6NKp7VSUEa&+XEm#+&}kVq(C=_Nf=qH*5#ix2e}=P8Dd9wBfv~pKYws(}zmxJ#z-ZJF zsLct_#S8?kh5|AS^bm760$@j~fE&&;_DDN_1I}q5_^=$~F`J@lE>3JVx~YxHTE~8w z{h8<2rkY^KhSzR3NR8>L>#r$rgD%dd?ij~m1`<9(ENs;88zaO%vSF%2O3yO0tbQWA-)sp8GCYqsZQtS=EoNK95RenK~oxBShmN$ za_~P9%^*^>zp8H+E31%XmqW+k{B*v){kJ;M>StQ=}BffyhxX86^&5f=Re1LpucW z$9%;xV8U%-@C!k)fwLpmcq77G4+t&;yXtcgpft+fD~i1-c+BHze)sO(viI>r4DlRV z!y@3TnS;Lv4gd^o+BX7Wi>usj3t|C)pg#ug=hO%Nfny1R&kT_M?P>N6v|q?Q!Ik`X zj{I33rhP>L)i)WL&MgTpd3zh1R+y~m08dRm(F(DClMI~*B&DRF$R>ueGzU!V7-;%V z*mNLXP$-3o)~h%mJ%DD$xoU?m0tfj?hV zyV0W8_*WMaiCoA!kssmtBd0*TP{5rzP zBa}Nd(m0b(v;O}}5xz8b5kH9(i$CcC?ER;K&P|4+j&O8rc}Q=0)jzbgCE|=52c+(? zjg8RLzkhBHOnvNyZ7&3x4k$rLt=8pX@ZS%{pcp8#N!|e25Fn2#<7Ee@w4eaFNPwpt zstrMvlK1uX&9a4sfgGHO$@F|e%2IcZReDp{GO8dCS+W&p^a-Wd%Kv>z+Be&xfy+%a?19~J`dj_#fF?^tA z5v~loD4sXizo5XOb`rMY(#ndWwe>>D(GmRTk-)O;dp7{@Y+OtY<(MJ!i|}yVuM-o5 za90PENX$Tw>?+c_Z}aF;Gekb(;?XE*^($Hc9^~Y}M;4A302}G#4!gAH8ss|gmLNrF zcW*p0LLSlC7Ri}E5So%A36p|^kn6I3ej!&QBePml6!xhfKzd-dvquYnHs5U`bn$ zD?jRrgB37fW2Fz-96oLk^~(>6i5Cxio_6DJMaPc$uU3S`#4jhijrNmf<3Z?l|a4^0F~{qr9^?M{Txmw)?2 zm^*+z)a=hCgG8&h{M1;dD3K4F-bt3UXg^fV)cYs8A*9x0?T2M>2?aH#G+tSoPX@}2 z_&eh!7M(@yPpeFukV|>V*L{^zS>`NbSCYw+mVYEfKHG0Bl6Rkea@OsE{52OG?0^B; z*O_IaM9rqf^9nlIor{gaAI{ttcD#-fGhzvhMtdv@^u`Ku+1?r*Orhm<`urX=pH8Q| zz`;7b&_Nk2xcb2c|KO;>UDuVBW-IK=(qUh)B@@Zh2I1GE?rx`sr1cFSqq^Oy4Phk= zcqgqpDc}<{`#1Iry?)EzBo03-{Xv|ktkH2s%3}D10QobxoY1qm`Q~4NIrR9r*iZX~ zl|%Av@b@Ibpo(=m^;j~f;O*M-I$|P$g*G5^l3R9>ClX7Oeug3OCH$-cMRIbVhK3F$ zYiq8+`_phs{=U1+@$PIpyWld*UnY{dI%MXu!G+7zm*)xUj!=drdCpk{}b6RJm zA4p0r!WV9=9QNg#D-pH%*Qt)ykWq~|e_kR-X~>rLr<|o}LI)R5@YMo2)E3d>J@!M@|r&LIIS>DR!el{HK+ zUWeeL6&I*sH}A!BbV(bF_VU&))@xiP{oB`<^n7RfIq9O@=!ND?j_w7Cq1zQp68)4o zpLQ1G2UlyCCG!6!u%bit-TH0X4tKf)pIrz@S~}#v_;ISfQCJz5r6-NGzClF)F3Z5a z6#bIn#rlTshOE^?SR;QYUeq3VRBcrg`!K#xw6e)@u6pxCsA+q^*?CT}>1ochsQ!-^ z78N)9M|kO%yfazvY@T+!_as^~5gXWN*f4V2Tx|{6EZh7vSl7(Hf2DTOV}xIlsb|$@ z+WGsj;gPYsx8DP5Kdvu_79aKxPn)0%%~tcd=X_wCdK?GjZcVGZbKDU3{PWhshn}0! zh&%nnN3y`XciZXp67~=w2Ba<;$nOcpve>a9#TXbI3^+T8Icw4os1Jr9KLZ_d?SRaJ z9ZcqBNiT03PnNh?z+T9;!AytMv6re1T}8=T<}#&8b7aZ`7vEl(6}AHyNIoP z1D`DQM+Nk#fnb5lp0MX)1W8UaBESPKkV%0-Ni%7G&!{eSGW4IKNSE7c!uEhUJVKC| zPe8^8fEq&55a_7vXV}@>a|4{XdELzdWQm;2{d>u+%dgGCMhq^c z`Uj5wXu$m|jeGJeSZL;f?Du`arJc|c-llTNijv<4FRW-&G7AsVDI6uE=V@Pc98GAv zW|7g2Fh0}RYf9t9JS9qOj0m6W*J->i(|ialLnL>W4>_2Y2MgC4Bd!!xA+qxcT|U$Y z2$lx+D58i%sknQ%4_Y0AIGZr-|WmSK(@ZM&B>Bg|fKHmgZDDNjMY% zgRo7%zSV&w_qv;I_)wgM?{lxf9psxp(NcmBZ2%=?Ce@~hR!|(TC$m;LipmVppFoR7 z+F)EFU>^v$qbcKkV$Xpg^uxGWbBzs=O9p@chB;=c!&9Wp$b40X zu^i(6QmlxHm`^S;h7+-J%Im_}$@JNCsPRmpz8DZ8g1*9AjWa&rrsS}$A|w`w1_(bf z|L#quA{1!QITrzCHj)t46wQay+ckmR!u#$G72%#nFeahzSXQ7fT{fa6cg|9elNYOx z*d@czJ=b!3-`FvbrbgSd`zMc?=)3bN z_|4hir$pw0(~Vy_=|)f3+JqEbh%g1kH;7G8lV=@GEIM@aRo)Zp4|SitWVq~x(GhIjO6@9 zU1bFw$FlbdRBHFMoh8#5Ea`jZw7!nQ?oV!mOQy*-xRH3V^SsVtMZ|MsjG-)+|6GG${!$wRW3>HGIlPlgmVf)|78ATzT{ z*eb7~alv;x%48;w`Gg0NX`u$40~NVLxL+D+ImY4pTfckgQ>Q|zGT9$mdJMT##7`A5GXArNUwqpr{^&si&p zc@&1O(R8q6YztmjUv-e!F8_R+=hQ3F&I<&CL8t>i|#99dQzf)(L(12o}Usn*h=Z@|<6e8$YFdxw%T{Lj? zq=Tj$uo(!|dIR#%b#>oHrXtHwCBGv`?e-gCG=)y8_hN?o*6~ii1z_G)P@jh0*!l+E z(uz?d^bF6s)gB!mf$*tw>sBD*QGm)MG|DF|96!pFyAw=`#9#JueiZf0kaQjleM+A6&j7{E+pH186V&Jjvb@ca(&1g-N=k?lp7miDSO@*?Y8!# zRFt0}Ssatzc?zKl1ku1zV{amjMBZkiYZHQ&o7MS`{;zqejCcP+rVJAaFfOyZUdTF! zG9h{8``{qjXw>3ztJ-~ofCrgq5C)U4o}&@QrIDgS23yY)&%D(0kB+t+jf-m&Bm{|A z&V`9w$6QD)y^XNdl;8CHZ7+sPp*cJGy64qm@)8Tnp|Yz3p%!Y$Ce3S;!9W^7WFz|P z1u2E2tYlALAJdkoB0l5>ig6q+?(XcQ_`wTrNi0DHKiF_@9N#W}l0LK-`zX@~vxxKxJ-OS<+J1Dm?mNe1w)gCVlu2^{wcfVbSN&lyDwKA^FN=QmmGU z<<}8&7v zZ-?CC{OFuE-ZU|hGbO3+Uqs5? zJG#nlZhIw-wTPtwpmpP7T59TyTP04>wB!hh(MUlLr4)G2Wza&WzxSd(dw~qVZ`?EFP=dWBBP9q&M$qX<%VJWAzBG{ z;Shn$GJ3MseIB&^3n64e#LV8`%)pDTw|9!UgCU08Hi_F33PI zbAY7{ydEpSX$v!wBNU%cwqu&`m{Ef_F70^*^rrQCu9}>d?YgpiuWW3Dj;|9>-eJ%E zZ02t#qu3rmi=+A$PT!DOkgtUHZIm13m|Q<4>CP*k%x;| zD)2Lao&lK+(TPA^KJGWKQu^~JSdQHK(%Bvg;{SnW%o66Mxh%X_q&e)!Z8i$ON z3fskrhW|H4BsusqwKVz?`i^cJvb*(6o?b+nOA(!m*RYBdG;uJ9J;3)s5LBc@g$2`9 zRP>>K8+Txg)?4C@Hnu=x4=AZTQ~yq5tLsApW0u4Ek#09J+?ui%bX{|*%B3N~vEjvX z5Ws+)=E{a$K16Fp@=&N#DDK~1XJ&_Zz*Wg7Z#!O=%m_csbIY+ITKnZsgOb5#lv{&6LwHs--3^xd$6*9z^JvWJr!Nk0r z{lr-cZqY)2Rt#7>%%Hc^ZHaV=^lj`W|jyy2-D%@53WRqZq zVq|Rk_Mw!>elzEhyb)uGGdDOLrAexLpq^TH^$M^>GGMzzE!SlJ9y85=z54k)F4jZ4 zCrxh$E#i$XvXv140f6Z7AYipNRKPNVX$OuUv;}EyR7)(?5FejxTK8A#+JC5~{azJ| z_L2m-4-QXUIPT!D=a$FUMEP>53DN{pSyJuavA*{wiQlKe?rXXs?A5&x?``ee@ncA(^O~n zP8&Y}z<3YoOiR5G9zG<-@^<%lseO$a|E1!oY^5&hyMFn#6aA|J1J)yrPbe8ul(9$i zk16LS!hx}OsZ6lPz6WU~a7gd)=0BnfOif&S{EELd5RWqf(uU>R+_(7A6tAPd5_I$2 z_idDWU8Ex;vvhao2&Q!UHtt%**CU?7LmL|nH_`ARa=6+@skj;FntIxW7vCN-Q>OS& zhlT#FsY>9R+v;$zeOQ_D7 zd`VPQOy#a0xtq*NFh}z*r&4>mHQEZ%p#9z<{mUnIctO^Cd-?eX3DaW)Ym@X@WnCa1 zS!r?Rav-rxUx($&@x2Hy(Ef8DAHPa?j2fq6?|HkOr(thbDP=`&?&^-+FGJl(ADC+W z)Xk%eniU6ulajh$t`(5J=2VHJ(g<^9j~~0xsp2w+AN99ZS66u|oGdXxd6`qU-#z+O z2{UJiT_GM8Op)E@Ys_ixA#aejjn~|bZD@kzK*6TNWSK36)bVzG=?6_%VWB% z>Ke$sE1Au@7i#wEMr)GCDd|`S2YPI5ds0>7!d95vXLsfV!3MgyvJZFCZ0I*D^Hy(ACapk) zMCG2#p_Wm|BbHNR=@`Ks4YrZOyk6f^bQ`-AQK?i-V~N%_=NYn(J*3mW z6j%(u>-cb6{E$XNx7k#1Ot<7&5w@)@e4<%$ceTz6sQ60P8ZC2QnZncLqY2J`-A7XY zi-u7=R5zfgf3>ZPBwA>Ua4zdCJw4z}AgJ373Dwp7I4@%1q7QtUW?QYx#MNa&&5*tz~xu-GJrc z`C1YqJUaRSJ(K5~zC51DN`KDF>O>BHn40Bq@(-u&w^@_Z!fjmN=pD(XtJu}aLSvJ0 zU|dO4`}6H-5;C0{vpDgnuCkuOBusskp-4P zn9`Ydrg9JjIE!@P=Ni~^F3{Z8H640&uo)JY2avJtwlT4PI4)Agrsls^@Mo(3?yM>_ z?3#N|RA6dzKd)iqhT9jW3hsWAEH3Of&mKa5!bEd zF((cVx9B225zQTQ-FRHKer(t3AIsKFP1f(nCbe4s*{aU7zDa5`nPAz;iTtCsIzy2< zCP5lX%iIHUEXBFkTtaj8Lz47138}ZtP9;o_pJqMpJ_7415o%}N}|YsNDIz6ePv^gKOXuF5p6W=<;Q6+(1;eg& z(G1F5L3@!))E-jGxe@zdqvhyU<;p8=hRwlZ(0=!#t^Nbiy++v@|FK_@cAC!mxGFKx zK2l}Zpyq($6hP*Gr-@^@ltk3WaqXY@H$qe}ee=6mVI-=RA9&MZu3K56-rrTO)MjI& zqk*t5w92W>K}38}EiQJsOWjShWnpPX8vWAUgPVO2C@!aC`%1H9=a#%d;m`FSDYlMU z$5rsNOGv9$3YPZN_7Y=b(Ym_v{}Vy3eyqBEzJx!bRvr%Q_GgTX2kio}x*nImYhSi> z)YHv=#ZhCsvx8Q<8s8H_pREyBZN&Dm{kHiZOGo!=!>*$9I``)oT%y#XmlPHyJ4K|; znwe3ZWzTL@%qW^`CUkN{_H}H2@x5iX`*Q6G%;{OG;JYGxHa^94Dwc{1FAL(`cozxh zde{812}c?M4i^3ac2|*#VOyeA>NUJMW!V0=9;o6?P1kmB6C@Wl#rSt-*3{PKNJ%q# zs^B_wamLywB|Yeq+dpD&RB?4d^~*6I%63gbxe1W?)@;~~E%gLKhA3MhVSF{iD-(~1 ze8Y5;c)_2>Y7p$Wp>n6_m-60a>1Zp8*mdy}+*~u%?rsx^4TlxoiRhFR5J7&9<6;ed zsMXq|Cd9q%H)hI~W=`To=j0^(ncqg)VAQ~Nl3D+A7dQS~ZC_2R99?e0uN^cVNoseY z^5f-O&hN?}lK0T!4oos0x?wOP;(Jhvf3{#bH@c zBPxo9QN(>0V!kHwS?5+h{2f4GMjZR*YaY+}pAWxHvF9e2;!T?KCq?NCM0j=ecDEiY zYcNiuDpa0G&?M)vif-L0$pTJWl{?bL9?xw((r#QStcS(>XJ==nYqft{RNlA%l5qmM z)C8pcztrsKgb91vkSn8C;KEu-tg6<`{?XvgevB~6yDDPsGAX{e7gJ4sicPX=UM+pH z9CNZ*uc0I#xr9U$w=CJDZ`aiQ`}aYMj|KJOH75ka3-Ab4gkz(4sKgrdhbKou*u#j$ zYhW92LQI_B^h;j8{Fio*I6U*E;9e=Hd=oO*sM3KTaO9`}EW8%l;z z|HY-tE3T<2IhTET4IlIt4ARc|c!mZg3YZ6qvN@%uGnjrWT&l>pdX9$=DYk)Q*}{IR ziLI56YB)Pt+SAyxrU}inzfUGXi|vxjvC?&kX0^4*75m9#wKgV!JTkIpMsg_Kxa^6w zBeUG8qKaGbwc~XusQ{QIb>mjYz3A{xy8p8BkH)t=hB%yDt0#DvB`yD;!JoR$_j zH9kr;8upSsZujhOFLdQm%iqQIb$LC#pGVgSvrC13uXi@U7K0A$Sl~TjK!&AW7|(hM zEKLNBr1;oFM{1P4-otf$rBv`u+J|#kXpw6YZ*~_3#3aeuHB<~v-3|{PIq-TqS$EMC>-K?dG`{z2BC^;EtGPItf z#J#@}mgjk1kaACLokyGgyv~x^cS~O^tV_z$pE5*k)O9JnQa*ta4q0qsJ8II9-W3iD zEopm(d%w!#-lBp62=%)bqkO|Xoj;~jGYZDH897Cy@bbs4z8@!=aEg+M0g}eNqx&5k zRUx@s4R|^+&u)-#-Du!I3O~9#Dk`BCPL_r@!k5DGyMKq!tK_MmFHoT@+A$TI$3DU( z?n@o2*rbZ4(98xLnEL;ovRa%!>E78r3**OKvld@1vf%w;Stk!-43rYBEFUb2zul(K z`Zb<>Ken?Wy-vEI1N#{x{ba?b=QUdsZ*^cgf#t9A3M>#_%0EdsuaNCNpuq)C7h1W-{;$Sik9)j@_f>X?<)t?u z1RCjORUN4=FZPSW@dfRRq;|Q?jhO`f8YFt8$tk!~$9I|9e13B{99N~x${5xVLqpT? zx_vC)j>;ai4z&L}d{L9l=|7TLRtb{pS?|iO^$5;gGfjVRkxU|j7ds>bdNg8fui2%i ze5!Zc|(W)WuZCv@k~XIEBYk5^(t z2|nf)Mw~LW`P^umhkxFq7C};HoMNzJl2zY?Ti(N@&38 zKjQXa#5~}3Si9#ko+ncC~i2 zF$B$UKSRyZ{Wxm5FoPd|AB?y%PHot&o`3a9BaB|d@&n8xm`B(vp#BD+i|Bl~vy&5o z`XYENBq;A;_zXS@=tIQzL|QCaU?K%m%$sSV2Jnz(u9zG~a-wS>1~k6eSXJhtx<;ym^3heM-t$r zv%dzIE6j9y(OGGx!LK*{dWa2L!(OC#&Ytai_;YIbe=rCbHO8)+n(glF!<9Yr6poh; ztD+!li$;n(4h8avlaR=Q%Hd|R@Qckt-Y5#yIEVoqtWn-|tj#Vv1jju`F>Nq71kp3EnOo9h8T3o|BmkDl@h2y_5Shl~e;K0BCb&h^@NoA7l0 zLlw=vYVvRwK?Psgk|(qd+msf{Xexe@#RQW5QX1Tw1{ZvmH5Q~j@cJpUje|*PU~m-} z*#EK*qGU5d$Q zHe21;Xo*$AyJ>h!>^O>j=CfEf#cKKu2A5bbARFt91psa=T17mJ(?4(IWZcY;md>DsU0@VS_z zo4Fk7m8j2`dQHMAhA*i+a+Bn0gB~h)5o`Y}K;v+mkhzk`2tljv#9687L*k#tMon=X ztiWT!BqJ`6!pvv@^*Sg%`zyeEuLL!HG_?<7baP7s@ZPS}qiyNbXT}BIreKLU#peh)KECgckz$%AY3qq13 zm~s{L`XIeG;PB5Nb^wX*7B&LVPam{j+X8zM9}r)f3hEOe>e_)k|K-~cXf-nb%8L4d zx-)*O;G*x@qF<_lm-zkr{#hr4G%`Qd)*BA;q+HK~4OjCQ25%gk4BBe!wN40Ox|${a z^KB^?I0V_!$}X#jn##LY-@I?!%+hphLn3Q0M0OeuPMgw*aD2mc^Eba9_4n_ zz$ysO9kP2u6Rx91NH-*43(z2mG<+c)Gf1*l;@m+U}b4-K5?M7eJPztflZZ6Q63*@hXKZWChK%L3qgW?!0hZm@C_KD z1y+Dpr)f3x-@_D{{B2~C?Zf1drX(261ud_DGJ-+?L)=4id7=piw6ny5c1#7! z)&mtxTXCIJK1EO*ou+k<$T=ETm3@>@5{Er17l^1N{ za1^O?IUHMES^J!G;?0=m9}!;29Srp|%aLqoWpr?4JcyB9-pVe#Y_^Qp_tAs(VJQ26#we7v&1_N{sJuR(2ifU_tqfpS* zy?$#=GsRSJsdM_PJWJi{0ooeesq~)V z-8ek7);{P-nN8xvahQMJbg(^J+@`f>J%ztW!jEXw?j-{gEbJ|+sT5SwYwcfVMrj*6 z7Ai@XbNYvac(y@|D+ON@T;*KtAd^v7n6^9v+$iJe=GiF;bWYtXH9zNKgbb-ghU39L z`ZJafSBe}c#@_3qOEuBRihwc2wD#RpzklNzcS|$GbEh>Qv~dvJYhVB?!@26nfrB7f z7!OR)fI{9rVAdlq#(&nop`*)FM((H~x02myMiz4Ma5k7v=_jRy5uH0&sAj*vE>m5+ zj?sd59r`0!4btT*1fUZv6vadBO!wEtA{6EdHkXy+XlTKyX@jcYhm?GSqRgK)x z?ix#>k&%q=o9CZwnkZh^!q8Ylr!G!$-(zuPk{7@+&~E{mJGg3d2o?=KY6I*U%PJepG(=3B`qr0>6!`qA_{c@4*-h%BAD(9z%u`LWaaW8eP#gGgQOk; z&3q{95}0-M3^A3EL8y9q)Q~s@lXiA?BEd%`hUqz6P&XD#?z`YOj^W7LDk$(5c-qA< zCwnsnI+(WLRo(RVD40g|a%>0-Ue?~UUipz*<{}^vFc}euOzLWu&5xNg-!0RhyF!FByQAnZ5)~FUbtDD9flr_q9^BTav)&OdQ}G~M zV>Zr;b}UHKv_4`T=`qej{5k8}n>0|J+ z9lZY#tE4&L2IgJMFDC`3@1K`zBw=`4r~MteP}=NkV#LRrrO(9TIi{Ml≠~15ROR z(?5;Q>05CuHVy8B1d3hjCEP$Xmlg-x(N)4$N9O@4$sQINx;NS+nW&;{6wl?zq6q>D z6dtikHX0{L;UNRD!hcKck&f{|?z-ly@ZG}KOx-30!h|+VsF@v49RueU$LA*MO6hBv z6_6Jd>nv(!65hz5^VF{5K!X?Bq%+tDRi*6lmQuM&+=PEPFH&^LxX-c^nGY!!+791& zOmA=zXZ(=nDxv(a3s4vOqBR-&`Qe>THAURD=gGRiz!Z_(@rqpYtsAQr9jU7Ysx>v= z${)c?>QNMaZ*T$JlV^GH|0Sqx(l(zG7jlFCPZ^3&=+#=6Mp;KV*dn8TI|;vtE`MWy zZ@O)sUF9+3=UyAoEr3^4Pu1Cdp}1%5iL>o)i(*lL7KZYQu?ioT+N~DyUJQNqy)r`b z^hs~ch`hI#RVXnMIgX^;HSgMv$uP@mI+XZfR@bgv62e~B$zvP0>!JDhrZ(GjYxG7M z?t~*=iTSzgg4U#ErlWnZIRfyAObS-<;T1jq7LE%Sx%DbxsGDI|jq+hYbN54IO zgvAx+>OvOVDgde}0yR6IDl79~s559Hhy%t)MTiSwj_rJ%Me60Xl2_(#_=Py;%yagtZW)0a zs~hbR7GZpvksa;KWcppJyOR7-wPvWrJ~XqB;IVx?DRjCvJ>5@Hng~ma7@Z(|GLE}8 zPOYDD`d1G^K0rlf>z&3xrNJ9TAm9IA=`fo8buH4H!zs5%-DZCu7^?a zh9w!W5G`oYqgYtFd%9oX-+e|*yN9b!sK(}5%~I=hKTzBVZ*L9l`}a1O30oCol_bzo z3oy{ED(lEdN^w+sk&%Bt^<;%5a~TK<%R*$kuQ_V5-l@a^MQ~{Px!o~7o%2ziEZ_H*x##%*Cb*-LnuAkPfMA`Gr(gMT+CLLx-q%>ylydL z?M-&J|3Ay2vYj`d=RBpp+I5GGl4U2<_xFj>AQ`@8u&||aH;AEQVe4?Los2#|5W|co zW+xJspsG0RuV;*=qYv{nQo$v)eUg~;z&e0?kz5g(TMebeKjIcKl+R&X$BE}+KH6Ya zY;5o|Ncl855+sN7JcS~7iFjqt_6ZI#BdE$owLL$blxSt>k_B07ep3sGLGr~9$rsF5 z5FvKw4hx?P{Fi%ae~*!-_`n(VTA@U_>-!wp(fya~{4|8wpI&zj)i@@Llj&cgA>@J` zPJr8+^K)=%gQ;P$zJ~5z73od3bo^x}bmi3fpFc5r*UDm`qYgkV1kijGftFN$mJ=(w zHj(p0cjU=2RYW+0hE8avk}PG+g9FwjCKAAwVD?7r%cn={3qRI+_*5{IGRBI-cM6@G zloR~c8npGkSrt}3UGQSd6~A%`oqr?3ZhY)xz{Et32|Esu5lu-AI5$!$jjN-m&?M5P zdzm|LGQ)YikOQ~iGNtZw4;qL2W{Fk6Xl|t~ceVd~^pWAEf5g!3@@q`&4LWKS^V=Q_ zuF#l=l_(G+O`FDxJ!5`!rf%|Dz4zQF)Sm_nV^uj8Z+u ze=?--HYf$*Azt)2cAU9jA}HJ=wUqY?4d*?KVab86-v4ik^I40(HjoNsT@Z`3??Ss6 z1@(_-K#(RQ`l6;$xVz;6V=DZ;H_wIAM;Pi8NFQWNoK5^X@5k)DheEizlg*}^1ohs5 zf0B%`e2*=5&bS`z9Qxqn+^TDh=*))>ZpAjbiShXbf1(Fo24fdD{f{(61ijOlF$wrJ z#OdPb=~^pZZGa%N#grvzJ+H!h9NMmyyvltc@)y+A8o1hSOkMK%ivh zz;BLmq({D_TA)xJ=IruEBka(Kqpoi{jf?7bD%*d5X6)orN(coqS%KWOu|9C4h(XLga`Aw?iQ2Ci3I(1USu1OUTd4*Zt6W2!l*R^B?(bq z%k4?88BWx)h8_!Iz8+J97jd+MV>SkoY3!G!z&lv|lRU?Ba;W(_Ou z%_lw-(_Vb-yT&x2()ydjkt*@+BLx>%Hx{XJiKzMfokN9$Xcr^*J8@OQ5B%My&}_Z4 zu75?g{Lb*6F_TbIlbrmBj_&mC_x?JPGB(*&4J!o*)Uhb71f0HVqczf0s^EO*Io->` z;-gYea0w4iU{a_-Jh6QeZ{l0mu4-9{!xLZCb4#B-HF<9;`?ih=_5|Cv_UhyH9K9PP zzWlrM;^njjIx`g%YG5zaXpXpC!{1> zvNU{4;YEfTfA8Kz-MNFQj3JT=sXBm>-fD4l2K5{WI7 zZpR+Lr*-bLt2Gtq%JVx1k&`KhK)mA659R2(^z!Gbd8vrtn3$#`OTd+!BYJYAq>=cv38QYaArlYX8&yyW(iG zx$jW6_Qa1J#h=w1YbtiO^@%afa8;@cI=c&&ERNy;moGJiBPofdwdDQ->V! zox8+me_^|?7Fle1UIxlYNsoG`gOn2+;f(H+*5pf+>4_U!bNiI*$HkvnTM$vuTC21# z?&R!!-L}+gr84jOK;uT-9=sOJ^9l50)k%y?wLcWhF}`1KEKo(ynF9|i8diA4jKAzk zcT>WpCfiCPKVf-%VX0$qg1AbZ2RhWKg$S_`S!m2*=!7EnR~2!MCPz(gx0u_L?^`Tv zxt0ZmINu7&XMSHT+$k}q1KN&mQxVFXxglhZ!bD&t5@FP=iuQkbEc)EA* zS{?y#gS(U{yg0@scC7hk*ZcM*L9N&OS1DO>D3vwAJ?EOK)8UIq)EZ?_C(-JT%~@Tz zYIC%Q_HFd+rCYnEjBmR41mdAsSi9=gYlg%AMz#LjSvXLljxThQ%?zprJR0u#^-Y|5 zG6l#6UT*O>Qul6v6x0?v)W5d&%o$T9z2N`xj>;`7Q~?w5tDJY^!-uA$!c-cIN zXW2!4Yfni=OD&r6HDhguZ+GaKh=$e13tyzB7LJla7^TW&DndnPMX`Ha5s{f@nxs!2 zz2xQVl?+86)ER$G7vFe`a|4rLoSwi@^r3fc#CNm4v%-6o&-r>?KlQ0tZ}03hP8D>= zqvHLg^x$P?U=jb9@`AJmd)Vt$Wva!CLf$Rn<%cDr4@AycP~+n`R8*szzCzq$2py$W zPXOs98FkVbyX5`p>^HS(9|LrVAKS7qQcbsR#?(byk^sH(>C=c%o_hE#B5ar18BxKU zwIM?1>)tPT_&8Rs_H@g%<>sKpnV^RU?qEj7Y~$2AZf-_sdJ^@ilN|=*f)1-P;HA}{ z7}ofWmqagfW|3FD=EfE5zn0Cr;n*SiCE`hknoLNu>7V)^#`c!=KYsmc`pSbR*PDjt zaQ>rnR~cc%rGtpLK;VVpsTW)(u)VE18XY4#EZWAa8Th9M@e5NHl5qv+ALRatPf1x$ zwn^x|cuKk(_3I}p_Gf8^Ao^ZK&zf2cMkTab#oNrxay(WBpB1_#L!hlg3esv?^zxlhWVk| zWAN?}XF3%^d0%B%^shHVVv)Lw6$m4&0G^Iave((rA@lvy(|8LcKKxx?T5{+Sef-Wd!TtudFnk3EZO>0jE48P)%%|M%$%LbWf$_6oxFGo(YoGyKNsfj{SSf5 zF*i0C$92u_q(Pm^dAl<)>ptc8J$AOvT4N37mB%L?(|HkI$i|P)|4_FmH*w0~gV*5W z;;Fj^>nFR$_D?^3o2sZ7shQQ%S#4m;_RkGpJ8Hn|#I@`%T-@(S!r>vXwC?Lk?~>lE z%m4Z_J^cZf@M8L6t+a_z(yazXe6!#L%9kQB^wd9m^-PGK{tY&+>b1U2gat1xx}9G> zEol0&`Oos!exs6OX<^HYB^M*@WR)wdlJsf=%H~1}junZaSQNqLUW3NCCBOFR4_}Z? zDB=qbi@Pxp3(H{)A^FT;AvwqHysaP#z+9Z<`8^dbi!cV)gXrFhYgN_>s zcm5JF6wnoOeAu9jJ33~SWCxb=X2@Ki!uJLv&hFK3pJYzHSO>v;##q%m&0=YM$NhFJ zsP}rUXGeY@Y`wF22mLy?^O*YONWAx3?ET({)^HDWUydFWc@D!4xV}D64DZ9pdg2ZT zDY!fm+xW^+P4awtb8%^Q#Ul(}OT7O3=wzEXrxgo*@YlxUz|3Rc=p|)k<>a;LCX1L) zjhd>q)5O}c1SURcSJyYw75TWbhd7xYSWs-NRk8U3HvjO+lV|QUiX5D314LB#IA9QN z6D#2lZ+WFk+^f)w>-RFby;0c8V~24(}^r_oU>JduIvM%|{*#x@LeIp+oVgJDQY@H!ho=_nWQ& z#k#S;Q1!PJ_s@;uX{^rmMB(gYIIfJvqZFHh!KArH5w}Wfs%aAi!m6F6GI>Y86-X={ z?Y}qPy$Mr!lS~RM<)BGv>u@n=le?#RafkD3CpoJmh1x(KOS)%8tjp(zWD~7iqed=Y8_7uFSY~w;XZU$>FZ|19B3Y**KD#(W^!K7B^8CqKv)0h9 zxL+X`wD~r^kv)G7y8B<>?1E}i*J_Mlx0Q`M$WN%%9IM)6%Z! zPK1P09R8%`CEW_ssc&=(DqCJM44238mfG8s9&Vn{ zM6`Re-rpo*?P*D3dD+8uNO+%jc0DbHK*l@Ny=ST(rry>)RX$#-(Sld?eww{YMG2D= zy#8AdxY$nY^n6~&qk`8~4pd@r1m}-5m0A~fZ~2xyGk)3^=`OAqE|rgT&wcO>KB39`vu;Zq&lmLU=Vvdya*T8%)v>hAD6GGPJPqbuo?x%)7bF z3?fgM-)67`eFPVXRhN!-m(Yt@#pj1ZegnJcFdH)P$!4j8a$8SdUk%=RT$`oAiurRr zFmpzvCnY)J^8<`64x^D|O$aISnlNO*8FYqKYPoNF)q~as^DLnIiX0ihR1e1PBsX-s z!FUWrv`6Ny4KHJcML=L%Om`-hJDw$hwr4_^O}*`PUug6V2_ZeMMq+R#uZh>CSFb~S zdy0(AzVh%~BKTltIwSun>xKmtOtAPDmEz;<71OT|i#!pN7{QP2fiZFLIyq?WOah%2 z8Vs0X!od95f$pR&crWN7GjZWR-SZn+Vd4q_iL<-6)L+NOy@e(w!nmib%Ie zNQa1YNr^~{bV+wf_qWeH-}__chcm*>;au0=d#$zCLgGx@Ur>`^dR7g zC08MgdpG!|Zoz?%i!+~Q6r-}OQ^0iCUNH3#WKAjF8&Sh+DOxBQgBMU;(IOXj^_qA& z7CZ4K!~rb0VLRQ(;`rPqYZ{mYDHs0W12h1ui7_Qn!Prze)zyi}k`Q84GYJt`uq65S zz|&)|hwlV1`s$U;aKzzfb*hd}qc9Ha8lUUxcA2O9{D6=;Z)+>vE=j^sSO`}dh zb)8;`doYcpN;I5GqVU_{?RbtCm2GQok$b{BsMwU2j%+nP7B;SAWBRqy%S(JusZ!cb zg&ns-0%{1;4B;PPwYMMc3YFuTc73jXtF zC(^PkZ^mW2!AkKoH@zjnkkYWS$Lg)^6zufJGI6{jeQDZBP%jyul*B}#DBc#T=D?RY zLuE$jMlHw`*DJ;iDBB*bJP#$FHBpJ7=Tx_!w10lMHm35JTgdONaSB$x)CDTlG9 z{orFG46FQzBM(@5;dVqlkeYi;-*Edj$BSFvG@AzF(W752`w#A5Q)UB&8QIbLQN-&%L5CKLp7Vf|^ZGDm(@Y=2lAm3G z{{UDkI{otO7V+GNh_C>NQUjM(3Hb6BJ!VZa={RV>Y~R5G1vHpke{nFGn9we^vix>= z(Hw$zzZOef9WvT>{-}PjNecV?w(rjRNGrP^8u-G z&}n(B3y)St-wJMh0)a8UP3eduDJ+5wI!|b5YLuKUuxp@~bS032}@)vV~ft4q7ln(~Xy8`rg}pJUctO>O_p45uN} zVGqRVl*MxnuuLWzBr0 zdwx88OLxQtF4gObDb7OVSVbBS4N8yRsdfR~)dP2e)32ioUonV7fNbgh{f4*xuXPMI zKPM=rr&jg5XjNfd9wDYZe;h4mh1-puAG{Yk__G?bhyQ9UlN9&#@a^@RE$oVna~-SB zA2}-|QE|zT@;qtE^vu_=zf)3cL6NT{>U+1JTh6L#Agc9s?2rIVA3ChgM;_@?f){(9C
=!Jo`TmYt+=NS*4D;D%q|KOR^&#q^QU5eSxO{gf(LA3oE9pSQyh6*qCi{+vM)wID4kPEf0A2is zs}SshAue&C91MV1^)%#-0MalJ3ODeF*B^t?O3E3i8<5K7k_Pt2Hs*;IB905Pm%EXE zssAp(3XHA#@0*aN(vDw2m|wh4I-Qz?XmFm(XJOvMGkDWzj?JP&FzvA1tNwQ0^9bvr znx;{YO;g;PEpX-CLX0^F5Gf;!T&%5;k1Gv9m-v0*@WDhl{PEr8oKd}5OU(pBa%w!ii({+|}0 z8WdMK>^q)+Uq6j+1!me^cy?1)A9JGeZPoVaLBSmZIwJj%u`k9F))A=Gk~VU0KF02c zG|nlE(0YYv4GyiBNX=3Q%DTf94i5mF%)r2Z)P@)Q(Ga(0r~+o--8 z+=4OU9D#?;iT4`r`<$GeQa@k6<4zx^@-;c)P$parUYty>=v(@MEVjAUHHvh3ZC%+s zte%mI)T9xtuY@ys#Kol*+cY>x+P06Xdhgj~tP3_9eSr2sqgdzd;A%FQH(Ml2!?%X? zjBAKM)>VwX5|t3e2V*5TVCZNJS3Jc3yfxw&J%#=kBrpL` zyy9=86McZC1~9O_uKvUm$wXu!x;*X>`|5k)34AYnR&dosDhHGjq`Ls^F>Z&&;SGmR z!#vxAjP*V;ks4^e{IxCtPXbyd+>Y&kc4OEX;u>NF&%djn2*eqnP8SXkAjiu0^bm|T zV!V}QtIl(uRV2W8IpS#unGy91noiNXkbQ8z$nJ;4G<|a0o<_`<%f~>wW&-=A(BTZ0 z8j4YREZ_pof4zd{7qk}LK#+StfbzW5|C@l1VnBRNguuLugb)L z43$f}+MXJulVJV~tMx5uZquEh`FRZH&ARwEKrhKpj-()BPzc5n8+u1Uk{0Rf>o-w$ zRusuXa| zdka<}L^EY~EnVxP*D2Bs-$8{L3qtvv3obNR(G9;1awOPiw!VU6tI|@eGW^6$saH2U`#aA_-ki1H zDL!PcOtkh+*;XIw9B*F*QHszsiSnn}H{afA!v|Lei1eB0s2Ef0J88u(G;m95Nv*!& z|9Ulnk|47@S~V9niLUd9T+W*}(qbbE9&$LgBR z-z@v9*a-+o%HIU$(MI8k{oiMu2O7*vO|C5MquKcU#8Gd;pcR<-X8s5qVmPdcyblOL z094N?g!B5JVO&JV-uPD5LX}Di5jsLX zT}1PwXp%NCD*|U6LE%x3MvcLU<{2IKjZrr-(rl-dqt@JwKo)@VRw0!MgC0hT%65zu@Bk1M``Wfs&_>n&_-VQNA+c~ z1~$g7$w5PSb+urMhRa;uCpJ^7ejpi~%)VO7JV|8v#=xM26tzX*l5Zw&+B*ua=kV?) z#59W8vZ>8Bu0p&ioiVsKqn$hVXmbZn3O`s|RO>Mj9Em{x^1a1-ftB_}`>J!Y;5`9H zNs*Q^FSiNn_~6VkW%|`werH+C0pd`JL2l3e75~B2cWw{<2arI+kxY~lUXLLXmj05& z*SgK=&j3{D?Cj6?Y9}Lc#7R24J3X@B>6x*9>>w^%bge5Jqf@}4p%mOEWKz80E9U=t ztgw0=*Oz`SN~+#nq-SHMPM0(`kRueT9^{Tl4&JNf@e!p0$5c4?oRe^i{8`RRC0`lm zsrQk8`e%GGN>)CgrDf-EbKs_mDy>jsNCUts4*Sksw^6AxrQtB$4tVm0Izb+jOM6J? zFrI1U#-IiluzTcD%v&8&8gGSvXE5oc`=fg*%nYYB-66jXY*it9Z8W#O% zw3rnNn$W2wU+6#z9AXPy=e8}n=?c!hNT3i@B}QKVP}hSkOj?-&$(k%~OccyFX!zf4 zBR7uq>k1_6s`9=fxU@`RLlUdK|Xo&pu+@qu@`oN+yj40G(Ojy>nQ@REg(~U2Xn+ zr>i0s_;mM|QqeW*<_$v7V-$@8jAE&rm}ccVWkLL74}a5%P{(*jai_8oi+COI9`x9m zM`PT^kXiw~sqS*>2q3n*?$CZ%R1r@t?;$Sf5X1wtRH$+G?yNokGr#wwf&`bFGip)? z?2XUm6DnLTs>VLq877MA)BlvF@0hA<#RhPwv*}7SHm<_Q8$i$A(i-Vk=?UiDyHXp_ z@_-xsp=_`LDs>ADn&*wd1CHQod2y;oF*6-WVJKP)xAAF8roFaBz&riccYsjxi;5PY z**2f5b;-3UTo;5Q3xOmNkb+fGyH=nT{BYc;qQH0wd=CqWy$>Nu{F-R`Y0Xs0k|#D9 zil$+4v`O7m^?F=;Cf=3d`HiqJqvji<73h_AVvP!=2K`N9V9nZ{c)g}33WS5l99{u& zH~@zIS4odA%u46j+E(v*XxrLY8Lj7F#=fUyB=)ABTYx6p6xyn5Fc`q&LL5&49Aile07(8syakoC$A@yQy7)&t4qQu@9&A@Y3P;LEtb`U^j`+RSRws>-y zC|v3w8??qPtX1E|F0X^5kayYv)R&nneIC5*Y+1*TdCvOgU_1TN+*}os{kH7`Wd-5- zdp2THMV^>bLC)?R#TplXEI7|$l$9Q1T=T7De(wz9)Komg{=BQ{932cNt{cH-4j70$ zf@I_%jC+p1DxtC_bV&geAaJ%(-udfSm`n8|^QF66tj-k7%zt+N<)#M>6=r-^crubv zqKN5ZScw5{NR-|P`e-|KHyH_oGV+xJ3)C# z|HrQ%cTs7e;;Ke}l99`^bYii?q!EiRl4TQ*vF9@nB`U=+w;wZ2sJOg>95H05LY#C3 z9AA=W;bkDOwfjxqE3eVIs*6oh(!a%3e|Xs&vWK7Wt&tb4TVb7lHHG5NVK=?IKyK7U zbl`qsTD?LuG$?BJPUnuuY{^ZyR2h+nH2Cd9@GgUwovVuc8!{puHC_egY&ROmth7_siq01KZTxc$C-Cz#ATx5q56(RpYg!1@MSDm6UZ49@#Bb`r) zFdBjyjOHZm>uALqLnxp-X`K!EKa6?Fp8tj60p~jwk?YcXNy#2|^WBU*tZC)JksJp- zr8u2Arf3zweZT`cfr-ywsUYI@dta{tfr#+&2sxA8GrChS_F zYdPqrO^Yd6x9UAJiA)m}5F7XrfpF}%Z(AAEh8n(bfDUtIrl~1k3}4*Y4EdRR#zGY` z?ul%0ZsC%vo^D8m)Ei(27cw(F*uVvt7AJ3^J~I<+;E8qyWT?u(SqpmnaaMaB=v?7X zUyz%^&?BnaCt+BQqER9&x?G=i?wiOZqiz5-k|k)#EY7|!ood_{owy*d(a%qvUy&{d zuJ}|%Mz9~<#gYoiM!F9`9Q_}!s86=muygD-1mYAYrzDTo_&hwhJ@uK#02Lnw;v0-zyuI0Z)Alghy4S?_u1!>_E04UUz4Hc-QAkCuu^H= ze2XKVirggSI$`HqZn{0plM-_ z*DBVK>s7vO&~q-hzxJ6@$ThHWdu3pj@rd!OPHSn~mSg_GZ>bmmwR+x@DxQWR)nD3# zUibbmD-VkLv~KM8miAtZXR9TONc8K$#Y`FHQiMq1&w)C~PmTrAP0!L|e?*Vr?;E!o zwV{3qbRRK8I4xow z!p0R^YPh|gN=mjiR_~COkIsP>^^6S+4?(Di#AA-tIGNYCK0;zI;f4PC_3!!K>_)jz zV`Tdc*sN)9&tN=!#l#XQ7b9+10uW+2d(cM_+Q=tuK_%E z;6OBBT>y68&>H%JV@c?Ns|x{Aqnn5S|2c>-(R(ISh*HS)nkbH#3|r6#@|VN1+#X~U zsDhga2gyr-wUJ;TYx8J(fD}%kmwiG0`Ph7H%)S+qSs6_8D%d=AU){~mw_l9g*-Mv5 z7yZFAuFdjX<;Ky}9k8#;Q81s*H598pGN`Ce#%(yJadp<`bIJN&VKT%0A@E#6KQ(4` zpQ*C~M_iIYNGQek;&h>~dHg5li;G`8c~ZUDo_!=wqqJ5C*mvg1t^f46eJ|4Qdu}@A)rreU zvuQ%U@n!%@{(|tm5|^~l9LxR93F2Vf#jCeC)Cgfk%8WK}@ZRvl%UjBGkLLebEQQMs za2Hn$Fe@kSZa)lE_B`B>Q_3H8!Q;}jzZ3VG-2elqTy$b_mxInDEdSSQ%5bG!{v$rv z1CRa<*ZCL|=ugIF-n}mGRf(I^#dFrzEVD>vW?pubgQ9E0o3ct)9Jo?M_k>UD{$Iww zN5R5fx{muKF=RoBmbSJp`bsu2M7^q4?cThV(`z?&MpI7t1bC+w$r*dsA;nEr3;g@RND1Xx!|*yfnou2 zts}vs-X4Mmzz?qmvKf#q2srtsyL0UbQVhoRNd^s`?LrHAVC<2j(4Uf`UV3tV@?Xsh z_+pp7CU-S`bf0T*)L_HtIcBNfKe@P1Rowx0%E}p(>m!9hZ(%x{xuQ5djH45Yk_Bjg zP6p2zH{KoVdc5c;$)mZqyvr9QIC4GnyF1|iw%dZv4hH%i1)i?o`@vND2VbeAvU1zp&Xw zAH%35YMJuw8#fSkk?k*xAsxaYjN7$HqtG(2aRR9Xa(O zWmeggzWXEQ`mleWxgHCRC$|DEgnlsHmAq>#4O9Y0;ZWF+mHHKRL+~rkRgveif~`&= zgt>!KeVH!?r_b+3*)*Q6J%rGX?~vmJ-t4~O>7qVB%9w!}R`CQ}^MEgcnLGk@IlSZL zCC3W3>;v~L`(yi+v)ch*UZtFlJmBHk>EWZ$y?G%yQPukUGlxxLG8ub!Db%i%CZn`PzDc7iYKE}Q<8~h6C4~!jyMWGQMRogNH4m{oVvX`oT=(btXL5Z55&@3{m@2%ipK~2WdwsKkXJH&iJSr{~q`XvCzf0GFnSgJH7tps%+doWm zBp#B796?s~Nr_CVrfb2cI4v7c)5prKgY)fPzm;Wx0s;Er!Byc+SLpqMf`Uk-2n{JC z85eGpmPN zhb2P@o* zi~jondLd;?yUvxhr>BSUVsiTkx)REz-ZXhwej?Vhf09Z=_z7?Sx5`k=v@#KTZ0z^X z38cEsQ>%gX^)RlE6RN1Z3x^a@!H0k!4y&{`n38(RP?iyGpVa)`rJ!d>>$fc*>)gU? zN&AdLQvj+skV>UUg zc+0M>foL2KFFNq_6avn@D-PXVE6XaFYMuQDvLvq3l2KZN<^8KAqhVoaV)Olf4JlKf z1xH~|&=Bc(S8@n#<1U35%3CFgOZJKqWJ@BdVgM*FHu<+{BohlFmMFFt2 zFo68wM|t^Hl~>r`Lzq&PaizAzvyY3*ctfkA zjaz9u^$RRQ^9u`UMMTnIIlWhKoh1m1;wgkv!QLC7)b#3K*~Y2;F6S32IOqkWLSF)o zyaIiUikh{OWNpbXmEV!R`x=v0!|B4)HA?IvL+m@)1*YA;hg>|}B06%l?Kc`coAH&t z&qua;Z8!VhEV!PrxSW(^#eZ&^(A;oTu%IU`4{%9GVC<)}3t#9vk@(JZ?|*3Er^^fe z&{BinhHpGf&dLA$!P-+ruxeKL6O%Fg;iLDQl^d>gOnu7D_q~rZp7tvxq*m>?8_kNtN*_2{NYVco@YG>F;pU>CJQg-Nx5KI^-H#wwKXSbrALNHtnNG^bCnuR^@ zMY!~q!G<{7>&{b0N`Cv-kOq_JcRo)AnPMprVf4C#$}bi2qS!M3_WZOeH!d6RcX2Wd z=_a2@BEj{#A$Ad%nKA2J^MH8^AI3`l;@-(mr+tUpGkvs?!Ywmbmq)`b_PG$AM1fQo zKqEPyl;-=hHw9vn2{tOJ;@4ja3ZHWj5J)nz>1#&Z0jiwc_j>99>@TjP~1158Lc=g&~1Fa%RSSttKM+J4~9kVF^>L0N#75QB5%AIOAd zRT4dU`O}}_ZhBvE-*UJcNe+YhD1HF0A0tKDk5f-qo0*n=C+VN<2B>p0Bs)tfcARco zdVn}}z(#oQVuGO}xKs4fv6W4Yj#~U8)M`9I87>j===G4{=52Xcns>4?@Ci1`u5wb; z-fg1Y`kNJLv~6(QbQOTkt|nK@!3Sg{WZuCLLLgZfCxbdrf|bqyR>*Bq#QFrgle>`M z^3h`{Y1sI0S_CCVX37o?yJS6FyI_$wPZ5MOmk8AwC}9Yg7Xo+rLIOLfwA^ls4lH$6 z5j9^i7H#oA(tB|Ug$BEJO`D^K(45^8;ll3~>N|E1+=b&7T|1x{;=X2oa0l8HzZ#9YD!CQ1{H`uJuk=Fr(Y#Vm;O<1?oseH35~lSjs0Eoz4KLO- zH^wW%MSV_TVWJbvub)9nhh&>|c6L5uanA^JQo=2r_#hi;-8jMMAl)IYn7F&7iTZrG zU+XZl<17Xo0NX&(&A=bQKvCOF+WUQE$A}-riqPI7=P+05QPWbnOtrppI4< zMXN1Yhr`K2B){$l7`<`CWdS_}f&^p)wQk$JkdwIUE*x}wdaSLU@j0Fvs12UN z0<|&3${|!MMDPK*(K1-_8*jDXAqa7R%qj!bAnc@fLC9M^*r{*2LJ|}eB&790D3g-T zZ&-Nz2dP@f-Bg*vA4$gdp3JU33O4RT=D6zK+&CWbyInTwgN6IZ59qIg8fzehEWima-p6TSXWKR$;%^SN3le00$e0ObRm(9tIm~J zaX_X(Ycu?^k*i#b#p03g$7pMGuJUo4muBY3lNdK`c|VxP%+Ah8PyZIieTdOI&SUqg zgdV!1=SWMT0VMnUVur^ps zr#oUpjP^?{|2o-(4-pLEQiS1W&DciA_5e82uQh*K>)DzyJV=hD!ZuGYUMiB=Tg}eS z*C z0bth=Nksrf?yO@Cyq6D<-z%65*F%CetnxcTaz^UcE7&(r;xzpwC$e!(zs{A%=D1;S zmD`2!O?zfgklS|2l3x`!v#Dt_eZu$s)q)XWqAG2o@UVGCG5>%&LX|c;k(5>h-*;xM zMjJW!6b8YY`CaG96I6$SFJd0R*gs3*jey=Mz6l~Ioj1qhKx@h6vZe+`0mG*m;E%uu z;q{q$c_ASFYrVnuP+xOzl#bXkrJjXR{9$+!h;v!g%qY|0=sBq zc%zj!d%(IcCp7@eisU4jXJ<7RhQ`w?){NnyX5cM(v8tD+(^lQIWN@{9oaKi6c`W*?#>p#Lpp^miZYB660t=Teh$DG!)*~2X$C1>{g zWdrcuA#M+7{1dq~*9ed{4v`mvHntN|N=W!@$zk=XdTNW8Y@kTPS`u>uZdB{?+zGRC zWj(!anBJjInZ#x z0j1wOn7;>&$GLxYsotIk(|auP=ezK`7gz?2hqZOv$w|G1ty>A;ovyA<7-zzId8oS? zHg4$;a)as-_Je&v18Dfn$%zX-OBTpD8TJ2q?XNUbxJ@FaS^CjNbD#}Gb1+Zp7pX!c z_vHK?@I<($$3kcM)i=CQrO2~6^Rhi?jF8j_;E$R*hb=&*kDnWqcZj+j~Js&yoS7_L8)duCJ~JyO|o95B`F9<;5E%! z7lfqaSx6)VKMFwa;UmBSQqj_~P^(YVkn{+r6M2--k4Y{bl3fXxBO;c{u{^%;1-u9e z9T=Z#gwaY_z8~z0wV^h#C9G%9ZZn=P#3&&yIRHBVrr~+Ch0NDT$S1@CaU4wU%5w9y zc2E_5+#94{X7v_@3~ksDPvm$)-&eNaOlcQ5Loptz;KzyCYrnVx{y2f=&R{^T?Ei1qdMnnBKLF^>(5v>7XK{?`lDJW;)yQHrKleS|f;0f${s9CN12yJXLk|_48+tkvQe{#k=O|?<~2IjC{1l za}^4w#b5JXC9H;6ey1^{r=pJ8YjWG;>Os|v(I8n@F`4>B8+eUI@6H8SsMH@#dm*hp zC|6^mqmlSYNI?)pf~VmI0B&;^LLtjs8ivl#y=mw9D4>&+`r(K+@N3oicb0k7s;%!^ zSq)f1emU0`>JZVqetu>hWE#NiY}#{ z4o+73qbF2gC72?z0&2kSbg^{cM+XVR&`~A~YKv$ywI?2us72hlI`RXQTIrh|RsGJ5 z{q54>R|$(1JqjZ(Sd_xDuCA4IE8=ZWMst5ca2VuwHG{+qDP$n_G!oK`h6xxl4qkW6 zqY3p(;ybdJFNBMuQojJ*`BykgNV4{{=Q=CAlYlQm!UmEuafRqFftH5Ygg$7xnvse2 zHnE=3PY1XeyO0JR{`3jFwuz7xo1pKi{j&+KB=ou|MG#Umc{N3RNTV>w;0wQf_wKvM zTq#xjB7@>#L+tii7c1M-5ZtenwLlLlj&k_}O$z+d{>IqeJ0~^J;(=-5)U8IY0d56P zbE({Z6@R|p!R?vGZv1l>&d}z9ISb;@h9rr>Rf-%{0LcK|hO&>O1VE8WhqaHkjz2DG zAgbMg;hqC*(t#G~L^O#*nuZkr{v^atH^4&%@jV8UsP&IkzJNQe_fSy2b#4ZQvvG=k zBnrlE1ww`$bws)O)6+G#t#^ugEn2)O3QM2RaT%e3|DT2yGP#r{JU0(K#{k-~t*RRY z%B3Qwu-)qN?gO1bY-+(@TlUe0_DjrN;vu72P<`N&2|&v3JYUlZCd_%<&=!hVl7TQC zm`^BkCg59$O93?z-mU+TM+lKw8L#+n0)wM!?G(zbKLQ&s@CYEHTanb067?2BB144t z99(9|*q54`8ZvkDz`G|tJKc*d)yLJM0Y2>0wX7N}PZL_3Ns{TtIyVW^&l$5J4_4tz zBWo~N5+T_Hhd4)|ZbSwL000mU0k9jA*^wnFQU#LCKh72ume4RV-ho$%g9MsR+U{hYaJX3@ zBOVOC<~zH(!XGroo1|=#$Hk+-t>evqk|h04m*qn`HkaAs1h#>2`H>+<+u5BH@of*{ zGQeA*8GUs$c|S0u1g=0R0wpy|q==5)_pm&D7phXF0bNQ;3KKiK`PJox@aakx@{%C| zUfC|1_;EAat;EtU@v=ef9g81n-XA^Ue0#r)o0sRS^_d1ry2zw6-*<7kEU;`+QC02i z=@FU7bcdUwtn5+de6e0lG^kn9p=heW=nF+q8>TU)3775ZG-Q|t6{xbNW{2U`spjQj zRZ|7qXAKw{08z8Fu(%J4MaZ}h18v_2>0N|MR&0g3npg1V)N}Mp#zosG2s2L(Mp~!b zWcV0T6nY}DWpqeWjirQ*Z~SlQ{5?1*bg?Eco~R5LB4nQ;n-MeKdzjmeXKY9$GqMl` za~Q;b!