diff --git a/.github/workflows/test.yaml b/.github/workflows/test.yaml index 6f5868a..e506528 100644 --- a/.github/workflows/test.yaml +++ b/.github/workflows/test.yaml @@ -97,12 +97,7 @@ jobs: run: | for i in */ do - # Skip CPPPotential examples until they are rewritten. - if [[ $i == "07-Modelling-Patchy-Particles"* ]]; then - echo "Skipping notebooks in $i" - else - echo "Running notebooks in: $i" && jupyter nbconvert --execute --inplace $i/*.ipynb || exit 1 - fi + echo "Running notebooks in: $i" && jupyter nbconvert --execute --inplace $i/*.ipynb || exit 1 done working-directory: notebooks diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 5bb5e1c..9f2be90 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -30,5 +30,6 @@ repos: rev: v0.5.0 hooks: - id: ruff-format + types_or: [ python, jupyter ] - id: ruff types_or: [ python, jupyter ] diff --git a/01-Introducing-Molecular-Dynamics/03-Compressing-the-System.ipynb b/01-Introducing-Molecular-Dynamics/03-Compressing-the-System.ipynb index 14f9305..3a852f4 100644 --- a/01-Introducing-Molecular-Dynamics/03-Compressing-the-System.ipynb +++ b/01-Introducing-Molecular-Dynamics/03-Compressing-the-System.ipynb @@ -15,8 +15,8 @@ "### Objectives\n", "\n", "* Describe how **Variants** describe values that vary with the timestep.\n", - "* Show how to use **BoxResize** with a **Ramp variant** to slowly compress the system to the target volume.\n", - "* Demonstrate the crystallization of Lennard-Jones particles\n", + "* Show how to use **BoxResize** with **InverseVolumeRamp** to slowly compress the system to the target volume.\n", + "* Demonstrate the crystallization of Lennard-Jones particles.\n", "\n", "## Boilerplate Code" ] @@ -118,7 +118,7 @@ "`random.gsd`, generated by the previous section of this tutorial has particles randomly placed in a low density fluid state.\n", "To find the crystalline state, you need to compress the system to a higher density.\n", "If you were to immediately scale the system to the target density, the particle's hard cores would overlap and the integrator would become unstable.\n", - "A more effective strategy gradually resizes the simulation box a little at a time over the course of a simulation, allowing any slight overlaps to relax." + "Instead, you should gradually resize the simulation box to allow slight overlaps to relax." ] }, { @@ -173,49 +173,19 @@ "source": [ "## Variants\n", "\n", - "The **BoxResize** class performs scales the simulation box.\n", - "You provide a **Variant** that tells **BoxResize** how to interpolate between two boxes, `box1` and `box2`, over time.\n", - "A **Variant** is a scalar-valued function of the simulation timestep.\n", - "**BoxResize** sets `box1` when the function is at its minimum, `box2` when the function is at its maximum, and linearly interpolates between the two boxes for intermediate values.\n", + "A **Variant** is a scalar-valued function of the simulation timestep that allows you change simulation parameters in a controlled manner.\n", + "The **Ramp variant** defines a function that linearly interpolates from one value to another over a given number of steps from `t_start` to `t_start + t_ramp`.\n", "\n", - "Use the **Ramp variant** to define a function that ramps from one value to another over a given number of steps.\n", - "Note that this simulation does not start at timestep 0, `random.gsd` was saved after running a number of steps to randomize the system in the previous section:" + "Create a **Ramp** that starts at the current step and ends 20,000 steps later:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "10000" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "simulation.timestep" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create a **Ramp** that starts at this step and ends 100,000 steps later:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, "outputs": [], "source": [ - "ramp = hoomd.variant.Ramp(A=0, B=1, t_start=simulation.timestep, t_ramp=20000)" + "ramp = hoomd.variant.Ramp(A=0, B=1, t_start=simulation.timestep, t_ramp=20_000)" ] }, { @@ -227,7 +197,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -236,16 +206,16 @@ "\n", "\n", - "\n", + "\n", " \n", " \n", " \n", " \n", - " 2023-03-02T10:27:42.510204\n", + " 2024-07-09T09:19:10.812881\n", " image/svg+xml\n", " \n", " \n", - " Matplotlib v3.7.0, https://matplotlib.org/\n", + " Matplotlib v3.8.4, https://matplotlib.org/\n", " \n", " \n", " \n", @@ -256,42 +226,42 @@ " \n", " \n", " \n", - " \n", " \n", " \n", " \n", - " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -429,18 +399,18 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -499,18 +469,18 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -577,18 +547,18 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -837,18 +807,18 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -857,18 +827,18 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -990,7 +960,7 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", "\n" @@ -1091,7 +1061,7 @@ "
" ] }, - "execution_count": 7, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -1113,15 +1083,19 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Gradually Resize the Simulation Box\n", + "You could use a **Ramp** variant to slowly compress a system to a target **pressure** or anneal to a target **temperature**.\n", + "\n", + "## Box Variants\n", "\n", - "Now, you need to determine the initial simulation box `box1` and final simulation box at the target density `box2`.\n", - "This is the initial number density $\\rho$ of the current simulation box:" + "To compress the box to a target **density**, you need to use a **BoxVariant** that defines all 6 parameters of the simulation box as a function of time.\n", + "**InverseVolumeRamp** represents a linear ramp in the box's inverse volume (or density when *N* is constant) from the initial box to the target volume between `t_start` and `t_start + t_ramp` while maintaining constant aspect ratios and tilts.\n", + "\n", + "The previous tutorial placed particles at density:" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -1130,7 +1104,7 @@ "0.3397157902913389" ] }, - "execution_count": 8, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -1144,279 +1118,1154 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Create a new **Box** at the target number density:" + "Compute the volume of the box at target number density `final_rho`:" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ - "initial_box = simulation.state.box\n", - "final_box = hoomd.Box.from_box(initial_box) # make a copy of initial_box\n", "final_rho = 1.2\n", - "final_box.volume = simulation.state.N_particles / final_rho" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To avoid destabilizing the integrator with large forces due to large box size changes, scale the box with a small period." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "box_resize_trigger = hoomd.trigger.Periodic(10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Construct the **BoxResize updater** and add it to the simulation." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "box_resize = hoomd.update.BoxResize(\n", - " box1=initial_box, box2=final_box, variant=ramp, trigger=box_resize_trigger\n", - ")\n", - "simulation.operations.updaters.append(box_resize)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Run the simulation to compress the box." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "simulation.run(10001)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "At the halfway point of the ramp, the variant is 0.5 and the current box lengths are halfway between the initial and final ones:" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0.5" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ramp(simulation.timestep - 1)" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0.5" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "current_box = simulation.state.box\n", - "(current_box.Lx - initial_box.Lx) / (final_box.Lx - initial_box.Lx)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finish the rest of the compression:" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [], - "source": [ - "simulation.run(10000)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The current box matches the final box:" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "True" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "simulation.state.box == final_box" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The system is at a higher density:" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "render(simulation.state.get_snapshot())" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now that the system has reached the target volume, remove the **BoxResize** updater from the simulation:" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [], - "source": [ - "simulation.operations.updaters.remove(box_resize)" + "final_volume = simulation.state.N_particles / final_rho" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Equilibrating the System\n", - "\n", - "Run the simulation for a longer time and see if it self assembles the ordered fcc structure:\n", - "
\n", - "This cell may require several minutes to complete.\n", - "
" + "Create an **InverseVolumeRamp** that interpolates the initial simulation box to the target volume:" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ - "simulation.run(5e5)" + "inverse_volume_ramp = hoomd.variant.box.InverseVolumeRamp(\n", + " initial_box=simulation.state.box,\n", + " final_volume=final_volume,\n", + " t_start=simulation.timestep,\n", + " t_ramp=20_000,\n", + ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Here is what the final state of the system looks like:" + "Here is how the box length varies as function of timestep:" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "render(simulation.state.get_snapshot())" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Analyzing the Simulation Results\n", - "\n", - "Is this the fcc structure? Did the system reach equilibrium? These are topics covered in the Introducing HOOMD-blue tutorial. Consider it an exercise to modify this example and implement that analysis here. You will need to save a GSD file with the simulation trajectory, then use freud's **SolidLiquid** order parameter to identify when the ordered structure appears." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "This is the end of the introducing molecular dynamics tutorial! It described molecular dynamics simulations, and demonstrated how to initialize, randomize, compress, and equilibrate a system of Lennard-Jones particles. See the other HOOMD-blue tutorials to learn about other concepts, or browse the reference documentation for more information." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "nbsphinx": "hidden" - }, + "image/svg+xml": [ + "\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " 2024-07-09T09:19:10.862516\n", + " image/svg+xml\n", + " \n", + " \n", + " Matplotlib v3.8.4, https://matplotlib.org/\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "\n" + ], + "text/plain": [ + "
" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "steps = range(0, 40000, 20)\n", + "y = [inverse_volume_ramp(step)[0] for step in steps]\n", + "\n", + "fig = matplotlib.figure.Figure(figsize=(5, 3.09))\n", + "ax = fig.add_subplot()\n", + "ax.plot(steps, y)\n", + "ax.set_xlabel('timestep')\n", + "ax.set_ylabel('L')\n", + "ax.tick_params('x', labelrotation=30)\n", + "fig" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Gradually Resize the Simulation Box\n", + "\n", + "The **BoxResize** **Updater** scales the positions of all particles and sets the simulation box following the given **BoxVariant**.\n", + "\n", + "Construct a **BoxResize updater** and add it to the simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "box_resize = hoomd.update.BoxResize(\n", + " trigger=hoomd.trigger.Periodic(10),\n", + " box=inverse_volume_ramp,\n", + ")\n", + "simulation.operations.updaters.append(box_resize)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Run the simulation to compress the box." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "simulation.run(20001)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The current density now matches the target:" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1.1999999999999995" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "simulation.state.N_particles / simulation.state.box.volume" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Visual inspection confirms the higher density:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "render(simulation.state.get_snapshot())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now that the system has reached the target volume, remove the **BoxResize** updater from the simulation:" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "simulation.operations.updaters.remove(box_resize)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Equilibrating the System\n", + "\n", + "Run the simulation for a longer time and see if it self-assembles the ordered fcc structure:\n", + "
\n", + "This cell may require several minutes to complete.\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "simulation.run(5e5)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here is what the final state of the system looks like:" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "render(simulation.state.get_snapshot())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analyzing the Simulation Results\n", + "\n", + "Is this the fcc structure?\n", + "Did the system reach equilibrium?\n", + "These are topics covered in the Introducing HOOMD-blue tutorial, which you can reimplement here.\n", + "You will need to save a GSD file with the simulation trajectory, then use freud's **SolidLiquid** order parameter to identify when the ordered structure appears." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, "source": [ - "[Previous section](02-Initializing-a-Random-System.ipynb)." + "This is the end of the introducing molecular dynamics tutorial!\n", + "It described molecular dynamics simulations and demonstrated how to initialize, randomize, compress, and equilibrate a system of Lennard-Jones particles.\n", + "See the other HOOMD-blue tutorials to learn about other concepts, or browse the reference documentation for more information." ] } ], @@ -1431,7 +2280,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.4" }, "record_timing": false }, diff --git a/05-Organizing-and-Executing-Simulations/03-Continuing-Simulations.ipynb b/05-Organizing-and-Executing-Simulations/03-Continuing-Simulations.ipynb index a784695..52b7ad7 100644 --- a/05-Organizing-and-Executing-Simulations/03-Continuing-Simulations.ipynb +++ b/05-Organizing-and-Executing-Simulations/03-Continuing-Simulations.ipynb @@ -257,7 +257,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "When this **workflow step** is executed, it stores the trial move sizes `a`, `d` and the current timestep in the job document as well as the the state of the simulation in `restart.gsd`.\n", + "When this **workflow step** is executed, it stores the trial move sizes `a`, `d` and the current timestep in the job document as well as the state of the simulation in `restart.gsd`.\n", "It reads these when starting again to continue from where the previous execution stopped.\n", "This is a large code block, see the comments for more details on how this **workflow step** can **continue** from where it stopped.