=jE`83><2u2TcHfzZW=QMdMYgXc)*od8ZEy$}0>Ka`~t5J?iOFo6;{ zci?GhV?#%RQ7P12Use_cQndm4mMty)5jiC#FkQKp-iO#;j!%|A1`#Oap%g7II|0^T z4t))Xaay5u2XqejxJRD*7Phsk3@DhSFGv5>Xq7hpR(2Jd^yYHjybJnP&@P63OFQ2C zqqZ`H-gxB`mn!4MYwRhQ>P87O*UA|d>8-bK5oldgQ!`lM*CskHF|N-)&`f*Gg))-x z+usK;gyo@TN!zBYDy)}5W)DEXlb-9v=OFivC*r3LT)Fk40xynkc>vT!fqly+kerB2 z1Yh4pm#l-1zua<=0j^o(y(SshWdlpX4}LOWQ3$QMy=2EGhO@rNQ~B9pUGuWK4iY+0A2{_21VgCLLP{%*$Z{^d#GkCz?yL@;@X!GKHw#uc5cGoq z!=woeVo>FGp?DfbT>f@}OB8A;i*DsR1imaPVkv1j9Cr^+jn!H5Y&u~$-;K0lI}Od+ zX)w^LBf8wVV_^YaB>}OqD~9MBt}BCxwUb%jmR43;PIFr*P;LdB?A=O(+)42alBp!T zuI;u}08l)&w9Hp-;-ns>*o->?=y`7$RQZB46CgH&_$9x_7u~ z?M0>^3>wni4&xCv_kW$E-MhVA0Wy@}sRAq4Ty|pa9Fu-c1<(Hbh;V=1mx=@xy9B~r z2!KHzAnl)PYm=dygwGsC+c_eN#UvN`w-H?GdR(Yz0&!@hxfSMfQfy(l<^$tL_cw6S zAf>Woy-26xZrxO`ws~4RVpnO_ooHO!#-k0GZT-Knr{DXsD~TXHEG&Gs>GI)PMuz2c zwOdY0-$AV8H&GC2T~Q$JhAoCcE1h>mB#!FfiA%o%Ck-IYy>-K@WVrkZB0InXRS$yW zFi5#kK|>FqUmFDa_98Z&a6u)jF4em5`le%FB@K(?(u8vJ{wX(}BJHK(GO*o$%Yl~C z^86FB6k_x%J`>T?I@Qt!pWKZuMIdKyG6B zjp*ZSCf6tD#JjAI;e#B&{qOa-Y_Su%Z+~uqh~>ENDsZ-y`k}nKUxNJO7yT}207gcq zr70*YE7!N;(yRuiA)E#zX8nxx-KXWXn|@Ym&_E*U&5sbz@ah#4*Ftv(Nn?GWrXmsX zbk0@kchQHgLW=qsF#49?@LFDSE40qq8vzspcSUw~AehwVSOSg&yRj-fc}YwHchrl0 z26MPdeS9;GaIh%exXnNwa;C!IA6nX*C>XEPFVzUYoGpY7D zbBV4lH>m~d;HHPI9s~E;+u$6EjE&8pQHAw7`1f-5CddQ8g2n8R!HI^d4POeqW-r_8))p6Cjy z5+fJB>P01s<@;N8YiFSF@i{9ffMjp#UY3o2Ysk2_*C)1IRNgxW!Ogj_HUSi_YGpa> z{%nlJK;Zz$i1scot_4xJS`pFQEses6ZbeZ?X-R*|c^N$IT4yG)v#~z+%adgRxF}O5 zz&W+tepVbwt^e12hpLUgWt2GHTQ@B}hw-BQS(r;Tu^-lk%}I zW1GbiO@in5&t=?&(6~@fd>oU5wQE#W9<1`+&kyPfYr}i?^_C9+d^V$B{9*E}bzc3w z#0#4fFfoB}<9MUI55XR5^w?Bc(X6Y2HJ`(8&~v`*)B1Du&r3=0$`$E({Ht9tU{_Pi zlf0-HQOl^dYXWfvE(m48L=h@?1ftIV{H0VHq=IEyJDv^Zla&Ppcf;FX)Do>(fdB5T z#Wh;Vhv|Lt2W7M0pw@lmp`ZW<(eQR86|>j%t3XN*;wKA>fY6eQ09*EPW}9zFprD$+ zUffQR5#!zqcm7ue#cy*zs=QtO)ukk+u<#QX7RNvOXwYx8oJX536ylf>z>@-kaJoSV za?vtDxiGZ}Ki}v#OMDHr!opzvN0XrF^Um@55>$&bhBq8X9ze{~1ut7hR3hTgbdaXwL`-QUX+ zstT#49aOFV7XR)_@`>W!(;vx))hICan$AFtifvKsFE1}og6$-Tr&~a*OTk^2-!ug% zSEQdP0~>DGYr6sa(KPUWt<-+RX%G5_+7!6*Kp%T9uC7dxRy%sMmj%Xp5G!yoOtY$v zK@(#FpDYnhV8xH)#7EDyMt6OF|Ni?19Td+Ng{7KZ-#4eo#(m@BzBn^&OjE>t3H0|C zHB@<~K-luGrDX17TwFWPh#rVFg)Fa!VEvY5pWR> zA)GY=f5b6@MvK|yKoTXYGr^dK ztBN3laD}g@fiwrbg1xiOzhQ&re|!sIfZ+Z78t8eWGOa||%7Uqbj+GS>vs0SMY)xS=4r2YPwHXO)3FfFCes zNy4^5M?oD;BgDOYf?{EjIB^S6It(@W`Q<32`~Y7zxG2D*=4}zrJcGR`+9CVn z-@kX5n}Q!s>Qa=K3e&{G7?S;9izV>h+q6$3fBt-d6*VA0?(tX=0Kt&~y&_zC;2jK~ z7%5cxUrE84LNbp%WbBdPL8J>J z$xQ5C1q$SiztOWuCaHYT_noU3@Z9GyQG@KevMlX;1q#F)II7@q|DWo&MKq3&hXA(Vy<=3Wori65cn@wRn>9z#HQ3WQB+;3_7bqP;R6{W4842lUzAaqymN)+d%9GkEZc z@zFPFDF8`0B!J(uW* zuO+9<)@?&_jPdc#C`(0rJWAE%4KO4*T`%BkDz5sF1H}d8{@}fQ|0XZe9@o082R$UR zqoZzPf@^sb*-0+o+yhjz`>5&42RhT&kaYH(q~NvFXx)24ShYR^{z|W5 z@uIV4l7>DAK$HAAHpx_I=n~@Mb|JxeV0857|5tR3jg7%vUO9nx0UE-$K%Pnwd>Ola z?tAX*2XeF)?&Op!F|TC`DjA>Uiz6HLZGDY$)2;?%6V+GmR&z+i8F4uLx$PZs*gB^6 z798E^cJxR)@x{N3{xiDY_BihcRz~M*vaM>}cvkIb`a*4uDc-&F-I!sbcpFO|)8dPU z3mtb$wJ?0X5&(XfZi~LpOJJ=yF3Bw zgm{?Sd{u{n&e{a+$8r1~YSn4DXW!8+{q*_vv{xUwKbClQM|-nd6MEGQ+ubprWg*6T z*e_!_EsrFnXYP~l#R4K6=7s8NeyH(9yfQSQ{Nh9_VVOAi_!7^aVSw!ArVb;Xa92S= zkSYDBy|~r4pEQ4uoQm=Xthi`yaBT_aOii&=M@auF_5!2_{JIfpY^Rm#@&hC$7b<*B zwNKF!bC&(4O2+cvGEAL-d3HyNZ!0FO!ZP0S)QI27adQc+KR|WIAm=3)^VRe0r^gFN z)&3Mo$`gj9S3F<;Nq#UJKrn{a`8Sl{x;yWSrJAx+Ys9}D!0|*L>v)1?tuV7;ycN53F(Eu`>z_68G%z08?fNujAsW-X@jVNNeHLVF_E31k9@dKXrn z-cyMwdV711qN$aKhK1cN^!n2ln)wgp3IV#Mxnecic?CFskEYSd_zwLj@|laYZ&ph4tH1_vA;yT33ofiFtKznFV3&7StUpTHE?*_ zEr)Gx^Yvkr`n@>-WQ~}%4eU(>rRZ!p8RyYEuuJK>J+0vA$O+m;jTG7_NpfoReKd(+-p2ac zn}c-;-Ku);os$E+P)R(dK$d=MYiopTU0GY3E3TTRp{1RVwTcA3!EE*S=SkOzSBT0Z z{d|E@_}@=j#FYa|Kg=OPX^*SMY(@!^%4wtajmjrN6CB<}KY3AU^!~n2FF?agY;2S} z|Drx5?5-RzQO);_y|+) z74Ur9e*Bnot%Iw8CR7%#!jAV8^YEz5fsX|A@<3a*W!C;fR1^@qsjb0OzOo>pg?1eh zyx&(?kAQAem~OrmH@KCl^^iU~CL|)lq-DVpclU!I!@I+~DKwnHh0zoxXG3>pA4nH7 z2nq^r+ zQC+QdX)8}hg!`{Fs&9E7epvIOe-<#hPHckn4=g9bT0b2lEWH z6@x8bs*|F{IuTJ=zqj16BP<%gjbvMK4^K`K@9UkZS$n7xtB4IzmAiK(#=6_0bbXk zlRjZ*+`4pkYTNfe*crmeZ=I!_d5gksUIz?wkd}=OG|xS4ZEa|R!EnN%Mh~9rdJVg= zzs2B-i`E25JT{BuAhGUx)mB0-2I6PY1fP*t1 zKsnHO$tbLP95i~scL z-?hToDYrX~)3HqApX8^ArvpiGnWJQb6o1|j0jV#*cV%F<1++PmyRQw2E#=+7jecLUBzQc4Q(_W(6|@p5AzA?LXsO%#Sq_wPqJnhqVFvo=Hk1J6hB zO@AsZL_#y>?fKn-kpV{iFQeEA8nlx|0Plm05p)9`Fqszf3S@#Kf$Qd*-d_LG`MuDO z3s=X%D{pO4!e}H9K@O{?hEZhbF6dTs5mXDNx*r0D`*)w-qX28bJDqdf`fs0swpX0lQF=bHlza z>nA(8WyQT&|K__KW|N zER#U(1SkXw0{j>Br4$(%83@=UnR2~9`DJ2bbYm8VSDG@s+%73;4cAfO^QUx%j5s0p zU9f-@hu=jahq3q{g9o+L=pn2=2?3X*#nIAt*R>K!-vh8>)jvw*MyF*(#B0FI3o%6k>I}VVLc!YlVR3OW99MioLY@t(es!ML1yB9i zqW1qDomlXD#zs46=;B>ZRHp0wM((_a(Hirn9%%_+0!Q4iCFgD1Rm?_2fx&DCM&MHP|m27yzyL zJCf_IU;O*NWP<^Q6+V1kQ`s9+AejK+&E@Gx(^m-Mf&9cBcVRuijh>|m5`t;~<{J0i zcH$&(G=Km(>PL^1*(d1nLffvr+rtHA)0K7$N9mmHqMI?qbu{xn1%w?4N6>J2fJvYS z;7kbo0thZb!GU;$t?Aqmy*NVn|Izf-aaFC^-zq66jewLi2!cp=3n(ciN=S>eq@;AW zO1DUtNH>V6G$>sML_oS5-nH-i-oIu(;~g)Yv-k6?^-b8Xp--aKw@o>OiN#+l@6oVq z$a%wNdl+f9ok$4IZdntv=s%NhAzlst?y_>;LT$q3OfU342BRLRq5gC+sA`c|idPjk znyPhx#GWm1(>{2!^XG+C5Dbyv%YY>T`J)blO!m*74YEVHa_aVV`>sjki)+G@a(m;p zm)Cply~#5&e%jQ@VhI>d1kCop?*R<#--!}G-_tMv?IL2H0&W}>FmRs+rt}sIn-ii) zrgffNTS{l2D8BhCoQ8~Lq$2x6#wXuV+{X#vHG|Uj`AwRCtDRP>+H}7TH-k?%h^v3b z9Bx4phH(Om0)0h548{r67{WmyaJ1EdUw8aB1^J9%_5;CB+Ej7+xren!>GB%1X(Oojl2$_4HU;t~9gmta`= zn-xrB42oGQaZhsP;r|2z2JURYIEMaarc@Cm4GjLu)jW+bG?$(}qW@Ar52*bunK|aAM1TxFXeH&-Fo(69QRMCF_ z`SbGx3CsiJJL{fz#E4RolhsJfzMqqz`Cb7%7_8MG*LnzJ5sJD9`e2t20e=8C6 zn=ihyYP(GIAD5eN_k}<_IIh53m`9q=nGg<}a(oF-g5(_n?Q7HlbLsrbo&v6Gf^-Am zQ%$iI9(+Falm3(jzi~He>mxp?)22!Jh63&HOO!o#UD$ui(5K|r_& zW{AIVdA5nKLjoAmwuu0_pya*zgC98-h&!Z2QfZ0N#}f4q?-#t17l4h zUz}I}%`K~Yt;Z@b#-Su(v|(cl1+XI#Swaw@74(jQ&yDa5jCx?Y?gaDkw~O=Bx{H%l z5K~gcRREC%nzl;7{~;9{c>y!LPuP$;P-mD|`yjQeud-h}eA?Dxrtu9>$6&kcL;^i8 zk0ma#s^SNgQ|L!B09$JV(9s@>Kc38@5InNqu};xvR2inv!*_>aAEc>E zJ{L+oZ=>R*^QBabS{zpK7To+k=kOdboWTct&ytLAJReQ$kP+wR? zPERT6K_JrUhV18vFmoxxhXw@F!2PaIR53C##$;slBTTG0A_PdPg-_77VZGX5 zGi?J4rc}6*ko;am@Ugqpk1zfb<^V@XjC?&PN45>0(hk_R96*+V|3lnJ?eH;utP=xQ zSiI1wb7rXAywXHWVe+Ko^eZrgJ%X3?-`~Y+sOF z9Ub>)WeDBsu&69ZozkPcR?+6c^Ur3K0 zLL@`2o0`^pU=R^0UX+T)@>xAz(Yj_WLg&=}Dl`1UZK(U@-OA zPEgp~ze>F$Nc6)#tEuGu`g4AVw$wMN_oSy;jb3VB+RJna7*W2k6|bHCl!@81oBdpj z0!r}^86GG%-_19sL`6lFvu-`p!pQKx+qi(1TR|v(qM-SZi<7_Si+E_5-)bpwJm5%Z zhFsz_ePU$aB6<4w6_??h0L7o8ipmI6y(a7pQFL9U5HNu#?bj;0_R8gTV3Y=5Ix{mf z0<#*ojD!nubH_qdFl@P?e~{JsO{bF#D}YyyWp-<9`T~V7h1^I4)#OXV@`B%e%4PF3 z6gXla#19BS*VKY>bA<_)LHwfDweMK6porMu5c;IPm0pyO-{B#?bcK&pM{qfPS#mkvnad6&>psMUUP!I_)S z3St-ai^y?>s{H=G6@onIBz*KeEI#LGid&e2(J=r!+Hd5tUr|CEod2* zcGJuI%{x#|MA%22bL}zE@ryj)}RjhYeZHlFGHMIAsr>*52i(~!)RU#1{FHJM{{Qxwmbbk#>?D_Z%qvm5Z~RRLY%-3-j|S^&EGs7gCY?`B z6Rk!(=8&pMxOKQDB1qMz(XYEzTX^JkF}JyohNSRz>(VaP zY|Z5Q7WibUwT@ zCx0`)so5$l8?s6Ly0j|B?S)%h^xkhc{&j+%t@F+1zL(n8u}Uf>47h@6`N=_Lqt50X zwwDu!Qdd(-q8%{>^;Jl6534d+aa0oGB_%tS4s$GxQ(RJN)1mK`cI)s)WUu#-(5g@= zt6(agHNOars*b$}4*bKo%39lQUQNyTE)8f^OSkc8?6CM7noeueJ#UJ1I_$d(q2{&h z>!$PJtN8fwq2%xKajG$Dm$Qp>M}`lsf~lRAeni{XYDFDsQF&{6d%c({-mT zOx|mTmHi`Lv}$O+bDzU{gL*e4HMD-kM-{=-WbPWmt%CEuS|l}-72T6%Lt{d5R*vVT zjmts%8|^f+I&dvjygN&)t;S zwcX12-D;H!Uwm=a32WA{b|mjdOGlryu!L^Vq<=+}fkh(bW$ZZ5vRV7b0!

)-2nKGS>U%Q|Pbd|5UDYJ3G02 z$+48qS4tBn&ghqaGcNwDf#uN<4-XrauF_*io<*}$ScX~o1B;8P9!7Ga>=)_o;)PYD zak9uU$j7IN_$gD442=&GemQLy+J&MVv&~X!Czs213v)Ad-dDWNRr2}5dW0mJ$8rom zda0$f%rJu4*{`VQinQ1>0z$Ml*39=Zqhn?640ma0X6D<7vLR;R!-wX#a=M}x>^teA zeraNKanfi=KXb<<#p)J%qH!rXB^Y1J{fnRMsMIh>J zxk90oDjK=-+3VMcCTjDRibu}6vi01(X{CzTuW^D_vY9=W}yya3rh>ekE= z&sJLUm=DejK0Lnga{5w(7V|z$2K8N?s-!4){)LdQyFLgT`&aLdcrT;q9xyzYTP~h9t;4-(5tsa|}@_6w3AXRDcoIjyl zb)uo)?2)^0AcOqyhjr-b+s(d$+9_LR;8qLbc z#}l6X)1P zWiw!vOUw$rE-*((uR3_dD%CK^;ufCh`*Ei8&kt||m z9}|--_sZp}Jp1AB#INZoUG?vjJfu2K z9KkNOcLv1ThP@kw1Qks%feF9-31G2D6VwvH8Zc)eaY}(Sc7rCGiH)tGf3^)4JAi@B zKh%8yn4I_)n{7o!7O8vXWJyU#DJuc>y}}=tTfyx)7o#mhHb1AT137vCD(MR$>p4nN#9&R|3gUO9yq_M)T>0K?Zn!JvN*E^S^(w9DZ8$ zN-Lw?BlB$Y^1KDHL%%r+zWmx0-b^j3eXdNj7jW*K);uFIO^!zWJes?h{M2dkm&px= z^;NqyU)x=4F$*!1{KBxV;m*MchKTQ6?dFv?k82MaFZcaa+|ziphShGKh@)#NyV(Zc z$K3PjJG)wyU@`*lN52pKeCzkkcZVMpBICsc`CO`(1PaOyRo|2?N#rpPonAYS80`9- zN9}QCQ{rr0q=0p{D{d)c$q$#a^(ELfppwJ#`)V|B;bp~P8T^T0;y~^oO)WF976In| zSPq=q9X=N_g67#9ItNkWBtC#JQ7DsatxjX-i4u5R2v#5Svc4$1EB(pyM^9uiO_=7Do(na1R zlniBk^kJ{p*f|&jsUo6q0u`_w_fu1~&FOUXu6BQDYxY7b3(R88CWDkN3aiN%YQKpO z65h8-oD=K0(M`EAD5WqruE%ZV%4dR{6`k4+P)boujsctLx+bw-BO^QDSwY}aD3z82 z@L|hQPF+Do1=JO`Ccvb@ABrK&9%B4ACiZv>IhWu^lZF;%XJ_Xx)zw5kPi{N~FC_Fb zFaq||-Y%_gfqhD}Or-d6aJSXtwf?mxbcTrnV;!>f*?3-|k5VVzh8@dcv&~~n`A1;{D;@_S)s|>< z3~0AF-u}`wv7yA)*Qf6}4NDvHH^N}B5A{rR=lk1505BNj)r|>}T-W@@~ zeO_Egami{j(5dzIF7%0OPeX zPt8ajMHgr7z4+>3|KD}LL2~r@^8*Ax6+d0$0Xvi2V9FkC@Vr)Q z78F$m?ki02=NO2gqG%5TjpvnX5 z(b}-KMAhUvu&6@=1NT1?G^nYO1VZV=HYnNk)S@f>!HS zuh@s+dtOPsnoF1}SklNbCSE zc(e0^#UpU|qSD^to~zHd=KQ7epNAIW^dEY<|?R=?UpzGm} zR`^>1w$C<|lL-AvB&{8Huu-iBQ9)u%PG_cY7(gSQNb)C)NtM7bNWTJ=fCMBKv>hfV z%ks_2)4XAP*#RnZgzZsKRyG4P9l_`j?`98Ae>u2+LHr8qHUbtvVaXQQEMf{ZtP@|_ zkkG6@V~n$JU3?w;K5fz`zg|{CX}}A`aF0pG2pr*vvmJ5v{g-^SERgE_D_`9cGWO~0 zx|epjjlW{kcpn)dk&j?k2Cf;P=G`AG8C%_k7jf^|b-+Q~lM^kDgYD1^A89&d9)gDw zv7rFN)rzt&2VjoI=gh(TuwfQ4zm&p{PbXn0nATTLxEywEWu=|cYus$>Pdr##2|y(Y z^ogE38wBWKV9;~SJQ~*0ayv0}yNWpxIl37PPRQMUx$Y{uUrX=FWf8H39x)sYgr6l< zm6ZO#t?&Z$*@#{M(tc(we!gRC`Y;YQxqgXDQRsRw2Pck9`r^UqIi#+~z@^G^l-{*) z71CV9ae}rZsf6MHcO)m^xfGaoA_k?%*?yUi8JJEG%O}tsh&>RAi-Ay=k16>FfH7y( z%FlXK)(TtfB;$Eup)fMYDz_gkM#7YptS;l!HS<&_#vFElQ0oKLPT1HM973&1}}xJ#^M~!OAHC0$vB!3v2N=0C7XicH7(Aa5_J? ziIOF92=KJ(|NearMEw@X6LT4d#sBb0cwiwv zKxq9nh|&Q{#<)~bR762q-wXJ55Y@u&F{CuWAH=4ml|0@*paB3#qj%MgJvKn(YD>n* zLRSRE8ArF200YZx1l1mjd>${Bm|6`^le`S?pWtu+O`He(3)xg=DKzBuL6D%%T!%KiW=s0Stlz?+yWiBg5lDL_|a`;=&PCRu{&ilqhLz zOb-bXIG^foVtI-~;hkLV(ZPCqx90;Jn{um!{4E0m&c>0$8LJY7QC{`Edn6MRm^8Pz zxHIhk2WtX5n9T~OJd&XVlr{pP10Rajt+kd zg!+NH5L}bMakPbA#sd<`Oh@NCGNKI#f7I+I?T{CPO^%=4VK zdBdULkySJzQcNVErk2@GbU68&VRgIks_`SOND8t$naOvq1gpmi@>IRPlld@05KBF8 z5wY{b2cV^O?=(%^WsST@rwobdgnBW15ST;oGeEv3U9!)5eq^n)0MF*XVhQZhk!SNT z4zy*v?tsuPea9Q7AP{SSQ2hBt+cr`ocj+c^J@-D|w{T@SMr1W4@Cx052!36Rtl`ftUu%1_&;K%LPs#Il?Qr zDkJK^Mcs70n+p~9IHGdhNsy}Dzr{3k*->1L1mjzDuwr~fr81H5kUwYa)2_D|h$J0` z2~^{59|I%^{JF^wCLrW?!^Q1?y0&i3NPs!JXENvrdyepl1s4CR{d3~?IPoLD6LIP@78-c`xljgU45 zM+6eO-p#fNpz_XFVpZspyVqZHK94(CYF*CD8{%9-wCp0%lgc)c>vb^R8s14t0tI0) z2^Pg(acvO!1?*0&768NH01QJ;4Oh#_?=s|vLS%3dZv}4>UcQ(vyvGoLiMa7$9D%U> zuddCzX+~@VW~8p6e;9eyJI~!7A-65QeI}X#wTYEF{4h4VssH!mO_cT-<_1 zQ)kt#Us9cf(BSerL-xz*nI?-{D{O3_qA`9V^-w*S1r{cY#!}Gca^HBG8BNaZ7Z*o_ z%(XC_CEYi=1`ZV_u<3&)6g0mfVPWlyuTlH%EC2pw!vqd|E(kowfbs!TkgS##Fe(qF zqRw{Pk1kd^fJ8#FgZ%-YpKCZJ=8yTeVIbsNZvKjan`W6TZq=@h;S6Kqq zJp$}FqH0Vnq(*vXLZ;@&-*?+4KJ)XiSE^jF%6*J-qi@;<0uj03p&Z<5FnzMtA`Bz~e{ zwExQO)JD)vZBH>e)K@)6w)uE%JUf4SdGNEJhafR6ttuj%G6&(*kGB~0)3!(edBaA1 z`0?&iCD`km&vqUoX%A2hJy~OyS6N96GP>?XdST&YxWhpkD-Ti#7%*SJMhR!^jnx?N zP54f87S%rPVM+}Q?538pHOO-F8z$`dTIc(ZC$)cAlA9f8Y|Vs^s;^fPoR|VttjV7& z*CuPCkp?xbB5iKCY~Z!pybr2aah5Nna&$mv0r|Xx%(-UWAGqJ_n1YwGV%!>RgF7$? z4TFC`pn3bIKJ%GAXTsvOb3a^Jxr4R?5>-{Q)gUyLysaq1*P;23F8>t`4AF}&hTm%A z8x2Wyq!^)@0dY2H+Klc!VIummLb3OL$zG70+ZcWJ=$k+-FxvnDXF&leY>)_fwYJ6x zD-BGbFdLG?0tF`);jcovxCazWGIXizWvkB|^nY)?5yM;zr(9a$$1`EM((^rsPx)ht zXJo)GpCvk+$uOXSh6>;kpk^R}N5R`$9MnP|KHP#~9j0y>ceS#Tl10djK%zo`+=D_q zFme2afq1z}58MEVHwm0muj^{Tq_11|nhCLb!Sk>P`+O%%`EX(&LPWT`5uXYqAdKpcEMRNy@?kYw`3jE;TvJj>{>6Q1fAsJ!G82 z!AB!ed(%WR`r2`b^`~)1yE{F!WIoY4;L^u0qkvvt0!0 z0V^*E!~ptRJe|E1hg6x7&hDjcHx9BD2M7DzUi;;kmnklvKA3^@C+S+vl(9bkUKufV zh_(adJWo`yJo~mjb`?VE%*>4Gjen91qUne2Z$XPIgh>Ew@?kxmi3m5Qf<5SdZC7KK zc)-u=DxovWY+Ag^GFoWU6-@3?Ry~aY2(`s@~57Uq_z_r{t>j^h67b7^h0el*cCN>eI+izJ=|O z50)|u4JU(>2i5#Xdm6DR;@+ZDUNwmk-}@8j#q`v*e(xxQ$ZWnLp+@3%CYT?p= zO-ajr?UPENou^F5u07jor3sek0lD=QD^ACLU}4xIq~>qA%Nc-KrOxFMW)$M4D3-!; zN<%JfZG!50=~ews{n4zOR@$}$wd9+*JRM8c$vK06whp$MLiP~DKZtT1z!w7r*~UXd zLu1gEP-aFVN5{|q0e}EdFPcVXF%#iwO-W&o<;crrY&rH3Y7Kz(;#7qtf{IOg!mj>0 zTzVa+#g^H*6Fz5ME1kzbe*J1?FO!tII_2F^{Ff#QWDx|Uq-Os~v*|JF`vg-}s8A0e zFxatOWJ!x_GCRkFT*$nU4!_01Bv!DazfSSqKu>G&s!Sw@mkQ{afF%Q2TSm29QU~e| zoUm}K5|>m4fuO4!qrNcgYZ)i=MZcIu-R+!}#X zp`r7Ty-ILVGNS44I1q{FARvx4eI)H<$xY)#G|6-%{08mE(kdRuvSOD>0p5g$Y z@)tkPIRK`XqhF@1$p7+$>u7RTC7{ZOTG<~BYtFTWxb7cd^x0#{?~gpQ(~?I4{MFPV ziJ$z;B)YTA)CBp9Ebx0m%uA7StO7kA@*~b2f^KV&SGQ65wYwAPFLw!@f6MB7F3#%u zZ(@3;u35X2h4TD)Gx43uDW|9wKZnW*jpdO_O|QZoKy`s50|f+Z=U&xPH_@-b{QxG) z4%keseBb|_hogXW+4l-$QMBVuX9!9peR~K!WMKISVH+@K zs;Vk~o%>yamK9oR+pyFO?Nas8a&s8I?0Yu1dCb7%Vp_{%ieJCnPy}KFe~B%a`C&uK zW^LoY3H~TKb&me+2mYv*;5bx7`g)1`pAci>X2+(|n>o+yDaPgXhIwTi(|T8ZZR1*b z)w_~s(WalpibD)2+}wzBx&W>nP^LlO_6;Cf;c47#I;27JbCBc~L|_THapkWWg}J7~ z00r6}zGBPv)3Y|LY@4L_jEn)*>614<)W0bL75 z;2q#FXcRme*MKsLx7~}zfH|Fk=9d|QY42(%L%Q_yyAQ!E^?L&Au}1v&g=(T;G|ol> zkl_S0;0K*~swWu`8NhS^yKwP5>_cB;-kE}=8Ois8z-B>^HiIPr&JP|Qo~NuOkQCQN z;}L;ODIlZ=t3ysW3Ka&%3(nI(1BDH_*+h?2#f56sTvKjBqcjE2 ze;Zzswhrw(1^UDo40q&u^4z)_Ep|W-fDIBvgk+|ItW22v0Pnuni4(j*NJc*(*&XF% zfH9MmDdopKeQSG7M%_u{EE#j%ri5y$C73(@)9UDFIl^>XEmy5v@&u-0r)Zl*BF%va zPQpAx0@t>_uAyDn(Q2znpz+^ngQ$|nLqCz9cAdRbsP)ee zdi?XF?Y5GH)EmSsw@rqT?dmVc4#QKAei!v~4B_Iu7^JT~dp*9*tcMJb!om};ctC~D z2sXfx5y)-Ms)~wyPKu15k|i@Dt$Fyq!B{fiRW=r3rr581qpd@^Y8pISR!`Ms@ea)rfHIQ& z@%`;m2AMRZT%6dFSyYC`9MGO!0h(p(>F)Zw8&vGi@gFh9f-6nzKdqA@3|zJ~r(e2V zoSgv>{1eC-OCHqx`eA=4ntD?ci<6!Ndt~7=+jm=7=eS#5)Eb4c-IKMl*&=my?J1r| zTdk9y7XP$1zKMBnR&0YNrT(=j^9qF5AC1(=PS%=r%ZdnUkskkr@q4N+CIQRAVaS7K zL-tWvxGa$^XlKE`3_3B`voc(Sl!pO72ZEoOzEDayjZ;r00a;OuWSp$2I*C91yO6Qd zYk1&~iOFWm6nCGAnfYPMZ3?@7VB7*JAot>| z0eS=pj{@HxL$(&~%Lh;H^bB@%q>xQUniIjOMS-k9+jN`ukXjRD`d7MyG_Jo8gVP~+lDa1^FouBgIfKDQmx5A{+* zk5S(!QK^mrf;9sxvs?yT5K+YHet5hzpyB0T^ld4#d)_7v z6;fFE0oRFuW+_c1FytOPn$MwU%cs!tL$DbcRn-c9@57Vu-Pmt0^TzNw#$B6aVJ36m za+4Kz*Lr`nHb8gO=PFC%B^bE!7#(1I!r0`yu>lNpvqU!hlrYPS0=oli%QoC30pBrtAMY9n|4bSiemn z96cyE?{_J5T45|e&zD%))RYEJ0|?au_5)aHU7IJe^SjskfhXo@Z&Te+DzXGbybF)c z9-k)Q6Eifz2gC>Cf^Q-Jq0e$mqV;n0w}-%>wJ!R7l}+U9<|Rg8k2Q*+)La-W0mKp6 zsP#vRMfCNRpFan^4IwzqU0nE)R0B@VzM*+`bC3v1Pv|85b-b08;6}~)=-&!V*m&$!d}5+3bxgINcJ0WfyK{jqJSf{ zZQOncArdA0<7$vcvUptWbJ>7>b+)#mX6bm9N`%=xvZ#>tmVi$)AjR_0!I#lK0byao z;kz^w6LSmEa`;C-;-#vm@Mz)E1yL)I1^>;AadcRuaBc!x0}CGl)wz#3X@dgKe$1>` zTM*=#)ifr{D+MD0U-es7(1M4RUun}MXD|Ot8X1UK@sElX9v!1{s=)A%jlUxNqJ&`Y z^c)zt&p;GFL^xy)cdqUeQBqE>x}L#CjnL(Qe<8mJ?md2*|E^m*JF=Nwn@JU}K9A)! zC|Q`>AC+sa|1JDzIP(jM%epY(2ML1Px4#B_ZT7lv7UpoEh^eZreG4zi<4){TY17&& zW!YiPU+HnVaT?2tGI;yHGu-fzE&mDqJNm+-QbgKV!QS@8*7B-J7`V*`{6+#i_|nA;a;H0`)!p3m+r$T zDn%G!01>bL{$v;Ui4T7>?IzHl*Wi@xNLpI@_ND~p*W6b2CuPUvuiM(+|M_#Ss4Sx5 zF_AEsv)wQ~q~R&zyy5oB8vMABr!grrF^1?19UQh}zG1tx`D`={8n^_mwjeM+&UqJ1GCA+?QP|I?n5)y+69I$O_XYr~!> zBeirjQ3_?J$yy)#Wb`Ge&DN2*dwoygcy3~CiTxcqx~mYj0)aT*EiL`hYThmOZm$gg zzZL+=k%d&;c7V<~%7^rzxja{H{`KqD^^NIgHg{y@Wq>B(zX_OZQK{czw_HPQ8wBMm zrM`^Nj~jra4z}@;|0X2a4;H^Df~UFHPMh!-uZmHHeYvT{`f53Tv*cf*K&dNUy{*<1 zUwPfsM^iHN@UxY`Y}S0tcMbxgSksAF4FdN)8<))=F-3kSS^*y$D9@2XFkp*8;ICNL zuceg>=rQz^1ORc>S1H^!4%YaD+{u=?Yjn1hw=ruB%+1~Q2y{pWH*EG^f)ZfPVDBA? z;1U(NK;P3-Mt|6;0so`_B=`A$bIZB61RQc`&$QJ^K!6Aw*4VmBw@2h{MI;&>Z`-`% zUHaYMGSsFDGRvgZB^G$~eOZ6%sg^ck&&0Xz-K_d(x|o%>M)dn{e<_vId6d=V0zOO6 zS+1JWRC?0nzi^0UfJDZnau`93jg66De~2t?U)V;! z+*a@9{MQdRKtart9Kio-73<Q2Qt z(Rqik(J-=t6^7V}B)KY>CtO#^=Sy?sXEyf-^js7FM2PBBirh|^jiPIBv9Rvg9q5?5 zJ&aLFTAck1j^$CI-ch&E0hz-Ra#5gT!ndk(%% zF(iJ)T!CmD$OAL!O7aM8(7XTU0Vr)CaKmIlvUXEEzkqP?3KsqW?M8Yc>)n2?XQo~l z?mr5^%cuH(>-<|-eL$&##4P}WMg?S)oH`^0+zbkR(_{c{3An`p=Y=$BuoWTc()FvH zrI2W8L@7>8*Y7rxDYLvEBNqoxq4SN$qe5Txf3vkbm&swl(f`d$LLI3YNwoYhsFsq- zU)=iZ8+_&&r9d5#*Bdk7g<%21INXcx`K(3;{1j+K!&EC?`(5M5T7;(~r5|07y{!n6;xZnCEA7N#Mq&szZjNoM@7kbSI zj=Qy)rWBABU48`jxyMFbFl1*;yD(D$J4h0^ajDoImsOBh&Q1_~VKcJFzQ8FPJ&pQh z*&5%)-`8zJ-k~gs&p^MPUc!olbWgxl3?tlY=nsQECkQA5_;>sH`H6>j-PCEP+wWWS zgH2>;7aib5G`DAHfok-peh1~mf&FPnnyWD2-KWRV5!&EB(5kgOwdhQde0 z8%U2qH)lfxNDks>A*>Gh-vCAB23Rs{L*^+I@^oAT@jG25s+av;v^A!tL+c*WAihlc zq+ms_v&lk9tXyQ8@#CUjwgs7!uR2}9lbpvvJa8F8b1k?T?S<2TFa~(qwo3N{G<$JG zFKcMMv?9)01!1H8VZAW7!@HO}0mo1{?K~>w;&PFHQ0}(=mL`6OT0^$saGBem#8ux}CBUwbC z!jD%@;opV;s5CGJ(NWMw$x5g2v10^rrq5@EIi`Ir5Bg3$iq-_J@w!Gcf9;7Vtt&s- zu?sRZhd(3>rNm35yU~LuR8w!ClGF%Mbzs7@?>=>lBBGTS$_;j87 zqK9Ye@*)Epce4)P@;0x4j3wKz5uCCUYFBJK_u4QgW&aPi@=I^UUr(|_6pmjf%ZyJd(I(22*70)XyieZF$tAP zEo%3KqYTqZP#9Z}eH5RTlJ{J6d70`#nNH!CPpB2^oYL14x}EXrPQ^rdON{M5uu*oY z?`T}!%wrn4e}99{wg=H@NHE;RR4VVDAHQ)n9@ ztl@V~o1FxlMqh7=wMeMAqCJxN-L#bY{I?g4L?n)L|C^$M()!um=FP)%bR-2CNSj>9 zb_d}`b{V>cGWeyWB8Zz3!IG?ETH(=O@1?jZGDZctOA^xhe0tVMxe&o4WTno* zKJ*vD&r$FV&VjPf6ix#@_m$jKI8~;_mYckIUy*q?`#132K?jA{R-VK@M<2fVB>zgB zxD%`AhGQp-_2k6dr<4~Lo-ger&P@ES7`(w~-XVq0;jf*ws(S@Ih(?d6?tMtaPU|a# zbV|b(Z-fRaHfXBv>S}_foBw-u)wHxQBq5QbbajIEOkBYf%LU^n+p-?hTEbnrV*Z5^ z?PCo3iNoc&O|8)^r90VWuFDgTGIp*OhltZhWpSBMI(rM@)dn@s-_k@3orV{ShHd~0 zApUj3qjoZKers|r$i_$hyC5jU>fnW`1H2T529L(JgR3qZ0l_qJmwgF`GyW{;F-eEU z3kQ>c0eIY6!m2bvJKISZ+Mb4NVve|hYfV0v7f59h62XGYS^IX=YtsXMo#dz}yrC6d zP<|{zF$6alaoHfaXyI(P-vR;%Oe=K(zJ>FL6l}zIGa#T8sTUDNV#T5IV#@n;9U;g# z^lD>T&L>;UTHjtpf+PFAHXN1GMUx=*huuF`pSqojp-&pA`$M7dyK7 z!^GFJpF^jng+abuX=4-_KOcCCrOns(Ed7}{8Qz`f{&LgIN4cMIGyHrbYQagB1`L3I zAe4XUorVeu4#fx15QNH;IA=r9Ou$H@L^Rg{bm-FldAZXaczuG?W$kV5W7OyFUtJ_0 zuxMg*&!xp>JPpG@JsRNH|C=m@$%m>76+o;K;`Q0Lb4cg2Q#!!@meEj62<*8wGnCyk9LOENC@ zSP;1<2n-_#uJ!NE9BrW-f=w#+ zgy?C*>q;L(mO7kQcjwvOXh!w@v}z%LJ*569JSSmPo@`Vq01Z>^&=u-!EZO@r+4Wcm zu6lEN#PDSlb~0SZ9W>f+Yr2z!Tz_MEx6-D5YRsYM$F8v;_R|(`F+?Z};*2>688C$_ z9kjJPZd)%(n@?ULHJ-5AshXHD0J7!~T$CorvrK!8Eqd@2b*-v`@LSYxVvVOy3hdYE ze=w4~aea}&kiagAGOc*}EAykR9JcS~DKNfN4w!BbjZJ9r={bjdj%MI6syu1p<(S

Xux*4=Op?jt0w*#h41|B=K!pb<}k2p*PH`)hElW_nO}Y+DPgKk+KSV z_xeJu;!msFRr}%3dyF}{t)H?V-n8U=1Hm^)jV>ra=0N*w3S`#}8qq|^1%SbG*aGh^ z9&?h?w}VFcNWbw)qusw}U7v1Jh<{1{sQa1;(-l_s!&322>7hAf3#YAak}D2)T_@V4TP6FkXod(2f&vS^LkF1WU~v zjHd{<50;?6A-2(QFk(08{~$n@iq=AZ79yoA`{S$--Z#>!M-hLs^-DRT(5&Rja0H#i zoVo7J_Q%>z%4K`zKe_sGJ-6)C;!z&v{X6N@GC0$ws)BD<1^?oq8*49Xd{Sz2pjz$o zBuHQCoCt=Pa?j)LfnVs*N<@`)&}L7C^)MpFkjjbjsc_v0F@3 zt+(&)lZfX}_{h6dhjD8h*OVfvj)S%@08nB{$e6^QcI_Dxr4 z{bIS}yj*|ZE}dlM3LoEn^Bbw&^=HY#qz|L z=R%?97}=BkJPeBt9li^gCbLE_*Pe59D!lZCD@z(1BurfZrI$VU6!#EEL56mRd-^d1 z3DQi?{4{2j_V=9+SD?qoL-!3j_+aeSCohw??8I9(+Y}snqdv<^yw<|*5AxC?p&dZN zEqobPS@6Z8c`=wR_r_4d^gF@Dg2aW4;afS$sm;~8RFX>ETTn~&dhID$I*Z5fu;sX; z_$$rrFvpmvwMug-FR`8^G*$8I;kSMeT1TP9vvlZM{7B!`P>G#yOw3R3A*S1#%tfE^(kGU50x$lE7pqKE#=C#n#x?OJk zX*ZY5^T{lqbd`?N&FC4*2`+_ zefMsKFZu^~d%&wJ0iYgt3v}lpsgFXtJv=s{A~6b#inSQYuVhKPQJmqQ&6LR4iAH6u z+0__>wE8&7!qQGPahzDxRm>J%EC$)$y#W?`5eDn_<(@XBvg!h_`a?%k+WM^N8|w^p zu#^kJbd$tybDNZuRL>0+2oZpso2#q;{_#H4q55h`RAWy!?NVMu=#xXWdC@{4 z-FG+Kxyc*lHqNyff^t7;CrIhMBFZbqqE3~K)71BQ7fzHWVQ_nM*!k5JEHq|^AonWe z!+;dtP@WPrMD#0j;R7k8PqNDs?*p+zW`&0Ysy*&Yb zgcj=a3EZrA9duUaqohr0N-^GZFkm-wPfeBw-rcrm z9$$;U1CdpqAqW&vG{-RXR6|=WEp+VVf*SzzPNOdZ{{Hxz6U7ICfS-$-n#3-xU|3^% zY&w1Ur3(Q@8&|o)z7Cg0cIwQr9v_r?@|l3z1QR`gD1;%y25}DTi0o zz%_kr-=#NutE17ta=2W2b0&zaEl_uHi+FP|d(N_8_awdwaOTxPp=c&L#fJI{-CGu1 z;}TX`pMJC|F)rD^Mc^hhbPrCe50wL2CC}qt>MWmhfAKKEoOTx0UpNgCUxKiy|DFS= z_!7^SoCV!05>f(^r>6^$gY~-<^_+@8{F2m^Ry?fxb zx1VybKiht-nZjgHuQx?WNm(KZU(B5^l2FTaA0#uE&j$Da7rx$*mdhfYkSss>piw9- zjN5XsOh=uWmX!4O6|8%osOzLH52bu4%300h(jFu`dWFi<<2>D+I9CB zzi03BZ{5|H(O+e2S7c->E7Yl;$qHZ9eKP7*Z)>x9o1n@TpE>j2A@_4<+b=)Gf+`E4 zZFLe>Jc74?XN&ePh|C_VL<`KNFQMMhfGC9nWVKm8)J*7L5ThTk=nH`0vX09B=x+mA z_Vc0c#$k^*$u@W%V4KSM<_hMQlvHtU+F zxDU8wh3t{Cl94?_wuofUQbx(%TQ*tQ$(AiEA^SLHMm9&1y|c2)-k#67?$>=k&-3r) z^}2G7-|zeVeBKig3$ZnHSU-IZr#oS!m&JL3_uGl?!JzE>ONnQz8y*&{`}YX9hOpeo zwQn|HkyL-F(A*(qKPHTjo--92YxbetZ~LynuIFN)A$p4fIee^SpIpripTo({saXV? zf6d@NyYj`LKJnnd4c+x9E87-Iw=P0hq#X`rb^;Ka37$2)wxLwkbk$B{6R&{>Fz3>M zr~b5PYijtqgt>7LY&qjVW;t$a}eb!EUIV- z@S`0v?0*7d`yjUysZfh4BMtl*`p*WS;qvnG*m7j5+&k%SX|P4-SSPw6tYtUZat61f z1-xi6hlr?62-uYu)LDMCH4!Q^V9@jUmjUF;<3HF-bCygXZhgGn_~gMz5Z-t43Y$I>RKxby>y<@zt$#xn7g_>|okKN>6R z{`P10%+s#!E>oD1;_#Zh6MyrS9Ov|Ky8smPTfCf!l8T=mtfH-n9w62_0wk~>)|WoC z78bp<7g2uIR3X;yJncW%_xa0C4<~==f+9w|0c!zPH_$`A?gND*?lGu|K z8N8Iojk8bsr?vO9sMsFj$qQ!}c*=*~99gR>^&voB&8?hywqWPm{D%1i+@|%H^}R|g zxNqrZV`w_V(iC@nGL>0mg+4NW>~|ZaRm;@Nf&6P@~u zSL0Z^oi2?_@Kz(3;uI$X?aJHbECMq6&Cqs95Y85WZ_Gt>`aE!h*5ynL!mCsz_O;RK zTL|W^FyukSnVK@yOFr1uR?(0%7x`A)TF5n39q@MN2w^bA_Jqp4di+fSQ%`Z>?au|5 z`kfNhs#ib1z)U4hiC(lQ#t^wV%;LzsY~nmc?ehNhPyQ4F@POD%)#kmHB7 zl@%nw>V7&$XBP+zinoCdy$c=X28*NxL{4r^)j@kCd?AA-{NAUNv&*xW=d(*L@ol)l zXrR5!dx-;`X{c#)1(1gFu)We)%giH86aK%8^t~Q)SN8WECM+Q}+u>lmf~kr83#nZl z)~~YA*-JXN%|CU2xMTfa$0X=nP0}|Ol2;lOiAF1M{<|m{tEAm&LP1mjB4p%cGZJ~r zAIJ>owElS>I1R;^Ksk&x`!&CPujD_F>Y6>t9Q~J(M>EBPoa(SE^xDJN2rrWa`V?cz z5i1hhc@8!D^&a{44O#d5<_Ooa+3L_D0%TaAKjI*Q><%V$?<~xCZ7)F~!GBu&hwrwo zWdzQe12P1Go9GiV_P`sW&5j^wpdY-8ut;N3SEyu4ro#j5ZNY-J=z2ektJi#pJ621y z)j$TFWJKm^hg-o=JFz)wT6e^p)D`Jj-mI;~2ImBfmJp7RaK4X|v{lay5mrBoH2aLa z9UY%y?LG3I-5&X#LaD?@_8eWFfG$pe^oy$=&H^yF19SzpfhF{4T2Vpj4^#cz=|!ld zzSrHl(jO9g^@z|$q0iaRh)wOhNFs$J*duik@`^tlF^c*p*%r7i*6-bR=I@9V6X$;} zFqN9w9QKi|lkfE-c-{I}eJuKjtx7HYY5^NPFFwYgmyrI6{->Zr2GLgj?1Uzp!Wn>3=%W)yJA2}~)pd2h1BU9@1i5>= z)nz_Wpg~2K2x`^W%hlnDzF+DzpnA zpa8fn(OGwP-+a&hbvgqAQi%@q@chGe0mk1rWtKLnvo zuIE2BkQ8nVv-iHXJh-iwM&Ea`@37s-Yw>>LAGaIQHzPImQ{`!#+LHiDo114HMqM9# zMmNQz+$keEKJa8qK@aq;WC<^!rtMvT{pLgn(YgUB1~&n;2*jB;(B1CnU?!98nZ~mb zqjL)Qxdye@&<~05zOJOKzkcs7M)WZBR-b15j(BYJ@S8A$6~VOQJ+C3Qiy!`0L&cL_ zD!oZzJI?)s-`eSRyq1#33%r^gW_NkpOBB!nhJZq&^}8VT&j*e0sH>wv5(IC+=JTIs zqvvT;Yfl1u-*N5#Y5_Qo0VW{v7?fj_(bJ;_nM6%lbsVkOTy1lL>BcbwX2ZFV__<(J z&7UY0Ff&2^`d6>ov&;SUc@X|U+^jeGM?kapupXMDV4*|6vUl{GRZ0<5#LNh%mivZ(H^NZNV5NV5Fp9|zn^{q!(G9mu+}2Rt9J;NbM_taNjiRV@73&h z<|HK-6L+#BJC~fp8kC0?k%~RVru&ha8k?&mYtIdOTuYQ0GldM%vVl@(Kn`$jI5Q;0F`f_lC7LdDD6`x(Slg~A(k&HNXGYC%E1ghr zeHhsDJ0InBFWr>k5rU{&GG-zI8M{Qp)%%M{)>_LZtF9;V@Yn@pbhnH)VH1fnEJ}s<)Ex0ypcv40DsK(XCRPUzZ02wV96BjXn{v0dE~WxiVG0Q4?d*xQ=}%Z|S}agDvMf1ADNo?x7wzCE_97JED%Kn8H^wMoxW3>-;5~-_ge%v@*QXhV!*!+ zUMSqRFlbAr0B`QNUQ%1}@*9TPU`GEtlDpAX4<|v@3g%hJ4T8S$}44pQxb2YhaK=(>Sn#*#Qv?Ame;P~w< zY@>_lb@-yrI34;9S7MhjwTS|+r}t6Uc1oTD4Nc0U!^T`Gk@gAEz4!>p^!$3i`rg0F ztfI|Qp)a3*yge}1*{#T$-VPp8Wk?W)tc2I_)~12^7hO^cVJPLGs0ktlz65e#ItnEB z*%tYbrAp4uyP>|#z$T*KSFkLhb4So$3w%Z&?Ep#B9`Y@)lMtO>K>Q>+Xvmnl{2(@_ zi*#E#|LZz*M8@8&4*C?-NgsMRD^>O7++t&vM_{e23C}#Eh)YoE>YI$v?Ni6lSLJ(( zU!+In?qu%2ZSDO@G{f2#^(fvemK*1oSB^_9=0};I1A&GYYNYRVOj8KAiLOF`zN4Ib zNS6j@(f)o`l3iH6bx!+q3*F1o_=^_be;;d8jDaOVrv&5PfgXq!SA%G&i#K+S`?~Py zMz~O5Z|-I*NNeq4)Cyc$T8gBX$^emSjm>y#lek$tNOh)eAlNj~$46I5i1 zx9ezlqV7T%>By(6Ry04oOo@=s16@odR>LartUiWvQ2i8DS#Y7QTN4V4E5FSfCct2# zk}~A_sscx1>$N}JC}0V9>)O`Q)#V3<9yE*H@KuvMR0p;S@}8A7mSe&<+#fv({&y`k zjO^92@|&aiv(Bg+^n?OtU3v>0J&9bzEdP*xmjN0!iEm&vM+5Rt@)ig?0FZwcPA1{ zfB9Uwf-SJ>m|W9QlJ@$$s{xoe6QX&B1Bl;(B^3=KWXS{)rm&DvQmFn7{_y16iWHQ{ zw|!t%;BmFLf@vuXMzidAcSZSSh+#YFf!L=Gm_3!@9`H3VuhgUDeAWUXAYCT>kaV8_G57K_0$LV# z5sZ-6?RUa@G!$cEc{JZMO^Xx#0MfgjMKg+Ri7dXNY)|Ifxsr_{aoXSSFrY>y5kLHD z+Di$8H&8LsQ}Y105ptj?$S@^kh>72|ZgI5@QV_8w=O$o=Y^U&G2MRxW-RE`xvrBBC z?A*$##kAt$`_~D7xC}xpM5BJWmyEe!10nXb7e7C2xuBk&>(-MDzn{ zzB_S``Oq$TH1z=S($~=K>cp5=fni*PE9MUH0Qb>3PtcH44rioY^SK-PM1v4!*vfJN zYPxY-=&QvLBf6g+Uff=|ol8Fv%E2w*V)Nq ztfDBVb0FWp#8Yr7%M}&aOtc8AAHb}Aoz*@aL_%BWb%S!%Cx{rJ1UXs4YLf~5bxkK#VWHvWG-4wkq_3-QP*x0{!hb}Q0&%% z9-+~iF*wjeUu=X|<2XHlMqLO)HVyMq^I6ScRY*eud(rk~2!ExeIHRnDe|VjR z=ED-(xK|19V}rcaQu#QM^aZ0*d-z!I71REVy6|n9PjFs9^2t0r=D0pSu<8B239`ga zAnaCWoBd*9z~+Y*DuaY<{9|>rVGe;{;F0Jui#a=*c%CeAo4Y~%VChA8 zARHe+fBz5rhJM+FV_RIwF#Y2SK9B+276|A-A@j_`$E=56N9AP$6!l5!z83e46><0K zGPlssd@!Z>c}V|xN?$o?K2`AfuqA1M>Dt!*evF>LUEbGxVe5HmEQ&wyD?c&TlF_5qccs|d zCQ_4R6Ik1BxcjJnTS*o{rWRB=@OF0~Zei+H2o+V4Hhbb4HmoIhE=xxNG2341b0X!B z85`r37v62@*%y5Bxw%xE5Kier^Vf;`d2NaL+-le#O8GLyH0~<%+I?<&7pmfc{SUoM zXyP3>08_B%qUS2`yQ0bV0r6dBbUF~2+aWA!`KOjz9$d(dpK}!MPArGAKd5P z0&zNNqdR`Ae8n)}W5gxSX~A$HX=;~fi0~@hWZWG0u{|pBN3Z1oUu|4k}}`@VxxbnxiLQg7vfIJ1=Sk- zIoApB4@0HGND}Jp<`ZcAiCZr~GiqN2X_A*EFOo?pXEQ3<2ArvS)g;1@^C#8M66yg zx9&gkNA}e|i4#d!csgwb>Xh)$x0bNYkOZSuNJM=jbD$lYDY|hE+Ko~mfTecY?KaTb z^9oWYLwC?L+>bINDL5(GD@=QhBYzR(d!cZM2oEct8*rW0Dg}Vh%I{Pd!Zr1N`HBPq z2=eKjy>0Ld`(Tp0ecvq~h$kc@#8cJZ&hGf3R1SatFcVVY*iTntM6kv;TFb&7wjb=j z`>4>6vB36G$6%pUQyUpxG5k>4;}LUzTTF+B_q8tqfm>FZtD>|E-_+eE+4nxI0QJk9 zuIdb`Fagt^csly0Q0o9v5kQgoZyJbyA{abOmAFmkS@>7^Hb3=wOuC^p4@L&yytz^`41J_muV&<{mHOZ`;{?m-jY6HUZmWF0vZ`PM29F z47swg`?TE1$7VzLY%8UoKMbrWh-k6h0(NR^)9c{3Uw_DrzkLEuzDQ=@w+y^iX%^+r z2w%p0Ctvh>;LW2z{0>7?4=2bo`<;699}>`dVkbS@+3(^kq0Gz{r> z=Ig1o)XobEj^uRLk%UZwG%!(rCv~4@aZJBlZI4$>^I$xAO48C&9GqKam7xy}QyiM4N^#HW^FH{%G5SmE`Y)Sk>(RWIs{s|Ivj>YrVV8b!4|g%?h$qbt zozkU3daS46ERGWbt0(v(N-J_u)<6D=ex%$>Pv*!B=3H{%@hvgHunL_{~v< z8Ux<#O3Dc)ZaKYtQnGo3mNdyb{h3lGyz0vDI_4jAOyARX-bqra^je|BjuO%BPBlP8 z=b91(m+rWs>`Q-r?3*MwaqXxungYBVkk#V>_olYd<_lN!wgx=a<2+3QYW|?BAav8! z{bl|{e|W7*BTmHs^6>I^;kYRK61{fBR17ox;7LaXNj9b>*{ugA*oUS@K21}sL$ z-CgDU2We~aK$%;h@dUKK=M`*m7(k4ly*;UV6jW*_gDZ<99;I>e=@YK7I_YdHWAy6G zovlI^a_DH=CNImM(a}m1|E|~=FAx59SH72$_>qM`m~2$w`TXcFj-1@4nuzPehE(|- zdTHW&C|R^w3=#rE!HQq)HRC~yS<%tv8f6~0$dc4c?Q_Fsmhfu^6zpA6f&k!7A*7JGUu zxjK0^kP2>_56nu*V|q#(B7{(|lPI~-)MM|*kv@sK|16lrR^noF2{89tj~dsN+z$CbU2^L+ey_%AYy9<2m|+xO)gMMl`%l=S65 zl4uNld}x{%U3zOHG|4q~%3q}2W6^v*kUmdXFDi;BY#4z*3fJfy{l!%<45fZQKN8Q{y zMzpMNM(&|9JtEsMc|1A(|%T}(g z333_{N}a^Id~V)(a&*+GWd6&`zM!e8Y0yIhzNv@T8~c;61GY&p4POa+l04yvn$dP6 z$^EYG_@elsKO0||^T_^05oc29z=Ku1UnJ7VyZygzY&%W`#oSBhDIH`|9YmtUl&2zT zx2b(!h86dUmGghhKYdgk}{>ObQK5t9+ zQ)dM6Td+x^sTV*U7XG8P(c8`)3_10qsElqCjWdZ=5}KbB@%M`zUOgQRES3LK$ITRu z>X?=xKBBYb@^a7+YgOLQZVzzXf3o_4XI?OG@CLmkHdd;a{GF{^`G8#Sf>Lp4W=2&s z-3$tUAodaJs(i;H$H6QFW8tCCY~h_>tWwwAXSpi7ju%8=%i(qX+=S5HoeR`V<1z63 zopI`OI+yUvw8!r>d%vT+qn2B?fbPpL-gxRBPYsdN5r5lj%$qZ5LchLUz&`?;vD3fz5z{OF$>t z-i<}2-%_ZNyW{Jf>$;^mpdg81o^c(LWK)!VM`@f1`jW4OO=7N=p`o3?DyS~TGQ~R( zb{L(T8}sY3!rsR@t!X9qeyM9Ol;Vvj8tG&|ApFFxMI-P>#MEaK=hrV2(t=kiTFD|C z0fOIjxAtQfo}ff@`bP%OFt&zrI%H+o9a3V5$`J%!Ko$ z;0jj`PD2|k&op>nQQ5MaK{yf2EO3jd7Mzi#%Qqeqml>(wYsEtp?pBY)BZ|8gI93PU ze)eNM)#K(F)%tW49Oz&$C70u@GNR{e+DrTF>B^DNbn+W|KHUX71dasp@{=jHx?1lD zV~`WhUIy3Be2}+N$jO&KNLNeF8hG{-sMRH-CO_WO!`>bYr3NO_>+1`^f1?jCk^lwb zBix-);qUlU6jAK>fq2d}g%5u^rgu3O61SBu-rJCgxkw}Y?nsf~A@*fwxGN` z^Muo{2+uNV)mMsd6Guz}sWI za9GVvc5SFC{w-^ikKd$qBsrQsk`=!V&a*aj-pW z|DVkTmep$p!e5WAV(%SdW-lq41l+oqK&ULx0~OLbA8-LPG>(sdtlFk_wweHXUg@EvLZI z(GrZSfaWcVa7VxPa`XIzJ2jl3ZKq)L@ZU2*SL-7EK}UuZ&Rm(cWr&b(1#Twz zEJpvKb1@}cBTOhF?~D}Jt&0$gHv zAtu=4`o@^X^JUBGYPhh!`bsqX`##kFSCcJS=muP6iFGd)+8k-X#$gPY6(`>-za8zn zPuentHHq9XV`+4bibz)RBA4UgYj$>gnjZV~ZUNRq%ufQq#;iYK+$_-%v!twLkt-3$ zL|xKR-JB@!l8VD@h!s^EPX8A>Rb?_o3dxMXyoM26#t8{qzlJ)4cih z{Xq2lT2M}j$V5y{Tbb4nGY#vH0D2Q<+@#J3ijWZkn$uA3fk!ZV4h5^45PY?;;B97U?gEvy^ z3p4HjCi3ohI@8?bm%FG(ZCY7pHyNtwBkyqp4tir_6THtmw{N;`Jxa$LZEX`@IbEO} z(8~>=4~y-h0`9koYHKjum_R7`|JX4$CSQh;)l7(oCr2z8)4|u2Ok2tlNVj=XDnj~5 z6vto*vrXRsk0gxC#pt(uje(#5J=Z_Zm z+w31fH{{?8)8fZ5unnu>s-``U`e!k{`N1k?<{upqiUEsxQ6~ed3jv=q+uakv!2zeo!gcKm1l&v~Jd!Xv#g4 ze96FOn%%r%Fp~(nHC;!$KOAMtmOPI62$aqLosclzP03aKC7pll+=1ULq8V0C)&zpQ zZq$oK;>OGRH~Ldv&5CJ@(ylu9Uw5jY9CnKfFrS+*3lTpo?vA^jE1-urqlAUbzIE7w zDil?^_@v2}JKhR7$*55%=u(vPS2}gHA>jyg1-#aY<$vQVoLQ$FaiC3OM|!~l_p0@; zF4>69$@z7oB%k%fH-KJ3R@wvsAmlIsbFkogW6bU_DQ5n!7J%mn`PKLyv~7KUOn91~ zuKq#hDJqao<7F}NFZR=h`d?agiR^I*WtRR#mD|*=Uqa>^Z)r!P#v;Cm1=>9n|JWn= zk#aRdCcuttze9l~j&B$_RM!D+AqK9L4ZSR}Xin?P6~7SYL9YIb4F> zYx*xrme=Oyl-tMtoX&2@mjD7C@@m<()ImI_aJ^}oN|^C4Nh{AYpI{2vR|>9=gv0PX zY}++$Is@d|iEJpA=Gfbd!`ni(s0V-o2>^AoJv@O-jDyL6=O)^Pzh-AssBPc zhP;1iEoA$)lP=EoN`L=}aphhlF*;lr@=PuM;~JQc-0a~%rWiSFKJn~uJqTNOcN&di zyYm_}IjQY>E{s7gcFp^`Zw~aj3dVpufsXLlrJ0pXBO1x#U|zo_@~Pl6i|cp1eyt3K zs`)*CVF8e>W)&PRSH~CAE*Eoe)ubSnU+N2=-O{L>WtR`DQ+2uPNpbl2^GYI>*u%oc zx}SM@K`{8HR<>50>Cc`RcqOCCo9t`U#HcWjLNJm2S%)e?{{0{GG@jo{cPMLM?EKK5 z$~--#6ec|5pO^^bex-t;HN3DsBVBe&`sb&Z|Fl|=%pfBmqdDcNac2OD0sWK92h}( zQX$}1{r`uvmqvViOui>W|LAXUosiYGb2bGAeS;7l`$=amo(r`?)w>rXY>i5XQtf`B4^=3$iNjIxa0oAN##F5}p;C!fLt zIY%+FYgiO zznW>t6+;ROc6~WDm()sip7kQ@Hu)gONaB7IO#wBXvwc@#Qe^6Nz*Ao()bK>Mg)LcN zNSy6!RBTU=awUA#4eH#~cQ7PwA3e{M zrJ|NSbs3t+`i_aTCtH04y1UjJi)Ol4!Z1O5OMfW>R>ljQ``}rN!tw!Ii+n+kBkq`ILlx9?Fgcn5%{qVU`cvh zPO~K0?wW=&Gt#IWWjA{tYKwpLlBOf*Pm`tT`t|Y2HB$+;6N-=`Ym<~R#iKxSRE9js z>T$rqhRv^0uP)T1?5?id4Jm&OHeJYpcy)GUad?mN{+o<~b5xIUIZXzs zPd$$z#;oj-?>D^(Tsp_>(kQDPO0JnzpVcACtisb~FER`nmN>KFki#PDje@ZbgSf7t zdl@e4{A4Bl0awT&=cu#`@&d zi$7t?gMm2oLC`t{^v&}ZL}z+J9F=P?YFa8xcjk;oxyQ?l!Uy&ngTZ^QS)~1cZz(E) znVV_&c2T>8oG$+p#^ERw4xQdhg{~QT8d<(Bm%I?m@KLQLelC%@BU;=5^+IKrgRFI@ z-GgfZ1sa&kf`FG0W-0?QHgKee-j*J;g}U)5mMcu?I&%Z*8po z>=)7BpbN&ss)9qWeHl@4XKEKC|JM|r8bH2Ri`L;>-I%(5xo>nF=Ir0-1>qwvd&or& zp55aarOeQsn4EWS4rEq}<{YShTwogf?fej&GyWxCg<=*(pj=5ELKyy!&jnRUw;buH zE1uIy^zU$3k*8f-jkbIGWw*I{*B5n0dwQC6O7q?XrLY??1u^L9e)Io!SM)S@1kZ(* zS~p#F9obtW;G1ReGv8oFw7FFO z#bEYBDkLEnA|%@LMD5ylfw5h?*1kc_n@!u+n=;$0{tEP5Q^K;iYX?nErfYb6 zREFd-rEQm|xB;&naZnR*;f zA`lP4L7zK5tFLCID;A6+9l35?!=AtABKpI0nMH7bGzr7N==m7c$;nFnU%{AgF&FyH zNte6lSNm)%45lJtY=nyUx0#ayM~d4F>V4`3RXB7YT>NLXgpsJI34K$C_Bu;+gCb*S^E7detNTUB-Xr5z%Xh(HT50g*`b>H{f; zV#VKP*D@pJuTIY&Po#H=RhaQlrlgG%Ajwxllov2MN~4)!YsEp+X@^_W=<0d^2c7C@ zAfd$sMAHflZa@t+K#)h38{uGSaq(+dI|*n+-t#{Stmy6OsS1znc>=-@NOEbt{L>ke z#J!c*Q)S8f(m&1F5LZQ|=2D!SrZc;|d->6%1wAkt{Hw&x zah~KkGnB<2O4(1p>(nEPf3Q8oovOgQg&qAqH}5AWzKiY+3*raQm8N_eskgqcR*A*- zYS=xmy~41Pl2SXhblVjq4kv>+6fGJ&*qrP{oA;&sE?$*gf9ntb z*$GTKJ0KCLs2#>`0Ff!k3!NZZhu3aO1ay^*oduH}5(ys!8bgUf_t$ruON*|nN>sbt zShxbgybBPrw#vfEEp{y1DaU*F z!?X~(hpFMeb}RIryV>PCqWGTtT7PI7(UQIXhvb6cGQ*`rWn}{S$c%xP(L|@#mgdGQ zr{<>ofdB~FNpAuJ!ltyw4*qNC00-)aTFa zpgI3f&*vOJ_d?#0>_`$bV4iM|HxMOj>)zG$k66O5`$7~ zxLsxfRa;ZaoBs16(a7O9;~b?IA)>c2O$7JD3M4Wkze}zV@-VDhayttD49pmy-jW%- z#p$^HdTH|t+D4ao^0S~2oT(YvoMIP-Hy5~r$SpzoYT!;gogfkGucaCQHijat>R{7ICGG%P zu}_6QE3}Ubh%OP~csB*GL7R%$c~Z%@tVG;Z?g$g?kO#oq#k$>puH5;wX75^UqXO=t zV|Pilst(>P`u{QfB&zr-`z|j z`=isUXPlmBGTVS~E7%OxcF+_|xyt`GXz8Y#BiLz<^*z^M2ts?^n3WReklg4j zC(wR{iZ7!L9}uwv=;CdVGu^L{9v%0Czx7h>EMZw=;_Q7}+rN{ut=Cz*2yBW>486b* zR8MuV5nxlZ(&>@mJ+(Fc zVVKvwQeT$0zXhBeva^`t!c^V&&&u#^Nfj(_*971BQ({Z(_`UY?@lsRkgH>OK_*+)T z;c^+o7^F+ud$;Ae)j3d=GFcrY5{oz!Jt#3JNy{kaRZAY!)szo@(g903RnvdYvAO`$^avz8dAy z!vH8iX?lIVI>;=Wlkp&pJG) z#yL6lafN3Inoklolz7a5SzkqEKOwjYi}F00-1<+-=jLV-Bj?WjGKD11)5}zEYebji=Ik*Cb(UquCZZ1F;ltEaB?REVYyNC6Gx#RUUPx<4t~( zu2)iOT1Dh=$D34+Z^hcu_f^nGu6URb#UX9&?GpXE%og%>UclSi^>4V{)SUd#XCI7t*#@kO|cdhv5b zQr({9f!#A1tM=`%$b@jB;^QV@VE-Jgc zz47jP+%PA<%6`_0@?n;F|E9UpR0L7_2$_uf8$}nYl)hN68l`|v`lRnx!QK(U?@hOM zm%r_gu19bgHSIBvAv9F>r|P$#3?m*z{BAfjW=`szw@$SHz9Tx4V)fQ4zg_RsH)5(q z`>~c9$o%7b@>&6=Nf-{%9WBqlorT(qntE6KJX)#EqkHssb z73SFP1@8r?x=M%pB;>Gdo`w@_U6LGusG6Ls#phdI*xLq zoSS~Qh0`7KB@bc$b%J;qIfksRQ?0jE zG0bL!r^z-#5yf@XhziXCe!q+3)-s8MXFxglD6@>$mi@i(dOuoKT@+KGZrAjndFV~> zSNF1w?#s#M;B48E(h|Ia7E3t@IiWqEl;K-iqKHpQSR_A+$qRxw7Lk!cfp39XUp}~8 z@>x-eo7hUsN~Qa8AuoG!`&ql3iDY?REMhx00td#FqU^L$-l++mKeQPX4E>=`Y)2t0 z4IJJuS>`r1NmjfsEG_-T@^gKCJ}#5f`=WaNi8JEgVs(&dq&9ono#%`s_SX@_74{%A z$Rlh1Q!Q*4G-;<*U&;<=6Lh{3+!o^e4@VB`&*G4OcO_uLQS(oj+iiL|2jiIM3#F~k zxYSW)C5(ZqIQKXl56`ZsIfm7<$BE4L&YMqmCycUlQ7E3ibyK0Wy z;YQibnOV`Ktfcg3;TUH1Gi}I{|C`t61HT`nPo+8au%V|9bh4H=$eJYEdAGpff{v?K z{wNeB6Nvq2Mr&o(M~|AuPdv>XGC>?JM$=tL)4ZM5VxHX=CcJg)x6SUu!lGE`xkbjL zz!!EyNgZkhc}KI=_$T|rl?vn_{e<*5DXY_W9mX0l=S5m@EFPs->$Avtj-57iscvK+ zM!gYX$f=JweMqd+25f9oD;?mC_qc2aj_}OYSNOH7Y;*HUpR5r*@)AP*2!w6FI?N*7 z`kG1Q3GJ__>w9VDE`-Px55S_{i4WwsFaBrnM=RMNEhZL%nJY;0<;Dgg4CWXvh7lu;+<>FmbxT;bBL56H5?E=G5oXQjq%E^FZJHn zsk)zfAc96$ilAdyu7Fdu{m=(}lG-8HSgwF(8v#PT6n;}YKnBsVfavxoXdn(61RJsU zUM@XzigE?m%h2Xpu!Qpuh%83h$=2Oll}uA)g5ZI7=42jF+xiE znDbao^p4RUs5Lw~EYL}^@JNT@_F%n@WXz5`xWet^sQ_0;MEUU0A9?iTdQVD0}&Fz=C3e(h>p!qpB)fAa#MXC)bG z0T}Er>XqlVnlF8?gb>p9KsO%x8z^1>(d_4kws-*k*q3V(6T;YGlFx7R zs!;jLHPf$GU*nGX3y*iz+l<4P`JuXsxjIqz(4c8MO~9|g$5io`Q?v7o^Va6pZm|`{ zlgy==re2SM)26{wGRUNv4JO8rm6b(6|Lxx}HE#@%pzhf1eE&AzhITaCjG<<>?Pm!g z=Cb9pPD|>2-^1mPn%5DhcAmjo6=C<3c{fKx$jWv+z zPJ$X)0(VU@*xG{SZJNZ=45kdeBYnpmFsW)nsV~0h*O5YY5|QM|P)x?2 zyQin;*X4Wn+4I^#P2-P#wvNET843BJSFd1WV}n26{Pn+uj(bVHoTnTKPiAO}6ENI1 zu7JgHIAWMGF0KUxOOOjWQudVHu!b^Hr?@b~%YhiN-4u67Zq#rSv8x(>FVk7|$frgf z@68g$<@!z8Bw_pJ8=TL{YjOvREDVD72SdoCADdv4Vu=b^rZOl-;JFBYGk4B+Az}D_ zr^7((^Xrb6q$}c~uRhC+VyooidVV(u%(#7zJ5Gezv5O!lV>cfm>=b1-K)+_k9-Lob zxRmmvOX5IgkbhI+ZRrm0{nh7dS#R~MX*rFhsCY1-R5J$BfWKR9K#;*#;|{!KT3V$# z{R0*hD{BClZBBL>!SVCO03Yc2usuk9eLp|hd@-u6b(y}6%Io;2tP=ZXwl0nzM>K)v z6#=ghrCEt5?GgQDpl6PI9Q`Dy33FuhnSR_^5R0MC+u!?EF(-{PeE*|Bo>ItXp|6rz z9Mi|-?kgGd*qp|QZ^?;E3jWNz>F5N_h@|EIT{hs)CU)e*^u}qlaR)!Vo zqe^h!>u|5cE<%Z}#fWR34cZZa!Xc%&-z9($ zwK$H5wHjh&RXYa(v|UOB6f zFQTBPMidefBHEbn*kphN{vyxWezWsXk_mrR9T`asvF9e?U1Io<;M7a0J|QydxAH_x zVSb&U6X7i{LjSnu^;&WEyT z`tq}|JpMGg-qITUGlQEc3j1%dQ5_b4_)CI3#N`52OQ+?-Odaodf4*3Sj}!J@BC+$y?9 z14RSmjRpVor|D#k3M_TlHqK~Uc!p;Q-}1%s%)laE9k-!a^=Kihli#TPWpLCaSRNIQ zHzYx#LzSOjcmSyYYFq;^1aGzA^IVxd!gd%|*{q*+=Dq)jWb^&aYk;7%(7L;XO5d}vYDZDz5QjIOJq$2Um!f_)|WC z$Kzjl1l6_5JO0Nzy)6QR>a*K!DQTD)K8e0|h;Oqq(el<4x&5;}Sg%)i7EpJxo^R@J z`Y@5M5#~snvnY}>T~BGJc(6WB_a;guyk7RkgA&VarxNOkFOJFWb#kby{HD&#qapoc zTw2(A1MUlOVJN0u;eCZ^XnVjo7?n%AQ0-Lk=YO>T<@eM=teH^fayRy>6oPrY2Z`R- zd%pLbr>S)e{xv)tyGbnPI%9hz7`DD$Q1c4HjLMmA-0_d#!5$Fp?X7uR;kFs3GOyZs zaUOp{`y^}Bs%2PBE7iw>g=N)vu4Ynndx9sZrK<}Ujx^Ew*vBT(=o5us@s0_G?UkYB zJAEyA*wdBd0>7s(aO&FM|)ze(j>X6 zHSyBs^V`&(ZTmB!O-YOu!2I&S738^6@qy=f|Mk!$k>Hcr_{`P<30Uq%1#J$$K z))k^`UmA={raQ@b zFp|Sb(x&)F7%m#!coXo-VLUqz{292B);$UDN9&#q!C@Che4qY_$NhMn7fDjbhM&Db zy~~z0QU;%GOzrA|@rFqXV*o2XK%ZKsoiUnNxJQtD#xZbk{}6JjeIxR+hRN-IQq}wS zY*jt!#Zp{+d|^!ueos$N?urV-i|zN&T=G)lRGr9C)BZWedwbc9Z@zm^;lyV~i`fgT zQFS^JoTJ9}nSAOSOQq+FWZ_J*@$P)vnNeFCd*LQy#95ivlLTnU72SUAUgAyV-AvYdm2 zHx@6e=z3~B#?I}ZqFSKoCsHEme@=7C)9ZfXE ze4uJ0#yLFwX24TJOGQ46I@&XoWn98ctM>kxH>fF;wobGM@j)YPGgEt_C4UyF!+v>= zG^slAV+IN#^CSB(`-Rpa32!0!E{rvPwEr`8voUYTPULcCAc4slHtMvMt{xjqqivhU z3QWxv7xMjn1&itvPvg<@$cpCfg-&=tcq1fz#wq3+v4O)huq%s+&sIlU0Akg+IARwe zAs&M2`@q0wK=XkZ$ag~nzDiv)Ri0nRZHe=LuSrwb{M>gvOpv4Vemwu!tBf6{&Z8<- zW7>H81}L;Ro3Wdi99oKnpT4F0#>L{4qqBsIQ$}V#Q2rubxr`W5QRW_OVvtG{Evrke zirX6cJ@uvV909oR4l!*6-Lh59p}c5*TeK=1gS{jA;78DYxN;7`RO31=fcIm!5(!V0 zW@$@Lb;3<*blYkNsM!Ub@BCGKI{vA|NRD|{w_-K#&;fq%fxF!I1HZ9ZI9?GF`%N{q2iy|FAgDaGA%C%2=pl3|#{d@QS(3A6?OHFni(J6B9)PL85E>9)x9&+yYpos%u?p?im#Mtz%HhOT)VWMFDL{rjfuWid_^ozvO}Cgsp! zuHxi~v%LxllL^oJr>nP2Bh$)ZToGNMN6^|m<&gs;%`e(>n>v0;Pl1|bWib1m{<|MvTo(?YOh*Wm#6sKmj!0N@vWlqJ1Rdw0 zV6bY-*Kps?B{p^zWKA}y%)Pu&VYKJG*wsYte7G?`Z*rkIO39x~Fl|lMSqku1D#;I# ztThi`Hj=s~Jjw{c#KHFw9BJ?DlmaGpbX0U$p4NJKv<}u<3k`=G&inSQBc8F1MFyGu zB&Id;)%znO6e{00$(HmeyatF@DvZP$8Tk5Zh0A8aL6986AFuXRVLaRM&4QV>{CYZH z_T`W&t078z+Pec;CHT*oz=Hn{W|3GTPFnEvD65e(Cy=NJeg;zG6H?nZW|1CZTCj{P zzvC!Q-JX}JK)GF~(NXAHz2`hrkecwQccqQK3OTC@)gqsX!q@$?m`>>o0rS-TO(dz# z!!y@i??+G(Zf`6 z-;Lrvle2%%2J{2E8IZQd;FOEA=z5jkZg%RPfXUZ`(`|GYgH3`?0!t^QQ!`nx?U zNiSOJipY1xBdOYp+QbADXBPj++8CWhmr$)}5^~tmKnok7kAT%r{KZ!53%9i{wn&Hy#b4I$7l&@BLyIAG%19FFQ*-C>%?cSTr1QuDuaUBf z)q95A>SN~z-Ff)}o2M2|sDeD4RCD;rUCJYXU&a&*0iNFb*{?|2A`VY>0G zpIxZtq<}Ti4TR{OooV}DuRWJ=rab8E^mt7yg8?M{Ot;-hN+>Ymo&AQm#eZ*^+?t9S zD~RigoMz(OUKmueTS)}h6|PUdZBKI8Cia<4x9lhTMUFEsEbmoZn8=$2aQMELQN~FW z#V0r>i^J^C{>$sRbk!Q-i;=r|K6cmoCCXO)=}n}fHLYJ>z`uq9rK6cDL_*6NbZzw^ z0GJHU!KbtV{L$+-QSP@YxfZaBd_U58T+ba^N7>{8r_9dpy*YV{9lBSI3{-Dzejz86 zYvYBZX(DQBY6W_1g>c~OPWfJLi-*@Il04UDJj_v_($CFpR3`4emPbFYUp|N^zoTL3 z+Pt{#SxeOQ$>1~j-kRqbM(?S8UF8@?n4`x)0!414V^w$+DYo`1~t}|7y_Emnop2-E* zKkryB1qD)!%BBoW+t!$Wa+qa^^|8!KW1~W=rIX(??Z%1bX_2J3W#^F=8SdbvmvF{0 z?Pz_R+)U5~$zC-G>;5GhFp@RDxgjZ{{HB>jMVn!sw9N-u>aHTlYy4^(IhM5ZX7%PK z%xairs~ST~7b{`AkvIsz&$$T9VSAU%gMF(HjaEj=YD-<9TP^wiNRJMIE4k zctug1R;XD_*5Tc{%J!6=`II%(pZHZ}7Oy|I#_iG(%d?94iY6gD$}(Qh5x&k7{UmgV z0f#}apB<3&q#8Fe2PixdB7G8a3IE3XostG|tPV{;$*mahCM+upHNC?EY2!Zr4r6F+ zByC?HtamdThpYHs3~i)9jB;50Snx%ssxp(yVE|3$GKstca9%G~x~;Q1zloKj<4XXa z9-)j3W!SgSW?m3w>s5*s>x67JS!m+-xuR-7Q-CD32T5vJ!2W|w!-}3WbUBpqU#@@% z{f>xx|748#@I1gkhF3p^`s-d z+dqRY^S)iN-Le%H54P~7+wm()gAA44j1SI?6M zx@?hZ=+H^HGoKo~g8BU!Xt>hdTYhqZiF-2DN!at#E5oKtpkPL}$(3*1k(Wdx<$xS~ zn;Of@Qdgm0g^xLdTiSJdMa(Hhh>YA7LjrT*wo)K2P1{((R8Um3$Zk|Bkp&%R+ys^Z zyX{m*Y@1-e=#~}V4B78r2?lmI#|vc4K^vmfkOuGU9-jU6+#sH40pyh~*585Q5=27P z`vdrS5?z#w0!#SUgT2&SIJ`a#L|;qi9qVQbRqag0a>|%VgZR>{h6ni(k))wciwl%| zJdnUOWQP499ziq^8!z&85h%{eogdN}QjyHq0j7hv*czIfBLiv2yyD_ZnYeOv9v>eI zx&ggDmU`799>h+|sSy|Vzi*ovNYhD+I%DyTKMeS0HG;PhHoy5#>LA3L+a*+gGf!tpBCFR9AvAr=8bY?4RfeL z9TiUrQl+xlQ~}Hm+T)PB~pefgb6w2ABzD1(~ zy<+|Dzfy}=5ng!!m(JZB2W4B}sy8ngf+OE1(z)08kG>@SAG2rtu9|Q}3d=b83|75b zN&V>=Qid^_QLx`vmTP%ZBw)CTgL}1TSe{5Ed|}iYD4bh-v)=Q^`k}D~Ddbc!xM(LH zEwgr>M^xo(yFB(o#_*{@?fN+Ff@ykg^Q=DuQD*Mr+f0c0f?i9X0+H9tdT zk%HP+#_P=Fc4qDD^lQe9V5b_*NqzPa)$2B}iW%`U-d10cY0Tm73%U*MzH{*D<}p@y zCSCbvByzFOHiQ=Y_o9`A*0mo&5?4>z+u?CAF$rl`=*l$k1I5D0VXd~hauv|oQ3Ldsos>Z?%~XYgg7;;MaH0%2T)gQr7r%U(llNAgQ00$8yz`vl-p7I*Zf*L<36CUvBP#S3I8@`^rS;QG;wKUPx zqqr;o--RIdk*I>MYeUcZdqN@He)YMT3oSi z*cxo~Xm5J+e#yS7km??9K%?I%p(=Co8!As{O$7cI>V7H7e@rgk@EU*T@XW<(j)(*7 zG=DCr;<#)z>6zc`gyn%%+IH90NY`wqhD@!o_hDJ8b*XiJtQh3mHJki+Y=eLU|KQc# z59W%p{8-~Q7Evcz7w$B=h9}ZA)M#Aa690mSx7~jG0wFNgWAz{SkOc+bf!!lVRux=6 zNs06cs;H0x{V>V2FR5+4wc!)VG`n9|We$|czo>MUDAlc&6~9erX(as;_o$H`13(RJ z-*T65yi1|G0_ne;dB2?DK4ZvT8WES255{VsFSZNuat8gi8p$?&hINQUlxcdGJ7 zuMZ~NsdO=12gZu&R$uZp(eV-s0uhaGeha#wfp8U_C0Ru^S@2E)@Sv~L1dpa{P^=s# z6-YMMGUdE~#8X-gr~jzR_;*wCg}c4(w-jChR1i!Epdfxlmi~bO^SEfJ1ko<2QvuI) z(R4?6px`t9MB*(V^hvBaaW)%EefU@%)b&z+cSUrsG}dhj_YVthDK@Yb*F1DcX6sk1 z(`Symb5*wD`g-?+-#YC3Y+NZ?F|@*|RfLBbz9gzo&RKJI_k)^H6JmTzKSV}!o~vYs z_x)hG>w9?LK;sJ{Vc!0geoM20k9LdW1ew3*F+3r_0mffF;_iPsJ#$&ve&5_V;?If%rP~$7T1P_K zq@>k1Bd&DUdP_{eN$MI4afYu{)+}Vt&+AmZ)Q*_}Qc1-}Tnsn*Cx+$ckIFet>OScX ze^60t0IcH7?O10d%i4CVV#ge>z~tt&ZUvp`ukU3` zF3*0&Z$9-LbQs1%kzlG{cA|N#t1Q-OA}M}S6WG{%;X2?leX`_}x!l_w>8;?REMx7k z6rp1M`rF3^#QaPl7%V@W6#gBLBp@RvmoC*g?tH~S{|VcToe(=Sw@v(6}4*n-gF#Ng2P%kOilQe16#E`xc52Q!Mlr(1r#Ym7&zPK!$i z`Q^Wiu&-a={B~|eBBQce)|efiRir!VBmE&)<3^FMN2`>$5+u}8=21w@!)tCj+wMxM z#eWlU{AR76GK@PgjP6K&zK+q6%D?KRY@-1#{PB`yh{~Ew}(ri+*PbO7)IehI5U362WO~bcyYJ{dD|A=qGiR zFuI-60;n+)rrh(e(M%PpT@4jRl}!+_1(MPiXnd|V!G_dQM$izrsuE>^J(b5;uIQDj z3ek?fv3%#i*;5JMM3lqch~>-5>LQM4y3}EQYu}IdL$Q;N3vHu{bV-@=pfHdnN*n2t zxVnKYA$m%4(b=DBCO5z8LQaRd#z_q@^$+0@5A!% zynh%$7*zRoJKY{N2m%G0!s|%p(gG&87s_+F-!v7#q7D6G)x_ZiGW*|tfDr!{?z4q! zvuS&OPtk-@3g(E87_qwZJS032Ubb~2kBY|H;2XlB2@=*9{{fI$XxVa`SF1{gvo#*Z zoyHQzN<3{(vN<29OC0UV3%<3fai}_dnbhgx%^#uAMq7b?VrqxDJAcI*2eE2hhfY4E zXQ-dn32Wck<#E|ubWn6$7wh}&jnOkRz4tSG?neHqN8yJ!d>4VRBH3-EI08$a;)JJ^ zaBt4i5K~`T9vA9G?^dkR&?su?{ciq3C6Wujk{WP~(V)xifjb_qY$$kfKIJGN_Mt?u zMcmz6!Dv)zQ9!oczF9^(nD$9?R$=ug0C7;gBl)!&)?EBdDoOHHIL zI#~S^45Q6kzO3&STtEPd$n)`G#^^q5e_qLnKV#k(guCbSE5kmgB63t-1q-f(&1lAD zNc1}|Owc_kRaj>j7PLP3gPQ*QN}z#No|{&++}W)}1SAVHcB z(JBz5A1?yJg$>>C#`QbY??hmkBu&*P-h0#9AQFlD|JHr-wo1k0gL;c^A|z`OD5mMV z8*di749t*WdD}ByYX)}AVa^TE)J^!JShg$a+_OkCh430!_Ur2xSj9=}lD9vo4!`H$ zEl>TtAnZ;cJ7XPB`Q?JudU%EOoE7~?dzu}TP^*BM7S&(P?NHRdk)jeNkDfILBu%=OAGPK?b#|!amO^u zLj7hZTO(u?6y0neD8bra=dnR9NLAqb2!r!Qd$`Hy53Mka3cMYqtA33$Ev&QTXB__8 z{O&wIPgSYbgaKn+G4A@yZw=LYSV2?;u4Xd7ZHdSiSOV)=Jyq!=Bs!inISzdO_Lp7< z8l`J5x3Ytasy6nFe$%s=u_!jgj43j|$ipj5g#_x@_IofZhd=&)fkp!d_z1;aN3QD+ z4`bgiy#1UpRr>>!h%G#g-&B!R+OCUoLS>~M`IqF8DwT~NQ@@1;yFeuv3-^#$p`um3 zq&sxDzrDG1$s6u@zrZrI3&-4(QFaiGl#5e6x;D#I{1o1HEB%lt{I;4-H+nzhxxh44 zOn_2(qq#vaZ&bNUIiQr(LB!4X{#o=y(LYU!Zjkv}2(=V^_c%zRfATXqkmoJ(ujF1( zfI9}Qot+=e$2SW6x;zKK7lYW5muw{N4BRmUu#nE1>o#wa$`Glnb#tQaChm+R!nF@# z`~A=^_L?~>nmHbR{)i5;&k1s(-5edo2pn9-#4T6|(v*;WfHf(}%g?^Ud=_!K+-{}B zo)a5iXBHMFT8#J_m^{2R4;4yTQ9?Ykq9vj{mTq=5$bQ_q{jPi|u6%b^ryN+`9FRu? zOD>bP|CGXyX;7I9lCM&)eFav$^w>ydaAJ}O|6bfp*F2@nVCbrXLxFCF|3w z(Z{wp^+`B!)yf}4P%XK|7vrV>s$)T~Q*N@MAXYNyu*velCgr3BVwlH%;lolaGJ9l( zO4DqKvg+rEeweSJB2}@YtYUW{sWg1Qh4x(Mf$PAIqD)YnGqMFk*t#7CHO7km_NiLd8N)<+}t6#b`d-lbXUQ;)`ise^<=AM zc@;}KWU+n}n&($`c^Qr#CJ`{WT2MX^OjF+TKUK0AYz(nUxlZ9)pybek6EOt~*^Xat zB^Xy!z5!Wb-24mu8l<4HiRO^47FQQ#nfzUkKxN{agNjkcan$iu!~Rm6u>qgij*-3C zZS{hT+v$RUr#s47{x$fTlRQaVYlNqIGH66QGNJ9qGQIKQWAiBf#YmusKUxD#Wbnol zV)ML_uwhi}Pam$MnRoo`qgG5n9%Ja{@bXMv78D@sE6)#-RhMuVwnpfSMJU6Zai(iJ zAMP4R^Y`=drWL_zFoGE@KO8%BoyJgJ^T8c5wp`J)TY~UCsayZ(4ZHbo?5AxMA7V`f z%3$cJV7`jqkN9{nfLJGHUpw~XxXt?(dBklm|54B!ibOrkzv+&}+EYb}>VNT_Tmq2u zKu-B5#+TZ_1Xt&ylX15VR9VJrZm|jJVf#VrrdC(G0s`U`B*u+LPE10mUcpDJr!!L< z4hw1F5*)7}OTl7Co7{`>A-8V+xd0{B`2O*KrzmP$`QBK$@kaTfW;KSAII=|vIERc$*a!joPzCyRrcIr5#U9zvPQLs9aRHt& z^fbC(op!P_%I9WqxS9GaHk}ur5AgBJRqUq4EK;+PWZ9T?9T3?##;LFbmbZW+|37>b zFUCY0*k>HIZ2Ml}UlA$I+>$dQ24-S8@&zK)&XKO91soN%aT9vyJ0hkrH+jnOE>+9u zxv9RWt!heY9x3VHN(+aRSBXzc{+NnKea6*PHP>C5;>S$i;3|c@G5cKk>1Cy34O{`4 zj0R5G79w>fosR&pQW_*KKKI^-5;w*l@TZaU@4hUyrlfcmkv$J@wx4bnRaa3-k=o-} zyV{OT81taGxZVSFFXsRea?X@ycQGNBB&CR4(EVwng$fR0f9(BE=J4Iov7bUHY~`S@ z2h&X*L5x$BZh`j!qf+D_4GzzRbjB3xE)IWOZ#Ft{B2UOf0MQPeI_o4Nj6t1NLSbB% ztU2M|q6@VYq!nm>|o*7@{*g-DpeTqRy;$Be+_YGd{SjIJIcw|JpE4%njI-8I)lu z&Ce_4V!C!WBwxtfwSv$8&F>Nv=T^*Dt*KU&#>3ZVUFn>C0|FGz&~_7M+1B=e*o3rX zl(TPs-VQXHjaWvWgz}qC&o&JaGk?9ZhS8(&sA2%>^9Yw7AX^l~+esPN`mqqmG?&L2 za_+x)*__$?wWOKZl?_6&(_ymzV!cXMQ>XR^My3v0a5Ajc>J%G8^Nl_eHEQcX3zEvz z8Rv@>2DK6qb*tK!x>c%CT6=wv>wRnYWV#%A5T4rnZ)hH|hL?z$r%u(Z12DUVnl>-? zqm9_EUb*A1HaXJOyGCzbsl3Q-+hqbBc}&9C3jo!C6+kz(-#MV6v_^rqcLFUGDH$r$ z+eF+#60e)}1M{1DglcF@WP>_G z{+SG=a>@Tz518#XIPDYDb!wowlVf)Z@Zn9KEvHf)BE7+M6`~j8Z)qL&=n>z~I)1z` z>p@!^km8a&|4oBFDw$m~+G6O|V&ikg=d>WVdnU+XjCFc(@-k&48$Ix^?jwXgJKrCF zkK*5G5YOb6q!a}v?96x20t0BfG3iC^#H;l=_SZ^CcKaQrah?HR`fa;}I~?Un=b1gC z?SB~7uqUG!3BHVa5f&x1ooI(OAoaleUhessUig7}L4aU1dj?U>2{Pxp_>KMeFs<>D z1xEYcCp|Wf8n{G2D063D?k~i)9(`_`OI( zS~WGE(nv`r-IUNLWori4|7}ocR_mPqxOpY2t4VzFNDU+;CrFlI4_KXMWPby;W!uW;n)b zK6Rhdcvhd-ty;2}afJSs$^0H8u_UVDq3g9=ttmRHUnKSI0@8YpkJvb%nzo;+>M15vvMH_Z7cE5U8; zyro37{sOMcUgvwG**2?1PV+CMO3{^N$WZ~qMEN#N791lEvs^ehI0bO{>=-!z{**l8 zM#Q1J|E^{9*EcDGeEKTz#k!JPN9asY^T#uE>Y8SY-haChhr${ectthqE`rZD-*ZV| z$>w_?!;&!$B~pW=-aU=R+5W7tH?i%5(RxE!B-V0s(DwCBUyP6OP!;$jgMxxaPuTl@ zZ^}67BKoi6-g!R(cN<*_KiX~v?Y|*s2DcLa)3EVCW*w- zH*NWUlL9PrxbM2Er6dm9IPgns?ZkLuI+H^+(Fobpm7v>>42aHEQb=iL*i>^X_grbn zNsgv_qN7s6c%Q(NuYI8N!vg^S)SH`-_8FwlnD|*6c}(ARmSTgYYphRmMOS^;n0VHP@T>H@c}vew_jh1^`+w7_`Z zQD@`o>Uz-srX$LX^}G;T#*tIc5GqFe9#wG;XuA}mb5-le% z*VSnZQjqgbc^SPZHbAI*x~SFw^(hC7qz1;{TxULSrZ+f=+ow}_ej0=qo%ar4iyW#_ z>ifsq`~^2 zXHq)Y7j&|8ph4{D_Keqgh|g zS_JHntZN}rY!W+-Dc9=15G^drV05jjfYhD7%czh`bjv9=J4;IxeIqy2>Tmy4asm!o zI0SZ{mFfb<0cZzj9d3dSkw=AlG#MHw{SHI`3oNE>S%{*m{UZ5EU{cLDadcq6i$}%Q zWD?7$dP`Q9Hr&Mthg>Y%2;H}AgT=-c=?+Aza$1Wk!=e%_8~=yiE5Mt`y1d_X)A!pG zt&wbxmJGDR*L-gp8u7Yg=Cl&9*I4T_*&p8skVq(K5_0F2I&5Y6`W?vBM0x6rdd|Yd`fhSIGiwHpNFsv}Sn5HSec*4Y|UVo-4QKk05#Hag5q=>lM!&NRz#C|}e zcx9=oMmRt#LnV{|YtwxwYeR$3^WL_h=9gdS0-9((mKHza%YVzm$MtYOww(ifIQ87d{wG=*D+1^Q5o zQ!K-)p4}PD>C>s?GSNkorAT*gfKbc?|8_yZtEXbkTXLPLcM72>Ppbw-hTT8jA&CYqB`)p z$F-nDRVD)n#c`(u2N~j;Y`%VBs*Poo*0VZASFS?R1A&=mAgDRd4?&cI@c1{-uJ)Rw{Iip9s5fA|hq0Ggj^?%|V8VxW)wZ<|ZW( zf|+Fl7?^&V-P7>+ukyd`v2W|;^R4?@vTCU5L+dNVSr_Ce zpi^HwE4S<%El^e#%qJBnpn>c%y^YL;(a&5ba+3SS|uR&Jx;&|skw($9a;D^U;ZZC!?Uj;u4Gc0Qm$^?V< zzcR{(5_AjpEhC5ubsPUY%fPOl@c2jOx`I}c>d1OvH)P1(Z`HvB!AZp(ML29+RisXn zu`4sE09Lzd#pz4t1F^o`$%b}ye8`TvRibLOJzKbmupY7mSLnbe_iB%$HEHpO+Y>Sx znt`D-cHaFtn7D_dr*UNx;rx^)DNVqlQ`c*okt$*z2+$9O!B@-jy{`+|I~tvf{@W`{ZeUbIu}%{nxkp-UX( zZS9krqZ5rY_ms;~vtV1KwD;jEAKCO$=0+RgwHLab&+XjJj8bbI|3Kjxy7dq)1(AI4 z6ASC`V6JteuYrN*mrIZ3iT@KN?0~J-iGJq*&E)`^Yk~JPjO$WuV=@BH)!aR2U6sRv zAlL|xFVwbpErb9`hs)3vf_ay$RW2DD)I9-G?XE$H}`3kfQjEGN#KD; ze$UPh3%G1L99&#;M@O8!*_r`hAO9GJ^gsW*nPIweJXvMj_UXSYT<&%`MBNreN(w`s zY2ep8-VvswkO%JQQ>)>HC!^Uy$SxhP14CrAM%q%%xir%`i-%)+qGIzWvPN32C}QNS z+5cyOLDZszg(*y0rG|I3j@ruk%+&oE>)+~|HG+2xSDi* zd4i}x->u9I!rwhnVTXa}AU|kPRU$vDu2RZnx;jdj8&g`U@?{cxz(fo-tKVW5CT*?# zG#e=N9m-(3S$rG=^6m={uLL{yfq&bGpC%)- zAnaYQv~FQ6p+XqfS~+e;s1y=ogsB_T+A2!&VWV4XWH*JuJKqC31bu1m-|5QZSrG0B zPOZT@Af>>d)nZEU z-j_&(1@90uVQ9=aQIYH!+mWf_rFwZHl1Rd1%_(lIKt3UyX=WF zUz8Qd)8bdIB+SpCiYh*ZgGAC9Z>y*?#on4|TDM$QVd{Q|B^*n4p%m!)7m&( zK?^mAy87&bUS=5SC#e~!g33MIMd(Rhjb@C|`|M)sc?7If=R07tzx@KnlFdIG9kzt> zQbLX_lHOpff%<7W!_XPIuE1Ku-+@!@DGLSyB-^5z?je7rP&6RiD`^dVP)!v-C_o#lvFVf0WE zb|qV>OS9vzzqR?AAuk`}5N{NhVnhZA4e4`nmQI4-*D z8^3cM&~lzRnbLrES_!N~m54saa}sf;f=i?7ua+E=pAySqZ=-#irv(3Hi$tB$EJr-t zAWX6ZZ7=U-=#G<~R>Ghk*WK`1P%eS>>7wNBZT#{5gtqK~vRv=4fh?b;nhf_^+f_2+ z#>Xb$+qI!V$D3tG-|)z>gfeT7wvvX2CU{~B}?PtFc(pD?W4x2C5cCdE=_*n3+8ag zA83C>4O4mem(5pb9)h!L)*G)D*-$hi1d`rz#>0DaH%8O@Ii72MM-q99WkDu`5vKRg zM5TcxAg&;z1h#S9kn!S@y`f$KBRNrE9m7$Hl*fR^E&*@|7$$+l^VqHJYn#tvx!{;3 zSg2HYQ21V&ubs^<(g+D-AVw+L{vSQVc;sU z{qQgFoHine%`^GuNL`c;rtibe<6O{jYgO>l!NsT@Z^?(|i2Gr4*I`0Yu>yVxy0JyW zWC*FTo+A#r!;BVF9}vnlnMC|hZr#t!+Tf-7c_RM*D>Zb?wUYk4UFJfwJhzToh6xo5 z-uy20jEixT8`pjJ%l5=kys4%Y081{7P2l%td2Mv7Kz`IaE0xOO&33MZ$+(k*y z_<+bbphg~_o!u6E4Uk?nFw|m@xo2p^0wct(Le~s#stk%>y~o5HC^^O1b{i(9#+$bF zOkL?J2>AlO$Z=J2Egf7voqG&_wo6q14c&r(YC`;!jStVuXHd-P&NzFuAIPn%l!OW! zo1X5BFxA>57-zGyhT#V%PBv}RflHwjdRo)6Qj2tXRuh&G6eoxHVJleS^;$dbt1932 znr=SyQL^yV6U59&J+!pJ9?=MfN##e;g7BOB|GF5sjs&XOw6m9A{loMyTx>)WH2-A0 z^*+!8>oj#fkVE|=-Pf|stT7tGO~HPLB#aOR=MGeVf)wF_3)jWH=Z?n01YBq03gb4U zF71yDEb?R$s~8_jmG27yT$d@ z8hv9_j#sd|#n`eIU~~;2CM)uszkXmAS$>2EY%ySiZ|vq|o;OTq>!KK|m4_Q7G90iT zR9g+CZXDF2CrW3s>-_tP+<+oFW&~4J<5OcmNoI)LB`^8JUkST-va1mR+fe?L1iN@~ zmUI=A&u9f?q*{9o7%c|BwwD#N%4SGqvIUc1aLlfR4?6gs`YvgiLm;Pq3kl-566o*I z4%$WkgCdsyel~wd0fLq*cmKe6g|A=zG)NWpW|8$xcAFBePPPY5&;K94_+3P5@}wWO z76aA2?Y_fzPV~2Ubxm~iY0h?)oEOfdgP(@Y@nP$ohtY{@&PR|=F<;gsM>?7JSiM~s zLzph64y+NRif#Y_lfycasAv8t6&hyv$uWQJwY>Cf3{m^yr<_rzed7I9{J8k}__S|n zQhaz8`y5@BvTnEvv9%WK_br$Tc^kfhP zX~DAR?CshG*qs6!v<4}WBu|iv7tBfgONO zdjW_289X%CCDXqVV?bPrY|x2n`Zp8MMpnHSbBGsivg!` z_?gqp;L!)og8H&%K1`tHYDgV~C8YgV&~sO}6>%bJ1k1%+?YE&z3^T0da~SM#>+*d0 zU~-eB^+!Zr#0h63qCj%Zqvhwte*F((L}66SY!UY>*T3%VtGDm|HpkMTTtS!o9ge>m z;ov|HgSe-^(?}Wx-p-L70qG)OLPmS01NMaWWt^j*L4ABd+YZHU;szI$gC(jg%4FZ4 zgF(q>15=WhMHR_ErVzPTz9rpcjmfN<@So6eVw}JD_%b1hFoPqN< zdkFXs)}{U($NNB{Fpt*-7pD+?Q+2}MH;3GU=c=aAl?zF;-N`2*4bF=StOxQ*$xCP3 zW89MIDG5P10DBS(3%=yZByD}p==W#^b@bTL5}t;oKaHzhP}p}wKI2MK+$Au#tdRCW zgmW$HeiYGJ5^?y{GBPj}$K=+k_wLy%9w(xKORGcHN%ihkfYxQ$B@i(9OR7eCpx+hH z8HZNI-VAdik4d@Muy~)(cO4xqdAYi{^^?*_Rw`%~9BMv$btm zuSNvJOg4yi_62t0WLk~nt$am@wsb$$csdWM92d(3$=@a9NxjQM@X+PRC4>|n6dQ3F zwjToNj;J{$TiSfU`hOAX**nR_EGkI&;t-G--v%W8y4XUL;mr(43JNg^zpY&p>8>{2 zk7Lnjm)db3B@HNm-%0>x9Qrr~Hk?Tm7I&O_O>#K#4jxVGq%>JtiJ@hB@qsYOv}sY zBK;a(@4heqPvZKDwf0A&LsPY*EETV?`HU*u!cXUGsH2ze(xi`yVQXq`lk1bvCQ66D%ZYC zq8-UP4t9?5Ml?LCA{t5!8+SqdL5~~HegC^&uI&T~v~S1nmUDm>#Moy(epA7rO*N;2 zwe?hMs5+vXEIjDuT-t#O)t_M!X+ysUr<@+WJ+qpp)$-=cJ3BI@J^TOT0>pVB1wtED z^ZqI^5SiON1jkG+eDp=?!WGhL@UGUaTAtp4dhM_{M4Tdhq zZ>}@<@D3ngRnE{r<6H1**>f-1!fb6WMCe@|rQm`mv?wpDjiP}kd*C|YhJem$2_uH+=@kz#wD#_U28X{LHf^Htv-&4?+^)vz z6Aa<8Vo@pLQPtiE%n<(Sgk9e`u8~MsR;o7V$!slV|MuZWzpHW_em|JZr`LpnFKU>dP(=(yD6j1alF3kk))3lGvEOG)D+k^ z3WHrQGm6&E;w&p-@y(aYX3Tce(PQI!^fJE>KL-Nmepg5fh4L!mbu1N$#+)9JJyCc? zX3>rH5thI{nM>^DY6|~gU*=RVUfuqbC2hZdR8Y_nGE>bcbV0|T-4%3!#QqYZh#p`X zJU{ZhI@^9c5+Zp@`}awwmFn^F&H03f9_Uv>XIjTg|6?Fpe}tdjzeR(|fH*{}uca%m zr`#n%Cx1EV{$Z5$Z`mWyqHoNh@A^q8y{(?*RW%{it=)LM#Jbzjo2nWARAKHq*AxQ< zvoIUB_l)+`KZ$&#Oug$IasFHCjP-f?1<@irWv>-iQyl5`NB%SRae&4+EWTt*;)cPm zik1NiqLZleR8R07U zGG)@3%*QxJtf#MU!d1M3-h+{-)IE}musMEz&RWcSC6i)X5MzCVx=hC~!k1^@3$vM= z-i}9Fk@GY-UIj)Wn5Aj#ZJHR~F$TCFa~c4(=bCk&qOT?iLl0Zs`z|?rzT9`~SZ0Ip^a! z`?vRpt#Cj0v(}oKYp!e7j8FT7?3y0>h(o>Y6yLL{gRl9Lq*FRG_7Q=>dJT;#G~b>>m^%}F=P;n)cr*kF0?Fm55CQ2Fd2 zHQuKokAwcZ^fIW7#*1d{Oy@2{LGh^KQ>Eqg5e!aQe~0#W6y47C3!ifxn<2-){g4#h zig$Ii%!P7+fMX&4ZddeiQl8~#{R647W6YIOlKVmI*#QIe^ZQ)!jT2V;0jj64O-A)@eEisCNHa78Z>s*@>eZGAGX9X*fwgL-uN_ z&fOGLjPvvJ7Hqh9X_@hG(PF%!mW4e-U6<CIMxURe8I2J#8*zp$)I|KQefQ9R z9#7=Gpef6T<%uq5rV=N5^V`s>Z)+vLrS)Rv+0d@fA1Qe(xM#`U&|rRZq@dL|o5)}- zuCryeFY*)bp_upQ5uZA!!8Fs+vMYJQ_#Mjg4LM&oE=^(CZacH1ceO<72~#-X{$Z!N z`$$+&*30DCNIH+A#a2&tMBE0pe;d!BS@|VT&7~#dkPAEdb?DS_ntV_jN!2+-j9{^> z-(=9|nWZn9NwFQ%{$Ix&x^El)mm>*Cy^#JySd+TH>85_&#OQ9+b*ApgGDUU5!4`~jw3uvNG%==}r(tvIavuMT<(gr+ zqkA}SB(`&#dcLZ6c?KEA*-qj&$4h?Py?#}q66oiG%FTT{@T)F)w6}f~U%?>sOT|ad8#Ro- z|n-DY`GTrx6nqBU?E@g_A3#4*qK|^24g%LN|YMwjcn)+QEmFXDiNBV2_d_9`! zE<@2gLnXTvIxeYi7EFXEsd#8*!$fYBT40!pRGN+1$>-h1Zh{>en;ZQ8WOZ}ZX6slIP@OT(zGl?)mlJ-4!Ax#p@|erI0dl>A(b z*8gLNrT*DH3Ow#&pLx6whcU8G){LC7aQCf#Nw^?acw66jIFMd>D_|z86vxgwA?7%& zNrl5H*etSfW%l+kd#f+A6!$;U>kK(YGviOgPP=|=&XZ~ZO-l;RWx~DC*p)K`cmJG95kwy-bZzAswstPW^dd|KhG~G;kNn;%$!A~vxRXn z_B3td&6cH!`Jx`0hLO|Aj%ONPHS~$Oh+6%91-bwj{BB$RJRDGA8@QO38*&1f-G~uE z{ibhR`>kaMgw495l9kQwd27rU$L-F-yqau}>Z_jqpOc=~nBEKaP`D~>KULp;3>V6t z#Qs$F^48F3yZQawgHd&wV(f+r!yBJumD-B@%t`-Yv7mb$PSu|#KZuAzPt=!+nZmdl z7D-Ks0e#8Tybsq(Zi&F1`Bw6lw$}^auje_QWk!#iU;8Tr9ljqG{W#uLre=JnCe^Az zz+aBd@0ip3j`lLi1~lsTaQxJX5&A1=>(HO}=$Gs`&-Dn`D3-n&LLzLU*YZE8OaEAo zdk*l~tg&wCxd_T`*C@x?JU{4DqSaZ=TDxRH$3*wU=H$mwFKJIc3=Y`xtT| zI*a;!wQgjFs)!qLni0;5sc+|l1j>*9;yQ;iz56rf&<$+4hjohsGM4!_P98n_`(|o= zZx2$p$IE@a;(9*yT*SWq3*;YiHH5b}L1zLnZf|d|+Fmf|e&*s?3+X-G3qa%|?r&z= zeqt6hJ;yMxF>t|i+8^fnFkSFp+D;^cW0k({bMIcTx{YT4BY)9XZddF1=DRkQA}Y53 z$&-i6CX^mNObh)n^vSgKJRVv}Q$qRiA{mhBkKHAst4M6ujC zKA3P@jf!|@oQ&(U^vIQddoJ89k+2nQ=9I>h{-Xk1yoL1A6m#lI_Ggl_i}*y8(sXov_6=nKOb@I+KN!s@poA2ZGV^&kJ3u3}RbkpMgsg(CHrecfpBzw= zgHw?U`ky`vsE3JoC`?7AMw<&WyyJuJR;H9a!izpQ7BL%-c20f#k2Y%PA}*i4a~io{ z!X!!