\n", "\n", diff --git a/06-Modelling-Rigid-Bodies/01-Introduction-to-Rigid-Bodies.ipynb b/06-Modelling-Rigid-Bodies/01-Introduction-to-Rigid-Bodies.ipynb index c0f3f9d..e541aa2 100644 --- a/06-Modelling-Rigid-Bodies/01-Introduction-to-Rigid-Bodies.ipynb +++ b/06-Modelling-Rigid-Bodies/01-Introduction-to-Rigid-Bodies.ipynb @@ -254,11 +254,11 @@ " \n", " \n", " \n", - " 2023-11-21T17:08:36.349986\n", + " 2024-07-09T09:56:24.182550\n", " image/svg+xml\n", " \n", " \n", - " Matplotlib v3.8.1, https://matplotlib.org/\n", + " Matplotlib v3.8.4, https://matplotlib.org/\n", " \n", " \n", " \n", @@ -290,16 +290,16 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -345,11 +345,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -416,11 +416,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -436,11 +436,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -468,11 +468,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -505,11 +505,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -526,11 +526,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -547,11 +547,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -568,11 +568,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -734,16 +734,16 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -757,11 +757,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -775,11 +775,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -814,11 +814,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -864,11 +864,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -923,11 +923,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -942,11 +942,11 @@ " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #ffffff; stroke-width: 0.8; stroke-linecap: square\"/>\n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -996,7 +996,7 @@ "C 180.64375 109.019177 180.790736 109.374033 181.052336 109.635633 \n", "C 181.313936 109.897233 181.668792 110.044219 182.03875 110.044219 \n", "z\n", - "\" clip-path=\"url(#p1aa455bd02)\" style=\"fill: #e24a33; stroke: #e24a33; stroke-width: 0.5; stroke-linejoin: miter\"/>\n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: #e24a33; stroke: #e24a33; stroke-width: 0.5; stroke-linejoin: miter\"/>\n", " \n", " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: #348abd; stroke: #348abd; stroke-width: 0.5; stroke-linejoin: miter\"/>\n", " \n", " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: #348abd; stroke: #348abd; stroke-width: 0.5; stroke-linejoin: miter\"/>\n", " \n", " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #000000; stroke-width: 1.5; stroke-linecap: square\"/>\n", " \n", " \n", " \n", + "\" clip-path=\"url(#p2e98d65d2f)\" style=\"fill: none; stroke: #000000; stroke-width: 1.5; stroke-linecap: square\"/>\n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -1256,7 +1256,7 @@ "constituent positions previously defined in `dimer_positions`. Each dimer will be located at the\n", "position of a particle of type *dimer*.\n", "\n", - "Let's create an initial configuration of dimers. Start with a snapshot containing both particle\n", + "Let's create an initial configuration of dimers. Start with a frame containing both particle\n", "types:" ] }, @@ -1306,7 +1306,7 @@ "id": "18", "metadata": {}, "source": [ - "With two mass 1 particles, the total mass of the body is 2. Set the mass of each instance of the body:" + "With two particles of mass 1, the total mass of the body is 2. Set the mass of each instance of the body:" ] }, { @@ -1366,7 +1366,7 @@ "source": [ "In this case, the tensor is diagonal. This is important as HOOMD-blue assumes that bodies have\n", "a diagonal moment of inertia in body coordinates in the form: $[I_{xx}, I_{yy}, I_{zz}]$. Set the \n", - "moments of inertia of each body in the snapshot: " + "moments of inertia of each body in the snapshot:" ] }, { @@ -1483,7 +1483,7 @@ "source": [ "## Placing Constituent Particles in the Initial Condition\n", "\n", - "So far, our snapshot has only the dimer central particles:" + "The current simulation state has only the central particles with type *dimer*:" ] }, { @@ -1606,7 +1606,7 @@ "id": "43", "metadata": {}, "source": [ - "Set the `rigid` constraint with the MD integrator so it will take effect on the simulation. The next section of this tutorial will explain these steps in more detail:" + "Apply `rigid` constraint during MD integration:" ] }, { @@ -1727,6 +1727,63 @@ "cell_type": "markdown", "id": "53", "metadata": {}, + "source": [ + "Note: Calling `create_bodies` is *entirely optional*.