*HJJR95B068NipNsn-}ETWvwqx8O%f*by|GxGHsC^IwT%!}RZw@a=PjMo(>b`lGr&`|?lvIdOkSl}?7fYD?y5`d=Ql5Hz!ki(e-}duCuR(RgcbzrWGjDJ!l^k!-gCtan2GirTTXrB0r=>h+e%omSA=a@;~TZ z+8^$|V{niA{bX%CyYxmwq7S*C!FE}MsH~wk-qG3O%=Rzsnpnq3b;23XE-U&^ud_@& zP)1}@qa*1*h%Zf676c4#TKt*cTo~Gxuei$ABPw!$)D##z%~li2ej?$7X2rXcE9POXY$=$linL$-IJ$ci{6cI>ozyceqfU~ zG+JWpEucG3Pm7gFScXMuaq|dMrela+)|X!RczCR?mNgsS)SR54>y%G-Tc;2`{HT`F zz*9kR^2K{2@bZ{8+d@V~W#%4@Wd*DCs)+k{qsuSE)s(*;2W*(J*4?)IjgK|SZM^x{ zpu!+QMAY9PcF9$>cENW5V>n|1%HRnsv4(ptct2|1Hk4_##OPR3DV$c7$o+#A+laWN9#8pJG<5ZtB8DoR#4N0R`A!V>gqi^zL&2g zag|Opac{-Vdd)QUq@dD?du!bk?*;EqHNVhFkW*A_nV3Kkip393w6&M+h*L(&n{Rn< zEKh#9a^BqQmy=a{c~AvIQ(rjjX}x3b>^QqvvpYJSc|Mr4LH%Tz?Qy^~-dbry%kPUa z+2Pm3?m7t~RFh9#3yVK)J+Smq6%zZrks0&;ey4W9Z*g@xm7AD*Vbng0ys z_1KTJNXto+jJHkb!3F-Y!@A6~^LVr@32rjuAr|uuKR36PUk=>licb%?3X6j0v5|ON(D$FW(90Mqs({+{h{^JdKfp_M` z6Y<|_#3cB2E)HK&mi<=xoh$fnudjB~U+6BMhP3bnV@Y-xzTbX{D)l3bE7 zBRBMv);X;&V~C@OWWgUH6!Y~bq!@3?U!Cz4_-Z&+VQ)8e?e^`t>5V$G;|W5SGM&5x zT5??VTq!NB-o|IKS!Q#ehdbhK2nhT$id>kOaep@ZF%{o-M9Qar$8c}Rnaw$lyX_K| zp`;D_nG^nZoFEufo}cw{820WUCyEa=1O* z+_Q&Gn`dq?@NKj~PiH}iJSILQGLl+jWc|d;+@?k1GB3-0WcZ%un76Rtkd^V7$I&dt zzq28m_@1oQ+vC(?6#R~F+-Ed{#tVt@>S;0we-}NQ&ZNE6wpMn}D|p>T`z*nSCmGw( z;w?^Jih@+DLzQVo`+C#|4WdzDox44SE0gOUmf-`Eq!>49Y>N_WCj$aIlM_`f?VqCG zPhk2I5s!I;+-q==z-Ov~sD2W|wmV$n;q%!NzeV=?Pm;JjhwJJx1;U-(c&$;IUxKf% zLr<^xNpGo#0Yo_a?v0J|DHx=QJ<(2DTHjkEJL01HGvjAq@ZX=gxu9laCqvUyvNH16 z*x3|!IxbaQd=$p+G|a8_*^AjBKRROR{5bVB`f-6)!ehNA!{oy4m3;Z)jkT!PA1Gkj zs)hQ%bREN!-kvwisVc%x8q@l@Mnll1+J{Q<%tW-j+tBxvI9{>47k<-El<70i+g;Cg zj6S$F^P+W;5d&`@&&<-|=1sw&W0!w*f9ztj9d107wqwKbjhe#O(V>tvzSF5=QXzuDd%IWkn zzP-1%ZDPXv8`cuc-QJ?}Iimk4mXDdr$JbD&@gX-i)_V8*b@~3LD0T@BIr+D~RuVdurWM)&8?+K6!9B&JYZ;qnD({Q6vtazo%;Evup2@PR8w?CtJqhH+*_j_xn?>7Te-p?MqJk58VFVgG{-6q$)Nq&X$$s7n*+% zuq}q=yze(NWjOmou+>7^!5cX~-i#W!@C6&kF1>GB)wyoSs-K`DGb!@9C&R~iMMOK` zX~wQU8VM>Qm^x9({f4Xko3BT8w=tW?hFEdOm@GE0_vks&3+u{V9kxj+t&#lk;}N;! z-j>Qjnj5LIG7i2L`iDSpm`OtFdHmDyXv`eSLXH9sYfb7r5i+AS>i4#iQ29fARyJy3 zDdds9nX^gqSTKmnrB_m8sLG`~MKU&SF7OsJtNP0u*hjl*DP`*x=H?wWS}JJS+42k0 zvJ?LMtY>G7@?4D_@^|0M9VLJzbwyo6eN_wl`SPLVwT3Y>rxN!wI1M|$+h2|Z7Dn)e z5+6DY$3jw$3MwGwJA*ZTPLJsdwGobEwO~B>nVB{@=>RWbZ@V z9!WXAR8gJw@oJ|}wiC54unfKAOn$sUOW<&KQNpMT?9RcQqV>OV6`w_2%}fXPS9o~* zx01%j&B$NaSAT@vmVbHBpIKKl`$6ma^XJg2l&Ji2#9zq$^yN!=r}MWGESrb0HU4!1 zCRJ>`z6UyY&o3s0{_PU!-nvrzeoW=L^mlyf6Ro9=j~hK*lACHV)rASpq}aDp43(FP zizPMj4!pA1hfp^$Klzi1Xx$qf>i5hF`rdZc#H3c>A+!@{s`NF=(qg;UZTlM<3cEd6 ziZQ?Y%YU_i9`kCxc5S)42#<{|{axw2m6Wv0^^*3|*o3r{g0G2Fq%y6JVB%rbVml$+ zwPJSKha4%;-{ml6KU#G3f5jkc+<&L~^5VD4pgsSucGZP8OY`RC z!H&i8_mh*xzwaOYA&9@9@&-Gbb2bn|9_8g-`{OVaaR{R^W_7W1)6?{ddAnE24BkXp zyk;?#HXz5^oYGJsoY_NTPH=X#vr4CvNDTR9m3wu0ig4H69qqx%JPBb zqMK5CDK}rn=O@dfV|CAj8W+5&>kK@V6e9=v2ZrZR)PL3svW}xEvdvgAud>Z_)6mGj z?TNeBv8bk*eOA@~nfT^plaY{s_h341Ux5}|B8Sn!Z1XGqnisEITV>wBP>HT&9vIFi zPD4YZG!}hLgjGkY@!`10)rR+{1GXAVL)1+Zn{Q|Ar5v5q$PbyG-ZH=2^7wI>ja(3& ztG>GWEhGPPzV`O^xVX64xw-G3RWr3~UGEVR5?1eh`n0lSrQN8n;jnp4S^3|a@u`MW zhXr4sIMwpN$Js$K3^30JuJ^BAdDD^+;kxkeUS_7Gq&ydAfmU)*v2h@`jgji72&q)@ z0?g;sxar*%Pn4f6gbDEO_0FEkn3x#16PY(2XUTO4jZn_u%}~od%Y#dLDQV8e6|5!`B_o9(NbOU>n}Ukka!S_iRvF)YZ(#nSbXbt*4 zk~->q1F3?QQQH=@)V@qJa&L)_yToNNSf3oM2L|Hk>I4#5SD(HicqU^pKNqJ<+}zxdR`N;h zp1(SQ#8=ng`V*U(r>h&+=OIy*ln7jd&Is)Sn%LA&0Y>x~)8 zuR?Qkxlcx^uhcfDNA$@)7WAL+m3$Hs8#`U^8ecZH-VtJ=7Q4gX^E6i-eYYh%UMfb6 ztGAv(gEhNsc2VNl_z8doU3dS*g&f!F^S{g;OI19LuMG6#?)b&TbXc8)5X!p+L@SR} zP0?V8ga2Bm67_g@bmReZ`+oc&km!OLmi<<|Fzk%7!LT>&Vvo7fai#~VeR0<2YKizY zw9Rk3)tn!C5v8QPnoc&Z5in&`ZSmdeUp2s`B)=E-6W14o({oC!lVELU_t(+?l=Ara zSoCzQ?5j}|jf8{*qnydwXvyDy|D2clLht$bZ>< zgV(W?-S;vuu;bTo6m`#xo88yg3t<%zwQ^l^%&lCB*OzC?cVFr+85S1K^b8tRD&Vf2 z^mU;~G+50W_VFm=?BWHcRThp8WdV>oi*BKHrR4iqy1FSItoB>Q9kMaWEDQ3IeXKiQ z-Kes38}#nz=n!<@ppwaqA?LAh>U>a@etej_xVhO2ej_w2Y!0qJd=zqdLwh!R)nGi0 z8kcgQ31j16YP+H?NnfvM{ik9!^qa!^)WECzK)lhfVd{qD%@e}9DJ3^IemOZg4==Bs zdD=@dM;JCIJCnp^nk3@RPRg!7JCvv1l_HWDVn{|bY!knqo8}=!&PVy=srxcRH!nY~Xx!#AAQ$N8>ZzrMY@%OEORugO&% z5P)W4YMNJAxB%O4Fr7vrVzcIICMc8Da1BGp^bv-q(1>saRXQEctM}a&^ROZ?>X_4J zh$ZONE9#WhZYG7K0B8sfz61Q@o(JXmc|2+-H#KO&ar0a#2P0G_lh{$W4OGp8Bfb8|19%Rie%W-Oxn#PwT2JC1gCmpDBrxmfNyXG@v#S3#q@ z6jFvdzZ(ITX__*6WZTYa|iz{FNe06d@4;jriSq>ZD!mRC%!f|tT2X= z*fQr%jsM^V{};y3uB(%>e{wW4M_kt?B+*6nd1p=)d5*E0)cuMy^ZN2c4kNRMKi3XD z%8h+E*zPMZ_?c0|U@g1P)x@)I^F1SO{QFuqO(La~`KjT<#k!T1uD^zz8I#)U<@4)G z)JZ7=dG_v>tqOX!zl2fU4x2F_Y4t3xyST;B}w++$;V zlwf{#cBWF{Ou7bduauivTl?Vz6&KBZ|NdX_dOr>r?mq28c zmW=bxP8{tgZ~eNQ`o$hyq7D;PR_?uAaBV(!;FeeYqAEmyLFK*Mjr&H#eG2PD_| zQFxIugRElsaDCy^uuaLtIxjzer7g-4rgG@$=)mh~Xgq%Tk}r}OU+sfm?W6TIyV;D` z4@RfwO2z4WS8^*-t> z6}GsI`>1DCcAh;AI7^w2qq-cl7p^@^!qm3sU+I#kn_His;3yR+JbX6z+tmKNk-;*1 zup*a!#QW>i)iIuD>#2BoKAd{{3ylSGPimRTnliRJ1S}u0{#_R;QY3mJe z1A@R(9Kahd9TW`$$k5pY8Hkxdq#EqYy6aPapfFKwGiR6v$G$|%HAR(8aR(!W%wX6 ze*-&PsoD5Eta2j0=VMOJ^kyFyStDMLxBBzv^fNxYc;hsz{M@q`t^xuAuENxKczE_v z@AU4IbXo9FMCNE-saf@e34s%5=iwZUzu=m1>v)B&=hCOQwL=b)WHDU z$J82zhDtA9aKnHD`-zKjQvsu(zC^L(zwcr8YNFAl*KHU#wz9r}BUSWNL4onXgM!XZ z=c0PS#aaf2yq9X2nZHLo>a=`T%|=sE-!FrWh;h zwYsSuSd;dSju-lWDJd!2fBl+;8E=?aSX`#95rz&0@UwI{@TkyR%-rz#VPRoU6cn-= z8>eGd3=IqvO-$~p@UD~GpH0wnpr@w~R2DxDuCEuBmzRG6 zuya0IqSd4X5rJf)sKzF`Z(~Z{43<=mW!&=;qvW^yX3V+O!B*t7&_xcv04{$HkPoAf zP_k;K4A;vQ4IdvLuex^R8_W`8G(MsF7KC;ES6A2H{Sl+ZBL8zX5x2E(0CR0e3RQJ< z+SjXQdU|0r0Q+X!)D*Rm(G35H9%*p%lg$3v)zwv&14bNl4^PiOtE+6+VyA+23lLDu z0FV#O4HD|UI*CIOQ%*^-l!0rA7y-|*WGH$uQph>|m$faed%d9T#|w;9Nnr`t2f z@WcOq{{PiG4@qGu|L5Oe@rRg8|NR{D0YQCNL(mNV*I&U8oS+e=U;jUUD@Du6@>_EA zhE4)FWthsF45NkB^z|c}jg33v?oGk~@(3!S(m~r%et!Pg*x2tdR{JfZ9H3CtGeggo zc3C={9?KH#kmzX3-c+%yoE(#~v5=4u=<2p%{O9{?4-b!WZ$0P|!YCj>S~oSlFt04S zjp;t^$&CG~S*M#6Gq-Ha?(gE_ZaZ_D)83M5gbV|8TkrZP^!_TX&rN@Se@3~LK7K`} zTWwL)rpO26=BgVRMJFbbX39jGz#Kf7^InaLve+t~Sl7_f+Ub|2C8VWQwzj?pyP%LF z91o9q2e@j36WXvV&OFZ6PS7(!E0w*}-SA)%qq+hgwn zS|m+T8d-tv<#Vv?Pp6{;=Dzn9;fT%hEdg`yInj~ zf=+0tZW%K(Mlhwg_;|wGw_9j0wyx$VBo8cHb>n$f1S9k;Q~&JtO0>1KyoLtSCD1*_ zL6At&i6*?|J2Izp=i+qpeOg*HKt17`8;C5TnzBpTyfH5S4%TXSZOSU$)ww?>gmPb3C9B=@W6qsOI z`V|E4mz0#)H?o5@Dx&zE|NbHb2N4(;sG+F|E)Bux%3}M(^KH?a?T-jCbCLZ(;KEx1 zTA5hJwg!7oPod%A;ovuKUTiiTmI8t#!H|JJup2KAt(x&ef#Za<>eaB#T@eu!{i8Qq zXS=;+FmDncPv19@Ow#d@z5N4P-#x-K{|lk!=H|2QXn#gV#$X^UDjlXe7P?WM^N|8a z=bQe@W@ct@D-8?{dlHTO+PCN1lKE^&n3Yr4ax!mXE{1_wK)+dH5|W*77zD*0+a?gU za+Ol%UJ-~J!(U)ty;|llRf}(bh%`U=^^U&4kCuvRGJ9H9a>=2lrUr&!z77t?1Qh?R z$Zwwwl2R^;NT03dt3D^oxyW{%fm^bEW?9&8^*1wG9C<7qH+L+b?eCl9jL=Q50mfvCW30MgnjFgU6qAMqdze*L%&F{jj z`AeAkiP3c2?FgMNaCHkvrnQD0<5fMMFcz2K)-9EeB0{3;xLq0uv zTj@Q)#l;0j%guBZtN9p`6-ck_W*Vt!X=!P^*SL^`8EMRze;cv}A|fJ~@}cbUH%1oR zM9s4F$=07AkZ8XGr$pnsr#d$`M@7yE40MS$6@#JFB77xPRYJtX(iO6G>OEk;Ux@IU z{kjRh7qJnYG7CKLkQtdOWH-Sg2*i)*06s(V3X$<>-O=Cshf-5k7Go5Z(Dx8R2JH%) z_)OErk`h8>Agc{)XlN)SGxIG{(verP3^+Yp4wHg_C;&eg!`Z8@u14$d-F!#?==0~# zvxCYK=70%d+Xe{h9pM~;SNUCJ)Z1`49bQ)_63d9VspY}ku@cj(kO(pJ^2P-O1mIUa zB@R7J1v>$h4-SV;P%uekvwo29BS!G+*Cocy=&~Gg=H}*gRlbnvil6VP19pS^@S7?( z8E_h4+;KEumMfgz2X^0o{Gh&92VWJu=Ii2OPHt{)s@_|{fnOna0e}ssIwUO2q&WyH zicUGR|0XrHqP{*AcvLXczM&!4AM3-vf4=~?@#4jcBr$J(aPqcX4Ub|O_4W0IQ`nhV zR#sM?C@Lc64@Kr>uFGm|i`epCyx}3>zG0En)zt^X3vOdBs^$+PAobR*M@~+hg@uIz zH+q1@wCwpv&%^T`fknP2uCh$;lyXhGlDHrNf18nU2X@_Sg%h(m4=fhe{P}3{^Qc*> zxK$5ugzuS^b08P~{#^=QfolJ0|ERAc zhaIfLWqIJPnT`c~&e6$9#dQ86(+QSdOxGR87G&;7)`Ptu83m54%h4(C5Zz~`Mi=w)MFff!eh zj^?A00|6`@;(J60tW`c26x`+GyB#kt?ds}^;^To}^2V@e@$7gvse8fDDw}Rk9DuQ; z3^hoWXElR`^pz#mJ>3Qfx+@gpx74fC0Het^5-0`^3b=DiFD=s@zfg zq&Z3{VJH+ODTm>jD|68k=gU-}IAPCW;1+^gx)*QIic_U1$-)P`eECvfDhF7Sxt4G+ z*Ay702<;|7V!3`Uzgr`2@-u{Ab_>i12L~rTC+7`VCcgbC0894>b}vs)V3dK#?bI$d zzT)TSr)1qkCy0Up@zvEx6qS;a(iJNNhY=EjM#sk1=^WFPIytEi%+=Px0n>vAk%PI) zE(dEmU-I*vot^2yR$#t75}Cs8(Hp2387ceuiL!0TPIYw>@F7~gguxg01q2eo&CM+@xBrS^=wICjU~=u+ zH8gX14ZYV97#J8_WH6lZSlj3H$yG2P%m=4v-5hS%p*mZ(u({ks3D`M#BM(jEqcD$Z@mh z5f=W?{+<~&53tfzruU&>#UD;FCa9Zi4+ z7-PghsW`dcDyy8vptuT`jL~*%i243JMBNR5t)*>>F^@ zq@>Wdx3`fnnEf;{15T7~0f356TKPrZ{&0)O+1^Ago5ou|P%WW&dgDwq-| zhm?j6b~`kiA*kg{a`VF^qXFR12Fn zjc+FHEUDDme4DBX>XE}rxNpi!p&0IMDY>)>zDMxIUmU$kyJkqo zfL~weNx5DgajVE3FEC*w2GtT~PY6!uN$lV1yjsKbeyXolydNkF?b$lHLBO#XDKvnE zg?mc(uKmD0S98hL*u^?MU306;e7hxMq&-ssSc>GbU~m~hYG5yb+uuX-@UJs5S0CTo5Sz1Qv=vSx!8A%p$ORzGoaguj3C6q-TsfJZBfo(IQZ1UjG&&| zY%Vf&a)YIq=!iV;v)Op(*w|S0uZ}u?{W$ejaARRfNlaWEF*38g(6FHcvaV(AevENa zW_}6yHQj=PHzjlXA!z5`AJj=8Yy;f37thVf!OkBJOH3TWYkCLRQ^<3N5nOfztwie1 z&I>n~kH@k*tCS|bPR50JHgJH8Dei77uZV*;{sNg69)8`TtfssF8yq`WQ#f!2h1_Bm zU1X5x3HqH0!sdZ3Lc-;%v|Hm)qCNicH+?6!OeUd97&J-qo&vjGSqTGE`t#>c!8L9y zOiWJaxyKOfA**$r4!prl5sA&g!C}Wg@iM#~{5xzVoL+19x0!S|c(Gqy0oP_=V1TM1 zgYN^@2<&hA$m&GH-(tEwP4KATcXog4IXdtBl>>j~0bB^65NFZFx{-IQEumWZ@#EvV za99DKnNYi0IypN({~1CEc~WUv*@TZ0fPHx8-hwvVXwfsKy1x$Q6VdbPz%410a;0A|L7MSeL#c&2LjaYKRqkJ zIZp<^57o2v`@i)VnV7g;78GED&vS?#<8z+EDLtxWl|Wk8*4Ap37(?<1mU?u03TZ#o zhuwgfA3-UA9{^$2l$T=r;K0GT%=Ki?8Zs9+C^Zf-X3cwMQJU$Tg`ZHx?%#-ufbEkRFdG6nj0N(=oo{Xku zys5^QWzzt$BOfV4~m8NI{1*W&G+o#9DIWQafw zFh}Uc-w@N(97q@$7+^LW{_Nsn8*oolSG*u}!$-s37E1GXK<_hZ(%o=Uj@X2Rg;7H| zgGlxc?*T~>kLS+cREgOu-ywnn!*i2_M8?pN1}@aw#$>-wN$GBWb+v!lwd(_H^2tFE zr?wR@1(JP3Ko^1t*cMIeZng=;I6N8D=R1$y;+tQb9XCwsN-k09B(wtwR!}u<0+2m| zS|kCFlE2uvIcSwc`e1+Gygx%4&|{f-CkdQcYG)Ho&D(Wu>)-A8%bfmvS91TH?|(W~ zZ`;fj_MnqnHk#%i03=BH)IfKJ7j$eo=f8?iWegwo)u8UT>fQq&^(4-hm8pbY1Orxq z80J`=2EYIi|M6Tn2N|CYF%Uj$p+9Z~D_OIDjZ01KN#?PH16EyI3zSO-;6#M#qKJG` zVLQSNP#+Bxuj56D%XUh~`asEKV;?Mhx-Nxcl#?pZGUZMdbXy|>VH2`5c%2_`(bHqKpbCgbi}mpe7@64` zLveDvn6_Ita~_rdtcV+YZCi`pe_6q=-d^{;M#>x5tZZyT{uiP^ar}d01^W?hbT&t7 za@?$B)7T1ZGrUFhi+|S`WTOz!0vP4uxYz&1QXjoT)4AL4LW5OpR^^)~BA_tp=#VF} z8)T%X2LuH{6Yc4Ub~6)TU|=uQRa64HEglt(WcFKa?d>r_;)BpmfX@IHAvmGdH55pm z7)XZ+{I)QlLm<5>qta3$xZkmI>stsl0d8p$$T;9$LxIfzm`EjIQ8pG+2uPii>;{lZ z0e}d(O@89QN&oyg1nz!s149}PRLJ(vTgo?SXxPJk3WWn)Tm4<&qS1Li*6Y^_)f1n; zd;w6Kw6tVJk z_p4r26q4<2`v9K>nK>2~)`M%-ywT}R2jjNzQ{cGar=k{DT!mqx`Y&KBe!(Yt&8uL2 zGI&Ek+XJn|U~m8aZGV5ZW+`C`p(rjf5!_-cSegeg`+8jyUkeJdi;LgE2r{isBE?kE zWUx(0e!3Ua{Cfmud|m-~1g{^3T9T#pjVmrLrV$?qYyn0XdSW_*Lxa3{?x-;D^XGI} z61n$GNE71^khe}de4!JJY%zhT^+{SR3vyjFkZ`ct;yysJK{WE;yLUH{R|K&cewz+x zsolk19@ixmU@SqIM!2t~%;+$5XQ`%m06G`vryz`&{QVV!5C@QxmU~SfZO?lGZL__< z-vS$%uE{ey88fOL5ZW_flS{-pMI7Nm@vpQ z1ATn~{Z>E0GXZwp0b}F#J3Ar~Fp!p(2IU?EgI{pQbul;X0o1~#y^D!KNNnwT4`+AU z1UlDHFs`h+z|s$a^4TT>S#oxx#etgnS`}o&Jg9Dnz5RWC-^#5AsaBJp#s&i>fl#!R zW?%39ziRvMaFP88>bf*;%D{)*G%9(^%B~IPHlp-iA#FHbc2N-6$z3Sm?k8C;5dQR zz`b_uMMRPhpxe zOTW$y4?-yPuLD|he0*F>LR?&Y(rdLKs)q$?FTkB6A`-wWFg)4HrLtb}PQVtBIc&Pt zG1drK8~)#9d$1wHo813H%wv8cxcUF0@vr>=V4-yi_;{f*m$o~H{0^b0f zKCJ)qxBuTi6uTHC5Wkbbw4D*C6s|(exk5%iAIh8xH*yTWTk#6NoB+F@AAV-^51JP; zF*CR2O}HfhCMb2758u) zWY09f94$g)9eZ&@h%1f0r-D95oPb!BCW^W(5FrO#sH&=JU~X>iVCA~Pqc=DH0Ks2> zynq6~5>AN*(vx^$X=yBUoGf;nX`~r5g2)IN)ja5jbex>UkBY<~5P+sc$H0(@(iJFP z-uFVl2{do~)!n@gTHk-KCb{$;p(ugLe4?zp*?(?fVS$7LV44uN0FI6r6zpHa!!vIQ zyZuqnIS4R_x}M&|gd!25#^3;8gi;iQlALdioCmbNzRrY40e}cXBd{Qy0QiI;s=3uQ zRH5$fG5mL8j-nvXQA!n+Q&6~}o~s0}qMyhp2V@-)^!fr;Bk$|iHCQ=Nd3+x$D&hex z&Lkm`2GYU)SkFQrE1*sQkl;oh+!NHDYykcCUE$Fgv z131}S0JM;yL81>ip+c%CxxfDE5%&$GQi7L{uLOG213_}-uDKn&@XwZ(3a?(k->tv|g2#TCJIDpqHzW^q zgW=H4pVuWr5~-9TENyDa0K3aTN0;6*58)Hx@Bw1IfEuGWH7 zH(mhn{_tAK!Y^4t8V0or!F@oBgM(E_6HkGCLw|=tJyla90*3`@KPdaiX#;?4J3Nhe z*XQ3c;jBsm_Xki>I(M*QRU2Fa_6Gngz~lddEy~CU0@wy*2@Y)0&fj+6ZZfsus3B+v5c}^gahIzX#WLtjIUqsBYOyN8!Q|)?8 zFamW44WJ>oL(TW4f}9+#1Qe|6fT#g9002r*wTkL@uE8PBP4((1DL{0X2IyO^qZ8U~ zk(rkl3M>Q=L`edUG=S<%zX#(2PiCgG0Enu7w?{-nLxc0>$`A>uuTDbVmoIaOY7V>6 zl_o)}lMurg3dtHGZ-ILQM+Phyy&MrF_kb9kq2a4DcxoOXNl`TZkfnm;fj~e&HpaXZ z0P5guK=cPcV*!0(5hHCdBw%rAlsMaZ1o8nL(M3MnYag{>nai6C*lo%Fvv ze-PwaHl_d>jbp<;37jP`A*jNLRLY$PUky|QQVR>@23Sufu(ELSUVw4{Bp}r20f@sv zd)55V*w{E6tpVss(4<_Td={urgfoST2N0%!$Aj0)%S>@(c3DpUxQk zU>X~Bo8qAVj@EnfWCz$4e%KUIic^G#oy7oYA^O$fjDH$r#X!@52>t_j0{ER4 zlRu#7BITRlpL1IFAs-$@d}RD2dL6o&L#MbI}8lK4*?!}3*iSGCv*U2hSUyXK)LP%@Y7HYc8h`{ z3|5zoEgb$7=}}l$S7+)CNEx^WDB6VVKsuHYHU@z*AgH$e58V&6#~Tp$;h_HL?v4b% z3Xyi?PLlm}FXR!p1O)DTKQWMu*>19$utK*R&?vZAncTq`5NQAx9f5>t1dbjC)ZGR2 zJ0j)>&IBY8|I5>vu}XVND0KKE3$1n_xBxPSc+~>I2r8fui5a3o6^;hbRe~N{bU?=< zCiwSsrdVHDTKfF+=VPECLL(#1ffE=S8rtd>nAt*1OH)(Y!$VL=Na(&^ z+01ikCb+^J6v3Z@JuA-4+;wU{Pn9DKvTP^TEts!LtZXaSO7=|ak@S* zat$;Tq~rBWL%W{G}`~{6;j1v0R=Z_PzdBU>8)Sy5mVH75(Z_o zz`=p?=9b@ow#k#M00IIzge!<$<31N4ze4(TAq6oJiW)?!pwlFje*pRN4pcyJbBc4Ef8 z2Y3j?7II9$0|V}#jtNbGLy6QKK+Od%KE4HP1W1zz-h;p>8%6c0ygUxT9HQ(2X$#G{ z;ZVnbJ3&qj7#Ij>pZ0Sytxb&ximtgtaDef0QIGiXtkjGQmfgOEo)wH8}eEi<4CZ3j>;*2WlNoCs1_2 zPeHKP@H?!VAtWbX_J{^zvl*&L@<}vDp%)A?Qv?w0RVaa<1SkL1u;HY(4YrY-+YE=J z@d%zk548vYH~@zsk>2O{Um}8Y*dF$FcV`223U>VF2KkG@MR&kLw~_M)gc<~P((o23 zSa*)5Gj8BEP2q@~rCsj&R|E47QaU7F^Xu!~$QK0{GjXG@4a#sJ)&u1TwLiI4I&hn- z3Cb33gA<42BU0D~X*QfTq@n~)A?QO2`DhIQ&EB{Fw_1=esN`vk+VQtW)AoklW;qTnymXo;Ss2GSjnY0k1}*et`em-Wycrff6Zz4e(F>;j}m6`bHZ3K=Hh?g)re)X*|AdHwFw4Zi9XZrEa~Z z(PFKRe!G-N!9RI8V3yhC+%yYVd89;dcGei&76?X2T^ra`s?UxbFmEA%g+UR3On~2h z{O9RrQ!lV(KOa<01_7?v`PT^wJ0b}h`fN+L@yehpOsD;A1jSK+pKtrN;w20ijiv?`}SRY15 zMYTd18qHQQ-t$FdU124J(=wjeILDL0PV-P+|Wej)@ z$ZL`YLuJq!K=*qZl=?)Bwag0~sY4?#7OJw4Aqa#-MCdHLjZh&`1D+ma8F;Vqd@q~bk3N9HKt#!O`I!vI z>%a7ZbbBEp0FrqIIU*n>AT90fPwo>{lu9s14$J~SC|&^n0iLND8F3`&-GWdQ783HX zXapeWd^JsORu=fkt;0hED1oU}dZj?l4V;SwltD(VegH}j3NCL@3&+8}+Su4ojl=?j z0!RX}^dxTcFot}k%zjSDXBT?YX6_7b$biEFvIB|$N&&!GbblDWgF`Ls%7S>Yh3t`0wnz5*9M|*xdcD8j?{D8f;PcDt_IykPI-72_g-y3W!XP(Otz4i5V4>eHf3`>XQbG@Plb4fcKwefq~&0 zM=imY0EP10*|W~?&18@Y6nhaF6Nq=o0SnftgCKZdgOI`=>r!b3+9EasGR|0zG8r!B zxw$#;qJGI5fxrOF+}YjT{%k}>JlR4*r+RU@$=FdMy_N%K#^g(1x~$U9?RsK;KizHo z@X3?(StF4~w<90I{ori73$GLJP^I(5@4nLuo0?0uiyd0S!|?G;%*ZM0n$Xc^u7qn#yNpFZ9HV|;P?Gt)mwlfMKH4*Dfe`uq8d7M6rpnj*8jCJ~B~spx7G z3Rm>54+-6U*U`~2_QB;AP~N;3inCKwSMj>g+r`Nf%`ZPG$hMoE5o-l9O6#8kJK5IZ z>@|G<9*q1Q4Tdd!M;YcDO(F#3<+mb}AYDWP5PffIdR$Pz9U%cu>JwndxY9U=G3Raj z&YfysHya4D9o~KiG!1rO9N0|K4~(<2vY@&Q1J5knL=D&kn&z2BoH1Idm0)C4HWg@0S|JmNBAqGl%cP?eGp&gaFG$l3R=RT z0CM3Agfc~H2&uZdO5IOLSU-II$ad8#3Jyyj;9D@{4465d~wzl4uA@N!#ljhvZ@0M#b zbL@WQLKxG|eCL?C^ySyDUk9H~Q9X1h=tmjqL43N-(kW$jP|2831-z%t{K31J^hfN#f+3<^Lev$#6$WfQhv7B+)H~8@7931~4_0hX3tf-#OHbRS-pB@Hu%w5`dQ;|W-8W zYbyx!e?sO3yh4X?8XD0};3*~eoFoj(yYM=@x?a-}A#{ywy)?CLsXuH+(|PD3n&&WJ zvD&64#|TSlxDHy%Jt*JKoI6JoeZs;ua7$#>pJ@%_07}{KaelTMwsnP` z;|?#jv4&Ryn?R>rDtzB%X8Q;Q0UYn!_wEVKEkU;RsNwRq*c$y} z&mAAw*AD&COa-QZd#D1nTqckqgR%f#eC?s8v;-4}Nd#Bb1Df#~mJ*Kh$f)tNgrN(R zPnUHh21!nK_II00fBO2aVc&pP-hmLH-a$^ zCgL29*xS~vhf^AfJQIk2uO-mHp_nLY?UxrYkrL@@h=G{r35&G?!EOhDR-&(6f#)J3 zqQkL6|NO&-{-~_I@k043L}G~go3kGyi+oaCOi0961>fXeuQdHoUA^^r&lZSEe`tBD zBS7rfy_*3LVYb|esE7zNz5pT~KKN~Z((g@a_q8PvCGq_Q4jkY>cQ{Y@WC>0P)IoQ^ zR05rS8|dav_7_us>=qRT)9)+W%L_L_pit$UB6O-yTd$L#XFR&F7qP{u%|5T^3O(PO zB2#@qHUS(Vq+^v>L;zpT82z>cs`q;&mf}zfp`>3I$_&BS;WVxH_4OH*+#U=PYMw5? zG=&uuco5tn@2keL5p6NKP}uy@d8k0423E%*A0IiC(V}`O5P!Ynk}_xhL2rfgGq*h3 zbtf^=-gOm6l&C>)fxHP=_8I9c*@~`koVdx=%1Tq@MiUgud%!@>{hv4E{?=J@bs@7W zSMSv{pc8R)#{v06Q}pu>mwi=S&tp@~tJ3;-9}OAC%H(gr-f^OCisDr8`TOG1eQCvb z4LU@ps;Vk2{pX2l%1H=|Uv3Z88Q|7H@qQ;c*-_R3(Y=@3KlObYVfHOplf?N`!A?um8-zG2j|tvke#liiVTwwp9M%07MW3XQB zg-wO?ehA3mqi4F9@0p{w9*0%CrWn~Ac-#PHFG-w6jsVs!JF-YpZ30C?Cda&p+lXLb zqD{13W{07CAh`xAt?KPBnpm8{c#~}B$1h>#Q{Y08-tyKW+~gx)x&9x`2eMayt>~FY zI7Z@nM#l;u>TT>1z@JD@>UvudPtF<|+ULtKvaqNF8b=WaP>$40x;*C-Plq8}QXPZX zD2&kenwl8LrV&Hv)^7<0^&g)7!1;CBuc7{Z`1&<7jxk3TJ*z2G&cnOPqS)gAqsp=R zz|Rk%7(y6YFM1oG2yWqW?5J)42nZp18jtS$^AAmd!7a#dOuEajK=!w0&7Wft|K$Rd zZ;J3k4S;krS2tlR)FzK%$Tf#?&c_z1~`2}0aI5{w%*gaT3rm5~6}0Pa*pIB>IO zpA2;mV(}%~j_Kj%vuDm+qL}KPJ9ic3KRbGFK^j8WAW*@wWSd4Gu-0zvAYvGG4rZ*SW3J z?{Ciztgk<}o84>b(=O++_Jbk@`K&~7wJ<%r>*L`k`|82u`I@FLgNvDnlHQ@wMOe56C`A!9dvNbeOiYvmOuhZ!ft~w2PzGKkujG8Am3$32 zAJXhA5}`PEkI-4fr+)zBs@XJ1Ecyga$JM~)VPh}Mt;Ov4b4!rEsiAd@_S+e><4_Sp z0YN=pOxb{TB9FqWqX+>*jVUZi-UHlAXed=d0nt$8=}7KN!1W*wlREv4ecOSL=92H$ zA1Mo1zKt#_D00169bC;`v?aS*0QB3Cb+a_`b^st70TvrHe)6tIb<$C?^LMe1b%7Sf(kST#GJJK zaXhJj7oiG43sebx5D-c^3u6>8q_IeH?|1b4m(Xd(Q>g$U1e1pOQ@bGBjauhc zA7m>hp0VNUSEJ(-QLnT};LpRLDF8PDKNvmh@IQZSh_K-5BD+3NA5xd#aFT8xuHl?~ zB>-eZQB)21O(Jl`55yc=#t<6qbc4fqy$Dy%$SK~*p=6IkZ=4`g=%w{cR`aU^?MJtE zTl5K#iPobU#*WYz_j7>Sif{@_7suquw*zE{OG_2pX3Ta(fPaYm@A&!Aov}59*-ds9 z;E4C&rd`KgBlqQJ(i6s_VBc*Si^N;IO0=o`eiPKCbG=M}wD|yaV`3yw4OJlV=z0Ol z4F;O`2sI}fTh+rEWgEa@0z&%^aTjG;=+6M`8a}u2PD618va`Isy}?B~Y-(y+q}_5? zc?09uPsw`Fa05he0!ZdI+WKSrAx&In$VyRsq@CXM{K8(cqNKHf173wDRX5Ub2<*C% zHI(BVk-+Bepb=DmPzm%byp3(hST+f1ywTM{XePa)mVDUdUi5{BN`a)aVFY!mVUnwgq`?2S@9pVrZdJ>poIZHbC;DN>dcs-0* zRsL8ld;*wg4?3Y(3=*a$AwTT~+f(NI=V4)g&_06749cC;Cf~g*_=WdR0 zWL#;vVz@?4afPGOKb)-O-!`Ap4_F7G0&b9? zY!V@mzoyds2iAvwXouy;@@b=#7IuS&8jc=h_+l(dwj~Hvt5FkVTGnm>0f`2EoZB`1 z3}`73HQ%~TLfZrc4xdTF@(^@@v@6gWIfI&)^g+0Ohzaiz_3Rf>~7_sHZe?r&})s zPE!K*;nab%CI$vmBqY{vRR8gWI=&ZBMm`{WiGU?9qW|W-f8=}9WTA5(U6RkAJ)|>F z?n?r`npn6AfnSKm_ImQNkq|_#W#afMBK*POp5QIkZ|PgMZbgGP?Ed{N;ms(AZX)@A z66P_`0`P8XqxxHI)Px>E?gTRW{Jh|X~63M zY|@HC_hAsuL%~b+)Hx$^_Y=9Q2~C3-CSbAUp7QvR!sggsZ9~IIY#;_iV0Asc`?UfA ziDywHfZ{}cm~e90A8ZOc!|ADVtmqX;7I=nCD0av~qGLv|SdhKXoH;{!f1{rhh+d>h02ptb?IQv=aAqIh9F8kK(bx>UwnD}J@5jlN& z11i{UcaCAG0!uIGW+PuE>2O)xQRjPyp9kZCpELz{wPIjYzzJNdNI+N5(2y6sr7(h$ zg@*Pf`HpS;t26wC%Z%_eZia_TpobJ&9JVbzvM_&>N^A6qXBEia{=G$T^^k-E^#-sl z3DhqN;7Sj56y^Px{K@+a;T$?8j1ltj*;2(ML^5lRXT;OC4mDu%v|P#-tzLzk}#i`{;p4-3-btGsuq70g?QxKu*vb zllS6am@seI&%hYc%i=8Bs2See(t2Nzwx|M^i~6}hx}VyC#T$MEp} z12l`Xv}G%dJaTKyEvII!KX>tS?PrKn;Et1`pO`9~f7|q(D&_QK{m7Jsk;Fq8TMihX z)sA12jXk%|H>F1?pk zJ>xZ(^DYIhG=G;DuavDs=k3)$ultF1_G0Q>?b1~Lp-bJhviNYksJ%@Jj z+74)7aCCsf%U3i;J~vj47z7d-|2+sF(n zXU;6foEl%A_1?Fcih+SD$@_VKzp?N7mbaCY%NMk9*E5b_sHnlZV}dhjo`Z>pybJmk zcRby3y|O$tgGS17V$e8ny~3i%?R(!JRc;TK1*WgUV13+A;cH&TWI^0H&)cWF|5|r; z{MauWb%UBil;-HIU+*S*MA>WB zcKcY6l7CRodv8`Yo-g|Ol&PT6wky2y!5v?lU-yhJzh_CL@LeCK{AEvi|Ngyvx=3C{ zhbOI~50$R&((LL~P5Eq>r`t;gfejDIj@FwRE8;bznNnwG|8R|N*{q(g`$^P;Ec+@i z+e~Y={70%+P9@Cc+m(DgcBw_YQ`BS1+{`qGmOe;R*}g=2(b9iOg1>P+6(3*uj;NM0 zhvxKhRhG$2N-j-$2-B4(>hmoV?FN0r$$k~W`{4N2>h4v02q}vwr@#k?@9akq*V-AORdI}=OnC`S+qYrJ-!HSW#GlXn z-qR^L=+$@e&-KuoI62s~i1Udg_$=DjJhiR6U|cUu{r92}bqJZKc#HG#c9bsa=4#9>J&O(c`ZcDxU|fms%b$+?cSYCoV%>*>zMbo% zl&$7In}Fr@vm0;{uwQtXN5n# zr?02l+R*&@6H%|I;1z1sShhN|b-W@bnI*qqQtO$?doLLc^(qZ*?X6PmCj~1wwpV!_ z?fdJdbTRhm`=XCCqf8N8Jr6Q}f;5sNyelkEM_PI^rgF~f(%;L~`rN6nB4m07#?@2% z&!4t1r&3c>&|zTyWoTLCAuR@0QOzSvV~JV2rThHl(KdQ^PKtA0X{n#FwRQ1u=3gPr zN;%$DyIcJ9jEr+FJ=Ynw?F@;kb@wbQ7^PKcn`?NofC^wUTnPXh;T+XMB z1A|(Wk!5UbfA-CjuHHIa{Q8QP5oUwg1C}O^tOf0pZ)pyB9MF`6?6JPj!C`56cH|R9 zuKkNQw9TFCS3hqyY6_(bNSmDO8EhKsn16rAwz9*M(kVpsP>W);pE8(N5)ph`KWw9l z0Xp^(llmenUc;g*KCV(`j%Bqv$F5I|KaculUX|;Z7ier^QsusB)4Z)5uNf@Rbehw1 zXE$wp*YY{qJ}@ebMe2Yhv)Q?qqyE<`BTmJY>l_VTZkwKxOz%QGSbnWnspD5Xz5Lox zxVW@c1XxE62K5<@v0=Rij}@2`OU_heAOvQHfb8}|iWYc8t|m<{#>+R)FN%XnKQJJqa3FSHSNnm%FB=`k`=VftpZg-U zuld@?k4=HVS0WUb_nQ?I%-H)5YgH{w+j=MP@kP`o*DLG$Msn|H4?X(cxT{##E9tFA zo!_u%)&2V;ZS@ULDyEHnKCMU|kdd0{kBxvbY-(}#uldM$pw;W*_7(eKx24(p|Cn|a z{Aj$J`MZ%@-nXfARA#^U^E26_28S4apZQ*yc)RY!TQ)9v4zEeIK6bUH2g>zDRsk#C zZ8J|ACpr4n`TM08bJ;nj98zXGZGDZbZ13NnEB*kRA-fvUwA9AQ`H04Etw|auQ~O03 zTnDF`SoIeRbo={@`xmaz+l{Mdykhhk!z{A%M}GgLA=B~hDu@7_f4VJXWN z<&GGm03}Cf{la^m-nr^$H}dPZxAOdW>K_*v7P=uPup@}7bIYsdmXE#~vTaRi6xl87@J9apna+cuVi@7j0HP-u=mLyG7hL1P>8NRZw z?AKssa=_cNk%1Vo{&h^6N!cY40RiKP_Zb;8|HRV&9j?yc=G>QC{QAUNSUMFq|D(9> z_m-{ROtZ_g6h5t)GcUb_^GlkMSoXlZXJtmwD3~?nk=PjeF?yn9)~z|=%FUWm>>J+= zf7)ln-l;LJ28%@7#yI@{}9L zQggpIQx1lDjuNw>K(-$2?3D3X}N*6$OLKVxOpcYX_7doq1u`Ru#4@dtkCUvV(KF zxY%p9K8~wXO%myXUtC!Vf8ZMUo~_I_d|#t+e~m$*pr4|2bXRa#=v1G!VQrM5rBHHi zxSI%N+%UuFR$5nTtoS9_z$AK=x@`M|32$FdM|zQK_q#83hU8}fkmCC#eSpzed#|?> z2U|t`lm7nlc&VjXyZVEt!OSf_`oF-2>{e{A=UQ7mlnc+dxM*Wft(8O*wX0 zSo!1$FVEGkK+e;nmJSWulbpU@(BU%PwfnmAcbmRJkCkGx=q{fpN4YaHPn}v?ZA_6b zO-m%}-BQBjO zQPb)D?(Pwy2D?W%n8b5^+=mx^=1giF!jl6&>-d-SzumjpY;|du8QTqK@0a&7uhHvw zhGF#Jvu`bF2c)Aj!N;?;V;4(~t=93#osd>9%I|WIb@DEFkU87g*RlT8Z?}l$sc?(f z?=N;&?cJ-_SskUU=Mm`lXV0*Oyl+hA%5r2EH$VSkVSeCrw9}%ZkGRL53pM?p>juW9 z#cpLTEycvzhu_`BE${qznO`oEQq#G`%H3IJc|9#U76UB{;hap(fdlcm(NA_hf4_5t z+p>o_%W_>;^U}ObS?#T{-he4V<+8XK0eqJGu$||s*xufLjpIFrz4p3qkK`NPxgN;* zdcC)7z=O;r#gH0d_J~B~E|>Y*qWr~$E%jH*mMshX&TleXoehjAC}L{%ove(R?Yqo5 zdw)w68(Z-3-?7@3y2Pf~`dSOSDf6DGb?b67HXl4#A;5QHr`d3Go?qvleS@l5q3ioP zdPj5oi{2O@1zIf(zP&*eQzj$ z6pPr^t6mchU_Dm!zpohC%2H?<`9|_mc~DHO%=)j>QFnIeizOUXr}?{nYjDkpXMPG6 zCtX~*nOHc}XXpBIV;wKQF<6P#*6UQaPn(uV6kV(C*=cQXTF6zT+rc3>(C@_#z0YU6 zzl3>Pd`|0*pfXI^)Hz41u+8;DH9u2x^1;SQmu$g(^;5Ggog4T$_&D!er;nCN-9h{J zxlq!s4{od1=zc2G>7`n{&Tm=hs!QCY6-pDaJg6*+;m`NAf89@)vbj(*97jJyl~G*a z@~nTlbk%6iyRbmQWAgE6Kkxdl{65F>mp9w_Y z+rVG5=~3t9LMP*E^zym;RE~u`lo$$jJF2O?{>y`(Q<6y4R9U!_rRYX}_O%2EvUNtb zHs|&C$B1k^-Ecwgb5T*-)IdVjYWNYPuS`-YZIZSzPIAx9s)M;x_4@{^s||g8TFY+j zP+B@Ohmn@vG7T{ws`LgJbPB%BaE&3Uk98>tSPs%Qw)f^YGV*J=lAvEx6aTqZdPP|@ zlI7r=*ds2K_}@4BzT4FBFoHg0ud3|%Ht9DrTb1Vxzha3AOU4>RV z+$_5S_wfXPhiKP+xyxXRD%pL9;D?1SrTHUq8Kz5KojZ$mDk&8gm1tP{jm~ymX-pXv zj_Q1Ckrue?xhDNUt(20Z4UN*`m(1msb7!{k$gyvFpTV8x{)jW&n|u3?$PE9b%>J*m zhrArt&Yjt(9>>?$6dbayo_e56S>^gkkYjGwRdw*{6t|RG)b3ll)hTi+p62gZ$AZiD zJNghYQv@@o*o>OFD>GAp;qY<}F zfo|{SHvuKn7TW3TN`dnhi_h~@5J>B$BXoHGe!r^Ond46%jorZJ8`7N3L9ljaMHJ#4%^)zW^bNuoc9r49>vG(qU z+WY-F@#oHY**ZXH5zrm9JlyI_Y32yqFd1~naq3r-FJIh!dF__1&@0s(eBmxv%CBf_ ze5qY_an^afr0Qv4+KrnuupwV9a|y9x85{bgq8`N<|1YPKiO(q{7hFd! zr6=@C3S2`Jukt7=x5+E}+KD7Ds|MDI2=@)9-eX^!wTiUIAsk$>ytV>XM`vGa&%@aXG&%=i(^8moqwlNh-}H-33}etneE3um{R(TA^%7;EkA z?>HK`9If1JwNYmLL}6grg!k&ot>|^#@y*lJg?L`{e!S?WW=wtFGs`v!Q@#1p?vU2s z->cSR6&Ew0BYx29&2r7Htyaal77_HbC}g>*>DK>=6C1I%&I?FRyy0zIpjE@qc4N6s z+_A&e!^4ik;Z5Q2welWU?0ofl7u%#*H7=#ak#Q|Kmm@8o<((cgEn#B`fuGnT7sS!qQQ^MFmtP=^Kt|$|z|bb5dw5n?I9Q6Du0qpn2!j zEF2d-+a9YeIo{fE(mHb9^S#@^=KnneckVmByr=wE#&t{NGN^?#4Gp)VMGyYudPrNG z^F`s1OrjohcVBi|WTWkIt(eKxix-P63UVAeO-x3&UbugYiJm8e`Phlx{zlDbW~GWj z*k6)~S*?83)Wy=3Ne65B1LEpsGLq#^rS_X?lr7%s%I@^oTIS7vAVPEfuVbvoTElX- zE{4)oUzMR~c~K;O%hdQS)}>QXd2Mr0VjoEKockUexMrY)l_&8;#?FC3UUga{Pfxz5 ze^UO~It&aZ#Kko=pE}`UXFM>d3<~s`1@B}WdptaB zle{^78e=Y5p*4prFt{3HIxs0iN=iAbHG!*+PsW#zR;1>6+t!+; z{Fr-GZFwj(?5Fh>r%oDq=Xz&NOjjLEsyUKe|Dkq${<23Bk9$=_?nTK2?VyBJx^)6# zVgG#CsPfwOWKGPx+(4Q|kdxn&tQIM;f|4ThgtF$`_BHXIw9;Lcs@EpG^_6z0e~!Ml z#@u{jtO6H$Y-;+z@%u+_t*MI0wCmZC7plX&X6-s-*S}ffjv;O{T+SgXbM37MAE#+$ z(D8X6@lx^{;O>r;d637VeW{b?&leM#x}ly+_3q_c)a&EzJEBDMrdogXS8jT+@^{mC zh`H^E|M^Yh(H>p?#nnOctP;L)fyNIEe;;LVma{p$D_EyFW~6q&tnGD9MM5r{uMdsy zETWHVy3>1;6{9wnB@IW`O4AyxK#CEKJ@?6>%LTt&y2k?t`*vi#ox4DMMAUWT`={hR zrzA4fZ^<5zPEfph%`v^`Wy#H(a*o31&;9cz>_|YVnb~Y@)@%9J(R}Fv>ar}!6M?IW z^(_wfKP}$a6$I#~ZpQG2_sJ|N+LIKDj((lQi~;@Ym#JB=%dMl9TTBB2c$HTMggy2C z6zpW9ZhSsjons5oq`2R&OKF>Yo69_$U2GSgpDMPSkz9?;u`)fXa{W93qBGOqe)Hj& ziMe-=Az6R;Ef?#yk*bcI;o2^p0vgKfpUYKCg>ohnBg3`_(>wk6XWTBzRL1oU58XI& zs6J^4`U?ft6PklJekrXQ#OZf0xR-v>RL-$C&b^@3d7r983ipxBoR3u<)%ldxvQp~+ z`sJAidk$#LEm>Btr!B8nrf?i>9IqnK)6k6N+Hs99l-oKr+6`J{+j*^x-Q!#IsVl!n zC)A%Zd`iEtFF{f{-A1}T!&&&q(J6-!7+41;CDaJZYiDq*Bqb!wpLr~-J(BT7d^z%y zxdK0vz=vmN(RjJ;e(F?}b?!)X{2o7tv}ts5dO)S+Z3|01p~0?H|Ix{AIfB{5^B856 zI;OgA$tzE2SG6}qFT8STzoVE-_iSyc{}3rViGJ198S4QvkXl?JvS({ zjaHKO3OX^9^q!+H^Mtm<4v`jfSPcChndGT`Ntu)PJmlYrF z6?ppoER&qThulPY@9>w3pKC(Se_yi}Bg|rIIs)X&UN*JmZ{$*382J2~@k`rt!)ie1=9VPE8*O=%r{O;DLl4SObC>J?QdIOF=RTw((EY-`ZBF6G z^W$$U>j!T1u6#Uv%x3SZ!QU&|mO>eRSstbC_vXE=W*zvRwkACIuJE$;;o+G;4tY0Z+N=Xr>3B7aR(#IpiIxg{OgN*m83g&L}izb4JI=s%YT#ZG-6wq>~l8R_wmCZ z`un%E*1+|y9TnG~kG^9)gRkoh-kGvwa>XeiP6s8QRGy=nn|Pnlh_I_kcHIXSd0KK67RG*Er6Awf4pH8Io1%m0uz#&C30 zF)v9;6x+8qmbKSqrTpTT;M)l?@z&h3dgpc5i5Twn8|?{8+m~>=-0|u3g}q7bpR)VY zrKV=+2EIrrSw&dg&fWEXscf~Dc5}&`SKDSD7DYk7l_vce_npRhbzIpwoRrDYM~_B} zlubJ}X)+|2trSl0VL4^rvDfa--|5XrAU+jO{Vu1jZt5yY&>XgsOMUnKWqDp#?yBAT z^xmIVA)C=O{qrC=A*kPPa$oVKuJ)hGOWQ=Qh0$Z|(9C!q02)edQ!H*zRa=dpg`Kj0 zdcs1a1V(AJW#DI_=h`&{cAlk$n4 z+-BHbg&-j^yl7v`ZCl$}QoQ+7gLBKMb;I_a@5=HX69?n<|HLeh<|zb8PWOiA7KO}= z@8e-RV^nwTZj9cATl{$$YcFc14J7x}E4Ot$Tl#Bla!yuRc`(XYXeM4ty~Xv(o7-iU z!XM>aF_BO*=kgtkZz5Ll;)mx9ln1jEXGZ(d9y~v9bLzoI;fEumq08!DONt~Oag__p z!re{PcH~ZynBATO?yJkiyF!gT4k#<I1zpw&??JX;8m% zcUNSFn%cUk%G!y)*$Vvo3_hmZ&rW%}xw}NJbm6nd^J(2IFGqS`{dcLUqON}J9{R(> z5<;)Vj~~y}_;!rJ`BVgJZ!63!BaCh4`_l4w^t)nzI%!SG^O6LzW*AQe&-^yCv^3To)UZpQOW>1{v zQ?i_HpWN@?xwAd}76$2#T}?ISwLm!~o0@Wqm+1K!V(GcIN(N`vCUB=_ z4A$(Ik@EP(VCFigCnoQ_-AvA~W-;F-L;~fCkF#?G=!^&tQxtCB{>>}#R6skWI5wFX zRM*!p%v{{tCuw350aEW$3nx26tgVgd$hVzUoql&E`1wt|jRFe#XD6(nmtE!4^9>GT ziZXV3GinjVXYX(9JHrsTNM#1hBG+=gS#yTe^9FH`$?gB5C8ebm{e_;6%f10w|NIlN zcv2%fu;j(=nl6pmvD~POC!-SO^}D(p%YGVlbs6j28oJz8!@-%itn>4nevOXH+c(VH zH=22NRMyM<_)%q%aG$H@i}^^SCihmQ2m5Ac+H&)jhcjXZ2ZPsCX=PZxe)T!OJzgqe zd3ijhE9aMaPr=9g5@rA=hOPWqD1%ZlcT5a&3*uv~KeE=;2liFP%)0)4;WQs>WaI5! z#pT;gU9Z|N5wHP#;ju6D6nMOok2kC3i?(ChU#mFV9hz&RUda@Z+lr3 z3yaVP)0(YZH-hO$XY_JDOMczo6?@KlaXg*t;jmkT;`F`IslCxL)fZN|6yh?cToyl1 zQ|e=6DydfCY9ew?EHkdFduDW4C&*#N$#bxcWnE_Rm1gCmk-ai$M~43Xjw!2|QSumh z;}|HcC0jarn-$Z}+or|EtLD7FxRu4n&!lm(^*%6T5J&qyZQQX#Zg50cd3E4ctf;ql z#Po=@Z&^}OZv7+Cwa|aeOjbA5Q>e^3JBxdpTDuC}Oh%^qn`#{R9vT;#>;8UpX5yx) z?Vwzcws_8SQR>2@?_1upv?-;VN+<^cP%wI)L)Eb)a7Ubj>!Z$*;L+Kw8{Y|E9tFXv zYWm1yeM*r~u&d~WZOCYvn$zCDpBJ7%4mK3`|9Kk+@{Op z($cxrbvKWce|>bTHo;f;`jPUt77EsPbIjE*UW{?|4zDcs9jZ&5*;P|WIo(~&AJVsz zdZmDU^SUsm-R$MBF3v7Tw#QM%p;7mC-3H+i~T} zjHt4oEZ7ifzv+Bemn-(90e)HaU)iXpPI0cH4C-s%N;&saDJ(Z8!u}nNQhGav=^ELm ziSK#QneSX&xzM3=e??(Q8hB~{Ke7$6o!{$Ob zTVvE@L?gStj<#0jm03lN7TkGX;YA160`CKJP0u&qKTsQY>{Z%%*7e-mH54oy*>D!(FRG4OOdc zj1`IsbG3t+W=oX0WlyDBCC{r|bnjg6iqO3O;o2I?!TUGvoZGV`nisvJEURd&ce8Fy zETyZtGQ6Vfq~Maggw=-C^!8WGLkr^r&BhdTeru~&au3|{n=-F&Y zYhzdPKB>T!S}TR|AK}RafZ4VCht=KY^LxGHlL9+eyz7^jLy{lu7<@s`*Ifh=d&S^f$6fss?Th@6&n=)==ZeA@!``u>VS#;l^ z1!ZPnkTNusAfKC)qwrAcrC0qLe*Tq!wpLZU*8N70XePRJd(VE7q<_L6%Z^p7UD5xh?PuTl#aDKtiro4_MmF$co|+Y}6iV!t z_tlbhh+*x`4_vO{dceYa;@v@kMArY|+5F}Lswq{^m0Y&)%7RTz<+{I^(f+y}`#5OF z%epfA1%k8J{pTObVp^n>7j1ce&Ao=i+qrthEjsU}zp9o8QIi(*v4k@mo`jO)#uGv# z>s%pwGAPaZ1%rU-VtwEoZTF`|FdEqY^GQ000QJqJ9!qPy!KPxsNW#)qTx# zG>+hspn(>Z@V`OTy8;GrISf{;7nNYa1t&iyC_rFoLP+!*9L?ZAlMmk;FxthzE}vUm zluz@+ljv1(sY3P#E%xo$So-J_5c(7A-1dOQQ8?l|wU$DT2obsH%w}HRNTPsOP-wSa z-2Q?FWEWx9umn8lsM3`l9vc=&}sBf7F(h7xnvA>yz1;&$DTuu*C23)Ip<+0h$JQ1 zpmX6he0spv!Qm*F^Wf#f3Hdr~B#HPrrSULim@xZ*W(#VZpuD_U(LHzd(yB0b0DdLR zSPGD6$q-n=XNR!R;W&3IlNmGKfGp#Im7rAeafq=Q%-H(xHp=S zaQ@*-m|6o5HEzQ~w<{M;2=t{LQBTNMz+ypqPVAIHx>YB-g9i_o!83$FT>xXno`he% z2wJ;VnqCNmqA+CQh8!RivKJ7lAvsz@b^DV!QQJW-^}%$D^SAilZgPHLUxU&M?CRIX z2tLIvP{#5ail`jh^`pH#0{)KOAmy$xV+N=B2$TWPt70fEycBw~{js_xpg7F^NzD+M zfe%L*94AsnhwFcVXQ~4hHt2}rwoM|K>QMY7{1-;`hC?>914{)9A9buNtP~)F18GET|AS9Ln9SCg0svy~E$g{L*gD5t%; z#SqL)tXww{G!Ws7Ya)*sq4*Q8=&}614f|zeJl&uOP1J!1T~bPlsQSJnDQ+bb#Gvl{ zF4kNMeTBKDC2WVOV7*a=R~>;FLj_CjO+WBL$rLTHv|+MguFhF)0-F(#PAee%n!rCK zhH7|gL#;W&;25)nsK8&IXv`oeBU)ra7RGoOj0T-GfvN(camT!I5S2NN0_H8mtKLBG zqcGQfEgzK)LI()}yQ4pQ{B-m+jerV`nsA-r1I37M2nEu1s3fTzmk#>;-HpHjX$bhP z?FVKZHilPTkBqE@&!nALBb4WV*29AT&@M5!5^f-e`?nipuZLDwmgOr?sX{Fb^$9B$ z8ZSM3Oba3#E(I@f$c5Vv?-UGX?R^D-2)xs2tGEycZ^HK>w=E|Fs|^(fRS+Z#9vz&& zdEjd61Op!;;i-fGb|Z+=SS-SI9{QQJ3+_?^u{Dnxe-rr%SlQUM-SA|q2Ce_i<%aFW zaI_#(4(^?>D4J&b9;k_(7$u+@+8t{g@Qz3{;gk!lfk)vuM8i`5+C+5vFu}_q4rY%@ zfh*qVmu-b|9S(9;(9cDY;{pHCLohCqfW--z#bL8MA;M49-UqeEYu?Uv1>9iC#$G&s z{u)G$up+``2LY1TS(pYT>Lw_JaKmxd;oy zfZ_ffP^J^ft(n=ANAmv?$N!ZpuZ0p5(!C;^J=ieeP(Tr31tc!lF6^y@t-?DlS}G!S zg=id-+}*o(m*b7~3=W0`EHCJ~Nqx(3h0uejh+!rGy;?979M~tYL<0+*uE1byLhZUl zD75o173hPy0IEs^bqq^6ian1<$yzOIT6c}R z%6EpqkGv(S+lh&hm}I`0Dx)3YTunvgYU2zZJOm_m+%IskH-n`Q)!e+8kWkg0MVdKx zBHe=(13X8?A812G2&X@4i00v1_D;t>M=ugW9*k2Z>w_B%Znc#VJ3<~Qz;=VVISoM- zf~JJU=F9u>Akqe!2?+_1`**{45fXjKgY`<(zmhu&40bT)&z?VTme1$w<%P#*fg33a z_h8KU&RofWY55TLA4qq6dxhr6CJr)2ezcAbvaAjnk-G=`US2qy; zVbP!lX9@^=u>|Yz#9*<%Cnh*>t6E29H3pu>BrlkHR*+Kx1%$~&_q%*JQ8~joN#DS8 zdUkzBk*7Lr$%s=JQ7jVCnQ%ri4el;P#3I8@dB5}IA+8*0&0&HY$YDsnaF+E)N=I)( zq}B9V_Zqy4i1aL4+vxC#6E}OdB*(;r0{GhkvDrJw6fzyVl(6gRVJO3E;PM0yNcJO6 z8#Ze0Pv0Y{KZxHxHs`-#qN0MitPGM3gM24y$n>F|-wM03vyhfz5g{*95oCk@tJ$e+ zFWU`bk$&3uZ+X~;RVMwAV6pEQk!2<{;GZDbD@;ZIOG2iJ8602~3d$`iA=aIc# zSzVn4@ylBTm^XN($vZIz10%~gwru$f*^!lY0jH?m2aJM~up zss$^3rG=p#bV2L4?7xmngemt)<8K}8aCwY4(T6?hR`>=nF*BRvqW{v?mhkNP^S9N& z1jw(x2-DHT)4Oy6;cF=(CU$Fjv@LcS_8=T>>97I9m{}7tr7%1^oO}UT_h;hvdxN8q z1-H-xSiJ$b>_9YAj{|8pYnAfDMi)VU5$+!?NN05sCF4~diI40M5(HT@%G&OI3=w+f2d&xePv=|F``nVK@innFA5Z3oZG*N-2=ivrGha07me znRai8<7OnE;(de>No=O)XLjpAdYAwkSpBj9MPV^9OXxN@+7PrvFb$#vdlD9P&LS`h zgOE>x7+&)7)*g-AQc2vvkbX;R>Fd`JKly=yfhsC-Dvj-TxRe|beT8CcV87VLWfp<^ zAQQqFNve^TDM_ZV8#X5wx(=?ncnH|f?~NXTVJDhDQ6@843S%&&5N82$#FTjA<<_rx=xqq+~yKYsG$Ck$u%?)i_l z7c`n0n`XAW$-rfuGI}zlF%$NIZ?Gb_BQXI7lfxuKRNk>Ot|g1RXU`rxXz%P`*mrdr zsjDtFKVJSNVuU6Sb4Xu|m(hXSC}n2G5-yXkF-l@2gwyB}6vk#mk-Z`;Ec_Fr?dpgh zDBT90kC24MAz6zdZ$QW{!Y!Ik-55UGD z7bt@Vl%6pdFhRVepTdM?SOt=H;XQjyu$nNa-jXhW^w5f|KMMxU!)R?QWpdI4S%MuB z^azP6MCg`R7gJj>Kwby=p)TgFkf%rK^cu=O@@+?;-X!CWY$;aJaJMEVgdFhkU0G-@ zdy5#W({2{mXzYuTw~d$g+rj%*XD)t6atut^|f@e_iWYt#U5|ZRUqYEW$hfVks=jid+Y_w47KzVi|Pi3@eq<;!nNW17^%PkHj#Qh^ui|qQ2xIH4eTg0zDBd z!@ZZt^K>v!QAjh%&XZeuOXMS_R^%+WZEh&}FA()O@hu|$S4yw;Ixfvw`Fwh+ts-|y zkLuZ)r+eOVoZ-CptR*JrP3hcxi$}-IYyatY)6UTrnO9go-`uua?Me_s#kZ%|so7L^ zA7}Wj7;i3ger$euCdr;UtZ5A$?A=ki?q6d6neXqLzM&@Vh2zLL7%Rbaekbc%Xq` zjC24QVgz;`8OB8X>7=<^`zO6%1v3cYDaPRCp^mHf^Hae~U{O#*W4T^E=^3jDPD?E8X1fB#Y6# zDBL5+NEwtZQz^>JH*ms#-W5B}YXCn49Mt!h#EGm9hm{!8w1)Fyh9SO2(MXM_rZg8b zehPz&&;{xE;g6%2+g6ICe-0GlO1Nq@T;A{Y`&$U=K={0#PPq%cUQX;hzy#aelIG!l zXzNMkE6cM1clGgO#~#9P4!Oo8Jag`1dPefB5W_d*b$ICC75Ir?hMbE6%_|K2R1sOAtA`)f!`+PVUc?LlOv^h0 zsquGTE%@|6J9{}t&j(6hb9N&b8t}(Rn@LG_I_12-1FAJs1YjNouiJ2m zfN#*PcbCe0oXFrMECg}%M7UAF1#4gTVrT@ah;5%Nj3ts$W9P0K5r&G?b zt9g|ep|%O-o88PuQ()^cp6m=v7QRY+Jz&3!k1LDw@*V6WqZB^ zQ!s>~$wy(h;|Q>Vtg_@(`i{QI>u_PbNli<~ko8jp;Y9?h`fWfEf}4joZwON*ekP`n zjBl5f)rr_5eFABRE*>K%qRHoLiBSe7-dxZZ^8Gs`K%NvM^zf8qJO#`s3}HaTlu#>_ zt!JO$`xUTU<-I-UF;H#W0^$) zt6}lqZzp?Ubx|=q4HqBAOxy?(2;e5-TpxgER3hTu_shj}B{J%O{2|P}D)GkEyuAx1 zd`c=tJ;E^({3b$WI2`FPUvwMxQRCB#)3Bd2#SmqT1Gx$P?9IU>-_tmWj8WA)*wr=y z$1%mdZwmX@?V_TmI_mH-IMuL@B1XCik<1eZv*kF*LN;8W|Xf z1YfobF?wr$12h8`H7%_eALh+!8xbfuur)#v`dR6&9VX_er}UC{9{c#Sn-#3x~0 zKEP$=1AsoL+jo5*1=_X~l5L@dnNi^wF~ing=YvJ`9rg8^m`i8`KeyAUCtf8t$VhI( zcO@3trce)W-?vXQzrz8NTU;fk2;sc|kvLJWJw_&G3RS!P3T7HkeZXZXMm}6=WzKAR zWoXiiOiTlWkz)FbtYfY^*NN|$iO?zEQ~8Jt9)P8Hm6nH@l~z4N_f zRuw-CbRq@;G^`{w4{7{e+`T;K^A#5}Deqx6Qel(B7+$#@CMO^8QYulh>;uB#akivx z^yf89xjF)mwfz1V{SSZ!vFCG~3Jl0YDFBbFFqb4Yq{I;U-?fCDf<96TMzym?EG(YQ zVd&FdE_}b{gKz6WDSxz8!fpLon72?QpQd1}4K|;bxGV|2(gG z_!%-)G7kJ#)mFy~#(6*Olz-p9zai`zDk~Qla{(Inf-O=)w!)%h1@gah@V|z|_IqUI z)$k~)Z_^udlRJoH88##+Ju&{h9w4haONI!*w8roPiw{PSBb38LLJBh* zglS|b60-F|AMb9*r;@Mx$6y>4Juz80ow5USUVu=MDVoF(3S$;w!HWtU zmZ~mzl{)!O0&vSX6P19!30z%);+=TaqW~m+D+t{}N=kfD)vAc|fFq1Y^^p`2l2lX)z8HaFRl)}{Y*0#RE!IZj5m|mJ8X%=;8gD(Mb8wM;hU#-0I z4!awZ1V?t(%HI<_UT8o@qQLSIm^o<@00GlqPQd6w7$zfgq&%?LeY2u#b;Xk;eK}V9 zFw$IkWisksbaW<0s4FdwNC6X4M@fb(A4v?(VL2jDKE`x;V^bwWFanvh!es`>7Wfms z$BCN5EgTPXqpx!Y6U1&E^Vnb~<-I)J%q{13`EJ1!gu z!$_5g>0oXmtdR?c)8PPj9XCFV`zug45L4^6>{Z|pxZ>YO%5;9jOuCfL1YjoK@R|1l zQn68m^#AXZm7$ot)A8suIGf;M*>Vgq2 zvF;%6o}|nFMZ?*GQ`Y61RsLgtHrUlnH|<|bqCb)|H*em&6SfIRn%xgyd92-~(PKV? zd8Nzgf1V)Xi*!R_2!{l$JO3@l5w_^%wmD|ELtDgm?2S-nncm-$jjI&3KQ0vQ8?`W2 zg1-W}>%r}8dxWsv(T+?Z;P8KwQ+n>OQ3q6%V^25R=3ucu)#8ZUx$sGFSJY9I|8PHb z?Ts-9a*uO_jyJT1WNr>FS~Wbb0d8{`_;Ab~KN-euxKFi-+H(cdB{sX4?+?x>_{NK! z8J+%nyjEEmspq79#^wp=aoCJ3B&?y5rJqMo#K7^l+$tNK%xB95Sj<@A3gbr*5bOfM zP$1EbI4hEphh(833A;Ah!V1ahIME;POuj$$7Kld0@TGxi_qMOssfZ~Je2M3OoSC@1 zcs?~%RIB9~PS^MU5y{sJ_Lv;}7R3c4O{Z0=$-OWWB#jk+F_xb+)j znhxu7;?cL!x|(I4DwYA$1a=6iu>z<$?FIjMVE_S@SHbtf@wPGpT~1;Nj%OLvZaWO? z3=-@hhL#o^hOBwwYJcHEav^_YBbH^;IEf~OLtfMORfSW63nX6SG$>DJorJZrH?3c;Qk99T! zyyNDK$4iA(&do~8r#M~Hd#PYpMLdgO=4|J(ylK-W9w2rgxXvO65}oQ!q%^@Mog^b7 zq8m=pzdWv`#-+mRrT&IX9Imh&O@z`$qrTkX)V~+j9QbZnVXtA>oomisa zA3PN1>c*jt&LE^?+_v54h^zrakGDQ~ti@1{ zOaNrTgJ(-#Fhz%t=R!PANuUrClYEGqvo9zi91OQB2KpdtfC#1xKI2d) zwpxVJOpqWKC~Q^&vAAxbuAYGv3tHKZH&?ZPp}_*SOaiOAiW?}GzU^#|>Z5e}vr(27 z3($7&fLD!GCR*c+(!U<)5{*bqr$MG!JsvVKb8GWDdP*J9zknhx%oZY*0q&tVd_krK z7kI~Sk02Syxw*4hkNqP2n46xl9%Hy(J4`C(B?O8d&?UhnxZnWDBT5lact8aLC5DxZ zdF!oQQqzmD|6$EI9n-h;ys~uh)8en5H`0$BugaKXO;lg?^X}Vmk$VS!&*WtUq1-gf z+$P}f57<0NWpwM@*!S~dn5b5hyFGz_BqbzlW;gD!D5LuOcdm3NW)S1jfW`be zgAM~pF0Wv~*y}OAji9J-P{+R*$nA0`F2`Ln2PKp)|3!W18jftFGT>Iy4L1Yo zhaAmzs-?O!pSLM3mYgs$N-;CW#*BH}{JC?Y z2NHEBZ*JSVb-(TddAboQU_pjbkHl+Ep`wwLl1c&^_-m@Kw9`cgcAdZgwgSu3%l_%r z=Qs7F{fXDypDVprSK|%gb;GDC0el&Xnivwl4Wp^;=<8Wuix(QC>c2Sgq%)?MqwkQe zjTgOLV}GaRYr<#aVy!^aNeV;Y9T&GBD(QArHVtp4wr;VJ!;W@U?okRzU(B_ymGIk| zPLuRHJjrFoqnO-HBq0n{KWOO>DAlod5|EDyqcX?=2*xzpSGuBPEU=4LJGJ~38}*A; zRMuL-D_$2L=5|=$s4}|?Gx*e*;D+ChI8|+*x5xRRl*$6|2VA-e8C|Q<;t|_9c!rUd z3x3GAP?^oyI`x=wYU069gZX|k7unv?F@wHh2f{1jrx#Zw9s4O?;v9Rr5%SEA$V`|| z)&QP>6D>hB@#)~|H2*dH7#su(lRmj>g((XO(*oJt)|(0Jrh)IJ87sh5lF>sDEt12B z+S(z?EX?yYeuXaQ>u23n z;8S@IZde?MUV-m)4SYQ%rKL#%DIiD^>jFYL#ldC!+|BG4dP=c6ILFC(_)Q6!W}oeH zx%j9N?RXbQVpf%#C%ZaV>F%X#yl;8lNAKJa(K1+p7W7TWqKxZbil`}`Unxn9+1 zaQt}Fm?NR-UbHgG%?8F@R9vb=)`dZ7BfujUd9Fi~$7bV?2#}CybFXQ-poAviv&0$B zO|do#@IhN}XC)%Qy021VVeXqVf5or7NxFg#jaD>UgMw?Ss-qOW-*puJ-3|&s<|tl{ zT3R(?s_$`ulEVnbjq$T);79@pWCbdh{AiK^BjdABYo#y?6_5di3D=dbzCPWOVxIsn zA7NgRgE$P%%RVC$yaN{Ow!X>B=C9vNz!jMwxe>LMs8C6M*Q-vu`i60YDzUb2k9fL&<^_PJ2{&B*SN|+Pp8gf=6OU9yOuPw5qB1+FxXR z!rc5A4idr8035eDt3UVk2?25hx+1;h#bFH%e~+GRSktgQJ!SXO5l9(&*~(E@lAK6V zoHI^0I_=+Ip?OUw4u74W^#p=rD^P1HJgLE3+3VFri-2{Ar~ zMVl#?6#0n}=W`%__^aOV@=RTXu`xBIA)C=eq4I!FajE=oDn!l`ARE1!!{5y|mhA?7%)s}w4|=-5X|rn*wxN)-T&nbLq+BYwi-*=O%&U_@+vz9m z=5Cf50k8$@24n###}SH>cI78}L+z}yxepH{?#t{z43F^=lH0#Ldu9s%HVWk+cp$7f zxSYNje~kR61DR&UPRg;U317BvRNTEg1{qXGn3}Ftgd&a@m?W}!9P$U~!Lu9%AA;XF z*_D^~d50(Rhz+be+t3#!ts>tLP!b$@zL9&T6+Y{!;&9;KV_A@5R~pX zQ53-&Lh?nxJ^yP`(XyZ!Bk}TR5u)uW)9%o0S*H#Qs< zgm@dKhD@X@x#-NJHNwGO&~JaOQFwB_KdE%IbQ2R35xuAvccsCr5qFhLiWidKKStq?ida6$cx zm=Y0bJIju6N#I+I3=9?^2qE9fN%qpzg}a@Yg2G(F3Yeh0QJ%x8?J2iMaVh~2cbHyi z9RGcZ)Y2b6j&$Y8ppKkWYk@M!^qPDyZrzcp^)FgG$Fi?DIDB8vQ`5@+fy#932bKY1 z>wv;O7_%cG>tLwR<(gjS%?+8FLC&XuFfGZrg^Q$;HT5erglRRm#}NOW|-5a38{IC%|( z{2)0;o7@ND046F4-BA%-3rKA8`rSKs5L^<4n1EL<6dkyn2Fr&OV!zwSMO)P{%G}a< zfyBc8O9e>XbPZN`jm3|uXIpmOk+5Iclv;Ujd2s)oc2!o{=+&Un`$E zk7A+?BVpC(L9mM3&N_5S^r;9Gzr@C>f_fNY=i~6y!vVP+(ou@+v6if;) zVfn7n`EWsY!z)86ca%U^+dRaSVCO#95^{9c{M(D zbdY5Oh#~pCr&Od%h!guDN06`4wszo zGRnF%eE9c*=4_IJ7>#Rk#ZKOkF}8R}_Q(gtZb46t%?T#w>bEFs&;x~*s`U2fbBv-O z5=5&~IpFl8tMBh40x0 zB{`}bB|JgL=fQ0_74<-!;0;ib$kY&C6#C|k+;3rZT}}u)uMXVghQvfumlK_v(c|5S zR3OkTiMT=(Fe+IT=%>LplKu^qKdFq0rb>*{6Fcp!AnG7RI|vvv&&geXf4$fPDCVi4 zLS{!T9yXy>A`vM|;KMJQ5?V(I;77c_QOJ{<9f0p`JP9|R81y$K3*Y$gLvqB6RgjR1 zG6sL1cs`=8h>-g!Oek0y`j=~;A$!6yoYtLeEQQhq?V`qk2+`yra^OJ#rV9DaSA;MZ zC+S*pXJw)jj>b>Aghmg!o6XNBVd&d9;SU(vjH-gLF{EVUL-Dd0#u=W3H2}s9B>XHt&m7YgHr;dQGuPV<=~LP zn+Dd8M49$_&1jRbS_EvgU$f0IB37c{?{TtyMI5&U99XejQfdphxVW9@J8|=(0ysE1P-=+J_yT1qgD~;Njziis`qi;wH>`VLfRr$UUqEe;T<|D_Pk|g` zI13P}3@2q0Qo*Tt26-Wb8v^9ugx8u491hs@5!_4Uqdbps7(~>ED6kY@T-(8uT^71w z3e^aXCJ=DsF9IX6Vxa;_BrGk>iYkJnzsdcsk9f6BT>M+YifLVwOKST^!01Q765|{P z-+&0*rGwf`d2Ztde`oVb(N_p>y>vfKM(H41oRu6cAtk`{8gNkAZQ;J(q~TP zqm4owRt;dB=wFvNi-~PVlfuus8VhI`wfq3woB^Cs`IY-3qwD!|dPGtJ4~m}f97}oX zEbu=qKwC20v7cb!xlm%SaDZs9Ifqc6Y2ZRT-GB72QM-jw8{rFgfM>r#a6EYfxJa}u zEH>i1fU5FmTf%!Mzwp9LMV6?RKwRx`0{RC$X~;39FRBIYoTGbFuqq4xoqnnT`J(6( z~_^9Jn<^kBi(Pp;lVn4m?D5#orSvF>0zkFq>ape`7B0NWAv|&&G_GXerYO46+ciijas}$RVWsU7VtrulzX`Qz8@x9^avGR2^P$L%9ts;{Ywv@A;;T*Od(Y$gh@KbABgSd^E}iu~O` z(4pRoL6H;u_petXFQh%%kb10IwF+|$=;jZ@<{j(iF;V~lMn&Mb`bjnn&KHxG?Gw!B zd{JYUB-#FxPhsETl;4a386`I!H(@V;ELGr2#4f%P345Ye(pi#>X(EMyBRV7tgIEL- zK{wiMpJBO^t&hi*Rk=F)6Yx3m93hrjz|m2E%KTa-5dj-Yfv4Sx4MM;oBwK1285zZl z_o176f?zg+nd4P}>>GPE1%MK)4B@j1Kpo(OJ`!B~3#B4qb#S2)6dLaor9BCU2Y@1r zd|D(A_u3U3#_Al*bLepg!BH^!JcjW4eQ;F3=tjPYG!p6oGM)Jk6pdiS_u^|09Z0;7 z=?9WUOW0o2M2%!|xs5%D_Rl~SH1?<1+S?j{7X|7^vL^Wv1`C`~#2-NnKR=%h%^BVB zWI+i$VHN%t6?xm95-OIuX=hz^xGMgM`xi zNcRolbI5;MIjoaow2hIGk&yZ@;r9i+?SxW`QH!G*F{!8+Gsq6oWiPEFgygK%C5qLMK1J-JiWGuc3iiy%8CM^~E=VsR3#^E5}Pp5=1O-hL1clOA)g|(lbF{7`VJKVFq*z z3Hs+!pFL#H4!pYwm<#v{(d3iNMUsK+V!)7{QO6uSZVqj^#f8j z65Ae>Kq_^-^0q-WsIT$3ts#R^2Ag|Rt*=3^Zot^wnEL2hoV9BA_B27AqCKRctmq?tou|vVl?Psen1K`?RK!e5t zD`LRsFU5z1HV_F2x;X+`;`0c?1rvoMxtdV*RN2X|NQL*9GV%(qUOuwN1!X8y*+jE~ z?}D1yZdS1G!sEEOV`t7hjsA=ef(YvraaARx8=~}qS`#VT&m7Fn%ygjmamb5-a16k+ zbU`mf705N^#bFFpY4*ZywD`bsvA!YTN5x;z9&7<32hasJcB;!uEF0AMXkCFqv_GMW zBY!qK8^<`wb`7Ac=U#hrqZ)AnHcoSol)NFgT_{@vikxJi4uxi zR381{3|w45pcDJ?O9d#&6Ofk+G#Y6W4N=PgR8o)7qoF|Luxv~{`2l=;NF=WqZm=SqR-c$;|+_9{5)8K zrv+@Q$~NZ`UTp4YdCxyt5aC%-8G)B^n}5@3CoU@LkD)B9RR`g%4yaNDN#qboTn7*w zhC|X#lqdR5Mad~C_(To8p-v;c_1uS5h4C%Dt>#^+-mzuMaU2XkbzNNdZRMhKX>^8JJJ}EbRj=vFRXez=uPBv>(SOanNVm7caw2=GCxp#tOa{ ztw4W$RzAj9r34i*?kL2!XyK0OFmVa_6LoFt7^PkRO`?U~%^5Q@GmCE7lG0h= z^%Si>>2vdA5 zCDl?UsFtskF7`akXwgRy+7sv_WHCyF>6;@MO~6yq3z%M{HZ{+kLCr)0jSzBh6d)S% zbq5Fzc&y~^Ti4-Ofq3(Y6zWqumEM~Io&Wbg55fO|(y8w2i-XSpC&t}=!o@QN2REi| zp2A4Rqu5p_0(%rCZ2>I&d7ycD_?IE9?Mw~T|9(i4c$&dhh=;_tYze{;A^H6!D}OzK zsAjO90?`RI95QZ5;%NaAta;F|#g)FIC|NZ{tj%`z}+rWvg31>eU^@9={ zv_H{fxz!}B-)ivVd(o8Tjwp99t)%Ot!pfF1FL?|V{knDQD$w7JLOw_!R}65H3>;*@ zqAis1h~4v_mred};Yk7Uy@-_sI24KUl5ko;Hrh)Gp_1JRyAuU+p(*sZt|O^^a=ch$ zwUA+eg!_jGL~f@cu-c}UNXp1iFgy4hgghD>HjKQ2=SxXp!cxFhl-OXjXJ!>^;zmB z{AyE?%#Pr$NpYYXNNX{hU3Qz7$ihi5TpN*%o(gv16ovJ_QGC{=JxPr#WqQa@lC>V)dUKy<8Et!FM0=quv-^ z-dg=zz4nvsK8E*eSEQfWWzJPM&JQ^kzsmAS>*G0pQO?F^ekuLowbzt!&A7GJ#dDAQ zc%pNcxuo;$wl#g4nwZFPvyn6Tve3U6o1-^nP?}vObSZqtmp`$lpBLgaQ|*hrBW8CO z1!fIUmu7$Z=&-yyHSJ~DsOwKKR6pBJ923@}WCQcFs*79|pCPeHEB4_Og7z*)?<)vv zyHhcMth_sTf?1H+*OrvB3d9$gNP}a42M`ZLBfN&@R{o=Fq28nRHg=)^6GtCS_f0bs zNMvu;TV0&R5d>h(&|Pubc{*g@J%iwK8x092C^WBS8l>8rRQC*34gGbtDIN&uz4D@> zIjKQBo5#Ow@>1dw+c`YXU-UE|*QP70VLr;QIgk=S&y-{5$6mZIpmo4bFSpZDcbwvh zZUq9(AMUE!W5@zIQ#Q2l8jsx1%n>VU@Y1e$i9L_(w;Lb#kAGUeFl5~^Dw}J#hsG$D zHMA?8o)NRm#pS*RsTYlYwtN$cOqY#ZLi?zVlX8qoH%f5Ye&-cK$3AEM24x}FJ^btDPFF(@ zkkC5r+}7bY^~$!)Zbu@+aDd0kkJwSS4ZrAB%wz;Zi>8;Og-Unkb%k^ct*Q^L)`z&m zRZ%g#(stjphmWF=cUoMzP1(@wOC`a_tgG?SQjx-S9h?1D)cDj3GK*OJ1^3Y#-P5b)GKWId!`943rPO7G?O?yxxkT*C-V{ zbzH$70zV!C4EvSmQ}#_$ea&s*1~irx%u@$VnGU$G%XJgji;tKFn? zLtJrVu;k*UN6nuaU7mTbnba+<)jeQbJG(sjLMC}l%@{lGV!E{b)#By5T0@RnFaAC;Dw3>)Tr{=s;b%(w@zPJFZd%HDE~Yz0 zlXrqKK2^vR)|Tx0^0{=M*Em zr!(ILOZru0WI{1@a0xmy!bU(ak=LM*19-)N z(X4>z{~GT&##(WHQaFgInUqyu!>j;OYkj`80F z69rG2vLC4h;xR|Xqps-{+I^XMBGz^9zx7J8%Q#9+yUTE$~i(= zRhahbi%Sw)K9u4?iE91n)a9gm(JD##b~x4y+YEU2BeHfjb^7%-Ab(0k%yd1kxBEP& z`iH0X_yyK%>L1pdCZ*nhvN|K<`{7gj!<5(a#2;xnpVYiDJN8Ie+fy8I(CZwA?i3mn z)YLZs)k1KzfNQ;>AiZP!JO+Qr;1u>hW|ROQ&Ck1|Fs+88NuN~2oz~H>&;Sy(Ikf(q zd0ilznW4zu3E75cYJoJ`mrk&vkQItxw5-_d7)VK?0zlj15GM8MAj3WwtB{$cKCc-T z&?zttx&Qca9dxJrL9H95^P5PJDokm|UPo(i-m~I|t(#oGT=;^k%dg!1S*oy>-tOA^ z`tz7Ig?_>>C1nfFB4F_-vYxmU0WBj^R7#wW4m>u1aT-c-;Zz{76Amc!FLI1clb3gs z-wm`Goed5xHelSV*9xA)FbbKMf{F$eV@$X4_}CbMdf?T`19lAbM4|)}{@hohnIVIP zNcn`^)QwM=7DLsR&>v!sfVHSc2VVo@HWS?i;ZO-+{FNWXPOzEJh0ufeKJQ;5xAHMZc%6+<4sGCl3=^<~LXE`xr@NmueBYv4yu7qT3>W}cY+$B` zEyS=(i8(_#c{tQZR!kjS?djTFIxt>?LomT_F z#LoKpacib5azF`g%A(Ni+dO~PuOG6aav&Bs1Q58iBn!>deui@3g=D}C>ZDTA1)<~B z&jUYWfgviQB7%^PFs2Ykf`T~<^#z$Odi!TAl?)X1_xB$u%w2eN>0!sg>UKL^y~(2v`ZZoPeS#QAp4@;kT&}_7;xk zUaWPm3zuv4&;^cjrwk0p83;WC83b6!T=^qIrnlH`jAsop%3e z92%evKBTRE9+xSUThFzoJdJC-a zeXE+-J~c5nLpywfC%LJ_rq648g%X09_uG zJ|Nldlv^O6{Vs--K=Q=codTW-r~rOF1ca*T1A2=~n_Mv1B`)YnF-!q35~9FElj$)# zp#>>)_=WQzO>zDZwK#ZD= KBu+3OI@t8kz;N*KbxpW{QQ&|q4rwM_?w-iG&>jOS#fLtR2D%&9J)nRiJq>`; zjvwFa>gpQ2DjN+a8NSArMiGKu8Zl|H?*^QjKz3U346H)Mh;dvJvk7dACPZr(s48R) zV1wk2^gnO58R;$F4U`;zSLxg-9MXlB=X`q`-Wa9Vb#HO=KqIl@yZ0A;@q}tbQmP5$ z;9rK`A^|zxS#S}TEHr-BSZ)(td7&V6yk}ziUY6&Bw*%*i2ZOO2BdOg`=VC3NJ{_g} zz8IY`x&Z>xDov_E43pX(gk~%^m&=BK&Kz5 z@jDMQm_U)i>}jhhi`Ll5uRV#eqrW^{m9HA^_M449)_$7ibJGu}H@ux2#I#QB4yd@E zAc56FW;GH+)xZy&AY+x#Op`rJrl`DTJFPK-=?5bys*wFdJq`-IAF9#YIH#_q5e)MXaXUHV5x~ z>%S^yN0^E}hXTGl7Ej`~&|sAu1FfDG`G z;K=yx1Kj{eYCe7(%x+XW3(6gQI%9C<4H#&^am3#yr}~RR+ftoH2X~}raW5Cm1t07ktyWJY&Refbo)cR7_k4K zaOa`~?T*y}sKynn8Jp+;g-@p)kY%^eiv_d8YbF}cFU?P5^sS_GoUk#t@X^rCJeqcS zE^%CsdNpfVZ}BTng|FXkbg}&X+mt7BN05bvzAUHXhQXSj22Q^LQ}gffehfX6$!H1+ z7-1SHPO-zJjezrlWygpul$+5k!X2Zo|1|ij=zUpCaF>nX9s$V#6+5_}j&r+(X(8m- zVAuzLmO>3lPSd24Ij!WjHLwY=o4dHt=* z{KQVfHw-PUeCE4buk@7%t#=v<`O$Vl)|PYR_l`q=JPS`=q8>djJf#zR^SQuZHv^+s zu8^aF5?ZHJ!BN4A=e1Efo-D?uqn8N2j}6i_3CKUC_zP}VvUaiQplfYAhkG7O2&ksi z;YI3SC?yEU24*c<%=HB4O`IxZ1`Bm6SUD=Zo^XVXqf}H-h`#ns8*Z5ftOG~!z-QyJRJYVGM255*|ZcrmEY0c)ijIJp7 z-=u~I@V7DE|DP5h$E7L0+2l)U18>4&R(_XVF6%Pe7A=a{v8gqeTD29};X;CDwWhva zKj4XHu^GOC2994K;NVRF;I4vF*b*_mfahK#BOSMlZM%$o?JdRW~i1lvYy=&k{ zE-DwcWFLy9B3hTBb)n>|q7GO$% z$Z^mtA+1Vnzb+>z6mTwt9w!GV@TeWQ8{OvJK{H}L%8FuaO04-=f&}TAUgtN#rV$Dx$F)9~7`4RYGtLb{JLa&T>y=6at zULrF^2=4Z++VviXEoN|_c{IJ&N5<~Izn#%Raf3@&1tGjRwu$BlH1;tY8$$Vk;^Tlt z0_yMz6cO!{;FsaxHjEL}{Rna%FN6$0J76wBybFAy?1dIlq7Nq|KT#z?G4nDbgGgdAp%`8YZ)f}s(@U?O zN*oT*=D0HNH01RA)2*Dms&V_r;k}u0%uSi%pnaguYC$JRzVw(JIZEG}Ii?=TM~f-! zAD@y%omit`=F#9uly znk5GEYH)Sl-zXvxobMZ$Mnk=`?o0M>J-6OH%B?y(cgnV&P;EC|Ui4N=Kkn+L+T-%P z@QE@-Wi`|V#6r^hSEA4v6dUDNzp{W=bq2kdfTcx-&5_nfsuJ5tmR+friXSl~h- zU6H-A8Dfgw9m~3SQE7E-;LBpedMOe2)%VkmEv23czEXEPFgmE+C9##!e>WX6n|>P) zYD;lzhz1!<>{E#BaR^=feIoHD`<3adPn%VQX@3^E+GpLBWoM`R*0DRbA@XR;8YbU& z>iu1gT_sa5b<22$sXq*&X|)W&0C?eRF$#ayoru9H@EMcfU~VcU8V08*6`ggT|wGM_Via#t0s>GjPb^ zl{{Z0)TSaSR?@S$i&bF0Vd8k8NbrkQOn%QVK+7CbGj;##Ig76!_J;KusZ$|v6!v(k zuU~w=jDc6;im|=()9r-y)s_cokLfl0?z#D)#Z5qOZ2ReFk%1B|mb=cdQ*TgURdn0( zO8n1t8f%}D6zT{Q>ZLiK)gFxtZfxdB4@`;!KUlnN)Oyt3dy&@cEE~J7%HgB5R&@-b zJu8$I+OQwrL^snY^f4o#9&yCsE+QhEUaju2NV63%{W25YA38l@Clz=|qb_^!WAi{1;_ixqh}Qe$H2= zgSgc)xz!mAoHvUo`#tn%y4`S~RSs8TlmPwxXRokY|NSGuL>?k?%r9I}xl;ctHeD4CIsOtnaZQh!?F5D$c zP2QQwFG1o}*HxPEG#MOAL}q5Zc?VlSKE93H2rng;XFomVSHO&g+lvn=X=%P)rsuH+ zHFOVRyT;L-t@#6Rh0v~8z*(H)BlN9HX@d@&oeirs?>^u-|KiATU9*OSz;pI?y`1!> z9ozIPV_%AqZ;hb%F6H~zBjeZU8Y&*XjxUvOx$6GwfB)G(!Ks0VU3ZPUcar-?e~U>m z5x>`m9+w-6HYmP*bK6Xv;oLc^efs)l{$V+HLYG~oURO9d^VIZaUu^;vx zZDOf9|LKmX;Z4<`XV&L_tcePI$zx&_G6>r}Y8WKckyobpzQ@8_8ym$c;0&Yso0Wa{ zPk8*1+w!p%FH|DS(CYfTG7)D^84#YBNq(QJb8aK~g1cCh*STgXN{Vf%t?kc9`5Li< zy_qM!j<=Fni9oW}G9eo%b(2vU;spGo%V}}LK~|WSGOTCvs&i86hK5EPwdQ~r*Xg(f z31}$(y`D4+OQ=NX^@pnue-iiKOL=S}!L&vstaAGAx|{oSIni78mWkFL(a|{oXQt1e zZZp5f5umOcFQKBf%Vuin+>;-Pr_?PueAF~F>eNCt28I2<%GipE+z%~Yz&{A~s% zCku6~n^H!0yj^`HR8vM$j8))s=-Gp7vk&o~<|7*gs|*8PONSnz%)JF#HY2@qslsA4a}9u5wTBUG-f_k^RnryEXY&?;}$Ox-kNZR7e)_ zS`cfRKTw9lZ&yboH@7bBb{w2+)ctQw_WwA0#~~kDNP=clpgp5#=yGe-MNC7cNo%y;CJLZ23Z!Lb9hf z{M+REP|p0oXOF;KE(mnq)=$UGfx#RJoEY@EMT7ApF851D+3*YvttGP-vxqr0Ly1l)6W6-LjO}DWp zUbed*dn7V=eRbVkUx_WU_*B@%cT%jhIG_2m9crwD*5vGz64swT8yYXG0QT)BWfdC( z*3!gzGkLA39@nRH{myLSAt`Iq)H&DsdvDH6?C$F=dK=zmbj($vD^d`23OlA+)l}YyQl}PPNvN=CY-Q>q?(PMwNdI2ABCPcdX6qicF#2 zv%vUcv5$s_r>Z1^3-$w~Qh$Uy(P}{QlSOpj+ETi$d53AAe+rn{cyWuW>7AchJ8-gy z1SuD0R8VG4Ulvqe_sbw9jX7<|)J$-GCzZ;ISA2xm@}Fxf2@@&|}^f`Yzz<$@R zGW}DluJp8fU1Ft*rhog3L)O70-ny6u(k&>$K4jsHU{3;_LJZG6j|768ihsWLEUd%|ihru_|%tzQqY|yI#0#jXsmG zTWpOIPPjBL?>GHNOFnFsS?#?vRMzxvrg1gqF)fzng}z@NQGR8|^P@HHZ_}cw5!2H5 zE7vu=C%=^Cc4lAiTcRInr37?jq|!X`V481SSvoT^7$#QsT)QlCyLIUJ;?(s&e}43a zKR90d(L!bmHLIY?Vr|_dBjKB4&Rswk>uo~Wxqcht7ICYI&voECBqUj z+po{{IYy^#VRD+xxn3|dRJHu$>B^+z-ijSo$5iR+Vmf~1tmE)KD8wTA<(S$+#Vjz< zD>u|G8jKwOBhN;a_4l{p3q+IOURR;as{59_RcN(S>OJOE{cZaE(li;aHz*Z+s2h9# zPWC^Sf~GEZwv@B?gRIe$7sN--e5@e@5fiF4XRD|pOlK?ldcN-+RJAvnsksVVWXiYp zcST=E+6D8s8t0gvSh75qVB++4(d9pMSm%JHUIGq0c1=uFoeaK1vuEc%YhZ&*KO@qO z>Fqy0c-{q3WcT8;=k(v6DJWju@nd5`q-Al2S@?x$`g+Iucd{BG4<9|)o6~tOy!Q98 zns;ftLn1|9IK7pBkL(@Oxfg`2B3$f^?>F@V)P0 zi;7Awy=SWu%5M|xns>g>Y3rMH_b-r=g@L`Y`1X#8HDAh%gFek^3TQK|dQnSP)FW6q z8Ji|0J0btGCi~{8j|mJM>W0q+S%Tm5ydRab?qfKizh28aqe4ex@*QoDMYCCDv1&*3 z(TbO^({y6Dx!_wJJbat=L*wmtBL1)5vmDi?`S_9g$aw{u4L`q6Yq<3u5)hS?WW?A& z=t8azr*?uu_#J)qy|NFVDYE6ypSz*MRUJdcd22*a`-(%M;Gw#?Nt#>-x<}g<2m0i; z-Fua3!V{^7t|GXq@(l{)T>CW_PpvAG6w7+1GPg9-VZQo62-CQt#`G;*UrTC2OWtvv zXWmG3kKg=UTo-@np5Ea6YZ1i>R@bc~?5*4hoH4Xi&o)I1#K@CN5JP8?X@eQ#*B=%< zl3Hcv!HChgCgJb+6y1&mboqbA%38Yj2hiUtuKsK+Mg{qoqPy%w51rA~=(N-|iyQv) zOOqZ57??(WIO?6r&6HUc7#O`iwSyYT&oPeFD^n|U1|zn&yI9`NusZ#c_>osi=h1RI z@a1x3d^NkU;{21qw0#WC!m1;0S8GmdwEAK_BRJoxujYmM~tR}?L>J3sfj^#RAOXU`Np`l&8S7Y2^U zujBE@g9LInaXA1RO!EO7_08fxkplFUukRMhy#Mw1-P4pUCeo+sddj*B*1;3xd2LE; za0lN8u9Y7ZSeDvAd5~LhHY0tV=FZ-+9g)w+o6hr zVd0$_fq}fuZmQy``JO7*dw=AHalFi6U5Xn#0$!Qel}}7e%;x>ZAze!?2L!vRG}DB! z+iCwy z9O@fYcLwWs-kJJ|BP23_xkrdmQ$k_ckqFP3Uh+JNzcX>eks>&^#vR<@FSzd7;x;9yyti;Hoo`K29Bo#*!~6`PlSn(9hCI8xHtncks&&}MW@H2nZAKx(Lv1L z!GKSbUH zB9@6%aoKAa|N(RG|SO zLfl3-V4ji+h(u{6v~E8@t6Ks`&i@*AM4h8|VTM9v93${&B90-Cef}=|SnwhiXRk31 zMLa@@_d5W^8;gWq_gU=fBQXF3H6%l%WR!s@;vopFBA^~Tt4hl;BIEz-*Du*U#Z;yp zaMC%Oap-XZRfIV!|89C%t5GsW9J1*+{`4(N%lfF^>fOTge)94VM8bILK1T`8Q-xcl zFk_$NICa9AflA3JTqm}9e5?VRzDe(u%u0GN;=9Cu_+U@`oeI9E#Dxh;=Oe&)fN*1E zM1J|MjM-as298xAfXEaI8UC(Uo5F7}#F!xX4@d+_5X#1F+gS7tyN)AQO`wM8YH*BffVay*-ObBcfYH3z{*m=sLm% z3p1aM*i=}udyr7TtgrucTp3Q3!BDhQk#Ge3_?sYp5CC0Du&(-Bwhq3 zI%e@gkgm|b@C~z!mH5=5kj`2F5W#FR>-UJbxKN0?%ZD$W0o_M>cHc6UIgF9Tzj?z6 z$AVhHbP|ElZ+=B%>nMHx0mtUVyq*|_ZqacaNfkzXp5ST}M zVB|-*Kzvj}Pbc_WJE#5G;sDN+#D#OJi~vYO;ymVm_GUy$lr-mt+F| zZQ?F0YtJj|(7hIJ5_`?eEF`=#%^qLT(Ksjf#DK*ryX&;*T`9Qxyp=X>PIi$F$UDIx zOr^=r?(?csGY-xK7MKajhf61>1wUJay1Vc)RbxDLwdVxiI(3M{u^Vah4ns*rx9%61 ziNul;L0~tBjvlr9`2~Uld;z!`ioqS1iVDo#KP7Lqt)khPGs2i`LBo5ankfQ!f^zJn zM~F>)%3fPr8(lkLYL~{Y?KHkpXtd~-zv!KR64-DXhYqLkM%pRQd%u-pr5SFX=Gav^ zI5tfoTLbzH6KQVZq=wHkl%_C+6Bp>m(+j+Sb#drMUo*p0xj!5D-?g8vfW)}bH+2v; zFWD7S7;7MBFdz_|1yl^2NiIb_$Mtt9ivB%{EP(Q}IaVLOe|)(0HKvWlyMSVV-C=^z zm@o3&RWu0DlAsBsCslH3-&*a9U9ndr&&NPA*n=HRDZX7N!ltvUDx0G z*?i)-GC7cm3)L9$-+PM`~2zPH|^T_bE{;`#QBMsy=(O~dHy;_^Mc+(@deK^#)d z9Zq*{?NRtu7dL5`KB?M=iGD;A^`7&@C<)9+EVF_dm0Au(`+B!zRv zK32krG~XHH1NzQuH}BuP<2Fhp2L*ne7h=+TYZUF)Ok0EBamNU(tn0{e6X(kHkTj@K z)IvHKBlO-)%_;0wO%twhQ;sdq9d=TLJ@AsZPj+A4b-rQVllm+rRu$8{ciSJ|a_i+2 z8n=V6sbj(uwXuwu&$8PQ?gl&-7PYucZOx4_6RHEw!8unSgSXap=Ol!i(_^L}_V!K$7 z3+6bkR}YmFYbxk10+x)S!U9o~>(CPf7XfXI-bCU>El0b**smr)g=-r%asbFjp813n|&O4rOB&MiHj9 zsAD?qU8CBI@fDc%_`5kI`SKY1Tr?NblLyxO++k9u|X`MOVkz zH;8F&74ECWW{{$6fMBQ$CO4sY?Nryz=5TPmqs*MakAOr;(;%_stKMNq-6(G33dGfX(rlX;vxeaB`88BX?!cxBSomoG=!hmL;zx#hKJ z3-_l-7nz(R1A(*;fM_O)S}H;!Hn|C)n%ZiR#-Qd1n>>88i`kVuMu~8yA`(J_43pc$ zk`XVY8doZIHX&dM(?z^VU`@xz*u7HZ-MlME%2b z#CWIl=WN`h&^9{{g(wUj^ZBz5nHX#J^GzP5 z?(Ti=hM?zP4BibQQj0Z;OT@p-rBOA&9Cik0N*!>xky8T8??|qj$WC&OJ;BOjLQfNflF2`| z?u(r~GtUlMRER=yV{T{@UBgt4eo=7PM zLVpNM{{hIJ4X0jgmpt#jwNOLS?9=;P*!~b>S_BxaaR59)j9p+Zn|rx9_a7Bz?-;1j z#<0#+BtcPFjBWJszBlQ#t2Kp-dhX&CoW&?-xjoKrvv3MhRUT(or=f0$+;N@>rsSXP zMB<)2xeMn7V){lXOq73EwjghV5k|v-4$6LZ1C*=z5T)arT99R^2yPxUJMItvtr_{$ z_+}TfdJ7UHM%q)k$#AZTQ#sw|TzftY2{vJ+Ll4ZX(CdCSb!&e0&I~_6W3sZ)`msXl zR&Jk?G6+#m<+i+TOUrW_Z5#xp<)l-Wu>Y<}d9^WU7b7{_({yPi%?@dJzn7QkK5Gs+ zm=o+?a*C{3sE9`wpxRoks!6%D>^VaJ&c@3x<&FDA z@>$F+>YODWp&pOudsuVz4!g)t3a>n4LRkn^fM4zLu&ZPkpG=P7HY&Gg4WL=WE&U#* z0M?(K2~Ub12P>6^a0VIU_kg@KT+I+!lbV_iZ5OC2ii!aP)nR{`1otnSvU>SlgSG{8 zZF>jV+<@cBH=hTbESeKEVJH**wE8D5J3P9NtN&M8tStaY}8wPPHM2f7*~eZ`uUW6mq5=6;-n10{iAzdyGLCI;ZcDE@e?e2o}lN# zvD*ZDt0QmFtCZ2IQuBHwyC;Yw*t|Qz!Jf085?_7yl-X4}NL&wo7zqI>Ep}J|VC|mq7E_VhhDt6UeGzPdPHA44s zIs)ax$gfj-Qt~dn z-p9aie$=00xsPyaCp{3>e{+^6_`T)}VngVT$QkuqY|4Kn^hiRmvJ@+>6iAp@cMIyO zSfCghxX&?RCim!pFIV|i^P9D4?Dtni#>b4q7^Tt??dm;y&{7bB5_pWnwlC1NMTyk!y41$ z0P>Sv%ztmkce>-8H}^lk9oS$oEaGfpRnMR4+*Vo$Wn!_6|NN37&g?ty>-{F z^)NooI*NOh9=DLVzpusG^_8oNddg+ai6mGt2uo$l%TeNEz!w9M;0D-Z@&Q+35fLy$ zJdvk$pY9R&setBZGaeNe>jgF{m#%!t{uig6ShmU^o~^r0P;CW-qK0^ z&N%7i`SuuO$qUmeyEP26NP^UMB&4>JV%q6L;s1}VHvz|bZM%mh2}!05QM!>R2?<4J zMTS!Dq9{|6$~-in!8}x^$`}b1Dnl|SGnrFKW(p-!RD}B0rTzT>-*+6}d%VwaJbOQT z%YFZ@-+7(qTI*bk+9gzveM@X_I0Be>CF%J@{RZ3!;T)KB}Eu732 z$;NO-lsd%tpVGO#cv205D0+B4i)gyp#iYWI{QdvPXal}8Y=y_xvL1|1;4t7c56iDj z0}i&c-NYN}I-hd_05Ozi`<8Q=2?eR+jHZfi8U7sp8H06r41H`jm;0WV>?+B-t2rrU zX;vCp2N=vBU(Y%%@=3Sl21M33a5Y*$rcLRrfs-iKQfoAv;DO%?K6L3Zje1xJkmSF7z>%zQ%D^_!tyvkwqg-Os4kCVn^~b*i&Z z`s~LBsxyT63Rs6b(~v3X(WA_zHxGW#1pPZUf^Df?* zLbFLtXyw3&rEs>)5|Tv-nmBK}3}6sMqYIpEO^4Sz>e2pg_g>%n&(dPqlRzB?@#Yg8 zRDn~l-fYd17Qn!VL~~+6L@#_Ah}{O5$De4}G_1kNi{HSc!i*|-_ORjFAog3oX6fEu z@aWWdD{^F=api{Tp9)w9C!#9iL1Z;gPGRZa#R)X8_+FHbYz@%jTs_NoN|H)VoctOu zuFr7o?Q(D%3t!PPFvEp=E)lJ$^KS#^ij5FQdbYl zw^34l!4+KTJAs`)z>^+$50IRBN9$jW!aBgeK_u&nb%1nXs%m>d!#d-HqBQoM@7`Ja zJF>7JS~qW2y;oycFvX`=ZEK`D>1OWTe=j%5* zCzze=S2S1H%6*4D^D%v?2t*oZA9Ke)h>6WZ8X!c3Y=BYmRAH7iNW_K?4uZS4p6z-m zBxvhbT_z3%$2Bssz+pyCyJ;AhA#s`lpBvACifRqMCAc+3I^dWN!!^4-O!pZ!rEQm$ zsVHjZyA+c2YY#`*95{jc&p}_OEzjo46vyuw(Hq0Gj^^NE1f`dpP~xlgNkXk@{eY055Di(hZw|y?XAx0_>QsdD zMu#0+D3mf%0jhTQZZN=@SUzF7);(JmH#h(8tAjN`4J;{|tL0w%Nd8gPaFIpDfRo1U zCxawr6zKk4k_SrZ6u7eBNbC?rG~Y>~Tb)Gl%OTnj^{&-F)l*Ijo}Hfez%u@!*N-;r zOj_r`Cmqwfl}&TaR?}6PD@#rR(Jv!ICP5caqe&DPu?rR1`(Db$)W2qM>7kh862Frw zd0#}3sk37!v8D(!6_KsNlCbQ&8UqmHE0vIeTB7;otY4xnn^Ygp_PG?8BEO9HOU z@iEhgkwTWo&Qqtzg}VE~*U_d$4a^(=X-v#{L`IZ}78sGST;Xx)X+c1PcaHz7M-=si zK*9k+cO|3aDaNrAi1(YeO)%P$n{^eM-pIt)xyDzu-F0@+OJ{A6LWFPcvEU;aM%OS8 z0WDO@*ZbF%g8)ho42yn&LJkFaG>Yn{G%*Kn9Ty;jpKr5q*t;8bk7FYc=Y5KQ6zpz5ols zAWu^Hr>Wo6BG zB9}_{S6zd%2;!HHkdkY>=LaaNS3qt#z^czj_bAZQO4zhJz=JH7$9RV1$sq(+97@04 z>%e0ZecSHf%CH|)>XF2ceXpMYb*5J`WU=2Y$e|^+?Xd9E0*lzGgIA}?!c|V)9LD14 zI5`;U9Xxc%A`qC~7OZniuzl=8X$q`8~1y zI+=cQaf{V)tVWWFP)DMmGWk(}=shyVo84Mp#rV$Jqhy7?xsYIb=I=O@ts-M2GjszM zi9*iLFtNYV+@UH@v-LW$j0(h;*8td$0)$_SmO5hz8NdHmk=uIkctOGS1w@%wxv7EYw;3LDzt$C0r=DP8Okoob8;KTj-8}-tv)yL=EGefLFr)X z(-kqX*EvV)=FlbF0O96;ZaX+NuuH@cJVG#753fSM11R;d6!K&nt-Wo-UO&;;#-_GW z?%66~I!^Px?>6uA?`;Y?10~ex51>aV=Vimws0gA#Z_edfi){jw0{9gF4{&*M4#{t5 znZO7fj2t@s?n@yHJ{?e9V8b*F<99<*w~3*rQekq0l~~YOtF<%uPPFaUzI675rh;A@F$yKVx|B|&n~_Bg?0dGvy|OR@ zQ-A27*{^dX@tQ|_Ly?RcU8 zw)Mj0yO3L4M@T$j5f%T;4idNt@(B0$yHeE{z$MU%43^R0HRGZ|;d`Y-W4ZN-wR;;$}ez{ZviBbU7&LN$jWqYC=_yglFDO=ct1k1Ojh&Ro1tis3WDXgYgj2rN=tkF zVU0|6?sI1A4B?Rz&$tn5qmF(Spdx6g~P;{Sj;owZgI(I?O)ubE@vRD%$48JzUs zrb-Nuu*>dHial@(xN5;luN?jo*DGH01(ldy{CpcCX@d5Hv;R~oT@KA59scqB$?{bO zunf&UiHi{sZ2%To`Q;sG@W5zUqmKRsT3R+ZMH~=#WNZ#<#Q|eP)+wu!*hn253R9J*=_^DI(4S^vpNu0(iZ zEfs+S%6L!6t6XM2jt{I33k6cBLPA19okNpEF*fc4sSmE#0mEXbCBZ1{dtd4eMXjO` zp7T*!5C*}*?p&*NcE^n77I+%9FT?!m>C4}?7?;JZ=Fw^dfQW(XUwv|I#^ybH*27UN zcc~L3SO3{{E~YzBg{-w1Z3@r*s(7XicrG#Z(QX97qD4zgN#>5&KD< zFQ_3#al?U}bOly}S);0MvzXKs!^LcxLfuzaZ57+3e>d{gXD7j(+e#LgNj)||8yOJt`NyRx z_>q!rKrQ4xfl0XqI^Rz`>%Baq-535hlDCexJ@0c*e>!@4&jk82ibm}($HBq)QKKi? zP0JGT)uND|&n|&M^NDBehuUegCXc|1T?%CsSIJJRdAv)R@SubHdn{*k?w7)*&%S}o z)pYTqO*~;bI(3f=G~O!ewM~+i8(1kH8iJ)e9Ve1fayKoF{;nMWMX=8uJ(Fk#zyQOY zLN^0x@6fz751*Bd{yFD?V*qSA^KW|SsfwxO$ZaAVU@d4^oicKWF_}ccr*M%@cW|q4 zTK^q4UsGta|08_o9jewI?St$DP!E1vaLD-`k6AUa9`*m48s3UiXsWI@922FDHtr}( zYt+zC+1P>HP(~6*M-oqoS-d1JX_4udFwwxu7dn;x>A8d0VF2svqlhUA&kVnILy?*X2u-W`4rJWx*5*4M8(a>hO` zQI6Ai9uEmtFfF*h&93)=EXE%}dKibISgtfh7>U4MnH0rhDMEU~m>fD}+5DN0(LgI! znYLrme8O#WyIR1JZ3f({k}k4bg8hv|(Kl)0(oE?DVH89Xj`Sb4CD#rht56Vr4gUt6 zrB|;G@{$Y_Fgo8TsILAkW>Z5!W3dAR$zO-3?rjI>AApj9SxRy zf^S?3a10cjJ9%R=&a6}VyWmVzI!J_2adUH%tSjxiz6$CkKjV|f=k9r%4R_3-oKUL@K~ zSj?kc5y^jF0C^$l9l%IX(A}b)z;@2MtFKrIeNT3tNl*lw1$g3u$A8UdVUL&W<`LN) z6jpD>&0CKgx8C;gQpaf{6sLz82URt3w`6%d|g!BP-D z7aN6ymNJWwxDXrK-q_q+lc?$)di(Z@jVtUI>LS91sEjW zz1W<2mRMN04%`JU5|UPo++A&-fPdYX{B;e;`s>&RY#djh%VMla6s;yr!$$(6v{xTnpoKTX?$cGe$pK`WuFnVo4n zkcAi(=*FOcv&8YtN8?E%CWX!K$(&(F_996&C9NyAe6d7@V^R)fA_|u{RGT}j5-?z! zc>Z_?VO0&ZsgvmL1fki&MTG7nAJRnP&0i4|WPD2BPN(25@2(D95|Z$IM|UAvzH%eXaT90oqU(h05^+Pb)B zu|Kg+SB(~i2=b0hz`+5F){+$Z;6#IRnk__X@@{~sP~?PMbeSuGyf5>#-) zl%PQO=O6$K*~EN_=kfDoA8J?KZ~5HtadV`BM#&c8Dqv}Jejf?pGPJKDFKRR17taj?D9A-&k^#^N7md5P~fB=z78o4`OuQMN^AKe%kSWJ zf>^VDi95$8<2TiZ)gj_B?B~Z`TjxmO7q?Y?9-njL?VIA6pC1wK0=FaDyw3GqB0jHh zv+V1FxTRVk^y8C$Yfd&^e=Ji^qXoI>iJR6yO)%5%;$?x>z54?n__GYmN*%G=6l^)2 zDrpnrhxSD$PCy||s|(W)sXMaTO$nFBcZm!eWF#fg;>&%pBz*!MW7J1i6~Vb;q)^6c zweu#XD~DZ8hqB#G&|2`iZM3O%s;+x?>}Y6vRgGAU8!kX z2)KclI#2H0R~n#7pPl{>08!C@HNHxE|8FgoJi{t23DG5{2W2nhxX&9%&CxUM6~ktD}NIH&Iu52Vanf^ zn8RVIwL^FpT5*!99358^1)CiYurUAYp`hRD`;`-{M+v&;i%bK6;~m+7fa)xA89C>@hfCRuO2I<`oib zU=;8zln-MH#{|}La6aDO&pI?u1(63gB1d!$g4pOapxgOYSaN{vyfC;f%`W6!lY$9b zu7!+dG|40$gve>&;^21B#YOhWZsmJ(N19%+{Kh|-D3{|=M?!_*eo>cMg?nwXxKt4yg3I#2gvx7hlje&%D@ zo~s*!*fCgQwqA%2p(Qwc7**oqAz}UffzUnVeszrq4<};-G31G73y%hR*81eQ+>+d- zjQseeZDm_VcAJSu+p5Zc*#e|ui{J4nkl9L&<1hMD61_$93Zzyb0B*A2f>Wv)F)Yg| zq<~h3jAy6-AI>eXNXIUz6TeCB?n1}fWW4=;8PdBgMTWVEm>+*@sim1b-eu+`fd11% zernP2!#TH4L!V>UGliuPSenFMQG8S&kcL}(rd1vLxvu=Ij^WY5n>au4;9NlBlqLqV z8hTwl@H4k+mW!pFy37?js;b;M`Ey5Og0cW{kbto6l$qh%R#YsqG5|}oSJ)GM^x&Tk zN&JpEWg+d%JqUl7WGgx+ud+vHH5>!h=YaQcISq*=BkQGD0fE5a>`#KgLKDUV(Ie>^ z5fB*Ge`rT?WQ$DWH%aEUkCgHA+AS$d5)Gg@xZ|4KH1=742UEFqD_%@N9gt#gX(?BK z-r>k}>e=F2X90NIiCZ~HT?Zirs>JT^9w^=lF@&?#LEo2%6RJIC!*(KZtR zWBG$5EgfxbRrCY{Y1kH9habyG*~ob>Iq6ztHnrmWF+sYBnH)#?_=9v4F&vuEc#}-k zEUcrD)f5cm+nVgT)R4}$K?UR6%6-~57|oxs?LF;vS61%Zo;bQaXbd1MF7sjJkn~!( z03bPey+JrH6fm}4ek@!M(L7Cp#9Jd_erf^B5~-0X(`H&mD|O`aH09SLKO zo|i1;G%5e}cr>={r&=oX82<^*t(GuRun8g5t_S`-P0Xe;zqk8_A4;ko^Q)+X0zAwG z^AWN1A&3L9a>PwS*|TRc)VJ$zTp4a?>r7)5m=>_H3J(IG1E84X0<_>HEU{3pAwZ~m{j_dcK zo2P;VKi<7Ry?Ztz8)}3w`D~?#=H-B*qNAfh@mV=-PzMyTN8iqji82Y56IS-4|F>Kk z3~-t7g{Q>SqP!f>pJ89{2>hdb*?q(MeXg4?EgYwoJU+hdac-{gS@`s4`<|D~Dibl! zvXo3;=3jNqCrVDrr(rUDGFz&l{9>_Oo$&TL^QfH^RyPXqPH{Q=tYj(0qxtg*}LF#1aWy9CyUW8C5q7-4v*heDv%|wJpNxO#}}#`ChEr z#enn=YhXnrTA2XaCa~Ycu*Tf+Ob#cTT6nDL_R~>1+GTCRt&wIX%&9p!5g0a|TQ#|( zlb)^$V-Qvmux!oB`@CP4tJ*^Db*{yNPldVRmnKSOzO9{IYHsdrm5r~^@0CM{whw71 zKp?z(n0wK2h1cy_7BzRG&qTT?_%T?g>t$xe!4#jzT3035qomUKu8x$XYmBG`)Sbor zq&W8}LPe&g4nDcyD>_5#yAYqoo)|2((=c3~;=^jGLpvjts>St7>H%Nks8H$hOdIyN zTiluk4#Jzvb3Z0)$4chOADuvY7g>E|9(5mbDyYuV7%&kHvWT&xf3wn*xeD==ZbgHp z%oJTs{4ndBW3Ww|lJGlI`$O4rE!W*j1vj?x8O+qRxZd%PN$H}|a*+SDELE}u!U{;M zx4W7KNLk&iDPk06Z*3I{yTDx`6KSvzIOUpFa-*r~<^^u`fT`Om2N+jZY~*Jd{53x{ z=Rrq%?E<$pbGan5phzKiXx?WFNt6^sx>OeNs6_=8s|r~5J7{I+-(sUK)4Y99fsNNs zRo!%(Y|(o6{b`E3xGnhcHzawIOG@J52a1ZI;qER6Jln*nZWE86D*hrqJ{}7f<~iE! z5f@^ajJr13aMPgA1n1%ddG6u2t`zob#j4zlTR-~Sf4bsypH)rQ&CeW*8>D9oPF5__A7f;Mw``@Lr@5tju3UM@xKC z;TL-obb~|Prn?RpT7L1C*CT5NaW$>o-HjwF`qHIK14b6+vfd?o?$VgfgmVk3g=}MN zsfkKGVl zN%F(f?%o6bvTofv-P>{JvJY`q%?K50 zwMcB-onh(d==k5+RjS69bN`@dPnDLac{fjMg2d6kKKO&En{ORHdVKvv5`(#|Qo=1Q z;c`e}vO3PGH>Ia-!6O^DL_rXq1?~Vn9o^$xJK4?`=-=|NXQigXh6Q^LbB?qY&e{Qh1UT1wiGhb&wYFR7y z;q~jKKc%r+YCjziq=;SJqIyzohp!1W)a@ZSVQKqr6ad{I*paxk~05x|Sb7iXi zv28wD;%{vC1!QenR>0F{q#lD~Z<>b7F=TD5>cA-%4esCTv%g7({gAKdg&c0EGfM7QiUpq}ZGsFX)1 zIzSR3(H$=UiM7T$2QtcVI0yhrk{E$!CL$dJQqy=Mk%ytcgvEi2xa}R}2TVhxggjfS z%m5!C0q?~B9>x2}{LPDcqU^=dchhV|zfWogIG)PuEWrLf`6Vx6>w`q;*_=5;;bA5| zjOh1p1uQi7F03Z&zA(=WR~ligY-m?uY+0c(dcpoFGo|taIYFA`=H(*V%+4Yel6yU* zj&M5nChKbYnYVm6=wD@f>X?^#aj=ljI9$g1_fSAGc>GMr)ZuL!R~{gVAg(=Ex22TBrLKNPxd#g<7jvO$3S z78VsT(t87w0t!2ZMQnBYG^i|Zn7BTC=s!Mgw~mjG#JG}& zKL-JHEnvigfuOBq!5FKH{Ldyhk798<`)`8cA-2b{#J^gHLUQX{^lRMBM4kI7DYEkj;Y&UJ&wymd%wcN027aS@3Xn@qp2zX2` z)6>(#!1ew1GY?;2^w<^yhXd9fI5`8oH&&2a-oM|AjdCD)1X3lR1W0oZWCbMB?y$Az zTbWfc)-Rtf1|=oFR&a6j3&}WlSSf@(>6X0mmGAS57%9E6*>ng05>m`>^-c&lb@gLJ z(!RRkG>X>Fy5$XJJ(2Z%F3Zq>W2H<+)0A7#AkJABt$!UdgPIZTUUT&2_qE`s6-mya zt?k#-5}mEBW!M2C>^|8oC!YhlDd|&J?aa)gCeuq^?e$PiGw* z0tHN%aUzCGMvw`J;4o$x;vuU&XdpJc2kCKWwrg0aW?1Rht~=X~SA%(rhM?J@ez%xLxw&ANLvgUw5T|CC z+3`wTOU{Rd;JI#^vAE?k*ipxTwzs4VqaV|%Mg{T1g33DuVE(a!cZ=T4S|<7w zeFmu}99t=7Z!m5IqNy&Dx8U*n>L=Mjsw|IbJ37)pcPSsq+m55+>zV0My08=m&L`!W z?RB2171Y4XM|E+UozP|@zRE~^sQ$d5h=192=YKa|$ZU`RlP^|;9uyQr14dKg~P3K>h0~=A+j}GLlx%X_QpMtx;|Pv-~#W|JHlyXAR!eS2*|Mf^;ZP+Xocj+w{M?L z{`q{8fX=uN@Tw!ny`f@_as$?)Lb~k)>c4O153Y)7G49%TDQxE_uY++_qm8%4ui}M4 zAtDQ6-?6Vju=gA!qQYFmzxYm5lvIUbS-+Lle~&=r`RxPR+JTSB*MGk9=p?QvlD`a@ z5cD>|dc6>m98jF1gChjcgUIUYy`b_dQLNQKk7aT+=*bpt&>rzREwty#>oZ5=z~n5a zzSEk%Fks3_(cLO07KqizQ0%2`xcp6uL{9?a)z;DBd!GBANG%l~%$oYCQFia%ZFBy7 z%7X{qO-=f!9XLkVhO($V6&o8%DlGaSE#d2JUxcwRfu)X$ejb<0c+nB7+S<{84cMFqAY&wo>j zQHHr=Ra-Q9ZN-yv)>_?C2*hn_5r6+WHL zyE32Gg;Y=+V!P5sH?rhLva_R=RMu?1z~!#DzN7B2e!+k)ioMZE|3e2d@)&YV4qxyPaJ)ip}dAz!uo2Iq5d&QbdMkB1G6O~C%2~1 z1o+Og;_po4KOnKumP5$}{A3pq(UAS9FD^fgMR=HeJK=06&Fqa|mVB~l1Sb*t z&R1pQRV151giX3YJSK$reKJUBb1~h_!+g_reV|&kDz`eCV2m(7FB)(5;fZHkITEHt zm(a|8dA~gmJp^n3rLO`QC#)jgE?jol6uYX7#sAsGKT=y~4dveGPNmTuQe%)hgMi$- zC;xoEi)ZZ!mr-Zvjj>(4XQb06faUz|bztC&7rxiypW;U560qp8u`zXt!RfhKJRG@u z7X}zX*b<4<)CEODL&HfV4j)FzUE?*m{Emd_x>YX#*@7Qd{Q1F>n9JghAd!if0EmD} zd9LmNj2A^qVL%ES`U#HY30Up|nhgc*;Ea%BGNO~)9pB^J@RdKO5%)R^Ukik)Upg0! z^S1Q8K`GVp@#AYGA4DU{8FVs-d`Q`Oh$M(}Bs_VOn}?^|VY z|G@(x+2=-h*u-JKaP;YDn{LBrCpHE;27iuUjo+gTI7J3Lr)~UnI4r~;#oTFOWb>8u z2D3*3y8#;4VGDEj*S>iZ$ibXY2D0I140_3c)3;ut=v?h75@&_e*D7-ZUco+Ofe=|Z zaKBlS%bh^1iPx{9UMT?aMlIid&39y+&#>{^n+ew(&KqH}b%^_Ev9_|n&4qKpt*8zo_LWgNG$<@vFa zZd=Kky?)c1D~+_LlLz&~hQ`W24VaV&g)u%AoQXOIy=&a0y!mL16k_}cu516 zez0t%fCiOH!dzkFW!avIlavEa5YQ6j30Nr?f6;{<*#c}Q6QdAv<)c~!xG5{(9NL#I z%EF-7WAu10Tqqa=tna_Xqaz|GAo&L}zRcUqysVVmQINt)!{YDV)zyXBl;JS1qwtrh z3k3d0!RT_T-$tT$7uu8;IqdR^4oqhr6s<&)fkd+}?Y|mAWb|S~gR|{;Ms`=sM+86S zK{i}y^z9qNAwv(;0SLqJpgy^c8;7LTLk`{|v+YG({bvj4 z5K&YhY?8w4vCQV|S+e^+Qm7B=5Q4XFIq1_0P{=ZmJt2-QF7EEPY!gI-1dY3@BLC~J zTur$xl5WVWG~i24LOU<#(PR)5r_&TtNr2jC}UrB zidtFgrjcFTueBsXoTS!TR!TCb9oX>j<)SI#Y4y~Pwt7}+H%zisNyV5^X|C->ot}b0qPtOd^c5FbAjbC!e?%erljA#x# zcpMxGCsS2;(=viiViExPfLm|zHJWF2eA~F`fZ@`%T3yD%NzG@cADu^@K^zR#C0Yx9 z*Xwdi{f<=CT&v{om4nOmI1abr&mn?FJ%e^%Elwe?chK+xJ|Iz)Bvlw)KY)#92ubD@ zH4js7m(InO_MM~9v0p7Do!lSA-}j>jss>R( zRt8B5WJgDb_s_7V=H`T!p?6>)eAFnw`02laqU%6!t}BQ=#Eq zyaU^LV3C9ihoJ_8e+8xwOyCT3v;?Gz5^o-J1F@in8yAy>ij1m>v-5OlC+e3v_1%XT zO7&)@HJ1d!g};ZUS8U3<%cCpG`MW_lTrHrV_s3dAv>Xto@$<-2UPIzWU>yTa&6v^< zie}*Db}gVvgXaLe6HlkC#0jXj{)Dz4)-)hx9uJG-$X?h>k8ZtU?L55$!d#@5-ai zG-hPT@*PQ^%Xt_4SkHhnXuoyhmNZ3ib_@O|Mp=S)x))6JTwdOV=+%(AiIsu*V}=4J z6G}9&v@E&a68mgd)6MwXAH+-LE*D{GY0u;VQ1)%ljjk+Qd$E?umwYvEcKKJZb-q`* z#8L6%W$s^bNE`++?R=B-1e#3l30paJh5u;*fXvo$4%d|Zj@7v;L4&won24;>{dbyK z@bQL0$&)?WbGtX);pn8&S|MfK7r=ft=@6C3Zh^W`&Bvq^nyt ztF!G3n#p0c=-S19Q#ICVGZWg$Mr*YB7hm{pit zAH%B;Ed-fIpFe*dQur!Rf}e?v1^TL@r+gK^gWavorE-B2>QUF;_~AMw5yX0U|A7N* zP~`t5u6(_~y)xit?6^|_35vaOJS()g8w^u4?hDPrKS4YWy#6O#C@T8co0M9 za<5ys%YZe(`0B{H<3cH;yUWa4WK;_QLwbK183E2yE(0tTS2j%v5MbCc z2>?Y9(SfUHpQGbcXk8zCAOIpBv{|TGnUEnv<$a&<9BzON)4>{oq-q1CohOy#=88K6 zHp|Ll3y_t9;%a!!mD%Oc`d$)up3^|14~L9E=$uIhhiAqDbclv@$q;Bk1{4ZIJSRY{ z)pxdvike};2-g)6l7Z}I)DX~;k(K=pE7?dOne8us<|-|g596Z1IyY8fVJ%x4T*B7w z8jm~o7S;vsLNbZ1p#h`B^SQ^OcR7m?K^OR~Ps)F%l`ZGRIGKp_4#Jr-yr0I;ZCVqJ zKWj#YcuSxLpMI-7(3i6#^+j&(GTp$C@z&JK6^r-S9fIp>zBrllp4xGcQrUvbe-1lA z^`IExsF@Cnh2xmX2jPKptMNhF76dqK+_NX1i0?3p*u8q$I-CYCd#sA&K&$qlw4z@U z-zVg%omq467-&QXj+vW0lZ<1zL`i>-G{5A-%*?m|swB7=`h;NwTEU!c$BW|5u_3fA zv?MDYdYU27g=UBo!(~N269|iZ&?^Pt*XFHKaVdB#j-GsoL7xn7si`6a$-xi}!zZYU zZvr&|QJ$^zpb^Y|JapGiBQ2DB7l(Ku0S2VPg{zZPWtxS)mC6A-D+GWj(yw>2%MJt5 zU1gh#s9&xL@JU;QSX$1@^5NJb$-JebW0%eMJp50DA+WX{dSu5VvZ~Qy*TYZJr^EY9 zbY;=IjWyo>Bw4`k@r=Sg9_;K>@PK>UEP*6lJ1ZHxC@WGeG8cA#yN_xDOP2-`=6_w5_oVd`x0*9~; z?INZU(j7oxNE}I!mo+aQfuKDo-Y&qviVy`CQ0&Rj8j}k3TrFbHO+gEPmEuj+r&7pEsr;y^>sow|>%KSI z;pWDT@L+uY8+vW5)4^Iwy(!P8HA$)L9NJb$d_R-3gfgrl$c8NiT=NezGc$Yl&}!tQ zHzRirtv|MA(u{(O@OxqoUs*DRWL6SahedxZ`sklNy_qZ67jHKCADO?d)uiAN0Nx|% z6-W{U4c1$ZfXZp~u)=A*sukzr<+lSD$#qX#HeVP4_t_a{Tj9MZ~}k za}x5J1bzj#5Fl?ZrsN32{V5Kt14-e7?G8$6cO*j#h9ivbT9xv{a)Uv%w#6sg7^Ijn zUA_N!9k}bJoq#sViwF39X6WJ7HntselxHWMB0a}Gz^XI?!T_K8<@7^Z1?e!9xS63vWd%%qp4($ujd~fx__yER@szt17A-6yglmwnp z`a9R0gFrR39ya#&w^oe6?JsqIxRZp8o_d>%q4vE^y1E9OZ{D=E$^^f429buA-WZ$1 zx0HU1D&ybXg)0fq47VDX211SO0wmt7IL%BVNntg3I4Sp762z2-+j!}jsyC@{vyRz@ z$Hww4l^RR8ALz(|Fv;izuNb!GwXl-EwA@8A?Ay2UF2ygr>~X84ngA)1KMyCL+zx|; zyhBF;JRNj^00i`^h-E~3XNgrAvR#zQ#JqVcm5Qz+bYH|F^ z8Iu}z&-|9VfsbS^uBDfMemvU&kri%rviXURdvlW_a*{^L7+imMyTFgxZi{oktmXM- zHM!h@Cmf``Mgx)n?3VV)rJ;$mnGb=*;cc^NG&M= zV+L&L;iE@dJu#bkK<}h7mG(9RKk(nf&Sw|n5vy1o!V9Ac=dW)c8*t0FioKaL z(PfLNlHN3}%ODl@@#Du2P+k(gmbAl7xCx+Cg#q-d$n;)s zv<_avhguZ)<-QZR7H-!kVx12g4*<(E4Q+)FDbejRWStLiYM?)1!C4t`II%bikP z5g=5jC9DS494~FcE_+EHVIF4vz)xquB)vYaDYYUw`J$HF!)n6KA2T&w4-yE|`5_}C z`94M5Fh`EyJJ^BGIh}Z|I7+^xA|twg*^rs`fH2;d)h$?E_;1W+Y1ziL3KU*UObn$r z!Jz&XaoOpx{*0 zRhz9HW#26sD0{6dmtDf6z>fVYJfel>zjMkR=!(!ks?0pOXlW@#7&vkZlS+xJf3vdk zl?Em>bRgegcV&^~0FxTk`8#}ms{8h>gjy22+egFYf~4HtBqhoUP}vgj^zj|t-g-3K zZR{AjE@H%&4+xjhA8Q58SB9`SX@&J%Om^{|c11VVZasp%57|4X4(JA{b>%QIN-ZRkDxQkTEziw`R2-14Jf*aAHf(y`=vHG$!|~6+?Kt zz$hQQG`)?1Qr+~(3nj&v_!AN{W3quxW-Z)Ipd&!NV7l=EN^lpgn{MFH7!66Jr0N@% zcX4Xo&$KB#W2fS)WeC8FFaRECwm)B4eD;?txex>$&SL9Od9hMA1=asF-qo;s_nOE~ zIL2f5tcO^pf-{TLP0rN2F)^=kwvwN&lJeWTUc1mlf(Y3O?TB+kz@nuoQU}{ck(bj_ zHx4F3SJNg_uo2Z4&^A^`mjm)v{9Y?W;AF+cnYJw4EGj58+1X1Ha_BT7i^fH^y!)j7 z^fd^`)=PG|$Cd;!rz($5Vb_~5GYBapu5?#N_!$iv^m_RqA+QZMhp8Y7XOD_dHc39;($`!-Ip_)`r59Vc*UvduJ*I5&D^4< zO9QQsJU?LvAo5{l@o$ASxq*fKGxVWBNwquWuSI=ckUuCe^FnsE{mP9$zjRJs&&ZgK z)DxyR-MgLLLKm+~o{>17WNoMffn4NA^(uuM+p9E~{O=d=>figOQ1Wo)3wwXh`M!tB zzQ^r-{Ws7)JbY=6ky2@MV|M?9TTubfRYF>001A&BlBu)ZmKr4dkRy0Tfy1I45-Nt%~aN{tN1|R)?b%e1zGoM^}^A#41-pXry``(I;j9mRYyGGti@%NGL z!LW^=V4*S|Lf@m{rXnmo>*2R- zY;5x5*@Gs`pshmV6wRwR9q$0CG&b%?ehOJa4Bkw%r=+$n3)u8TOjH!cRhM5$8Lidq z=j)xN$59vBJ|@iC>MF?gC0M9o0-PoE@--0~i2mgm8T_zS-nX=sGv}cjD@(d~2s!X5 zV#;a~%z3g_ibY5{d>OwfYu=j=-r4zh^)S}WeR9v5S2MRfcifhw#R{1eUfs}y1Z6Q0 zl7TijqChME%$NR+b&%IRdXyVA>X9)62OyfC z@3}ILU{2XkAWC@Xd(S{Wdi|a6MeZnZi6e`jSoA#~FtRTuwmRYIXvFS)&HWXvG>dN^ z_it-&fmQpfzq0~;Znq9}Xjpt1A5X;!22w#UaBDKOfegHtkkAa<%{J$ICk;3WQ(ah~ zUBM&T{g_pRlf_rWQ$UBpZi-R~?TraM&APni$B-5QJy_g>y11&v4^r|DX0!FY^b21O zWLn>#8#(L?EnZV@v@h#GT!_5NuM3J@Zk^{Vj#)nvxrj6CGqN2(1{z4lrYfH=-$H(F z6$mUWyg#3@3XSE*faNY!>L%xT8kxrHsoH;)&FwJrh28c|HBP=*#5yRdpb(4x3YZTF z5p~(~+<_0=J$~2ir#`qML=j_6zeN)T| z>DRq)@%-Vc6!8M8!T^w4?Qh>s!agsqZB4d&ei$e~n4Z_eeT5jUo!ZD3ChTYt1SYsT z$+))RPJf&a&-SIRKnt^$GECFST?7Iozk6KuS!w!_CtyL&T-Vvs^fp%5F5B8MVdp9? zaTxsj-95683emjEIwSq{_yK@w;IX>vzZ13W5+*64-v_db&YK3~0fc9o2AnASSW)Hi zga3kN`vdh`Yq_|xA#Nw-7}&EOcQUk4E?+!0=}N>@m8^~J*57;Ng-N6@&t@pAhGAX= zA_IK}1U2J^QLRK1me9e-qjndFZ%M$tEm9j81GYaWRk)n$NNve%ZBx`&AWp z1?|@J z2ls+RwJoGEHQ>A$E1F6d{B8?~NS@OmqLUL7&5Y{vPkE&KNOnxDNIl>WvxxUcE{yLQ z`NDfaDR{+DlkYRn)po@OJ@*dmEa^7#WwktA>E4bWyck+8@Rr|i*n0qY?6ALwh8_)R zJ<-V!_K;|kuz%i2{u(Qe`g(eekC+kyFcaMtFDn0pGPy^HgZfTnQST9}dXV!EeQj+D znEsc(tQGHLt30I>1a_`&QrN!ErF32*PJZgk=`^MFS8%ZzgtK%-^L2D=9Ju82cvavZdRRUTB5Xb-C zL3tH9W^a{^Dk$kFh2AXln6T8rY2q(<9v;31OI_d_V#_ePvcBvRt8QL$*1P|`tUj{RI{Zb?20#KZ;F0bCT8K|jIfX}~#Qo*#?-SxO%YpSI!B#?}Qv zR*}?;Z+8WHTRS_15Soba`>VJAFsi;pX?QKk>=7UT;hS4q*Hxyl0Duc9rQ}5>B2t1< z11E!!2dEqrvmXc;4YPOPvzt_Ip;z|v2(X~9;PujrItndpZtl({VHc{%X)CMAl4U=Bb}f+oep#?BEk9`r2aAOMv~sw-`@wlPC2srZ!^2n+x->Dp!S`~jrUEi} zeMk%8X{?u8pl zEQ8MZwVj7roL<{=in9SD#m^qcG)WY$OW&cdi$dLqgLl|%+<%w!Z&jG*bw?2)*|%AxYkkW;gVHE=d+OBoS3)1c1V#BkNK^u#`T z*Y5xd5pXZ@>^=7(^V)>x#AWux%``i@|1!^9j@?qKDkY<7kXainMyY=LXyPdv;C5Gt zFwnH2L%|qqkp<7~FfE^hqHwIp5+AqbVxnjCy$&Hb>mUy4O@TdXdhY_ori!=%YhOuL z|J~jrri@_@w#DyFJ}ybf8GY3-n=P+={ncgn<7dzAYNRkiGSt%DeLiS<(ClOx-ATQW zYiLz4lbs@+Z4%Erq3vK(=)K7(0tAC>b+`W0ffSIio&pnq?M|3a02|dcG{{utC*rmr z*vc;zFfw>Wou_qmi2Ti5vIN=oCApwr7nct=H}^EKQ{bRnIK~JF1oPxJ(Q~6_FzjVB z>28H((;Qnol?2G41X!JjmtWHW^eQkMf-lv79zdVnj}4^3`jda8LBI*g$+?TyZ}$n{ zo_^lL8F5fcj=`t;3QxL2T<=~)Z{trPX&&&1$AQNwzv%TdCxHa&w)XVsLq0{2BwP=} z#Ddj2rz*Fh+#@-#h$kqz(3v5OVedi|p*WV{dDEghcrE_?e)cy8SW01U#5@i)C$2Y$ zX;AAb9<7QS5e_bj+JfvTI$A+Hm+p=HynmJVSXAz0jaKs9O@LO|qd>u9hC{4;MX48U zD#^7bMyo^~)B(d5BJ)MkOv#M$0UGQ20SSnkL#!ORL9@-SzJxcBIMqOa_?dL67+h#Z z+*PxU#PLE-!8`m-YpYb@8+}?Vm!#8eBe%%?d@Jj3e|@8Dg4h@NevLhP?Q`z5B#?K^ zgxsd>mVr^gV#szaQC|^d21F4=kc)_!dR(H>TO{K$AeQZSsGT#2IsuzwjLe7HeR?H`roCnmn){Ez1Aw#cgV zbD0wdphC2^d7b+Tcab#%SVc;K7a`sV1SdkV1wV~-J|TeO0xlg08X(T{Ik0C$p{Q$W zvc^Q|@kQrkQgX7D;peXho*pY-n9&lJ^++;_tkTG_*^;*V&ky~>?|cH90a62rBK#aC zO||5T(JXz8{zH@rSreXIEgI zdH^w16m+9J)DD0n8vdKwHup7|QaQyrSQFEO)QV5u7uf9*u=(DF>nN?kc#+HdCqv76 zp}fVnZ@IrGaTTSqk{829baWlAnkKjoHM_r@UjOpP6Zrq<7&ysI2}oEFq*y`yT*fYwop6Ed^^ ztyP44UH$v}=X$tqUY>pT%&Q792U@_MP^EA19hgwQ|358&Ts9aM^yb8)ozyJ?01_QB z)!bBq8%0dL-4%Qaszbs>p=_KP5OdWKSrE$?qe2%k+1MLc@W38YM%@DR%jlNp9=%?f zXbY6_#-%-K!n<#6j-U14F4)RbUCFE?Yc8c8mrjDl2!#uNVnCsHj)m+xviMupj_Nu& zeJ2`f4TDId_ntdKOh#J< zJ+OPXD>v@n)j<0mu$XM)(kXrDq8`tR_kx@o7*%*o1)sD6zmes$+pQ=bqzv|V%duNk zLz)6%l{NlqJ{8__dEDjVUv1B38fAR?G*ne2DtK+AP}PQ({nRnTQx+TODt9pemmrc_ z=xl?@Aj0HRe620GpN2SPoitHXG9D=6T|TEpltb%_-+*wZt%I;uUxxB?`M&AD@x z!_&)JH`@a2fd+uwWBJ8YyEA8C7|mtcE+#H6te{ZTJPh;_$Bd*qL-Qpm()rfabH7zO z_u*KA&AOQ7bn1C7-{RLSsge-N_v_c#C>(MMk^ zH`&Jq4699f%|t>v1$!(s$3ANJoB7`x1_TN&F)M4PT|(E9HyX0Khi$ve)ByKpb&erC zne+?ui^H6We}OhApjs}b+C!-c@z2KJBBlnBO7>jM4TbZ@ZOu(B3M~tkCFA`WmNKIo zzR3FLj5~K+sn}L?y3u~f((UJN)ZuqBhSaeg=O2w#J?JWFtI0XRlIL;S%lgi5has2X zG_$zd#ZTOS=Gc#1ZnucrbN;I3`+4IDL+ad&;^n8GM;Ff-xjsB8CUOMFg}5V-X%)gl zA`qeA95tn|50{H?3l?VOR)@H013!~gHTE5POD@Y18X`b0S(J&e1dx0Qov3lp)W6l1 zk!C9%%JayCEBKVrpu8P=D3m>~HaF;OGpGnP4d7LM6!P!Y$Z`z^wJ42ZntK>oIjfHZ-87-gG>bf_ zA5BV&RA^7Mqp4De&_HP@QK_t`zG-PlM2m{j*3hD;q@_ivv_+w%Xi0^Z_W$*H&i{9= z>$%SHI8^udzCZW-{hBu%sKR@;+t}E)jnB1rf4q}(km}ZhkA``9WiJa}!8dSzvz%PM z)fn?Fzg(vl@p#?GVte;_UA|P(6@S?Fqyi65y8V@lBJ6i3w(5I`0=dCne*Q|3!udS2 z%WiUV$esRp(zy10de#;Z`NQjIs0|bM+&DXu-VlHIm14lFj?F511+^XV594p{RF3Y5 zw8bx}(PsH4)y}H0>-?pRl=O5}1vTjkU%c~X>c8hMN5#b*J?$+JvSEf2cR`~}zcMx= zpnWhox12Zex%{h8T!T$UPo8AnP2km_(n}ALxWb%t=FZoci1e|$fejDwN7vww=1wwW zw7(~>9Q`w*b{&m})uOPNA`2lA9ReS!eu>w@4+bIn$IegH9pl&1?+-R5Jt^M)%HhDV z`uZjzk=-FF0W1j)Qs*C^-@HCBa2?&+U5dNendqpX#1vAKkH~3eHj9as4YvP{ogh?9 z=q7%!uU*MPye1MStEIBDh;o7C+$JMYpw{>*9&zx1j z1d;x=t8R7(f35xH^GV+gPhF}=v$Hwt`Z@DyX6VBftK8$}auE&{i7`Jn;;MwlXund7 zO1tfWgJEG?eyXroQ&R}VEgQQgQd-~mmwjY@`cY<C0n$r+83)G(jRBgR6LI;iTU|?<;YBG#CTIu z&MP`gW3hLmQu~VA*8>RNwOiraoC{q0p{c@h^7*hJ45i&Rv2ZR4|1LrXwc$;rrEX)~$p}Y;U z+SNs$)q9{yk(GI`Yn*o%)zW+8a=(Vbm<++7HIKFjsZO(eIJb?`wiDnXtS7N)#Metq zQ4l)b(^zq<7{wCb*2cEzIvM-3_lG#^@*gva&4`MYO z&L2H+eG9rifPaV`DW-<~R8*R&!6uFaM!6=>_ES>^r+*thK3~?JvdJh!uh8U0T={me zaI*@%R=KQqr*l+Qs&S&jVL-76$=>Rb?xS*La$jICJ$vGD14G*J;L(`08(Noo%EWp{ zrbiU4#$K5ipyiIXDfz6jMS1V|%tTjjY6Q`P#9NPxRR>D?t+* z7i_km%BOvC=GXV$Q+)p!;qW9`yX5G5DLE&`Nm))_+f*+^c ziOG@NV++p~+xy<6kA;>MpG>hnmFV6rY4(zLY=>88HZJ1AHu;%p+3(XU<0t4j3R-Sf z=#QCAIu<@2vs<}6I(2H?qHwK!R!8AP+={MgcE{(E6qlRrGewhE{xzz=gqmK#(6;)? zprF0$ql9mujOcQ*urOi$3%gfweEzvQynm2Cv z*rm^f)LaNTz?GO_S)kwYd~?I7hg|LovNQfzuFhC`rHz(^_DvED1!_R3cyUW^nZErG zF3@l)wdQ6AO*?J&$BcIp^znNG#Fjk>%NNp7|K8+VdaQq<68W1%j|QhsJ%}YNRL)lW zGF`4+BYG)>%<2JIC2vIh=lhf-9V$ie^8Rg*cHYk+= zZURu+|0nf?ob%?Zwi^}cbD|SP|Bc2cB!t}(Q_Jt0ev>>(t?-3X627?mUO^X6YHHd{ ztfG*7&~$KP{`)nw2ig}Olqx{+CNd%~>o|y>aGD*56cif0K2dSw7s@rsmdbTg$i*C}p5R=}glJ{EKhWUkMdW-n@)H39;@m4kQAAEZ366gg>H2+a5 z<0GSW&4#Ed!u-mI170|MyINfDoRF(eweQ%WhB{Hnlt~qd7(Yd^dzY@P+Ai58czUFZ zm7cgNQo5)+H#D@t?b6@04NF_EF<)(brqJbE+vwR*M_txFMgMQZ(<}vh#%F&>icU`1 z?AK%2))}%NYN}gZ;tj-YVuWMl8e_PE{|8<|Lf7)Y?eiIx7v|brA6Li&AbrjQR!u}9 z&Y0?*AcV0lJlK~(yLJuIqFd0q_71cyDK-24hbi|~Zd81{E=E)^;6M!_b6$L%`Dbw% za7}X74q|h#gSge>m*4f-yBA(;>@+#b7vx^++_Q0+XXAM!><+ng(pz-?S-k%FSO4di z`&UBmzMRPYJaowCZPg+Fgw}rwoqET2Nu-}Di#zf~TYkCmUhTzI-RbcmFbMUCI#$VY z0l(3ba6azkt5<&k3zC!>gf3olM%ii_EXH6$@1tMQjt?X|&;n4e-;ojv83ec%WC0S4 z41AO3J!5QkgqeW72|Oi;g6)!$Po6!y)Vdh*KQ}El-ZXfC;jF9ueir-)BvTq4Ru^Bw zKWu?r?SX;#t}{=M3sl#IDCw93gT`#R4bD8o6O}@zKRw^=Q0NRX9#GFWQ0=)R-bxu7 zKZuL@Y(lINN@QSQ;QQ&qAUqL3&Q6&88$I{hm*nm5>;h{O3yt~EW70Wnq8tpRTdqKQC4WI0Lx7#_a25OP2o zQ^)fDTQWNbSMyzm{~R-N{a&jv*K3-0boQ1o^7cQkD}BGkU=5$+8cDxRH9KCJ%{X2j zd+wExWwdBNo-Ccz(NQLN_)B*s?E&%FJ2W>8>fW%URa@95@2IVu^W^fftSvu88PPVP z5mVk}+R^o8uFaKA-HU3&p5+I_8SdSwv}cMJJk)bTxOhx~GVRI0^A@Rh@N6h;ySzE) z$kC(IA1y~DKr7*z6BnCxuF0c4?sC}m4uw}k1N8-2%kUy6XJ(Qzs;EbgxIlyx5RTj= zSh>N|#9)a&Zeh^`pP4%htTJ3oOQd2u$nPS=u1mlzet^V*UpoX=RalhY07oE!z9?f6 z3`~}Rs8PS9B4>;&(SU|-q6|>Z>Bk}O=@dRT4vquZ?T95BLC%7^cRxf}lBR7cV15mDJV=5{latjm*)aN=_&Vcaz z?oycutg>L$Vb!uY?sPc4xryVt*b#Q^C)TS?n=+j{#3pxX{x-$cA!0nJ+p#Mnt-Et5 zO9W5(f)+}zuVPby-yOi=y-n(zl=odoa+o-Xr%-OwCrXrk-InI@#Jo`5Y7i$3(!YA6VcUEN_2 zxHGaK=vE+N$dSv&gs`!9z!ul%yp7@MYA2BH!N zSs`vw@&m7HUSnl#4TwxYUOocBU%2d8FNrc9^7=k>G{hn@|5LkdM13_fkxBnGDab`u z{5mi?2_IJpIEemO!fhZ2e~h~<=z^|3ZjpwnLu&@li z1|hO|-G8u=gqn-qWEGQ^=NJrTsWWG^DF(@$b zg5#7N@-mTE#f@mOzUxyPAmV}~M;39Q2wiQnI$iP{h6BCysW)5KYjGll>Iw3K<)Z6< z#Y%dhkEYW_6K$(qpj>BM&(5Y^pf83LQ=*2;8 zZFV*`O=ONBUJGc7{#NMVi17r60VGBEJ~AQQ$BPQ#XEM;wJO8ZYVxmjaPizK-+e}nb zC}^f~jadb&n30`*4v5n*yz9-)qL45Epp1hG8X5M-Hj&8?hJZUkLDmSzlAH}Y7Y*q& z4w+i~N#dCV5~$7*3NtIxMDmQf4_uYnm2Z}fSY{-l`rlXTq!r-8^{uU~%|~xNFjIt- z{znbm4Gx~BX@q@-Xz;dfZ9pn0!4RRYoXgC`Q9yKFrSro=_Q}FD_w@t296`*v!lzXY7>+Cz=O(B?VT6HfNIXTIpEO8xhKa!-6T?kpC zYY4#t5c91=p*)ht5C^P}O9=5e`E5D5=6VJM2FNd17#Muh87(x+hTa%M2q{&!%6<76 z3%r~5q<);zjV4>69XkSXKf}gz_|m0IPmh!z4zEV;3Y?)VICa2ezLVZr>M!?aMtavq zp%K4tmZ#}Q@+2Z4X@vye6hJ8&;MMVk6O{Xrbx!P;O}jf~uJrElm>v=MP(vf|;7)>5 zg>&YXkmk@+G25ALHQ#Be$?VqvVPYD|t$OWJE8Xz7axo$!BSgY0KvL5cBQ2jja}F!U2#nSQI7Tn|Hi=t@i|3Pte8t$H_JLnF{})p zh(4|pekUYkFu`-8A5Yy7CXxT*qB{`}3qqo1_;7|ri01~QHZ}qO^54I&G9?F=T8^p| zeGDxfGvaVO=+(CNy2ru&`$@!Ln?2J4WfZ3;LE0fdBUmi}bze`4q?%e!KAp$ZmVO*^ zF!O!6&78oJk_V0}xyjEuEsZG=8 zy?7a!3kA-nuh`oo%~-{TPGmp7)XSPPG8B&{M%-rJK?&zf5eg9kZ-5U^-VwPiAzZrI z#xFVj4Fq%mO?WZ5O$#yzNa0Mw!+>cBFFO%n=Hk>Ekl!Qb$sLpA-O$h>aLa1Mfg3K2 zG(yYY_+>mHA#h$zL6<|7ez2!m(I{W1T?H9ev zpL{8ii^^Jf9T&$>q5Xuq(m<_C-NmDsey+mx7IoPvb>W9JD(u%VYoP<1^hwncUkIE? z)h#|N&M5Ky`kFZ)Ai#B@$q9l4!aL$q{}yeR(4X}*=dVp`51fp3d5wh5Cm|EarG=zN zL_&fIa_1fgjbXQv9OSaF6fssP_$1u9!+`aLaLN~+n$qG!+qHZ5S-I#vw|+9wQRCeK zfZE#H`e|ZPc{#5|=UtqoonFl?-m~(A{*0em0Ht07n6-WAxSK@?!@FBkSe zkz@&m>^7J9jU2VI(M{FW?_8cHOod7Wr`NIf^O&6Lc}z+4NjLZdI*2eLpv-W#d`E+g zP2GI~cwG_|?_9??j)QUR<27%5yf`b!$OHvROLVUS;?>Eu#iXu`FenUi!lI&pN7YVz zZ(ibUbLoi??0ae~-C{m9^z$bMG}6eBbs=c(gG)SK!+0;_I{aL1!RLA6Z$o3Mr3U;`tLCt~QrF(Zq2 zBzkrAN)wvTb^?cu)QdGFQLVhL`qLU9qim8@ZV3pi)UMNsOfR-Fp;Bl zZ2KA0b^m7?JN;2T+vvcgJq~ED5N#M}aG{2mUKd*@xf^y_Jg3t-Y zO9piKo^Xn}9q)CqI0(lI36BbY^r#MoKz#np2ptqtP*4yaPQ2-v5GyG4OY2UA@ZD72 z?I^24-^*@`+K!L1E~1Te+!6m)SeqdPA2M}#R<_pBD<02IZf-7?seFv)c%ViwyM8-; z?H5=?l6!9p!vYhZ`Zk?#G{unk(?Qg#^<%xZ!oyNsQv)&@YsUsOO>Bp30K-Pgfx#KP zEAtVQp}zP_9$6EJsUbrsLNz>k?Qq9Pu3bT)tW?F46Y)i%Hs?K*7>^L?QIZ3D#CDRJ zje!a-7ud9Fh9`HMM#@HO**y%(r>3yIWNgAa4fC~rUEG)-E7MmmF>xJs?UXP~$7mrS z-BNC71OEbO6>6*07ccIE(}nBjg^5IUZEZWMq%gbIAX*b9!$}e>0;lx=)FLyfHH%u|srUJA zajq$$npj}&@uC&e{9PDS?r|vGzupGJ0^7!o`*1H~gqSkK;rhvW-&uv&b&QNt#eY4G z2Pi5S6mB@&=BJ2TbSj%Uaiz2!YMBn+tC-&IVwhAEDzR6Lav3K($wR~v6^X9}wYiR`4GD>Mq9kGEZX~iAXgoAS0xN92v*G z@^4@sDVqLpK>`Q{#-cC zJLVWMsjO%8NqABrVkKHGB4fZgjA_a$*W}LKyKA~Tsgfomie$u+hlzr?0 zqa>!vDX4k=!oJN4vCHMcp4*V%o_@_0@ODj+YJ)QrO;8Py(+O{0Mw8m&8mlTy(w?3= z;WDvJXdsBdZgKjf=K-uU+}!TR(08we#ToAb&VodKhGDV13Yw~l{k{`+6A7-40h0de zqXEhHt8{BKFL?9NJPecJR_y2HcG>9GXFEUEv-;=kry23KmEn@vQe*j)^{cRsV41PD z0sUyn1atFljlTUC!b6Y!$|f*OTzVN8cu7D#=e zK!jP(!`+?z>pCV6`mo}$W8Jv1-Ad=JLcGeLcaf|Ah&@A_Q9Ml*r(pPWA!|7o9PIv;7r>2Eqdwl!h!Y)(q$Gj<7Mgt>YO(@SFkffaXIKk^Mn6?0+*|^CSY6>^9M0 zQF>`2!xiGa_1NrOQ$o&|eM#uCKa-OwcbaZBe?+q>5%ZE1Pc+BfVVmaX*9p(KBuQZujksG>R1_)QoUkFvlDRz%k=>X1&a?@-{nddv zsa6TtMpeYdSuC`GJL{!;;Is=&4!U*WrZ*$pnphKDH@8o$ffKgY?~kb;luG> zY)g1O6WOt-=sU~HEQbTDe3S1~(+Et92#W|U7RMB4&3o#+WPa2xdAp@FifYw4_NXX% zf0D%FK#rZCVZ+4|j!CS1b;T3X9Iu7xeuN4PBamK9UHvqLoqi2o-V3?Z^7oq+`^ez}_y-i9xc+3+erJB_W7jjCQm%n5gO&t6F=1oVRycj(&vB!Lx9WFfS?W2h| z<1IAyZF;?_Wczb!3UU_ z$~=2+b*L{er0LCAma6(%=Iu9^5*N3hH`5E9tmW{Rs!P9M8!l||f-3|8LqZVWrS%5c6#>dB`? zp5Mm{PhGoqG>+l?`EovE))IbPk^C=5G1cJ&iQD5IUR_;%vQX9iuP~m*gmWEQ@m2QK zXJqI~xcyrDkAL{k=F&>JzeGtNnl!2VHZ0OXqsjVpU*x$)TjxWK8aQ~Dx4HI?GB?Z1 zb)!|P*jaNNsf1O;1_Z~c=b3Rwy9WQ#Uw7^>%-^Ihaf>iXB97g1|t9ERrC0l-CuS1gpoe2rzXQWU>zAH`ze?9 ztgO!#YFr<hKu4r!H@N4<=y|qw!X|Yez&*)w-)4zY#Tyivr4|hN3 zQK4}jD)LkqYI45ERTz0r)?M!Ps(LUVOH)C7uXmSPR8Q->%Zp>r->$AapG+Lr;`RF2 zbM`lNY|}fK$8oFA&Ce-Q>f$H*5FF^b=f`lV##pCi;!1Qq&GWL&)6SE$NkV|`fiwRm zUIEYye#GVuj2DM1K_SHS2+#|Gc@y>=>>b~ci}Kj+qNSC-PrZ~_QTDq zGFL#)N1>nOES+@iD|mj{A}qP+M7O1j^hBRlx zh7I@=@{|z+7`Pn@!CLOcU8$WSYjf~&X}G~E>g6;+Qx#q*{dLLJtYj>>@%>oN#lCWC z`d8Pzlja9qyW2bhd@G)$zI6K;<##7*eGn(?V{i4n2c)t%dB(eBX_FYIw(q5P6?lNv z(;HOL6qvYfzRN#90Q?F}QgzX0u((?hxet4Ik-xB^#otq|hDAD>M>RP8Bk?WuU%ej{ zRg2`qI>a4oW7t9@2_l95B3X|FyrJ*#UAulJhEu3SHUqUWC8W;V9AYaXhVtIK@w^QR}4nj4s| zD|LPQ{$YAPwYk)s$JD99H^!ElPENH7r&;|Tw5%y<4Nn&DkvO$?WFF12(=AgR4FDZ2V!wlWqP_B9^9 zI^ml>tkU(Uk1tzAa$wg{R(89xM9^UUmoBWQ$kQYlWu>)$PMu$}e^DwfwPU~}vs5Kp zcz#%bK~tcoG@lVfTBFX@W#>hVqw%P3rB^P07t|yJC9e z#>erSe>&W{=Gpz?6+pTG)S17Q(|48n*{RMvdF!`yCI#<@XV+;Nf1IH5Lef+9yLTST zgf_uY!ZUB`htxR%N6pPz5ji*CKEXG3eD{{|YcYG`kFD(3D3(moRB8u$M{Ek91N%XK zitO35ZT=aXh)(!@VG=NfOd6@k1*WwnIVtB?>QAmeIdJkI)!c{o3b9Rd)FIo}&Gq&D zEl}*6UM})$r7cjc=>aLr!7aS3rQ0)0}+BW;ktII3O zIs6paapqQ3f;TJh`5ePOdHt&;D^1^gihWoeJDY!V+a5CvmtU89KDoqWjKuER!hM#L z#`3P9qs3lpp*WRK%9HKK^772opXc1hm=d>zpW*U(S6^PxTKo6!Kln;S_|Z|(VC_E# z1ph^)%|BgG@!#szV$&7|qE&a=M?0Vrr`Z?PyOqkNqKjtp!AZQ?-Z3~=U>$HX6pKf*^RnyIn<9) z_1NYgGc^2|bD84+c4PF2vS6^(DmnONkTT#@ytaqr<;U)#X!wt4A9(jGfQ_QtnJF$^ zYcKaLO~vOIk<=rMh6&3P=_6l zC^kIg^mFgBXT@TK1g{r%Exa&{)ljqSsRZ4qC3lF^-*%s}|(tpIuoBy_k*#{5kbB<`jtQwMf#}Riqfpf#{=S;`+8-70HH39XMcy%%Mw_F^dU5cn5gvG$_r-_Glf>y8-iqD#@F zq48_264n7jNs6fHSa^dWxcC!r_&t^=pqW8q2+|SWZW9^F;oN%b)uW?nkxzGh`dAsE z|K@~#@rjROM}6bAq4E0>*Ib;_Qx0an+wrPrKkdlKuy;4e=RWOTv+SceavSRl4>LVv zfFmW%8};{8;cWwc%OST3|ASm$qGJHcMT`&F15O|<0fWFkO-;=@+7axFf;;rqYZ&a_ z;A5k_#im|*Uq>EaZP~_%@USH%L1_lf?Um{OKnfrO+YXgPxb9YR(E#bzUrO<33_r&m zQ7^0_bL&1QH@A+q_PgTYlAO1pJQKAw3@icX8qU1mR8eq@wPee4p?aXWxODrFUK@=H z=-Vg#K4fHwW4aR; zO(Tc;B`_Qieoq24wS=XLvkB$Tc_+Cww4wv5En$H9yC#Dm8d`dalgw z<9~jB%YS_A$aojMq{Rb;4cy+_-;3&SacDGd*zjgi_0yo%hA`zwKh|frH*9@J8UR6u z)Z$zNI$;L{=NT-G_`ArYMrbuGq}(W3#rY$^#(LY&z_jf^cL$Yg-?+Ei_eq~Qhl<9d z|2ivPcNK2jExmn2KxcwEq%B3i;^YZx5fOt^V^ZrmH&Xxkb3cJufQymA?>X-7l;mVC zHIH4f3YP~!TMPg>PqwV^252FylMK}!pr}6xCCqak*2CA=LJxCRmJ^hM!P?)Iojbq^ zi01`s-2NuKWYnz-Fi}`RArjHw!Lrux3=olzc?0S{+y8ICLxw~Cg-<(fv+zx97jy-z z%|6j2chK)DTZvbz)Jw}t&lUw3v`UF6MO0MIXXQGGCla|?-_T%<8@GDpH=})l*%#1A z_+|+l0fk~KxI}24)^N#M(STs_o@cGve{7SDY!(+gg<{CZ$sZ;ByOzr1MVRp2&qZ#V zZe|RCI!1j0UfV=xhUFs_UUV4T!lI&v*L~Gko<0GQ4GGxV@5_58T)04aS$fkQDhnzG zMn<6-tK)ODnnnE2pYviIMd}D{b`ncQ6nFTj;9{i0)J8~uF|q%M4&+EV6=0RR9})5W-YmsE>!+4c&By_n z-vxW`(TJ;`zUX)P{4O7Svsn>hGT^6c#O?&;@lzfTZT*JJK)MQ`&u)grj!>x(SYeML zX@rnpMJqW9;>oz-;8fUYUZb|@PMcGbq(W>6QJe^;XRp_K{O_C}Hp!8a(DuyOYi&Cvi}dgV{^9zg9aS%L_dH1Iu67->G4B-!hRV0p$bV&OC!xwVfa!|y6$s& z|A^Hs>!(yn&)4jDlVc}YX_Bn}Z9=O4VZ=$3M1-_7x~HFhn$AsK3KxbL%KyGJK=N=d zT_*OJoW;#g#`uHSrl;h%Lc{~b*~J)mMq#4=krcrD#(viaOhSbI6V;8W#@iZ6k(!bF zoY(7$kG$^-i5WW0{j}(FS?WymQ~NbV<_0I}0+@@9sW+ydofB!06OGv3+QjOAf563; z1oA@kgQ4R)ILV}pjJkXUkBh=O1IYg|uA?7GK4kve-syt9I?YI+1l!Pe29JzzEMxy@ z9CH|xq$_1l+Smvq4$SsLs?O1Pm4|FX+GiAEsk_Ac{Ysp|lq>=^ihaAu(tX6uXRfDM z2#G!~yw%X(v1dV?Y0Ho1&0~Ii#=nobxhWwR>R0%12|vwF%q&Rzg&@HVA`!xPRRh8W z6M`drYN8!K^p(DxhWi``g6(P61vC^=^<>BM}g`=*n}9t4@GAiesJDmR+jp@uFo=Wx}%DP4Y*zWXxmaFe;z=T{qeJ(*5> zaU2zu4ead!ej18URFJPFA0b_-YQ*f@f7JjvgODHBLr-Y!^D6U5`>v+p%Hv8+Q5A>t z+X|1;nWl~v)c4x&Yu}%h&Ht|*ymw|s2EVLq7_>RqR+PRb92#Z9TMh>S^M#~V-jbX` z(_M-tpFS2*Pn3CfRorVp0%7UR>1Ps-J--}4OJYkPRHpx?{|%2JAspu=wE`Ta#|OF? zibi&@(Io98xsoJ$tq3AH@+r+D+?}Kdd{vVZfxL=^589yYo2Pd8Cu3IX%;|Xgs<39% zU*yO)jD9a(gr1KD{pZ^6;_HxWLQZ7FO54YXW<@c24}YX=)0^yc%zd<>t~~NAXS4oN zIip|S%y?H6WUuJ7*T9<{iaJnrr$5T>KX9(<)WOh~(gn+xN|;Z*DmvJHYvN${Dx;qd z#t4``9Q(ZH{*VA+y9D>!2l>1<-K>&s$Z|a|8o`}Xr2LoBsQtW?y9QlO(62FOAsu$p z8?&~v33)^{#Ce%l_Xh4m|H(VL>wY;inWjl%Qu z=k?e~QHn0;MAC?7F+on(p&6qk46Htp6L-d%=8NN`giYCqcLG=Fc!98Hu{h(_T4&qYcEpqR%z9fZxsbhgS`?Z@K`%sjpB z&)-(S!#^z^NE~5jvzN3Qc=w!_W8E!zr3Z|NT1Ylfc?bH|!g?~(r+-sa9F5{9_8oro( zz`*S5>?|F%xySZB^QoRIC5O^}dLI>ycywHd!CTapaXuPARsH&sk{r+Y;w!UxA7V8n z!ZyFeymjz!mdWX33|?!L%A%w#o53Mbk+g4UMM2sB_d=FUyKA2nI6 z3)&k&R)vou6@1^npIy0rC)nTE@|K#XnZE12JHFBK{hSrP4l*~7DX|3AXq`NHGHMUB zsV4KAbbgi~u+R?D2U05ru{q+qT4GPnA!|qe(q|dVUO9N`Z>L==d!NlYVCZ6g+B-)k z#WjUNP@To0BWBB{n!VSxv>wMo5BLN^5-dVoSLyozf&qSjGO+dMEP7WU=f^?$Gb}95w;I>8HFAr zPXG7r03izv6RD20^qv=iVI#e~yu8WX3AwL~^Hdh?hK5b0%AHk5J6&Ek8Xk-^d;YVJ zcc4^V3Ab2N<^>!tj(`3PBun_`P#qmE$KFkLBP#M&A>eBOk}BmZ9ImF3kbVe>h@9H# zeB}SM0JkuH2iR;jHcmNjR{E2UW~b@x>iw?gW`z!RcMix?Q*KuARI_a3dLg=A^9@EF zY&58R`tP#59eY{?V+u%fJLGwT*Sm^5=_%y1ZfqU(iEe8Xczh*R{8u^SnkG7Jp~4Yh?(n?wR2{ziT2_dXE19Dg73a@-WSv$ODLk>O-c zMj%bUwzO#U-Nm^3!aD5hbn4Lw<6ujhL|s!|4YdPx(Ul^ErvsF|ER`M^9nJk>*Bmx( z;_Dzwx~VBQ-Axd`j!N4gLuj(S$oAM6r#j*@daqCEl8AK-@8QBQZ`9(gLdqsF*A6Im ze!>$Y>ULT@&#(>m5uvkCn1XQh>40$+Z@8A~0N(QYjNj4+) zsUKkn0nSd%d+J7>3l?}O?shRfhM|?#7aK%auM~s#&DPWyF$(O_Ey3OpF=9G=7Q<3fsoN-V_VFEsmpB<7Gee4W&p3s2e zCcr}?h_!=MiQx9!qTBu%YX@m3!+cMY@BtpR@cU+Eksxy-`vmJit_iRvNR-bZ1|Ey_ zX0U?yc-72km`T_i9!X^8#Q}bC#xxQ3-~k|1T9UOw+%Vu#0ZCO32WvpE!^I@@7+(Ym=P`R$T zd;9inDGQk=W$+a+b_hC_%v}uM>caZA|4p=>k+C(J5?6kEN;CMaei^?;692IYG~!1h z6;l}52vCic4O?19Mh4=h2x@I&Vp5q?0JqLL{18wX{vkE0Pr+u(FR&P#Iu&&7oreVp zOv-OjPl1yU63D-Bgb>wK+Ii^963|aeq`m6cc1b4&L{?Og&RZck3!VgL98%5=l7&Q# z-Y}SqN0wyrkrFn9dwZ^>fPNvdCEy~V8r<`{lDZoaCK#wtn+MMl@d_=WOyN652~jB4 z(`SB^I&sW(++m~iU&jjuGc4|5*+>k_;aTC+zwUY9TU|IgNgza9#%1IM`JZJF{U zi2N3=3H;CmH^u9AYf#Mx$sy8PmPL2om$@$d$ESU)&8cH5yFVGBx5$6LfUqXR$v&S| zHH53#;jI8+Y8a-32yh5k_lfRtzDC-+3R*2~)P`XJ86a$foLpXe*Qir5N$dv9N4Qmd z0Iv^RWuC~qV%PkH7}<%A0-GiQ`S7VyO-%pB?MABjC>C~LOkhK4@g}4kj!9e^IT$Pe znXbWo6U?I;3BlemGc!QZ33kjmxEG5Ai&FgD18z-P{_TZ;?x0#7qkrJ{YY1#G=N)T zr9>zaEGr~32EY-K`$a^wCvQwq=225rj3T5J#ON^D(6rnsYgJ)O#k+^Xgb^9w22l@T zZ3Q(HF|dLVpKyfGk)n=vfX(>#h_xpN2oQtC{Bcd4@KimWKaS^Ba)K;ok3yICy3{d3 zM5j@R(@ZAjC>K-G2^t+%zhihe;y>mtpNNhI-Xy=x&bcT>fJuTl5=pHGIe#EXqIg_2 zH8k806A30x;-3SsA4;rgc$I+#A`m*ExPZxs$jY+)Z^AimZ_mGD$Im$C>!y)F-$jt3 z0F5N+kAylCuVefI56$SOr<{NwhF^*Z2#~l){RJOeTTx7*xRKa-d3&vRugmL%k3g}L zC*cf$q$1cmK&#}+Da|6B>{nNF=+4=7*d=OS&R%S>mB(E?nrLKL87}g|UH-vCP2COC zBWtW{-;5W&Woa;fb)jLiN$%Ref4ggCW0Q=fAF1;=6w_+G=6cnt475;4P>|qe5G&8V z7S&-_?4iJ)$4%~u0yEqsX8;yJ+f#dDztn^6fqvcVjJhqdwA&Ayw22aq|IM1UV<%0h zunvKAc1&oEF#aCx+2*g9etRczvuGO`LBpxWQ7eRNC3A)f$J>Uwm}(sQO52!iOouRy zK-vvF4aW{{u{@wNE6bBUQ|LV;4mQA2NY1`lwb#(_ft}6rQBa!L^l?*WK6_?U>AMCl zFyg^eiH92GWr?MYO{(2*uqSIL{3!T%u|!X8ZasoFsmOCEifzluya2Ts?0UcBI_G|U zLANkN^o|KZR?e@4a>MaK-4pDr_Lt#T*D!n|f^kY~vexUX!!bf_=lX_Y^P4nXC{yA8% zBhy+I75^wMI^hPXK^s~R@QeJ@-@jit{LunG1J4df;PI-yr14Dl;(uHLW=^7>dUucS zUd|Y<6z-k7_-+qb+<^%iBrZmC3|7vFRh`Lo!9`+3W2S2KaFKqovAz{gD^Zbp?=6vV5%Eh++7jX<8Y<3uOIzvZV2jVb}xf9 z5+RN@rp$N8CgxXm?EfZ3h1sEHI^yw=6DnUO_AY33sZ9lYPJ8{an!D&ZTM2Cie}$x& zUgfVZzgHGztZ(~#m82ZGVJg1cAG@1*bI|k0Pfy#pxZIRD``b#n@XYGUrV=`f&P=7# zp>6iU1$G|4Eg#WVodO4d8v^2D=uo!>yzP(P2N~LO5JHJKgKGTR?1{o1;I1sJE55hn30&Yf-Q$G z#@tRje<=Ki`@JEJv69~8@TK|Qr)nN^6NCn8aW6vwGRg_w<)8F2Uh&?ved5h6Vnv7j z=Ed2!ev9U-eXD9bap_NrZ_cbN_i!|@@cN%?c#NFAS)b*d=AM$l+twkeOGSxKc5P1i zmJjVcRZBS*6J9>zhwiqo(^%gAtB<9vEq;-EIrDL4{IRPetcFH6Y6kTB`2JJ8`up!K zlu5ly)zi|g$i%6v7#GCSdQPY0AN!K#QrUKjTF5K9j}9`I53sJ?jv6D(@yFnn#&!kK z_gSb%h!>T3dC|t@`}wm8hHhXZDEJWL-Ds4Bzj1RQ9B)m6|S*gtWaf?mq@zTMIL zR8nK1?H(z%pfrz>S1dlZId|2yC0p3;FkZ%!nvf~1IrecovV7+fL5#Tll2!8TU7GZ! zpBkz<$QSQDUN6=&)o|p9fGAzB8#OHZ-QQP-6erkbQx5jDG`#;-(D^MX;HyLD`-cYR zzm|tDJl}c+O1rNWUi+w-wz;h&9tmHZTKQ=_vC8NzwsxBTF*WmWjYZvC-SvSV<{x^{ z!fw+{e2b_LCsJU&bR;3xH8&5DT*ohViGwI3%g8#6EexmO(5o&7oQ=utU8Ewj(KcU< zRo!z_h5KnYypeH%fGpj=f8SSF2a}4&P`hHg3+Zlxv#2{-B{MUDN*%8gs1T45fIy$& z#_i8DGy8!uO^>wQ^ykxdha8>=9HD1Jph4jRH>%qqatsa*z8|eIvD1Qc`-B#Qee(zR zB}cb`yB&phgZ&HpuF>Z;r3`kxD(2G`y1tNEddK|Y!pu#u$lTA$r%Td z>`yS|@naMK5K2W%)^Ogm>ua0?`zfjYE4IBCeX@76var{^{50Uq`Mq&^!9aLI)8AI} zRL%0Gx3{aV_;k%G$jVOmPTk@(D_^M-8YZ$Z_b007%3riDFO^PK+TNt1JX*LVvF}2b z>Tib&PR7qxlQth_oP7OVZ@91M7|p1+FfNZgSID6}zZ0L5;tzBScMA=0?qjPd_NM}h zo>1ly^v#@gZK^wW9{N%DD$-sx-phxX35{xJ5ampkU|7)w8svbN07`>T1hj9UU35MM zOOmijjv`F@0Oy!QBi31TLJt4TyqMh=|Kg$Peh1DGPr7EACK3Be%>E+eccO|JQI!=>ayb+@D%&kVBc#1-Ky;jC0H!HPdv3q~& zWv&eq>Nzlxrgsam>{Ffw?cGLya0ai;D$aeNG+~(F*~)kQTi-QTYr(y9@)q>zS=O#u z<12aLz8P1;^u#EV6K0H>-kO{JrQYElQF*>#g`I%*hpjuzEd-oGpat5PVH7ss2TB3- ziuI=~BTOB#1mZa4o~Z6sgwmaVL>~uJScIsq6|eyKI*6+92x5(~Q5W`kdj|Qs!<9xT zY>1CZ;Ss{MxiD%V{t#c`4{{=8v4Cxk=fs{z;06Ra|2Jab@BNE<4O}A3Yu`wVa7jrF zX$=9~@v79o{M6cGx_y27!<729C>B>b^ZeJi4n7?3%DK`P*#af~tdvk^x_-m3kNtUKDKge-_INA2T+OBR`N2ySoMi(AM?gBBX>G z;Ff`j2~m5%iSnbcVp(#tMk-oyewyZFKlRZF+-q)s1XDANTXvWqt2}ddzAvttnvb(^ zS5qxro^+lqFDMxAQ*8aZzPTkbf%#%*N&5=pdcBI3>2};s8`&OX17Og)Pc-J}OGvz~ z@~)us^w#@SJUIS&i4pHLdd5i{Dda^2X8@sL^5RUDvZgbpXmkj!zQwNMhSu*duf~y* zGTHBFG_&%r@1mt`czr?fZrzya%^p|ICkZ|=H`~r{u!D1uN@I;C>x}Pv<9kuh|J_PS zJ~+s5aGEW&@{i`d&+7*dF&-QgG%&Llc=@VzXPM~b_Ea6`_{PhVGmF-b?x&uQi8l3= zQl0FaqPZ;RIk`I`zO2*Er(@xn;@KF{X64~+*T*kfzQsqUVw3IzyoiXbNX5)q-0^M* ze}K0q7^x>)5LL0Y85Y8gucqAgC{4beg4DQWfMkUKXY7FMngmN+MWpCJY2UIG-WYO< zb%!=GJElJ~Hc|TfEK*i{7i!Vw9qF#b{;(7`8_59b#ljV|DqtcUH9RdJ30b1Lz~WBl`4) z%Fp({EmKFQ#pcz?)n$!taBg0J`_<1hO;<6!t;B%w2M*lX4Gkd$EnMBjqRftBu7_;j z2l|al<+#*~wCx^b;R{{qdX;i9oh5fkxF*0=sAiY$&7?7znK1ehs(_~_X8#Nhzuje` zdgIU&M(NkAXzMt)@1 zw)S26CO_|MkKAPOHGC$ZaqjT0@7Xb|ZD%K*p7fe7i;%F^`E%Ac=h4|m%XxgkCH3+C ztQowPU7cS^$5pYe}|^n+GL~dsi~>_6?6Td)hVCj`OFLXEo+TW zk2aP!yr)}P{48r1D*s+)uW@6Z1VYIV)jv}zj(WhJU2FDuOyzLH`}Uq~$;Sk?F{2%p zoA_Rkp^SGRl4*WX6oYQ_KiRLe?b?AbrR09}ojrc?gchQOAI0ihTwGa}Ts1X4zV^$R zm2CZn>Y|yZQX!}O+3%M}e*U^zb6jh`*uypHt}Go)n)|wpbqK^&9u`cEyxgTD9Tipo$Ta=YUVdMpZ5?|&W}Xi)Qw<*dno-GA z;>7Oj&)WDnqV&skt^+@ckaZ5HI)}zmKT9s&|9G`A<6M9(=%A;ks;~XomzaoBU~wnu zzodra>|gFmNfv2k`uN*IPbf2Q#SeO|E>;?s4=g#Vn}0oCOik~r8++XO*|FPeRM^;# z-G&L26M2C*FfWn964KC_i&Cm?RHJ!4XVW@^C1tv8*9P8uVm(a;e%zETdN_AQ^%LSIYz>mvt~oP# z`pi({zgLTY?%mK>I{OV$ocOl^9R1rUxN8H_{#c95HAsu^Kka?GBv$js1#~H)8LYQHXesq-O5L1{*qx;oO-`7QNPI^3k_3pN*V2?9*+UOiWW|b_aP^q{y(PPIxfn!`yL*;VJM|bIs|c~C5Mtm zRFDP{5or*V4k<}Rx+O%ERHVC+RzV2~B}56O1c7(oJkRref9Icb&c|`)j_caj-fOSD zRuZy3oT^>V)a4}6m}jwW`ZSq*#o_6{1*7gDhmR;-!wu;h8F{ul-kVYb1~=#>hmY&Z zQVn&5!QllsPf0*yJtTrXfC1!c5o$be-o`)NbZ5Rj5@j~D7HdmTwzC6aVzSg6LZ&os`&*@{OTx-U@99Gd8n2&wKRwWXd;;dID7EO(&l(1S9+fU_re ziH|9+2g6xwgOdmiL*@uLLn%Q+u?vz^MDq&FO^G?-kdFi$Y>qZ(A0OH2*RbMYrfTDE zk+NCQWov0^N__n`^j$q1FSo{qdMIr0ft+k_ehu*ktcT5|gtz$D7rtqY(OH^ypomt_uVE8pU znz()&T}Rr}4j`o6i>0O8&~9afRRs$(R+(i%7n}4Dt{q0Cl{b;Sy!Cf(u+MrovsVcQ za=itImXprD9Kv-iwhl5ZY5FG>~wL)wr`<84w(s zq2s!d0q6rvw1)!M$Qm$iP=#J~rin$B){fsn{w8ungbZS3;4y6P}ApN_Gy)^fWs@MbCKe8;c)>Om+{#~0{7G; z8W23+xf4le6I5m_#iGW|qU(Jzl7*)b+Y#&!n>Q8n9W$F0#Zm=U%7|>%9Y;qb>}^f7 z9Mgl)1HX_^XwM>}dj_=J*x>&KoCS95P0rv32ML8F=Y@C*Fg9K_0xuY#X2pRVh3Je9 zr#l7V3bJzr(Zso6KMBw?Y%>3^8$W)?tV)<^h8ZoOy}9x~*aYcfNvM@kCfST!{hsg` z5K-`jFGa6jz0dokFIRQhgR&x8Ha4cHvVcDE3cLbadT%BXkc+lrC=!y%!=?#}ic*0R zIy~zxP2&0V+(*Gu6g?OnSQ&*4jM%bvSij>K>xagf5z{)v!Cy$8>K-ZQ-|Jb{OG4?4 zCoDd(<44xORY1Y3_r9pnS!JbKdtIc?^3N#m8#YHxcwCuX9APwYAoJ5* z@xJ(^nV_gL$gOX^)}bJaR;Ic;CJJm80Np;VUYO}-(Vxa$;I^yf*_pZ zT|0?zbbxZHIt=Iu4SD5jw{fmxlNe@Wq9V;=Qywsp5H8;ZT>x6d1?3Qs$7+*pk0cwy zEZ}-ahIe|6L>VsfDf}e?srIqG9q=$LXwXdJeGiMDfsj0uU8pVtjceO;4QP62!a2E^ zu;UmXIkp>S?8q%Xg*63@z|&g{Ni49bFKf8%K%YNPcZR;Wfdt+ZJih3N9W$aV-LAEr zeCW;2405>Bt38Q+)L|XgAxxvb&I`+>?dXn-A3wZcu70T+r*mjxSLgF}7Vz$815f<3 z*RZ5^CyO)Wwo?)XZ;+tXL+~$P(n7Q#iRFtL_CtIUP0g>kW>iG&xGTs;g8(%0nH$#s zyFtawNdC95mwCgiBofsKIxu++R&hMkiL}!rXXjWvW$1Or!2sbue`n+7g$^->HwkMH z7NyHTXTL6=_KK&WT$2EfbNRxM-6wu9i3qwj9YtqLID^xO9evSCn-$snks)kcLrjX# z@G-ovWIIk96J(n%-ZV{j`{(0`oX*08{7EPQp7!|)Awkn>nX3dj|KkE^uuv4k8wVn$ zXV?E9bqcfu-_c~nB+)blD1?})MMkdRzgp0JPEcA)ThfC%eRaC6Ty9uwNzdKe(GKZ^ zI*T4u?vkANze!207Xv}Og}q2B|tFtTM%w`vE* zI`uYkakXyO78x7R)D+-C>C7!bsv17)6SLD-YA!tvhebVA zdB*b%yS*C&SH9B!HtHyWOEAl~y~EMT$(8@zGvILfoN%5|8{BoHl&L#YtRk&VToH1H zI?$M|UO2X=>%yFE7=3;UT5sd60Isf#bSNY9dNpbys0_P|Wa( zMZp~-;s_PAvf`D#JSQynNJGGS>VADj9zGsKCZ{Q|68i7T<5TDH#j~GIX`7Tj$K`&B za2`XWtxa9h#kn3$a=oU=KzZEj4wEP+7OUbm(96|rfnj;~!IYz)``=^3_ZXd2wu_J{ z$ECUc(1WlW^^_ybRfjL>j)q(l?b6=i7RZ2E4W?fLjn-Q5F$KLlN%Fs6faSIb#x`Wg zxJYhgCACHQS(q5_2ES($P(UR+(2Oo$|JuS1!w22`fXK1cFI3I}LkU2amI6c>$i-pci#~@KwgVjqW0e5~ z3^@BChT|O|atWsMk|T7fQ< zd8Gz7u8<9K>LI63;a`63@i0+Qg_%K4cgoO&FaY>bz;z0-GkH-`q6FHY3FT`)eu11n@$&SE5k)2cy_pDjhE#f&cjzGLn~;3ny|K3l_*V}MV1i~3ml=r1 zq+%RsAdf_Z2M`@kFsthhBcT-w__yD@cnO1p>XC+ZCxZUo+mDnQbG^gvQI^XD;h~!FrnFL&rGGYvy4ayasAJ! z`CR4A2g~sosMrWk_Ing60M7$`Au_md*57XdbN2xmAqZb?z-5>Nt|$h6*lJ3mNINYA zw0ai-VQEJ&FEbFt>m3-tLm@dca?_9=x&qOA9)`vgp~P#S7t;+sp9hgA z0u+?uRzMx~0V3rEX!j!~wVhB%%jYf}fT~;sVjG2+4L@c2vA!#~ZYZu;%s)^yGCuzF zbQ257L6Vs$4p3PS^w7j$Ou)=@RFz*ug!Q*qjng8svY=O|fBkwm5Rt&{hESV z(izK5(+1Ul+AmQ zQRE=CH|+tF3(yoG!ha94Ln@FbK$AWS-UZGS{n@k60Uv_FPH+%|iWn8NyLEPWGmx2DT5WMV%Q&%-yf@ zGU+;)NJsaOXEC00r;rb1x*))Fz1$)e-ni}7LKk?l8d%=;`J&NI067QfpUbJ7$0cbQUCr0dx?SY5oiJ;ofjxdl9SJ%MjxyJYbFF- zJe{0=B{-!+UmSofAb>m(^ec2=(jNEhf;xTy!;&)`0o~F6%e%&E%r9=l+>tuYX1h~Q zS)O7y9YuUfr-2;=tg88{f%7WRCWG=>_uv4~6>u~Ivrw3gqzyP97UYl)lR@f^jzaYf z4c1cbR5Iw^0jl;@@zAj?0 z5Z;~h9x68jOUuCaJ(wJfh2Jo~zI!&tj^1158T{t%?k+7`61BksoR?=_FUbGX@vp$T zxceDvu5uN2RxaI!(iy(=@3+k9$4b4Coyn@QAc+bX{CNQOmXlN(ou<^dX@b!U1#6jj zD+Abw4r>hoF#J4V3tOv~|Mo`Qd?Ih{;nxcX?8BJBr!|8Z9n?x`t9&M)hh)Gc-6#3F zvAPQ0-s+aV)kg=toa-1CIK+Xsln)u~+AxwgLt;f^Gj+YY%vcdyvICKI?$KF`R%pz{ z0?QvXfG!kIg8~;rIF7*giqA_B8U^eubDbH~EIF)9J|zUdu`{V~YS>^nia$HGtPi^! z6?4bufYCnl!Z)#f7+OFMr!r%rtQ8|0s=-JNR>Bp^dH*!Cc)k9p6_u95nGIKHwgCUa z296#?=>?TrT1p0qAruGg0CiLVN{&d60)h)i9K0SyZW>1StZn0-7Wf<_c(BGtFck7R zR6yZJE9XL12|*VKDtI*%__$CCGDtd`eSNr8ahPnE2N)#y@Hu{Z)t2GX90gsGdBm8?Po5pv z-j6}T9Tq;|3$V<{CtaYm3Cj=ufGlU2=rl2hrX3ETRshw(kw`^6QkZnd#YG)lb%AE~ z^@jBqSeh?ik^(ZJ1hcIP8;CPog)kZDr7^fWA8OP!Maxbo6{o_{48$pk)9S-}`m%Ur z8FR7U58ZEscHimAhoXp4NT`RNVbpwkqLFw{Au}QbSPJphY4+FiPQb;#O(Junj;XfdjDE`ucj8 zT7Q_WMxqrGJ%CVFAzZoz{nvv}?@rNsaIa{W zY~G5+Q7C`;vR!&PGZfhmh}1c-tmgjwh2sk>))1|9VorqhMPVHN3xM@5z}6#TnI#cj zHv|fWw*_$@IddVIfQIt|2ps<$xRsKeyzr`es2#>wgOTrr$>??fAUO)doTiY@!WL)~ z+4d(1K$uW76f)`zUv4PT$VB7ec@qA>$3E`7Bq@oM@Fsy}w05MhvP_Z*rm7B{Z(*Ie z3$dna7knBml9H0QinOsL(9>;$*_J2-oj~OEky8d3j9dUW15nWlaD5PXaV&sp>9?Sm zUF1fAs>m#K{Z(uKGokq{A2Ek9Zm_#uEGf=z2bNU?Ob*(D+NJ*#!ZbSm_ZPf|$u^PW z59}vf5kq%4CGz2z`wBY&jM3ylK?cZi+$C%2PE-B_%T?wlie}@eGH$J-o!#AhNGzd6 zc*Xl_q**9}F;f?+!izrNxT%a#84)5N63CEYBiNFlfrJHzgMiIYb}MK_;w4`lfOpL5 zJsk{(RU_!1BMdrZbATx)a>}ndn~?9 z#F3#Wa=2+oKp(Y&MSvJ63Mn9@K;*5{U0-fy5GsTnhm7VR-k;37UQoj#oL)CrTRm@2 z0G(Q7{<_~y;xQFro6d{uD~LSBZmdFVmAPFMN(XboG6sPV5J8>cv|u3ss2*b;+MWAI zEx0{@!Ba9glK&hDr`aCrsminiKg3NwR#p{k)Tr(eO|-fcow5`H%OIFm=W!GJoPLLr z#_m|}pwGjrxNx9zpnDJ27Uy<`7<0$1AVrx31^G`ofcAtjdUh2gHEN8$fT~KWAU5(2 zab@Aubnc0`Bh$DHM&qY79d${EmI$m9>MSeQ=HTI5QBa}%r>+nGpb#oArMMiV#KpBE z)oFeqeu6B10x8v`uMh{17Y&C6$)?cczfXDD8ni{kqdeiY?v* zn**T%WY_;&V}_QczL_~q51N_+@Ix}a)z-Vu^YQdk_y@NUETk$Gx4}^b!3in9=QemCtB0_y#^ z0GC;|HiEf~d?E>r`$)A*j6C$S#}%?OQO~t`!-A}9pFi#rgi{+%1IQCjOYdp7y-SW=bSBHO5%Sf*T~|Wb}6M%^-4$*4a@?bJ~HGPJ&!b% z`5WAW=A!y{-Z&J_|Xcr@uJ~F6(slkGW*KbwH z<>uTgv%KGw00t#p`1WmxgLRlO1n?f_hUUj zPjM3147{rQWyW`f5B^Fe;HGDKOyl#ak9+`9ann#utTm>mEN+PuPlGx?qQgXi%KybR zTEde|wRitX-uX{+D+DtgsIt1K$d~feF#pJhSw_~R%e>G?L~p6U=(|35{&L=;rNBdl zZ|9L;&J7G2l3u|WbD&$nTjO+L&LhyS!MRHv!&ff|n_Y>59&0N)ORc(Xf-KI4m&=_E zwssggGeYHg$m&+B*r0)Tvn=bJ%wM-FY3cLx&(~r&WD?Q1U*jz?1 z3bX$QwiJ;N$DS2%Z<#jx`a*6ZYsghrt98{fEi3=Q6mAKl^8i3E?IMiZ@K=jpmJ!%V zbcjJ;BlWaygR6$!2haclQ1J`!P_o|*a(Jk3el?>~Zz$`BoXp<+EDC1=l)%M5-t>|r zlL9_;t*9^>NYg{wI0}*&ef?PkuDcb_d)~iq1GEaLaRN?55OmpXD*Ico&S%N-)qd4w zzjiUj6-dSAq)V^Vh*+Brop9ajdo;rzV0dNnzF6Q|f_zb>I`_9!P(JXOwODay_rj3Y9*R;K;!ExtV{b<7su% zNV@M2!d^OyyEDJj3*VPTm>W!PC{5h}#h(Xw@!Ni-BhyB&*L zRtw+8S%&*>(~uBFM9EGwCTl1~n4%t%icj_Uwy%(4Srl}A^%$=2_Lw9gQ1GTT=it3z z;oX+oVxhXBUY?#vS&Wph(A$ST4Eacu8Y4aH%N51MmAE8IEpHB?A6W0U`!8-ViO?+f zmf@hNO}Q3a?JlX%iWycM|0(tTvf00W20S|KESYhs2euZ`b~4G6c~9Mjdxi7gx1zFo zmC_`(Wfw~ew2Ghf{&@II_dd2D?77DX&T{pXc`)(AkRkh;uU~4(0t4(a7JEp3N=07a zT>eUBz{@1(7>{HN%NHP902of7mu+Zik29 zfRkoaMJS{5WrEMYc8KEU-(G$l$A*WRot=uYvQJs;iNX(kPiZh6h883D_N+WO8)XZp zz@LXrP#|j{`>u=CJD%JIX);`!7PxZFo_Ab)D@alGyOh+0AhQ|!B{Nme<)zQk?8Gvc z)y2@2qlqDP^Ldf6ALv|cU3IshZN?Vg0kdK4ev(ta}VG?UAyHC3o2gdasSq^ZZQ}6hJPaFvM;HX|0Jr>NgE5^yP(PZwF zG8B9a7{|VxHD-2iG>txg-|qNM z?$x!EGvVo>>mlznG@lr9(aiT6a6N;Q*3s_Du4z}K=(99C9i`BMB=m|TxA|y=1kPKJ zg6Af}CEJNN?& zf){%Pb{>fDd^q<*h-R4=CU|{|5cjkca9F2qx)0^+exF`|__twXmXaMXK$5qdAVu3T z1sxwi)kp9#ZFZl;m2P{oe0cx&dhL6udju3u5;p(-&U4^OPrUI#aUeN?G@@Y2uw7qH zPMV=+bmY@>&zuW~yR2>56d5d^B~jnbp0!#3T+K42fYQ!3i>g$$P>;t!S*WOU6YR(r zd@JCI&Ow7PnZ5t$tF}jTQk|Ep{eXbh4cg0F$ox|ymCiUw5K{5@m8BO&0aN{z0s!$O zaEu5Kgg|<<&3VoL>@$B3`okwQcP@Vdk8^zkX-Z{5K^pr~_BdyO?9kcCrJi!jzly8! zw(^r63?k}Trc;M8tF#sWxa^lBaxBavZF2sksZ1ru(b2QSK!yp}Ls-ZBtMUc;)W@^Y zj-YPW(%Jan4^1{v0N|jAYc>h{R{(JVV@#FzuP=obq$i-Osjv{8uDjjfoVhkxs4Z_y zcXXUV{?=pU>DLH~+|p{i`qj47s>*)n{(9crDkF%m%uHXB)J$aeBo{xQJkXh;JY>9j zJ;ozBbH2A3$Eq)cq}H>j-fk;=;R423pqB8iveb35Tm|zP6g89Tw2{=>t$|lNCya%| zP{O!^h2ngoI$M|OCK!EnE+nlOilb6Y;Sj=1UhiY0suN|T0v z(jK*+3E1n`ZQTD9P)HRGRZRKa{Cd{ii)Hns?BxRYZ+%52*xnsdz|aOIKgms=FzGh~ z0=EFe{QR3^kC8N`VKbz50`3OLv3ke*WFV{xAMlt_sy|`1YKtmYSx+^O99!iS-S|t5TM2Y|p{`FStYf1Hnpq*?f(xeBpW?e$W>h z_N6!vXNLOzhzp?(OjbWiNU~Xb6obW6PY(MlhG`(|ac~yeR8oD*a*E*}7y?-=8Z)dAa&72kNI(C>?6Klm0 zbik^A+DgX}rEZ&HopN;+(%XusX8NoT_0JBPB{ z!PV_vCHL3%d_(iN)8O_K!?NlDW%Na^o`>_HcP=tA~XfoD6H++6~Dps;geaa0_+P(a-qq` zuEmypb@Ll5Si5V|?(QGSpAGCV?H^FspHt}3XR>)fKG?=#BqJY&nF+j#O}cE%ef|*f zDnpD1*nH-KX#>s(@v39fVj&AwzJqofYI&c`Y?eQ$?J2T(Yl2fxq60d#+7;^k4YqzpRQczV`K`PXE@9=%6J^;z~D zqx?5_(nNULDeby3I1H3jN_wjFdq#Fy)!)BpK94tjS&P>}D?4 zI00o$tb;?zm@Q*?@IODVt22?2IQ0&LgctwE1#mBNXcfz6FKv*C=gQ+)ey*%raw7I* z&_YX9>q*JV@V~ldrM};`4STF@Ys2L?M!0g<-j9n}|6nl_TlIXAj&8iyMyGxLhVS!t zh3O82M~sv^hL2qD-}QP~6keQ9oAYw5wDkO9l6YmiiF3wN=7Ic%(!fP|AlKD`r#Lvb;MEKUdYu3(~z8 zym$_yHFxD0v}uFZjgzPTmT;G>U@QOVJ~w|Qn(&KIw6L3V{qrK2ZFC{xWk|~v6$BKz zTG8NwCw3;p__)wqyV~rMKN=0M7Z`Pk8dA0?=QQ8w)MWYOzK-e)!5v7hc+$({s9AJQ z#57+rb6S7NUV^o|v>~47Efs2IvVpe7j;ARH{QkDOOwa2*R7jwCG!v0X>)ccD#hph* zx-f~@R6?2hZAXueh;Op&lc2?qeOWn+>pzbVwYthL$qupfV@`Q0wJ)Q6Us;YTgbtxD zdpM+rN3cC4K5OQRgN)$@i^$}U@PUIJ#e=tL0fqhQ@kyiF@{<9G;omN}!fYHETp|+ZKtzQpw zNm?HM{22C*C}=EQ@WXi-(Gq`DYg5XQVj16G=2sIVPY$$g3qF7?D=LqWgn zY>+N~q3(UP)I_d+DBXKP^F5j66tcvhjxXo+EE-raX5RrmYFVm7y4dC0|5U$bI>d=n z%Wg$4N#C{+cwe(FmM%-n&UQR=@{l=V>K}=Vi>ZX1Z9mN{8_L;IhE{7iRu7(tSc#lo zpP_Y4Se5kbV)sP5s}*CO_KE3S!8e2O7MCkQMGnB*bThx52>4+IFbC+)oT*<&z!Inm zRJo|J?TNK7Yx&#*wYJ3>Vz`qHK3z&2nYJUzEjgDk;%ip@mpJ=N!an-X<--g#Ik$z9 z|Cdg~=?A{ng=fl-~ zXkmvzvJLIMc?8A3(Qx}f4@-D&++R`#?taXG+zG1NVSlsS0D1Zx5K4`fQU8`v?P=P4h7{i z{BaDz^8N=tkez_)d;5VZ)v3+Ozkl&;H`k%hukg1|ZxcEjFbQ@R6vbuWuC^3T{wN@W z99uaje{*X07ar>wv)u)0J|vaeM6hj8WrOZnD=1hZ(+4&Hk^_0VIT#ueuB{T#_(Dcy zns?up=RsQr+ER*u{KKqEF#FMpy74<_)@;Aun!o_z^B=5mVoucftz~;Vq|IaGL2Ujp zZZIl6BLh@B5ISoeA)Y4@_Hjnn#N+tA0DB&>Z)O}fKgv+IMN+iT2il*r(egVfm$l|Y zfBZT7fcS7$7QJ`>!VSwx)FT3E5*LL^3{}pHQVkzp4w+?H8y^drRaBddb^Am5c(4eqg&9r?9a)dwNdfEOZ0t;pO?5O|=H!eldIYJoxlj?sa1 zT@bPa@D@72(F382o?{?iK$-*K^%hqiuybl@3^Rxa$sRv{{Ah1EIc!-38G4Y$oCyPi zygvwU1W5e>;0tRD{zXWq1ff&F2c6E(P*|$KVuv7Ut+{fw%%R zh28a;$FNc;kz*Db7nNY#3G_(~0XOKi&4WZx8+4~CLBSFc5dc7v0M!Uf3~?uc^EceF ztd0=YQz&eCs8Nv?5Ok5}V4k=Ws7eR8+t6D?oZ6u8Knuj$2+#m#1_Ox%!~9pT$dQ4m zA%zn^ppCS&iM*T6zxTqoW=)}UrY2aQII_#;*RR%=W1$L9feJrqeZ%&jGSrErP?uaJ zr%f;FsIoK5(`uBwBpaN!cwF)5nrVFJyU~c_;~}Mc)5()H7ngOftQ7elzp1Rf=X_1M z2R~?B@b{diO{_@Nw}@oNbbay8%b&7iIPtr$#YOg`K_kx=7*df~E}%^h4i18Rzc;8uhJxUG zepOY~hB0u5p;rrVsXP!#5CdL381@OD$k@lTIBh$dQ-A9z>+6ZbVV3Zt%iY_>Exm!~ zIDs24M?*2TQBTItKX=I;14E>(KoK)@`)~WwAw6j1O|7WWR(G&zhRo>5Ec1j!)-jsx z!EVz&QViO$+D`zfO%k6OKx2am-fAM0H+pyW;Z*4<# zX6>9`DyxkrKz)46!!HyUsGD6zqAf6>#s4^S`J**&A`Vsf>u*&Q+VN4@;PMDUsmc>b{PkxK)L%Z^>6sj2Dc^fY;V4+xL_rhVB!#);6K02stbNk1d4u#r2HI8Moz+xm)7!mHYko=iuV?8G@(NPm`1r`p#;gb3zEd5k77GLxL}dqQ z8K1A6!_5plMo1vgWd=f$n2twp$i2$EWnhK?lTZ!(EDMr=2txcQf53j}`}ZvU8CDeN zSt2_F(ueG9Hk2X|`N8oW8f=6{i5ulFUJxr2Ll0X029ES2m~cfnZZh+SK!pP~|G+`J zNw6a3oct5i<)S85p9PY+AEi*)%yk&ze?t;;AYlEM_vx)@t1de0aEIB=bB;=FbLBC6 zr&r8+!lT?s(T2S+#~yWbD=wABvqMBfVG&ODMC=FnVsBkkRZ~_AT zrdXv=AO|HDAXmMzil)Sipu~ZhrJqx0MSiB_P`yvZ5x&{^mBc{83X)8b;CJ`mO9D08F<_~{PQvk6=a_Tp_! zVcG3=XU*wen+M;Sb4uquHv-BCQA_Gry;!ELy&TFh^JW^M=f+BKM~ z1YwufVg=Tt>}cP2Wo!O{6W9XCM!L90Mr=tu!@osFNGzwy$Oj%5)W%)(HRHV7(|JP? zT9GUlD=9;N9_syjBJd`8Js0z|>eI^?f;2ZS)QIPWL}E=I6?;!ZEX(%aH9=AgDC`j4 z?k2cT)t9@=pjpE$jEus7juRJ0o3fc?$VEq*S6xjDgeKq*L=-syB?nH-M@0@RKYs#6 zO2#_1;p@gmDIL3z#rG{A81IRhot=G3*#n*VM@cl02zT7xv4tU`$G{WG-aG<(F=YN7 z8pJz0mDLxS=6LceFQnHMey9+hYuXF?`j7XfNlV^*XLC<9xU5adB-)NThj`wmbd^P=dMd@q!7QJwqs`L8xBEN7Ph@5*7UMW&;tmH>5}che3P zNpP58B_4YjNlxpd!{={nXj6VtoSRYkb~y0HHzz5mw<3ZHn`8m|23gXGDJSAjD>?0o z2if}pt@t49;uo)80qIgnON$J0Q=<12@0^%n{$CO3Lm=&dh#I9R0nY~^5CXjv`N*ve zSTI2C1IvpzP(pw~s6E#5`g$gi!a+2*bnm=NqJb0{7`%AN&dh^YnyabezXHDBKitJ> zIb;Q+A>7xm`2x*_6HdBBgMPcueR0I0?{j%3G>E3g^ZZWE>2}kBawx}0d_guzeL_Eh z_G`KF1a=zknepqFpGOYL+|M+wd|SvO`P1@Xm@yqX<#CrfFgp9cfA1qazlk8~YGJZK zV4iH2S{{)?SV3}2S77u|rkM{64ypoa5h20=MGQ!suU$+oamZ*NK_Y~Qg5$_lu~iPl z|6f_Qupw++gaT}2Rm)+eXnwO_l9@hV=bT>U>nfT2%Rmk|dh@ znK<=m4L`Oz4Zi|=aiucm^SkGL$W%yoca`IE$1YF~FU~F4GnSfspA#gnonY z(%vLY0SU|%=-&&Vo!x9o<)QqCCy>gyxC5MB$WvN7!;$< z!|X4V&Oxx1fUGtTnRz#4Ev`#x_PYf0@MK_e9S12xPIF1H&4rQi%;vmpM8O3ap3C&# z{R|3CzY{*rFH$$D+wbkTjd5Ge%FV?}E==i;2a$>5%lkvoI=0JYb7OHAqd$fza#h~XZ?o~NtLVhWr)3$u zG!1ox$tDn4h&?SWp+Ewjn*NO&5uh4B5ArB@7NBhS2pF62&VaN8a(gV0Y$J2}z>|Zi z4|1Rqo>HiQ-G08|r+6l~+TwlER9K9;=-S7VGKWY71nf0@%>&9LQjNh*%6_oK2sQ2; z5^2Gg`}4cl;pGlcXmJDCTI6U2Jdwy1UJK%{0q=SLV|l<@i8&K)=%YG%*SR#X1>Fc)5-uLe?^d94x~g~i(yhF=Q2MZ( z{2M+&Cd=UMFNBbtZ#~<*Nq~g1mi;bKeV|JYRJp?0XmRbXQNW8q6q=FdrcQ>0HPHU}1qGEMaDaRC7JQr< zIH_6>ePlOBW!68xUyCJNrR7C!fI66ypkR=wzd*fta?8=H(JxFQ2g#8$4NpavmLUck z8a|oUjl6>bFoZE2rvsDQV=^N%%fL4~|La23nTJ|NyzkHP*(cqId4&Gl6oaNN0Ue=O zyxy7ak@Ok!>}Z&oH_CDp3elbC8)kFIoTUT2BXf)pCQICTg5 z&Ag{`%LDjJ-~0FROoEfnh}u+Qn1mUKl_xIoeCFlqcRp+GNqxS4B|of21V$N(<#z=9 zeq7Coc5HwZJni>q5UC8+8)F^PrGC8`NBT28Q}1g#mvZer5^Gb9|9E&j$MMzD!c@?5 z9c;KQ=KuL9T8CfzJ$c1-RXA|Kq%fD`z*hsL85Ey*}GwA8)+QrCkcq&Kf zMi)!+wCX5noixXw0f`;`_qUbR8!J@rGEEFK@JBM7LHS%@aS&V{Xg+vz2dXOwk9`}F zkq1anpP*pqyFSgp*{zy%UYXeF`nBLuGV0N&X~Qmm*ZjP|p!0SMA3HQfIwFVoLI+{j-vu_}Y#^Lqo&phYw*e8?Q4+85QXI%&W=h^DGP5CNR|m;WWSFi(Xev@LR`Vmq6yt!z>qOYMyWpz#_D1!>#{I2g<$c zM}g6?w?@Y4V3$s;d3Ei$y-;?$0AFJPKNC*TYU&c}*IVy|*K*dky`9brQyfpG`uGiC zwnM0_7FXf$^RU|X0T4wf|N3*{BggAAo#*5o8itjw{9zhWLqa?T$%%$GC$m(pFSe`@ zygte8zns!`lhEbdY7Mj7pIg``tNALOCdy*Zq-cEtP2))>^6XLyLH z6ji|7l&VO+b|;YR1b9RZF@jijwYu^v7pM)Y3X&?!Q!SRn9n%WmNv2ciVNEmAze1t` zG<}@__2&S^aIUwU9EZIdhGDIiqp22wd(?JZ|9MZIA;*l{ZK?~vLO3GF6QdROy_Nps zlXCIC-?~RmhlzdGvyqywe}}w5Ahxtt^*?!Vm{lG*6TNmkky`#`JT9&j4=u|ecy2fB zc=XM)CTrSq)8CF<(ou1CcK$8PqzXPdDpZ&0_AccY6)hF0F7}#3F5L|*PbL`9zh)j9 zUHPnRHH?NL3id51)lL|>ZJfS^S0=5E52Eba_kQBsG<_P_3+kYe@M!AR&Ah*~KO%F3 zp@I#)DYbYWtKSp8o#$B7fs1E6hzl{F% zGbc3wjSYzM$wyq~y^c;?*aMWD4yM7+J^Te@3e%u;~J)*om@$ePF zuO3rmhS=UNFhY|m@sE%9zTs^{r42&?FdnG) z7JQbFQ7^ggYc#AhdY_RAV&?~UbulagJR!j-Kq`iT_oxJ{T0^@{{sT* z^bY=j#KXU}mSaa!Q*2sLU^^1bdwX5$EM5*Y~BY&+BmujmyfTkrxTj_T}a5uncn*I`!_79 zjGg6&^_TbOLPvIjw~$dxM0u#FL^Vklb|{=zPrQYh2p-lqjIJ#=UgXMegOzTUYO$W9 zl=6geTN|qO&8>L#6G`B>gJcC6cSG0%n4^I`^mK~E8VrMxoPyAA1Cck9>!WnbeFeJ* z#vMb5OKYDZVRG6NAM|vLxz|tZH<}lp^Z!u@3cPKv_3-m{g040v2{*CE)%4zAe&T2j z{^S6RfXHTCi7N((rjEZF#T9>{A$b zfm2oA(qTZ;bysgl!@b#VFC7}$%)Ib<>Wo$$y~{h=7(g!bHg``{@EKk1aF&pl_XasT zyHyuy>pg;MAFjW?Tq@;XOWuVkrPi)40u&-x3InYJ?b2My$~ZEdVQ6LIRW!lM z(bYTrfbxpDu+6Pa9p9Iu3VVbTf00O-|*!Qg~fa&He1*}+*YZs%}7zs zYyJIwKqQO8#`^TD23{`}Y4^s~KJZB|+|5EOzly!|9t@d+bcrw$S5Cf80;3oArqh6v z#tCP%Qx2`EsZ}@mAEM9&BXLYmWbmPIv)jhPs|yn_#8*Vh46Ssltba9d+P36XiOPCu1`t945cj(Ufg0> zW$XSzITAceHbTO=r0$h{yW5RrCaX7>WAX3F;5Xgx@GWJMBW1B69A4HZzX#$%JrwW0 z*3nDpmT1`u|M11aM4(WmDNCe-#(Y{jE>t;hC99K!v4CGu@}kB02s2$)+DNZODau)S zmAUnKyVX}{WsR0|Py2F>1c|g0h8VyInnjM-ta0-15th1l08io`3bcR$#p~_Q=a@0X zR{l! zg9A@YnS5u>)y{#4v*PWd52Wl&f?f~!{EM4Rrh{kK7Rn4u=9ZQ|$wpDp#2iV;<^3Id zBzH1ZLH+WC!HoY2rW!idsRbk{Q_9VzHEHL#*D7Jj-MHcU&C-B=I;(Xv zhZPNL&K)(zm=^?D=rNI)C{GpMuml|4=QwdJf1UnfJSN|g?YErZ$z8@_%AWQXzCg&D zAXuO=L4up`1h?_vCFUelccO~mXw%wZzxQZQtF0mB?CVr9;}HkmFi)zkr7*Pk+|hxM z>-Xpf6Bw6!_{}G5{GyVU=>@jG2v$&o3$tH|aa|YiLG8`((RK3~7xU>13qm}7Qy~h* z2b)R``x<{x*~X%zBZD!w-S|QYL{q3kEIay7ns~A+t&5o9xpDO3)yDX@^o94 zqP$XACPh?hfH7NsW~**=tuXox1#>|kOVrMD)XaN2Qi7xpIggE{;}+3$;&dwi z@Ce_l@N>>6cV&3u4gaaAtYkz_^wi6gbWKgaES+*0XcYZ>;vP6S4WzNd+|SNKjCWaR)U~7ci3(en_>w z-=@UPMmO#zpauUEa8XOMThM zYCZd{8%FwP_u7JRJ&|aTpwvH11x<|2JxQ1Ptt~|*90J-V)zW9Uf6l2Fw0MVIC~@5G zjx|h>R8+Gv=80Q7uAs>-u6sd*hb)QZ2fcT0JKB7giVLkS6=KQCykoG#3+Q7V5frEg=f9^he*coWHitx3%k<)9O9+Si_6sD9=!B-cYmi>|*q( zZEdYN$N2w__r|^sCOUNoh2aB3Q|o3rW~s3hOFdan@3SVdI=zk2cvoE=nv?T2NMJ4b z6NLUG&p?Nce|{xI_^%VJP9L-qnqw?iNSyf2%a{6B&5_@N_|(A=>V~?k^hXZODl&+B z{Kc^~Uv()>s_caZlZ)1Sz2~c+rIz&MaheZ)blXnIs+4}ruWcAz;xN)jar1cj6YlX| zyEcY(GupEI-%scV>AqsICBOEJ{zb_r^3-SMlc5>6RzqoN4cqV)9TU=KRHQXF^>GWoQ^QtU%O!be(DK3oQ%L z^nKHfSCzU!y&9_@pW5(7x8|u_-dH;S)IdrpQo2th3&*iz;QQQz1CuBu;@_2|+LTk6 zV^bzsr9tkM@C&zF2r5$=&+ji!g?&6-=H45;pvPol?%Z?VZe`0oNe&4OzF-^F5dmZ9 z>%~vg1a!APh(qUY$mM+xQ-5$*5OE|=o3uGZC5 zRt6Ur+Yi$)VsY_;CnwkU{N|*r+VOv++5CcY;3Ayad);fTRt%_&KH2x>A|MmnqAQdi6~f%8X~!x<3i2uuCRogN zuni+C)Q-1t;6Xwbn?M&l3XIxIwSFd>Gla$_I@Klw7UI))j!U+;S9(U&Jl?Bp^1O7S zFJ)!rvTd79N?;XoY$dmW5dDJ(6!c;JZ?=xhk*^oUy0SAkL@_(W@P6vG^9(%c)bsN% zrutsAouuA+;8!$->_IKY=HcN>CGG~BFIQg5aGClT?&u%Hy}xYa3r$Fvr@x%FH9(%d z%F}jgj;=B-wecOT6JiQ69SQ?gl@qbE<8G~n8}#(Vo&*=At>1`BVI*eur%=P#%8*rG z(w@*lA&!Qc+P3TQIy@cGc}B0)X(%NxvFa8vc9oyCqb>Ycc{+#o$R8R>?^cScgPSDXA6+Oc>*=BP?AzrY>FGYHcjWu`?<{O= z%5n3_=^vD3RhyG1`d8PiX?0G#e>8hn-yIZcR-&5v+wX`ls$O$1EGWv@E?U5L;mOCH z9ogB34vTEKEmLM4>*^j>!%ge*=1ptqY-?-P;k*wF&sU}LUHH(!IJd~QN*eO>@6~m? z_-!fBh$Zloe(G~WyEhi@7v5M`OAXk693f)AAJn<_9h=xi20dwN?Dfjqh0pWg1pzxGM_DyE)SOW z4+c?i$n05>W?Xm3so#g%{LC)X9(4jQbuwtkSm<*Lc}wYOytS&3kt9_jW}O z^YTJ9v#8CP7_U&RU%%e@;zcT_%!;5I)4&?jv7i3h!f)hXvK@8wU`1U(6{NW56u-`O z0jkH$=1kCThd>4-yo0$JV%}KfBXaBKPQ}hQ-Sc6T^wGAf{N8x~*lEVy6W`JU>uhfI zPuL&cFGL5xNYX={v3XHnW8KVfbgSBZ3SZy!qSh=FsHc>pxon3k( z$H|knPmAa|W2}xZ{F>6UJnFQGhFgwH`Q)^o)M$&^=qVw3dxwl!D|5cH!t+}rR7Req zA6u+4@!NG)P%L-z&^Jc)WP#+0_ov2t=S!wdRf2itts@lDJ`93{_A-9If%8=F;jww2 z-%CrwFsXY5#3UpphNX~ZJVGR2D6gsQ+}4|yf2Vev9C%72yp8E&T{4Sks&IX3=LGTR zAw)nTB60TY7LFY|phm5WSww&WMCR@7?R^d@SG%d$%`-86)6Xf;*(ZB}zmwiR8UqQV8QdBfH>(Oi?4eZ(;`VdAu+O3A z`JpE&ezG%dCtKIr{8>8m*Doom&25V2{)o7S_o+SU3(r2qk3O_DNlEB;TGgAKt=H`o zFfCVPN%!7>UW%7DJ)`35TgsO&)43}Tvc>8vt!0$_GMXe;D!MJ>JkRuVKH9IHIeB!V zqUj^c_`{srcz9MkK@ZOmd%RPk#CqKD`JQ)Q^K_`q8>kir4xAO7&&sAac6ysX1d>{3 zu1~bLQ=0hlR4OW_Pu53_SIeGLRm-^0G2a={FS>`yEm!9{mJirqK*TxcBl{pN4Kn7J zp#{GTea>SLl*iy)HY6nE_J~*O{>s^NZBohGTPlzsa+J~zc zK@5XT#FuAW8BVyk5Cu@gsDP~JV}Nyjv^g0f92~cjBhQrE{`_LB!5OhGPo?`#)e~-I zBfE)-p8mXj7g|fsWq;5f`d}RPX1gEVa(qki+`RX}Z5fPdY6*eNa^E!>9sgd^)3JN> zkylz5c+m0VFY=69FK{=#y`{s$#;|BtN1fxeY8EjB;TR$#^5x=TqE`cVM{|sIet%7J z0!~B)XZO$d{x0($J9zfM^@y519+SJSj{Q`#FbdE+CK23A*)=Hl@U?}g^WP-b%Q3r+ zjLe=^92jT(uyjD6uOnE5&}w`kKlS?U+gIRQxqN=L#uvWIlFow^#sMqtV{TG1*m1;2 zly>{ozGjATtzP#7idPTo`UMIxP{FY~{L2>$_#$m`9c@0;9v&7JMzk0ZJrorcsah{d z?V$-&%?OHYq`R2NB-7x&xNG=*#?}K9pMGf^Xx@0h?eFnLe)Jct>{kZwOXx}MvxxbY zG{a%U`SjT0fqFJ*n?adiy_dK5c}(vRSg5&;+BgH2U0&7Kf5wM}EPhblK8;);Bv%u4 z{kASZ`->NDND!#G8W9l^9UYxr7d8`mObWE+`QT`TUtGOI+z!&!`}%fBC9khDGRk?d!~5(y z<+pibZd$wOUugCh?d3l!!+dz4DD%|%z^B(6Yy>wp zP%!WYchPI~P)#Hav(dW9=LIV0w~f0&y6p0q?2wWY&!iqak)Tm;FxcEKywOJclb-eX zhzhGhR5fpq?V&Wfu&%f8& z=idFv)Q97VC+Xz->kjdJ5p~<=71vbS5vjoO$&uSmHHA`?onB8OShy-_>5$3MXDjN( zW&9K!lgr|rZ9-Et38PIkz@3A}l%CZ$d07E?Lw1(Y_v!U6UT- zlRnqJ`7u?WrEvZ$Z8JM8z9p+TUaNf7FK=9~Gowb`sYE@5y3^`{i&pnU@2}SR;})Gx zOV!bNEuMuk?zg5VN*uoB4fH#;epMO1Q`vWI^6>iC z0}c+37cLxdLgH}~j{AkdX+EqNb*2;I;_jD9t_`GnVSn(;UA%0|vsACC2iy5i6fROE zi&)tWUD&5iibnU75Lg~1$Avkr?fo`v|_FcPhu>($Ndx?U+^su@(~kNX(6CTr5yvmr-*;z;Z7 z#ZW=SvhkMAG>jp(O>|aAB{_z_!lc?R{`sa>u4K7;5fTHwo9^GguUq)l^54&mz3a>A z^!&#*U%w?QGm9MN_eO?>=x2yPvUtTFd{)J@5AqpjYHDlKv~1z;S^TFeI+~f3lq@WP zrKP2uBS|r?_@0XD=L@{Z^b!}dB+lBMi^raO&r}g-CG&WD1 zx6TTR)EJOitGgmNb>zqqXLtAGkR$__!obg1ODh-@(XQ@p9%144REKvWU@AKmf(&SC z%Izj)RFP8*kG2{cG2Wd!X$0aPMY}4am0${@kd>5V^Y{0EZzERfF}dy0qeuF_#`^l< zP|v~FLVfL2d`f5ynvT|_yUEES@P(z2M{xxiMFR)d-!tb?=|HQA72((~`8aOzt3_%z zoFI5?Fyea={-*!R{JA#WIm|JLI2;IJSEHipAzQcqt^ol(=IG*7uON{A<5ah_G(ccD z3Lqav>&^l~mO?bAqM{N83E#uohaX?cC$^pWQS2LwQm7)j485cUBXB#R%?KHl)8H55 zOAg_OGcYiK2d9QGXg2v z8h%QrPO-d`md97&{S7CLKR6%{N)Ag)*S587iV#W9%!J4M2J4oTc5;nx~Y^uj@9 zv~f+I%R}HIzMSyt85(JqnE0~6Y>kGcAGFA{JFcD8!hc-5wifbAgOigE(eK4JczY~p`l^;L>yjDH~OAA9=FK$%-1+myr2Kv?r2`%zG&q@=JNzL_-oVb@J>`#%2nKQ3Z99tpU?Iwm%duhOMyeuxjU2uh{}Y>!!zzvZ zQ0O)i()+Pr8;@?ZSWo#4dt8;cjgAt5wkh(SULd}3mo)#3$fu-7v*HPxTXRSkL|3dLH?#Hmw8UC1sc zHrOg>G#JW6>e=w6i67iaG|li#3e?Ox7&l*ceXBWC$7g0{#@4;CZcScQ)7>GYImGWma-I>(4btzw)hYD>=CZ{WdGHk2WVE3lOyl>FRp>}j1pW_ zun2HpTVUwx*HG{*3GpYD!jA>t0fr#B#c&+xasKnu5{FPyQj%LpXg$$uO;?FEH8(dO zf4s5vKKT4Z5e3zrqQ3q%P{LE&?fz+x!#~j@X$fEcGt5T1o_imJwR9kkYTKs|Ygq+f zkTE9D(NKAztoOllT%e5-cD?`VA8W%ZUv|(zZ0zmv;N|7zDTo9aL^8SI_j$bg5F1nJ z#SzA;<)3QbdrDfg`zxP67Y7Z*FwO@+*fqxu2WVX&Zq6H|C0 zLa&6z4pIme{9PNM`v$S@FsPC$-k|SeOMqUB96q=<@X~yDwB(A?kWFqfk{jOfy*uR^q=> zA=~HS;oOQaBwg+a)`_7vNw^pE%o}rYwSI;1+Gt&G5XD}uC6~Ynl(z%tn2@Niq@&t~Pd5B5BTOU5s3eT!aEtij880S4vmJ>d}| z^-!a4hGD0!w)SRem(Mf@w?!sv8nDpBr=&C!#xCpT&99)RD<=%FTRdQOxqneA7_IVD7czSwz;LiQ>__bzS z?DS?maMYk~$Uf|yg0CBWR!8Sf<06!N^=xeRK>UqO8VYP#jXqeBF~B~IR!+P9(90`= z`}gP8{lHbNa2vll&i2aZ+Jo2re@3>7TQ+X~Iy%}w?2$9u?byvD&T4DtL*^~{u$0tO z5GV>lL+RFz#>YhMfC-aBZ|RLmSY;WNUAzJ%w*YgQmcnZAWgHw$@OAL9U!YY;0>u_g z-9vsJIH#esg|+oCD1pdB<8Gg@VI&EUcXGumrpnhsr0{~1-#SI9 zo#DJ-?Bt_Q?CR+m2Bj7$GcEgZOOgaL)UCDy5AJSE9-xdb3b=^8#5{{m=vjYHvIzT(E~3HY_&Z z*c0G_3|B-MFdH)SzS|XTTf0^07z~rKj}#1PYJJI)5I1}HEfD%IS?hu~Cu*>wiv8wH zSYi1+RWXekBnaHc+JS+AId2$|ar%t$Pyhs|fU<1^0jLRgGnAqsqu3b6Z7+t$&+ z3P-_u654RE?;dugL&XftSx3hVTT=NYB@KWAtZC@z?o7=?aFfs`@sY8?9}GJ)$C2w) za}zd2`Y0t7vf6l%FJSL`VLtGX_fHE_(Sdr7OgpVz9>mRk_%M5txPv0HFgorZ{jZPk zBzI_c6zMyJS+3xvK*e{$?NbnUDnxp>MbcrJ(8k6la8LNxRmKpvaLue*IQ!ghw-a$2 zI|ZZ2qC1amAPf4Vc|J?G+X;K zBrg>ap0Bs;;NWn^TKmx_ox>>lSsQopR32rafxs#+K4nx?6sh-6ayIPne1Qk_MXKc?rhb;);Sa?g^D9TYQ{YJOrGTyrD^~gm$;PZIJXcTB$W&yg7;A=u3 zoZ;NLb2tgbi-s9zcwniBm%3|L9m@ao1)Kq>Vg`xOF*7p*UMc!SjO|gNmio*KJk#IL zX6|ORbHy0GYuKnlElDb)u`vdu6ZmCceSk8S83VwQPX~B;sZbUHJ38j)=U37wO*_^p z!o~!`G1b4C)Yf%7>X|)ps(4k3S#9nD?~vB)2dZ{J^9X7)Yo&^~cq+5AA2(S%-5&3b zY7Gx?yCw@{xn>C-1)X$e3P?(tGokDwe0ms)ZPd5BGMC*PKi_QJnUj;Fv2YESj<|p; zpFBz5;F9^X3MM54!MZKwE> zeSFkz?r9bKU`!5uw0?IkO^%t|gNi~PL-J_lE z=oVCrB&Xbb!WYiFZQC})2Q+m(z4bVRsN3{&S>Zl?`zs1p?C)9q{{7n&i?ME}c~=x? zpZ53v7R51~ksFR>QqEgzA(D6g!;tx=Yk_7p4$Aen(Pe*b_TQraAL9$?OvC#!QRJX>iaAW4=?YZ0S@NFWB##G1uNp@R4~V;R%teKmg5^DM3Ci&u=`L0me`9~ znclv>ACQh%3x~?u47G$AY_gkJme$Or72W2eQ6go;sj!$5p9BuICVpb8=AUgt}Si#IWx&dr@%*Ho^PgN~wk zZW$exYR1NkWxbnIC203wXWbu!td(b27K9%9&avxriJ5mCT@5=aSPMlyT9Wy)J>eL(;7On<{&xh!M!nHlDQ>RY zzMk1`RYsxZWqS1^D8mwe9cb>>c6M%sWqkw69QC6IljNj5i=TUDjf&y>ow$GMc6~T> z(o4!TuournM-2j)V^?w(x(4XUAOz7-5VxMpP4>cUVB;}Y8b`zP6YDlC91Z8Ojr@@| zWp2$CMM^k+w6z8~?1haFFr56yo*~1Ml2TH<+}srB@(dNQSBb`?b#jhjoUzQXKjW!? zn&SluQzs|pBK>tZ!d_lp&+hy_g?NefFhT??@LGY6BY>(%azmCCxBh-;TV$rlbs!1< zxpn`r5^8iwNW~70Y3+8WwX~?wUEr6V3DjKN1rVQDA7Hg#0+Hw6GCn}%{XQ@D#;I!E z?dsoXr!msk(NWwplFVB(@laa;hX&|Hv2>4}kB=1M7wS4k-R;e6!8NAj&bGF--AGLA z{(KNk6>|i<^De9JPNP5EYJDeR9uF7KPe~~>`?0j7q}!6NMy&OrB3}HaZQm3Y)wT2h zN0QI~9Bl!C37uvDsz6@|)QkM4@7Mp# zjIL!CkZivE`ZeRSNDXKqC>mUlK9Az1;f?9r$D+Xos)4b@i{|F2yld$LA13C>=D4_H zFGD>WsX_;9=(+5-i~=Y^Kv&!yOR@+a-pt&beSyZTwe_V-OOA1#-#+{Azzca*SEqo8 z&&NlNV~|_l&xuoy6is3nddLdf!;+GN(A27d{DU*#{$;FKXLe$R47)}LNSkf{Ha z`w*9~ljZj#(F}E52)KWuqM|YJ@g0tOT!-v7<8D^?3F1(_eXCBSuX-M*i3_8n2WSC{uEDyzz5Ta5-~? z!8cmJ=tbk7-@my91({IY;7cHS+5GSZ?`HiDDH@~+)VF$j5<=$Ir;HAbk6#-bvmr{> zSSrdb{_|(_9;rLdzofx&(&tVHc?J;ubB|MX9X*#XIAC;w2E|Os7r{9>7jmr6;wNB2 zw1H1474KH=@3L#o+)>f)uXk%*^o9(EN&KkQxBhU-8&pD&^c0u;})J zRXcc0_+)))9bSs%s=H%rfHPuiSpg4=^agk?=rWk)mIDD3kPP(k;pxn${^;b0JOSCZ z0tR$J^(0<9Dgd%&hZH=6D*8@+@r0YyT^a9xONHvYYk`|)e{OHY5k!0^*q_qHi=tJl zix+SMs3`De^DlG?5d;h!e40|^Q)kCDA_t;|3HXHNbut4@i#}p^S|tvX%qLZgj1*)& z=4h^tfj~~kGv07skI7G0@HtTuZqa>eu?E9Zx|1hc#JArBX-Pk~9@WBoc*#KwfeYC? zbMzX_kg;$hfr&sVloJe!@;q5(4;h9HOO}?Gn<39idQNdv{aw9;CqN8;v2Xbb0vCN3FHLUtQa@e|bN{I9r1Ydf0j*fsU;7d1<=(gppBl_G2#GAEY?q z=g}iLfy9pfULxZhQZs2=ckQB;=yTiT>*q&FfxN4%sR;;}PAQr*l89z&Z#cgAao*Ao zX9e}~3!smf5IN&!!7O(ONA-lZ_O0y4TeoZ(Lbjj?#JHnJ5S(YUJ5>WoE{i^Z|JlQ!k%XuZ9y4VtJ+( z8%hSIfCI3WiOQI$dt`Dx3Ypt#-F&wO9}*RHNNOrKvF1Y$k{jfTT1JaH7RV)$O2?83 z4Gha_o?12u<5Gf$N#GFxHvfc3PNylkUs~PG_`WCg)E?oBUzGnD+CU9}^iWV5m&b{2 zX<;U&KIqZR?JOzN-G3m$qp8WAR;FV@FhB=J_8lbzC*Dc^%8ta`UK(u&=!T`VgtHO0q8*#JHGSCEgP zRIc5p6v1{GXxcEm-wU0E){GN9+vVTG(UR`pHdENP?yF}b6$RW3DCF(!1xZ1IXTN7N zBT^Z0^Cf5&v9H7_$LyB86C9QXvIc<{TF!aXKLb0AK#WjKfS1&OYcXKO*NQVF;{Ht= zINI&qK}MB6hmZ)J$KLb!;^=1nT>YqZ@;oqwnV&zuc?556kSZ+w!TnLJ#=y=_0Han| zHBw}pS%ZQdi#=eXXVgWfU^n{Kt<8wa2(eld=P%u{a*=cW%H-?o`>;J(SAF&=`4fn# zXhOVve0b4hG&eWz*QZEIn1A?iPn-RB)WGmS#78`VW&&*(jRKhm=j808qNdi^^oGT3 zO@s(rWIb!=eCE@B_+uM)z%5rJ_KNs{iFa)Xn6;29I1RC=T%EOLhU@X&i8>3=?(w$i z6M}$aY{a(VRHp(&K&C);WfQevK*uI+xFaxT^#QUZxjeX*6+I8z?U=ZZaA1=>a{;vy z7@RI(-Xl67oz}d2NBVrgo~ixE(g$pPG950^MtwzghAjSX)=rnS4_yzQOSlK1@d*R- zEIPF0bfD&cA>AQ!)M6~R{tMjxKSJIA8&v*(i;n-l|1a{6<4i1yu9Dhl%M$MPuOu-;5QUHfgpEaw6z?Z6;yR-L2;lE z4V*cw$L(+U2kO6H!yc#uzh1;D_BCtP#5b!ZARwTw1}cvlSiHo0BDX}?<@2$Bq1~>? zN?P2UN!sH(cKdpX6;Udj(d=!L)KEI1IJ!!^mUR#z)igp+N(~Kx;J>m4LCpo-@R7sD zn1B7d>`+RON8gsUARVwOLqv&?kmk*%9-qU(2bLEO1ZJUWbfX#j=G0A!i|W89u@QO| z&=-2v`SF57+tv|171VpA%6E2g8E+f*48;VGNKsMzhM4Oq6BDN)jtzh7EIOPf*0|Mpf&`|26;qVcrU~+~6Qm8pFCTC~o7l`dwQApyQ%~9j4 z4#q$(-JEIZ7z2V{~Gm3DV>{jO&jAn0BRdl*$fKc5;~#(I1;m$~UUV2K zteo!YpKgD)GT*}FAp7@F^?>o;BsU2;iN(sEOU30M4q9wN(J?g@g&L7ZT6#NNn7++O z?COZ7ax*(b&NZsN{Cr^m62-smVdI1Matr}@J*Q09=Rzz@6Hp9U^r7wYN#K~IC?PXE z6#an-30qO}il8_{Ge(EIv%i(#+u)OsjUB^sx9oSzJ7A-RUbL1RSBwYi=BoCDzkdDt zpQ%Y{sU(^5qCRWOI@y4{S>aolo0nG)tv4cM!3&@ryL4BtU8^CMEda`&b%E%*0dPDS z0uoFb8Fm;RM#oV%8yXpH*t97a9x8}^rSHr$($oK093iI-;v16tgYhb6f0eOOG zIgr_|XRixAM%sg;qhV;|c>(qZam%A91YF4v(H9Dmc8(uE4?Q+S5(jsgMDHE)(e=4*PoFDJVt8d75wrcctpu#UPVezgg%ZVzHGp61pcCT zG6`5YM2Z<28k!f#6*vyWjOIpse87Zs{ z-&ekcE_f)^79OEQknfnAo7hLYL+Gr7NGpI_e!=x^(VlRu0Me{N1B1+35nmzKAbMo= zxA|QucSh7rC-8p}84TqbXM9jZ0AYtuVnFiD`pVrgXlBAsgzHo9X9+Y1H89l+flpa& zZ7ns%?Y9rR?nbO>ono6IHiG!(L?!^``MRxJx01|AMl%TTIit@qt#cr+#fzK3$;nAd z!!K`Q3vd;5TCU-Q{_dOhC!S>h$0tLp`Pn%ZJ2%&d%#qzNQuLtDzz0&y)j0}yWb^Tz z{QPMUF~f!{Nj0d$428lpvyP%V1zCbpsseR z`m@`A`Ns)Z{c!R9uW;)eJ-hGWjAHqt*o%z}%S9!b$Twypni%cqrk&ClTpN zm!6aa3;~lHG9pCjjRW~&V1NscSGUk=9Xhvs9L?W<{v`gw_(l?wl)!rdtL%7jdmN8_@aVUCK@4XR~TwxJ$H`hAbo`jBsC;H#60Jc}R&ZGFO} zz)&?9JOv^OfsGw4%VAI;$XpR6DG-wiox*hS_KPLwF7<0~5AfUnd`~!-I1LyoVZC@a zKC3C5(Mz3&sEAG>vh4Hu4g=yQ=lt`F3XZZV`XVywB#j0dUZNzqpYy6@)WNfl$Y%zQ z4$N=r;{y01tp#W}%n&b82s5l%LuzL-r9?I(5Ij;jk*%^2O&s_C@KMzO5+y{{kJKL+ zT%*1?bLI^G4?1ma?Ljgab#~4l*99ZaYqF>_AM6Tniq7LVqJkdqon1#>IUZ@zrN6dn zIy$U`hUg3QpYSKvthtO>h+_2zigA3mO+?Vq1vP_*KqX)ZR1xIfOifM2ywNZ2V~Ayv256I z8T^S_aIWTLiZP%fk01SEDA+*+F#w#7=l2;(B{dk96aWxy<2VEW4Pqd8NcB^F75C3% zvmiVHT0nYPLzpaN_U8-lN+3$4o!JwPUJ)A;b6TX$9eaPDprDBIsBQ}`EjViJ^4$am z4Vp7NVSqD~;Q9ftPnHV6ik#wOfRYxt^%eqg;VVl6f2}aY!C(|1PZvlkiNG~n-Q52D z0oaw}KL8o%0`26LnVDG^Vx+q5md%?90j&T}UdPzD8DK1#ajI!(SR(dWTr9hrYfuu^ z-r0$*s7=Rj$ilPzZEbCEC4h&=si~>Q`!VPGH%mpA(uLuA1C4@dgh>4D+pl+@OnJM! zyxavRQ9VdA<~)9EfdKLyVaOg&{Vh+8@^4M351$m%wYmw*Xg0#I^WKi3K}Ec`i-9*IsCx{hkn1$K9Jg-5 zPuKh#3kL`5nVND-`^-HY*9C9D9v$!7{{EExy7__0GTyCo+b0LA?`b58UI9$Vx@}t{ z!5Mak^R`XQ3+~%@eI2`K2&E~WnR?m>;Yg+0M>#o(c+wFfztDh*6zRVMt)&||z5xS< zx8$K=?)o8=XD*;^>c-fVy}{+}yLXWe-A}IovM4~rijRw{L(TgVNU9zRouq@-QRBY2 zi1{En1)(=9FmNopGTC2Q(Jq2QcL}5N+km?-eYtT$YDE@29k=gz3z*sX!E`B_44LsW zb@cTcHSbE+I95!GfBp8Ykvuej?31%lBoYOjoOvd@3m-;LQ88%T_z(W&QwaLxqrv^v ze$FKE7Z8f`B;dO`JDXw>bUsTnS+sB8NsO0?NK&S@K%)9?b5KJ}>4IyXO=C=!cqZH4 zW!k~U#*_$Zxq5n9qg1g3svy#L?u?dJH!|I;-rim`&9k>LyZz|&gUsJ?D~loU8Gqx( zhi|j!+6&O$lTY_+q55yKrL}b-c{;JNwdf>XqcpjVUn(LZlIe%A-SqmkDeBJinAClT zYwvkI;8y%=3{cMe$BCdT7SY!M{Yf3B}77DKl(VJbF|Q zq;c~I5d{`qM031Pb)kepRA-4hZ5fMz} zECTWA2Almga!(C@R5$L3^&%&5-|rCbGXpKiesOO6J2GJA&oie^y&(CGybUy1=Nntl z)O6#~>4CAf1UXw>!1&}I0bUb?4@R_ITU6F;Vkz@?N{(_7|>h2C(CB0;KuzCp>T+G+mh9h?ROW3*pdm$A zf%?zRxN^{AD#FjtuQmC+u&{7^2biO;1WgananAVNi0u;V@t&16G$ysn zC;~A^z&L=0me#$zy|NJalq1+laNv{89FWE&1^WbHm6fsxd7+@>kZgA7uCA^kji2!GDc74-W8eukGBr)LeO{!W8w%ir^dP>!otHu5AoMc- z-$P;I2BDy&LgH<81HQ3X-vaT^!;MRYJE)$XUM6cl4iqU#F_|D5(kRn4mPo;iW@0k` zx|b{e$rR*Leil~NQ1U2yOI@5@U4gnHN&Xum0zKaW+eXY3ZL(U`)zpHq(kL%4pLF3K zKb8;hunBPq;v@d(k!$htG3g=WSAt913HqR1A!QKG3+XOi;RG4T43N%_DBH4`qv8!2 zPy7zu;x=z?CEiP*DHb!#YFpP7rjwh$S?z^tP3*4<9yQnoFoksHU8W ztso{O$4Fg~A_IR&LF4CaXnYYN2r-_`9JS}mttP&dMf#CMi3?ay=1-iRU>G3spkVk5 zgcPGzs(Lb^P_NvFo^Eh_+*XRvZ{e~H5`=ON8Ss!1jj8Z6Y3-X#od11CtlqL=fcF`> zDKqdFz8hg|;U9>IHlVY%+utxUCq$Mg=_#8HRXOK^DJazHF#xq-Kryd%s>y`|f0Fzo`WXCl53fztzJEkf6^P*B05C2d+t@NI1I(HnJyNj( zCVN2u)EJ>gUI&jaNH%_fyDAm7Y=#^1h6A`j~wAdF4~b; z8YTQvbQ=P3jHGgwa4PMXwcwEuhawW@lg^=NJE1> z+H#Kow~&cs!iPM)8Nxkl6j(mx(r_N}l?2QP?x9Af8y*D4ADGwP2gMDjBqBQwg(46j z$MW&r>UYGl>nd9@x55P?{VzhfRNOS;JF#R3gO?!p27RL|%ge$zfP~4m^?>m!WSPG6 zcTk#uzmCy?qx-#Vut9ZnI{ub;juvPPEDSf?L+K6G4Qb80!M*ffJ~t`^p1QN4QKW#% zJmY;3i{*uk>>e@qC29?U9(|4EkJ)Z#>cq=k9$uh+V0kJsU064bif8KyTXn z(I(%)gKbXZ4=^<{D~L%>)_^vjgkvu^Y9oO40AJA<5F#X+_gFAw5NCGB{z)FzM1>0I zdC;SR`rDp01G2pGTX)|AW%Nc|99*>b>*U1YgJN8@kJbadJ26l$(l6+ld{$JX!q?zA zb-k~@zZtF1AC!jU)6>>&ZrY6XmBt4^2aAY`T8zxQAhr!CpyZ`rf&gz&W#7DgTN$4W zqSCkDS)r%MaGwHH>gMM59zTd{b%q|2_|-Hr(VY`@L(YS4Qq{%!-yo-7&}|Q$#+W-$ z4L1Ea>CpzEy|!^&jD~4xlcPDO_E2?LPt5z=Qq35U9-EjjcXnopeG~G=;^$K30p;k( zNWWAHSum|Dji(n9@y$^pLL;HY;06;D6P$w3s`^i?;fhD20#Xw7kOnxyZgz{Rg*#741YVlDvcpA-wk3L?i$nj^@~LXRd)TuTlgZc zUq71mfyUyRt=KjM1)&7BZKq0lCgBfw5E{~f-^QxU(dkSbmR~5EMK3gpL_kSd)H9ih zw#`ObE~TbMq1RDDKUbVPHn+N(E9o7m)eRP+v~&9aHb86{2z+&mEGKhrZY~96DtT`UYPrjs`+C!*A`mdV#g@mH=^Ya7U=ipx5WiJlR z>uwCZK~`QX+2L4%7prpeWL8N@0>a6so*oxTj%5^WmPo$}PrO$a-NBh5?$qOM8&Qu% z`_J(`*4c--{*7-;m_!q@E~qb?=GehAc|Y#vC6hw`O?u6yV21Zs)*MBsiG6ch_L4Xb zAt9c%jl+hTA4p-^2W51dQpr&mHeJMklzfG5``w2R>)GA57vFx*?-x5+E8G?tim_iT zs%jvf>GJOAi75}3iY7*&5PXVW78xX6;2UDO;d8GWz#z!M3ay>=7`|A>fPcGfY>_Z9 z64ied6;=x+TrVgPK}5$4T;YT*PU;7{A{-@pUkPJ{jRPzFhuMaDZtlcisR|1_W>XJV zsb+|#-iUi+L3z(_$H2p)wsGH`2JwHC2C5qujBlx0zE`+xIz6umxx1{k!&84~6<9)+ zI&qq-{FVr14IMoi;zSg0wk!)+Wt2fnHmsvv-Sc$wCw3^X=#*$?@CZY;C~xebrJ_@4bIu=Y*w&1r5dZx{Y&3`1tr# zR8>hX3$EdIIQLE3I^XlVfsjOh$Q7NObv}qgFDE_H&SZl@yb%*vg=u~fksJ6lpd^X0 z^CdKaJEjo*V~6LcD_-!=V6Npr%)dZVe*@_^TSv#tf`S`RRK5iq+<$qPOG{UG%oEmu zwPRxsZyE9UmRzGSy6p_c+MfxNzp98B=s;Ij{n7d(JhyrXz%&f{;#de+hXcRdLGAA0 zaRw5k>br>+wi%E|WC0ab>%wmPuE}4ioz0DnynKAbArOtPqK5|*N7m`)>JX7*WQX*D zN7@45<>G4q4kk5S-+Wn>)E$oRm%#H!u}wO;5|JBCBg`_}x1+F9&3NfpLhrX#Gi$c0 zL~%)AAh0R;XGZao)tcwVPVZ-4@??!eOY?)lXkRf7cD{{je?gX7=RBS zJ;HeH=Dn5g)`S;+Ci6C~=>7Xcc?|<6d(zKjQ1e5J%>m#X z7tql$&*banhT-$3rt*#4ELA&tcCb`JLM*Y(%+&Hjv@_O9%uc*v1%;^N|R^B8a}IS52QzrV+-P=(gMYCrDAGAMdj z(zu0Rz0|yog+_rTXgeEQDl#xgFIMmFj7Z#;6%)gLcl*(b_zyNaaXFwvkBm1V!6GLv z9@=hK`NXeDOH1ooc(@tzN~Q7NQ=k4|0asff?%DdknkZ}Wy=6F=k&h8ef{`xAm!MDw zq?PLFI$U5cm%Xeh3j{F4~yCt=~sIgt<>Jc2Cw4%LG<9m>+>Qa zBV88fY*87cFLd)$QD3Z8QT00Uq{xnrj<62OO?c~7={h+d#@*)T=HB=A3a$jm ziHf4Vr$#s9Z_}x&qH_P?!>e#e0o7gp+_|kYmImEzZMB#(1ekPN;qoBGK~%2^esQ)A z4(n`2mzI{MbCO${n)n0-BjV%Z1ND9aL&tWg5?Iz~?Y@9P8vQXeDk6fA8!$~64s=EE zBHls(&X9AVdBvMLxnukGVSEofCL`6!=BB3DZw%N`P-XY28i-Fw7$^!~@%XP-;K75)ilkn_ z&I4HN%U0_9S=VC11k(FcaE?%NrUzLgnutagUG8$mE0$g99EPS;ha@*;(i|-kO>=sG4yT zu=`J7(ju7i;Ea@Eu8hS*6nl__|AQrqfk!k`U&%2_*r^CwGtd-2vAb9~moglvTan8Rg}7z)nF; z*(nP6~&>lvAtQ-*^I7O+^OI9Mv4xz=Eo1Y*0;kEo} z6219TD4MSRX$klVdB()d%-z5q5E;G#wUtcPMA{fQ9H+YLr0o1=;;saQ{R`;4S*fY= z0{PYm?g$;Yc9vKr@`a1SiHtKM7`4LD_0_=YFA4NE3UHgjEC#hRQPx1Ec;*|p62*v_bOhN+xS=#_$!((G(rubs;7g3w; zK~3M@UI!eG4L1TGr@>U%d8Bd6k;O4SL!qsBpg;<3pN@bMja30GDy_7383}DoPEJPa z0Cn~m`IUp`%~&YQg?SKu3anc=>FDVb;iqacn2?yLf(f4SlZ5p2^gza51Z*G`w{i9W z19w+mk^nxRta$=D6>zaV@CRz$3YgWtzktpKSc(RsB|0`Mq&MWxLpJ4}Km>r|@&Z9b z+lrNuYdw>@#l*DrXOCc^!*;2#;`E-)n0Ig|G#!SX0}c+Ehn5*?0@i`dOQrEi7ndK@ zp7LVb)?pA)Kki2ASFj)7;&Gu7!Inq?-X4bLW&SJW1Fm@0#$H3T;4Qtx6sj3D8RkCN z8VyJHedH;HAFeCnF)69uS=HK$)2Dafb0f~8dMAsx2~Fg%0x=_VCXBMR3=Gs16<_kL zdynn`I)UI3;NEuK1Eec^>jHsVu>nrV zjz^Yfjv^|NH6ehC$4;CmbnKJDzp!z1RLW}eo4k3zWN=?XQ-)vV#KZ(Xy8?xM#EPoLf-TW*~bs4ajBhGAGU3%{_XWUbw? zc!M<{K&axa0&E&W$bl(Tw%lifmzLs58H(P!W3K^Y!fp5sLnHVTW8>hwFdGKY7C6&{ zn0G=bfxfSB#ZizIen>M^`13%eLEKXU4F@drj58{DS-7PBYQKCdX6=FN!{-g*UkzX> z;}u2K?&zymO(BBXx`Ng@^-MN^!>r6qCH=b#B3RS?#e96HH1(7!3l+r(O+ax07_H3?WH4pt1F5M00aOQ4%6u|UI_xH7x20=Rx3ayzh6?a z6{bEqIlC~nKxGfXiWRFC39O%CSU~-#08)O~eOJ-Y7{SaRmq}PgM)1%l*6Ua1=G=hR zWlUfYHj9B9Ty8eG<<2ftEs(WaM0Nif52)bCEe|ojdHePYc2s5 z(LjeNJ`WNLzWqylQMB=;eU90#H2JWdLa~9C(Bu7nBk10y2d)~|;UHr*4wPYtcWzD3 z)va1Afe4BvjEWE>4vLBfb=zBE2;15}h0Pbt9aX1&FoS=aByoUSnyPBq^A~I|K>bjD zYvuZ40Z9|vJtR~dnVz1`0%#Rhi(tQ&^P7DXH^WQMWaME?deJ4P_%GUKD;wZAfkwiI zDi=KJSnQ2e2OgG?NB}Dy{A*UXb#u7Ln1|x`E^hfNn)D9#IYB@hv5vZ@{hErJ8sFZ% z*MP3xLmgmi)n$#JMS18V1&DDV`SW3Rgi|ghCB??he&f?0Kr#rGRK@PwqcH*b^K%4r zjjPBhhK*8lXkReQ-^j_S33X`+r~X&NKS0pkMLWAKa(AjmT+;~R*bIbgPibqvLcmOa zb}>@vD6%AiBv{`nb+g!h#$Wc>KSU$&zM~_wZTyvmDA@QaPEH2`;D>!%)H3`d*N-jf zOSlZv=N|6AjhBtW6QdAVIVi8}2V>}s1=i|s;J{RSrnQaZ__AaF=`JQ1IEYFoPGnF8 zB1`V(<2!1XgVf&*_9*e)A;`j{2R;D8BaR_*?6TEsKXxC|$m2|bxYE})pmDp)qW?s} zbPPAcrj**D7idp)ax!YD2fj}O66-2<*pBOgWHnlKqMYjr?hmoXh4oAmX67o&$}v@B zR}*2L&{lzd3>EaHbxvedRizB9OnD+L&0rdFGdX#sYw85*eJ^2j0qA1@I;1C_Mw=E8 zAcy9M*j%V5iASQ?&SF75{Sh2l-!Bg3*MaTJZ)R z(N$>846Xw6?V`WcjgBR=XfcvHjV}@2_)iQ3PHzs~@`|Y(m4G@@CHA~caUoEx-%{O$ zu!@j-5jqXHL>L46@&>sEVm?BatVk00Gdqf=$8(2m00$i%9rV4@a&sf`l0~7O(cq_s z>f$9e^5!7;cBtew0VTjGMi9XP#S&ArPRx~OfRj%ZzWW!pq2Sf!H4rC)x&X!L^i3bU9xJqF}`py6R zokC%DA7X9z?*IOlp+uMcKmWvVl43*Z+W-D<3@^uMlheaQ}6 UnVYEoO@Y5uj%yyvQ#1|wUv" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "freqs = mp.get_near2far_freqs(n2f_obj)\n", + "wvl = np.divide(1,freqs)\n", + "ff_lengths = np.linspace(0,ff_length,ff_npts)\n", + "angles = [math.degrees(math.atan(f)) for f in ff_lengths/ff_distance]\n", + "\n", + "wvl_slice = 0.5\n", + "idx_slice = np.where(np.asarray(freqs) == 1/wvl_slice)[0][0]\n", + "\n", + "rel_enh = np.absolute(ff_unitcell['Ez'][0])**2/np.absolute(ff_source['Ez'][0])**2\n", + "\n", + "plt.figure(dpi=150)\n", + "\n", + "plt.subplot(1,2,1)\n", + "plt.pcolormesh(wvl,angles,rel_enh,cmap='Blues',shading='flat')\n", + "plt.axis([wvl_min,wvl_max,0,ff_angle])\n", + "plt.xlabel(\"wavelength (μm)\")\n", + "plt.ylabel(\"angle (degrees)\")\n", + "plt.grid(linewidth=0.5,linestyle='--')\n", + "plt.xticks([t for t in np.arange(wvl_min,wvl_max+0.1,0.1)])\n", + "plt.yticks([t for t in range(0,ff_angle+1,10)])\n", + "plt.title(\"far-field spectra\")\n", + "\n", + "plt.subplot(1,2,2)\n", + "plt.plot(angles,rel_enh[:,idx_slice],'bo-')\n", + "plt.xlim(0,ff_angle)\n", + "plt.ylim(0)\n", + "plt.xticks([t for t in range(0,ff_angle+1,10)])\n", + "plt.xlabel(\"angle (degrees)\")\n", + "plt.ylabel(\"relative enhancement\")\n", + "plt.grid(axis='x',linewidth=0.5,linestyle='--')\n", + "plt.title(\"f.-f. spectra @ λ = {:.1} μm\".format(wvl_slice))\n", + "\n", + "plt.tight_layout(pad=0.5)\n", + "plt.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.1" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/python/examples/binary_grating_n2f.py b/python/examples/binary_grating_n2f.py new file mode 100644 index 000000000..c09c78dfd --- /dev/null +++ b/python/examples/binary_grating_n2f.py @@ -0,0 +1,160 @@ +# -*- coding: utf-8 -*- + +import meep as mp +import math +import numpy as np +from numpy import linalg as LA +import matplotlib.pyplot as plt + +resolution = 25 # pixels/μm + +dpml = 1.0 # PML thickness +dsub = 3.0 # substrate thickness +dpad = 3.0 # padding between grating and PML +gp = 10.0 # grating period +gh = 0.5 # grating height +gdc = 0.5 # grating duty cycle + +nperiods = 10 # number of unit cells in finite periodic grating + +ff_distance = 1e8 # far-field distance from near-field monitor +ff_angle = 20 # far-field cone angle +ff_npts = 500 # number of far-field points + +ff_length = ff_distance*math.tan(math.radians(ff_angle)) +ff_res = ff_npts/ff_length + +sx = dpml+dsub+gh+dpad+dpml +cell_size = mp.Vector3(sx) + +pml_layers = [mp.PML(thickness=dpml,direction=mp.X)] + +symmetries = [mp.Mirror(mp.Y)] + +wvl_min = 0.4 # min wavelength +wvl_max = 0.6 # max wavelength +fmin = 1/wvl_max # min frequency +fmax = 1/wvl_min # max frequency +fcen = 0.5*(fmin+fmax) # center frequency +df = fmax-fmin # frequency width + +src_pt = mp.Vector3(-0.5*sx+dpml+0.5*dsub) +sources = [mp.Source(mp.GaussianSource(fcen, fwidth=df), component=mp.Ez, center=src_pt)] + +k_point = mp.Vector3() + +glass = mp.Medium(index=1.5) + +sim = mp.Simulation(resolution=resolution, + cell_size=cell_size, + boundary_layers=pml_layers, + k_point=k_point, + default_material=glass, + sources=sources) + +nfreq = 21 +n2f_pt = mp.Vector3(0.5*sx-dpml-0.5*dpad) +n2f_obj = sim.add_near2far(fcen, df, nfreq, mp.Near2FarRegion(center=n2f_pt)) + +sim.run(until_after_sources=mp.stop_when_fields_decayed(50, mp.Ez, n2f_pt, 1e-9)) + +ff_source = sim.get_farfields(n2f_obj, ff_res, center=mp.Vector3(ff_distance,0.5*ff_length), size=mp.Vector3(y=ff_length)) + +sim.reset_meep() + +### unit cell with periodic boundaries + +sy = gp +cell_size = mp.Vector3(sx,sy) + +sources = [mp.Source(mp.GaussianSource(fcen, fwidth=df), component=mp.Ez, center=src_pt, size=mp.Vector3(y=sy))] + +geometry = [mp.Block(material=glass, size=mp.Vector3(dpml+dsub,mp.inf,mp.inf), center=mp.Vector3(-0.5*sx+0.5*(dpml+dsub))), + mp.Block(material=glass, size=mp.Vector3(gh,gdc*gp,mp.inf), center=mp.Vector3(-0.5*sx+dpml+dsub+0.5*gh))] + +sim = mp.Simulation(resolution=resolution, + split_chunks_evenly=True, + cell_size=cell_size, + boundary_layers=pml_layers, + geometry=geometry, + k_point=k_point, + sources=sources, + symmetries=symmetries) + +n2f_obj = sim.add_near2far(fcen, df, nfreq, mp.Near2FarRegion(center=n2f_pt, size=mp.Vector3(y=sy)), nperiods=nperiods) + +sim.run(until_after_sources=mp.stop_when_fields_decayed(50, mp.Ez, n2f_pt, 1e-9)) + +ff_unitcell = sim.get_farfields(n2f_obj, ff_res, center=mp.Vector3(ff_distance,0.5*ff_length), size=mp.Vector3(y=ff_length)) + +sim.reset_meep() + +### finite periodic grating with flat surface termination extending into PML + +num_cells = 2*nperiods+1 +sy = dpml+num_cells*gp+dpml +cell_size = mp.Vector3(sx,sy) + +pml_layers = [mp.PML(thickness=dpml)] + +sources = [mp.Source(mp.GaussianSource(fcen, fwidth=df), component=mp.Ez, center=src_pt, size=mp.Vector3(y=sy-2*dpml))] + +geometry = [mp.Block(material=glass, size=mp.Vector3(dpml+dsub,mp.inf,mp.inf), center=mp.Vector3(-0.5*sx+0.5*(dpml+dsub)))] + +for j in range(num_cells): + geometry.append(mp.Block(material=glass, + size=mp.Vector3(gh,gdc*gp,mp.inf), + center=mp.Vector3(-0.5*sx+dpml+dsub+0.5*gh,-0.5*sy+dpml+(j+0.5)*gp))) + +sim = mp.Simulation(resolution=resolution, + split_chunks_evenly=True, + cell_size=cell_size, + boundary_layers=pml_layers, + geometry=geometry, + k_point=k_point, + sources=sources, + symmetries=symmetries) + +n2f_obj = sim.add_near2far(fcen, df, nfreq, mp.Near2FarRegion(center=n2f_pt, size=mp.Vector3(y=sy-2*dpml))) + +sim.run(until_after_sources=mp.stop_when_fields_decayed(50, mp.Ez, n2f_pt, 1e-9)) + +ff_supercell = sim.get_farfields(n2f_obj, ff_res, center=mp.Vector3(ff_distance,0.5*ff_length), size=mp.Vector3(y=ff_length)) + +norm_err = LA.norm(ff_unitcell['Ez']-ff_supercell['Ez'])/nperiods +print("error:, {}, {}".format(nperiods,norm_err)) + +freqs = mp.get_near2far_freqs(n2f_obj) +wvl = np.divide(1,freqs) +ff_lengths = np.linspace(0,ff_length,ff_npts) +angles = [math.degrees(math.atan(f)) for f in ff_lengths/ff_distance] + +wvl_slice = 0.5 +idx_slice = np.where(np.asarray(freqs) == 1/wvl_slice)[0][0] + +rel_enh = np.absolute(ff_unitcell['Ez'][0])**2/np.absolute(ff_source['Ez'][0])**2 + +plt.figure(dpi=150) + +plt.subplot(1,2,1) +plt.pcolormesh(wvl,angles,rel_enh,cmap='Blues',shading='flat') +plt.axis([wvl_min,wvl_max,0,ff_angle]) +plt.xlabel("wavelength (μm)") +plt.ylabel("angle (degrees)") +plt.grid(linewidth=0.5,linestyle='--') +plt.xticks([t for t in np.arange(wvl_min,wvl_max+0.1,0.1)]) +plt.yticks([t for t in range(0,ff_angle+1,10)]) +plt.title("far-field spectra") + +plt.subplot(1,2,2) +plt.plot(angles,rel_enh[:,idx_slice],'bo-') +plt.xlim(0,ff_angle) +plt.ylim(0) +plt.xticks([t for t in range(0,ff_angle+1,10)]) +plt.xlabel("angle (degrees)") +plt.ylabel("relative enhancement") +plt.grid(axis='x',linewidth=0.5,linestyle='--') +plt.title("f.-f. spectra @ λ = {:.1} μm".format(wvl_slice)) + +plt.tight_layout(pad=0.5) +plt.show() diff --git a/python/examples/parallel-wvgs-force.py b/python/examples/parallel-wvgs-force.py index f7bfc9399..8f88a05a7 100644 --- a/python/examples/parallel-wvgs-force.py +++ b/python/examples/parallel-wvgs-force.py @@ -1,23 +1,26 @@ -# -*- coding: utf-8 -*- - import meep as mp -import argparse +import numpy as np +import matplotlib.pyplot as plt -def main(args): - resolution = 30 # pixels/μm +resolution = 30 # pixels/μm - Si = mp.Medium(index=3.45) +Si = mp.Medium(index=3.45) - dpml = 1.0 - pml_layers = [mp.PML(dpml)] +dpml = 1.0 +pml_layers = [mp.PML(dpml)] - sx = 5 - sy = 3 - cell = mp.Vector3(sx+2*dpml,sy+2*dpml,0) +sx = 5 +sy = 3 +cell = mp.Vector3(sx+2*dpml,sy+2*dpml,0) + +a = 1.0 # waveguide width + +k_point = mp.Vector3(z=0.5) - a = 1.0 # waveguide width - s = args.s # waveguide separation distance +fcen = 0.22 +df = 0.06 +def parallel_waveguide(s,xodd): geometry = [mp.Block(center=mp.Vector3(-0.5*(s+a)), size=mp.Vector3(a,a,mp.inf), material=Si), @@ -25,14 +28,9 @@ def main(args): size=mp.Vector3(a,a,mp.inf), material=Si)] - xodd = args.xodd symmetries = [mp.Mirror(mp.X, phase=-1.0 if xodd else 1.0), mp.Mirror(mp.Y, phase=-1.0)] - k_point = mp.Vector3(z=0.5) - - fcen = 0.22 - df = 0.06 sources = [mp.Source(src=mp.GaussianSource(fcen, fwidth=df), component=mp.Ey, center=mp.Vector3(-0.5*(s+a)), @@ -85,12 +83,29 @@ def main(args): sim.run(until_after_sources=5000) - sim.display_fluxes(wvg_flux) - sim.display_forces(wvg_force) + flux = mp.get_fluxes(wvg_flux)[0] + force = mp.get_forces(wvg_force)[0] + + sim.reset_meep() + return flux, force + + +s = np.arange(0.05,1.05,0.05) +fluxes_odd = np.zeros(s.size) +forces_odd = np.zeros(s.size) + +fluxes_even = np.zeros(s.size) +forces_even = np.zeros(s.size) + +for k in range(len(s)): + fluxes_odd[k], forces_odd[k] = parallel_waveguide(s[k],True) + fluxes_even[k], forces_even[k] = parallel_waveguide(s[k],False) -if __name__ == '__main__': - parser = argparse.ArgumentParser() - parser.add_argument('-xodd', default=False, action='store_true', help='odd mirror symmetry in X direction? (default: False)') - parser.add_argument('-s', type=float, default=1.0, help='waveguide separation distance (default: 1.0 μm)') - args = parser.parse_args() - main(args) +plt.figure(dpi=150) +plt.plot(s,-forces_odd/fluxes_odd,'rs',label='anti symmetric') +plt.plot(s,-forces_even/fluxes_even,'bo',label='symmetric') +plt.grid(True) +plt.xlabel('waveguide separation s/a') +plt.ylabel('optical force (F/L)(ac/P)') +plt.legend(loc='upper right') +plt.show() diff --git a/python/examples/parallel-wvgs-mpb.py b/python/examples/parallel-wvgs-mpb.py index 35a35c32c..e84254f60 100644 --- a/python/examples/parallel-wvgs-mpb.py +++ b/python/examples/parallel-wvgs-mpb.py @@ -44,7 +44,7 @@ def parallel_waveguide(s,yodd): return f,vg -ss = np.arange(0.1,1.2,0.2) +ss = np.arange(0.05,1.05,0.05) f_odd = np.zeros(len(ss)) vg_odd = np.zeros(len(ss))