\n", + "You could have placed all central and constituent particles in the GSD frame with your own code.\n", + "When you do this, place the central particle of each body first and set the `body` property of all members (central and constituent) to the **index** of the constituent particle.\n", + "\n", + "For example, the first two particles in the state are central particles:" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "54", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0 1]\n" + ] + } + ], + "source": [ + "snapshot = simulation.state.get_snapshot()\n", + "print(snapshot.particles.body[0:2])" + ] + }, + { + "cell_type": "markdown", + "id": "55", + "metadata": {}, + "source": [ + "`create_bodies` added their constituents to the end:" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "56", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0 0 1 1]\n" + ] + } + ], + "source": [ + "print(snapshot.particles.body[N_particles : N_particles + 4])" + ] + }, + { + "cell_type": "markdown", + "id": "57", + "metadata": {}, "source": [ "In this section, you learned how HOOMD-blue composes rigid bodies of central and constituent\n", "particles and about all the properties of those bodies. You also saw how to define these parameters\n", @@ -1736,6 +1793,9 @@ } ], "metadata": { + "jupytext": { + "notebook_metadata_filter": "-all" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -1746,7 +1806,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.4" }, "vscode": { "interpreter": { diff --git a/06-Modelling-Rigid-Bodies/02-Running-Rigid-Body-Simulations.ipynb b/06-Modelling-Rigid-Bodies/02-Running-Rigid-Body-Simulations.ipynb index c897ea9..ef7144e 100644 --- a/06-Modelling-Rigid-Bodies/02-Running-Rigid-Body-Simulations.ipynb +++ b/06-Modelling-Rigid-Bodies/02-Running-Rigid-Body-Simulations.ipynb @@ -190,7 +190,7 @@ "id": "10", "metadata": {}, "source": [ - "In workflows, you can store this in a file of your choosing or use the [project document in signac](../05-Organizing-and-Executing-Simulations/00-index.ipynb). " + "In workflows, you can store this in a file of your choosing or use the [project document in signac](../05-Organizing-and-Executing-Simulations/00-index.ipynb)." ] }, { @@ -417,7 +417,7 @@ "outputs": [ { "data": { - "image/png": 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", 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jZKO6XSg6SKqIrGJ7OvlA7cWNLrtWEZZlWXzl+f30NyzAnwWe5JJlILMS/kgdHDzCvPrJpbbTuDwYFamO1rxGzQhHFfalpaWTJq/zEpau6/T19dHR0UFaWtrYbsBUv0MNDY9g2T4kE2wdUMAMguURtWeLpMuA4mWK6GbPC0VR8EYjRE2wo+D2QbgfPH5IxEG2QY+DnYiTnp4+9rqqmhq6fvYo6//we/w93fhX3cqdt90GiH7B7wczSS2GsrULGdjXSaynHVlScWXnYgz3Eulp5wsLsikuqj3Hys4OSZKwbfvCT7zM2LH3AJ01C9BUMAzQTfCccYZ7gEfVWmYbxg3tGTWVIUkSKSkpYwr7YDDI0aNHCYfD5OTkXJC8JhCWruv09PTQ19c3JkEoKiq6ct/gCiDF78NoHwBJxnJSkVLAVEAyIGKD6gPdAXd4GFmeGq6Yuq5z6OhxDg6ZhBIGZV5YMquSzMxMFEXh/twYPxtOIGe7wQBZgYQBsgW2AWYUqps3k7Jo7dh7SpJEYUkJhR/44ITP23voKP7iBZhR0LyQ11iI2wvxEfF+KfNLQS7l1KY9zLzI7+I4zjW5EWxuG4FqByQJKVnfMzgtgpUBrVamo7WN8ilUwriZkZqayuzZswHhZXfs2DEGBgYoKys7q0h1HGFt3LiR7du388ADD9DY2DjlU6VzobCwEM/mLThZeci2jTkMkiSDCbYELgkkGZYrvUhS1bVeLt3dPXx1dx/Kqtn4G8QFNgysH4K7t+3l1oUN3L5qCX/88YsMNt6N4hK7nYoLJJcouNPeyp/dOmfS0W9TXxApBxwH9DAobnBs8GWALQs1u56AE8GLr0VdC0mD4zh0OQEsl4RqQ6IfHD/ImYhwGnGyKxJ0j0Qpv+ornMaF4Pf7qa+vx7ZtWlpa+MY3vsHy5ctZvnz52HPGMVIikeD9738/iqLw1FNP8dxzz9HT03NNwvtLgaZpvKvajzw8QGR4CDMaIhoWF6adgNAARLZ0sHbxnGu9VEKhEF85FEFZORtZGbu2kIHcDHhu3lx2HDqBy+XiS29dyfzjzxJrOkm0fwgzDonuICkvbeAzc/0X1QqTokkkgjqOJWpVZgISJkTDYMQgnoDYCKQqE3/7C0VPsixfdZ2bJEl4EsPEBsNYOuAGIwHxGOgWJBKC5BMOpHmm08GpBsdxGBwc5OWXX+bxxx/HcRz+6q/+ilgsNu55484qr9eLy+WivLyc8vJyDMOgvb2dJ554gqysLOrq6sjMzJzyNSyAxQvmEX5lMz/rcmNnF0AigeFNAUUht20fH1hYOCUkDS/uOIA9cxm2jSicJ0S0A6LWpmnwW7OI+aZJIBDg7952J/39/bR3thM32yivzCV36aqLjobrKor5fecguPNRzjBpNyWIxUCOABI05pwOyXVdZ/NjvyN/6yYCObnwprdSVDUxQrVt+5qcIytyNTr0BLYeIGGJtNkeAjtdbLwkRiDWnKCkquCC7zWNK49Rktq/fz+RSITa2lqWLFkyJn2wLGuCDGIcYUUikXEnmqZpVFRUUFFRga7rdHZ2sm3bNjIyMqiqqiIrK2tKpY26rnNo507ifX0U1NWxZsVSGoeG2L7vEK39OooeZl5dJXPubZwSSnfHcdga8xMbBiTwpAHqaVdPSIbAs/z09HSM1RKzs7PJzs6+pM+uqaqkZvvTtATWELcsvFkBYr06WroLbFAdUF96ioZ33gEIEtryH1/j1nWPQWoq9DXD373IiS98k+qZ46tcsixfk6j8lmWLePr3uxkJLMXxSMLLSwWzX2jxNA3uiBwlEBgfWScSCZpa22kaCJPicVGQ7qeitHhKndtnQzwexzCMMZ+r6yGQcByH4eFh9u3bh67rlJaWsnz58rPqs2zbRtf1cY+Nu2rPJ6d/deTV09PDCy+8gNvtZvbs2dd8pFM0GqXzYx+iseMw+AKAzN4738jc9/w5d69ZdU3Xdi4YhsFwKIQjg6lDZACcVJD9YMlg2ckoIQGhaPyyfrYsy3z44dV87pfP0Vt/O1YcHFlGliA+nMDfspdPPLR4jNgHBwep+v3PIeAS+ZWsgKYy8IufU/2vnx333qqq0tPTQ2t3H7ZlU1VaSGZm5hUnAI/Hw8dvreArL24iVN6A7ktBMyUUFfRwgkV9O7l/7ZJxrzl1qon/PmUiLa7BWymIDcD70gnePzeHtLS0y9ZofrkQiUR49PmN7CpYhFaWgROCgrbD3F/sYkbNta/Jvhq2bTM8PMzx48cZHh6msrKSZcuWXVBEKsvyhOM+jrAme1fUNI3i4mKKi4tJJBJ0dXWxY8cOLMti0aJFpKenX/UIZsfzz3PLyT2iBQUJXCpzn/013ffcS37B1EwBXC4XabJET8RAkjRcATBNCA+DJwVsC3QbrAhkZaRd9s/3+Xx85u13s3XnHl46ZjIYN/AMd/LwnCpW3jdn3A0sFo2iqopQzBs6GCYg4x4eHHdBDw8P8/3NJ+idv4JAnkhv7SHI3XyKt89Mv+I3toL8fP7fm7LYvucArxzqYtjxUhFwuGtBLSXzlo27ADo6u/hKp4+UBXmomiCr0XYn5ZZqvnzI4PVPPkLKto2EMrLIe+e7KS4vv6LrvxBGgiE+s7Ub7ZY78fkh1QXkgV09k0cSsOrlzdy+atk1XSOcTveOHz9OJBKhurqaxsbGi7KmGW2yPhPjWMUwDGzbvijRn9vtHou8TNOkubmZ7du343a7aWxsJD09/aqE1vrhQ+imhctI9qwA2DbBjo5JE9bw8DDDwRCSJJGVkX5VWjlWF7r5dTyMlJqBqYtoSpbBkUDRxC6gsusAWXfPuiKf73K5WLVsMasQN6xz/VbZOTlsyCjANdyJNxIDl4dQLMzQqtVjJBCNRvnixlbMZSvweEFWkz7wGRBbUckXt/bzmYYo/stkzNjZ0cFwXy+BtHRKysvH1qFpGssXzWP5onnnfK3jOHz/pYO4Vq7F0MVOq2mArInGbwlIn6Vx6icdvKnlCHSr8PfbaPnStyirrLws679Y2LbNd57egrnsDpyoEBGbCDE0QMAN6+YuY0ZXN8UFV9880bZthoaGOHHiBENDQ1RXV7NgwYLXrHkb1WydCfXVT7gUclFVlerqaqqrq8d6DDdv3kx2djaVlZVkZ2dfsdDaKS4m7MikhqKoSOJ2aVi4J1HriUaj/Pi5LRyZdRtaRjredDCGoH7fEV7fWHpFnU9XL5zNY7/ZiqMtwHB5UBwHU1aQZAndA/Fm+Ei156qQ/vk+w+v1UvGlr3Lw4x8mMzjIcCRO+wNv4XUPPDj2nN9v2EG88RawxOAKxxIRo+0CjwSZS7L52WPP8/6H157zcyYDx3F47ic/ZvWPv0VhSgDCYV6+640s/+jHJn2zDYVCtGRV4ZdAUkTLpZQMIDVZ6Ldk4NC7/g7+7glwaeBSSfz8J/DJT1/S+l8rent7OVm3loAHkASpmrq4qY2KoTNT4fmdXbzrKhGW4zj09/dz6NAhAEpLSy86kjoXJEkiEomMe2wcYV1OsZ/b7aasrIyysrIxZ9HNmzeTkpLCnDlzyMjIuKwX4ZL7H+Dp9eu48/huPIaEHBpk75/+DQtKS8/7umg0yr8+fwh7yW14AxAICB2UlAO9OXX8vy09/NM85Yq5LLrdbv7tzll889nNNOfOQPKl4PL5iffZKEPd/FnaELMaGq/IZ18sZsycSemvf09vTzdpisqK4tMeXKZp8oKRjToCvmxRf7N1QVayJC4oCzjVsJZ4PH5J9iPtLS3M++6XcaWliqvU62bVK0+zd+ky5q6cXL1yeHgY2xNAHwYrJSnrGIJAFshe0fbkckHYgeFolHTJAa8HfWDgNa/7UtHVN4CWmk8inuxyiIAvBbFDkzzGJtDqvbIlEMdxxkaH9fX1UVNTw/Llyy9794DjOHi93nGPjSMsy7IuOiWcDNxu97jdxo6ODl555RUCgQCzZ88mNzf3oiKvWCzG7oNHaR5J4JWhtjCLGVXlPPhf32TT+vXEenoomzOH+XPnXpAUf/3cK8Qb7kRVRApjJSXRMkIdrS7N44/rt/H61VeuSTonJ5tPvWU1LS0t7D2+m+HuOFV5aSxa1ojPN7UU2V6vl7LyigmPh8NhdM2FrOuYuiimSgAO2DYYySjGShW/36UQ1qF9+7jL7QLDAq8sXActE+fYUZgkYXm9XmIjQygpGZBQ0RNi0EY8IaJCB7HxYQ4NEU3EcGPj1RMMvf3217zuS4Vl2UQHTdwpKrpHRILRKPg0MFwiqXAAY6Qfx8m7rNmMbdsMDg5y+PBhIpEI9fX1NDZe2d12x3Em1NUnENaV3g1xuVxj5DVasP/Nb35Dfn4+tbW1FySv/UdO8H8j6fgaG3G7Rf5+CDB2D/NXxSa33XPPpNeSSCTYpuSjucBKgCELvY4JqKr4f4BdeQu5X9evqKOiqqpUVVVRdRZd0/UAl8uFJEtYSBjJdp9EXJCUyxZ2OIFsGOwwcNVc2nEsKSujDxc5egxCjtAryBpO4eTHv2VkZFA4coCRnHwM/GhpCglduGFYskiz9B5wP/0IIQtCcZ32O9/ILffce0lrvxSUFRVgHwmiezKxesBWAR+EVPC4RK+srEKxHL8s17Ft2wSDQQ4dOkQikaCwsHCcTupKw3Gc88saVFW9qvqZMwv2oyLVJ598ErfbzZw5c8jJyRl34E82t/DNSB5pNSkomiArNyIUds1L59sn4W9dI6SlTW5HLRaLEQ5kkRIXrTqGLNwP0JL1FwfMGCQyZPQrTFjXOzweD8UDTQyVVWEmRFSlJDMEJ/n/I0OQ1nkE75z6S/qsmlmzeKJxJbfs20KWHgLbYl9hGTNWTV6+oqoq76jP5j9bO1DLZmAEbTSPjJ5MrzQDEl0h/uY998G77sHn81GTk3NNtVnZ2VlUnvwjp7S12JaOlJWKM2TjSpGJGeBWIN4J76597RO3R3VSe/fuJRQKMWfOHBYuXHhNzn1Zliekmeqrn3CtcKZINZFI0NPTw9NPP43H46GhoYGMjAy+u60F14Iy0diaLOYaJA3sAHcVPPHCUd5+++TSN1VVUU0D2xR3JhsID4lRVpYDLl/SJG8E5NSpLSK81pBlmXcsKOPfjhwmUFKOaWo4kooTEzcDZIh3mryzVLnk80zTNO7+/Od4+ZlnkPfuQZk5k8X33ofvIjsX5jc28D5jN99pOoJaUA6SD8UUN634weN8oNigouzK7M6+FkiSxN88tIJ//t1G7PplJMImLk0iOhjDk+oldjzI/ZH9lK1efuE3exX6+/s5evQoAwMDNDQ0sGLFimvuaHG24GkcYem6fk2dIkfhdrspLS2ltLR0rGC/4aWX2NcjUR630SNC4Oh2CbKSOf1nU/liLMua1Pfwer2kD3cRzinEtl0YOrhSIZZIFoxtcbGlHN2Bt3bBhNfbtk0ikcCyrEtSGhuGwe5nniF19w6MvALyHnyI3Otwpt/MGTW8q/Nl/q/JwF9ajR2TwK2QGIJEdydvcHUxZ8X8Sb2XZVm0tbXR0T+CS3YoLykmOztr7Bh7vV7ufPhhePjhS1rzykXzqCzqZNO+bRw9HkOVZRrLcli5csaUaN16NTIzMvji6xfwyNMvsMXKpE/z4HNr5Bzp5I1zimlctHxS5+Ho7l5zczPBYJCKigoWL158zUnqTEiSNMEIchxhuVyuK1J0vxSMFuwVReWpAi+xoX5aN+4ikFtI8aI5BHJAc4kCrw1EVbFjNZnvoCgKb6708d3hAbSMHBzbIR4UuabmEh5TROE91SnjTgLHcdi2ex/PhFIIzazEGISM6BB3OG0snTf7oiII27Z58stf4qGNf4TUDDiqwItP0PW171IwRQ0Sz4e71qyi8MBBntjxNJ1yGmoggwa5nzWNM6gon0j6Z8Oppib+u12D6nK0OvD6IToM5ev38ycLyydoc14r+nt7OfirX1KzbyfzFizhloded13cKNLT0/mrtz7Au2KxMWFlb7eK3tHOEdukur7+rMQzuru3d+9eIpEIM2bMYO7cuVO21CFJ0oSi/ri/vVpVOpXg9/uwTZ3UogLSy+9GVmH4ZB+tW9tJySshqyobOQWknkG0kvRJv++ixgYO/vZJXjHn4M4uwNANLENH8vuxQxHu6H2FhvvvHHu+bdv88KmX2TvzVvx14JYgPRcUMniRDHY8t4cP3j5n0qTV0dHB2hceA29SuagqoEl0PPlHCt77vos8SlMDOdlZvPvu5eTn5190W0tbezuf7wiQ0ZCDRxPiSBVwZ0D3mga+vv4E/7DcfckXWSQSofcjf82t4R6hZdn6HGx4iuFv/3icCeJUxqhZwcb/+Q63/OEnkJkBikpz4QyKPvtFNE0bI6mjR48SiUSumAThSuHVVkXjCGsqzwpMT08ncOJpzOz7QBYpW2plDpm1OaguGOyEvpd3U960leHqN09aYS/LMu9+w30sOXqc3218jDZ/EYqkUKXGef28MqoW3znumGzftZfds27Fm5m0KPaLThUnef0MrG5k3eat3L5iyTk+cTwiAwPke1IhHjzdyGZZBJpPXfQxmiowDGNMtnAx55Nt2/zv9nb8C5biWEBAbH6gCG1cNAGeFdVs3LGDNcsWXtIaj+7ezfz+FiG2Mk3xI7oUWtevI/3h1531NaPGhK+1Buc4DolEgmg0it/vvyzavlPHjzP/F9+DVJ8ovEo25U372PTUk5CdQzQapaKigvnz5183JHUmXp0pXTHh6OWGoij81fIavtJyAq2gDFnTQBN1Jj0G7gCU1Mzi03dUEA6H2b59OykpKdTU1FzQVUKSJOrraqmvqx3Top0rpH6qU8dJF8GQogg5hCsgpBB6FFQvPO9r4FbTnJRGJbe0lBOmRY1hYBsSLj0OjkFk8dJLOFrXFoqiTIqogsEgHV09xBMJsjPS0TSVrsJ63LLwrVfkpIgz6RPmSspYXoils/oSG5JDPT3CzVFP9kLZDigSRjQ64bkjI0Fe2L6Po94SnLIyrJMnWemLsri+atJtRj29vfxq23GaZ6zAnevB6oLSpgM8XJdN0SWo0juPHKFEksGwYSTIgAV94SDdx4/zwD33XpckdT6Mu6ISicSUJq2ZM2p5b3AX/3viAK7yOgzbi8sPRhyk/Vv5uwW5pKdXkJ6eTnFxMbqu097ezvbt28nIyKC2tvaC04gVRTln/SscDtOsZZDmFnIHySuak00dcMCVIqyKg34fIyMDk5p8nJmZyaGP/iOxr36R9LhFNDLAqbveyN13T15PNtUwSvrngq7rPLJuB9vKlpOSl4riBysKPT/5DZ5l92HEQHOLgCGhC48wT4rYAIkbEEnNxTTNS7oYKxYupEd2k4ch1Je2DaZM+vzxdbb2zi6+sneI1FtXovhEb6SruIodwJb9If6mIkIgcP7i/MmTp/jPoRx8q1fg0UT2L6dBuHw2/9EF7zp8hNkzL34whm3buDMz2ToSItinU5GSyux0P1k5WYQb5133ZHVBexlFufQt5yuN5Yvm01AXYsvu3Rw8OkS6R2V2WT6z7587QT3tcrmorKyksrJyTGG/devWMYX9xTZmq6pKNBzENeIgqxKGDv0HDpGak4s/P5vogEjxbFOCi5jRuvKeexhcsoSu9nY0TeP+GTOm/O9wPsiyfE7SN02TL/z6RcK3343XDZIHZF0Qk7T8jUTNGB5LEL+iCqsdklE0spiT6FXPfVOZLErLynj+b/6e0De+QpaeYNDU6X7fh1lWe3rgRiwW47v7+lBnzcG0QE0axEuI/+SGFL638RQfWlZ+zt8rkUjwtaNxXPNTkJIN7UmpFwqQWgD/N1DFv4bDk262P7PBuKamhk13PszSTc/hd7uIWQ77C2tpWH7x0oapBlmWz9/8bJrmlK1hnYmUlBTuuGU5d1zEa85U2JumSUtLC7t378Y0TZYsWUJaWtoFv7vb7abcrTKYSBDpGcCOjlC1dhaaW1xcPkAli64uaOs5OqkIaxSZmZnX3FPscuF8o+o3bt9F/4K70RzQLLDjYphGJCrkJL3b11G17FYsjx8nlEz3fcLNRvMKN4uGzp3Ijbdc8jrXPvAAI7fcwtDAABnp6VRmZIw7B3bs2cdIfiMuGcw4EBA70aM70jIwuLCS5rY2KstKzvoZB44ex6mcjWGBMQip2UmSloSG0AWk1Gvs33eCZXPPPe6jr6+PI0eOEI1GmTVr1rjdvaLPfo4dL99Fz4kT5JWXMXvZcmRZnnI+XheLCyrdR50ir+e7+2RwZhvMmZGXy+Wivr5+gsJ+FLIsc2+uyQ+G+4n2dVJ552IkRZCVF3ECW0BeATxizKBkYHJp4Y0GXdfP6XCxodvGSgNnBJQsUOxkHVKHYEQnFLRIjAyjal7MOMg+GSdJWuYQRI+0cu/iyyfmTEtLO2dnxIHOYYwZqoimEpCIgccniEZF1C19bjja3ndOwjp6sg2ndjZWFNwpoEdE7TOe1PhJyfLZoWGLM12sHMcZa4sZ3d1btmzZWeuiLpeL5bffztD8+fxi+0l+fTCOlJOKPxphYbSZtQ3lU1JTdiGczT1mgoHf9TZw4lJxZuQ12h60ZcsWMjMzmTVr1oS0ccWCuez40a85tvAN2LroOzMcUc8aM38DMkph15Z27pgEYZmmiW3bU1YPc7GQZfmsEZZhGAxa4gpV3KLn0PGJ3Va3AynpLvy33kn3wZdJtx3cKWmoTgBblpAcsFs6+Hi5ccn20JNFMKZjGQZmTBFRXkwYrTpuEWFZDmgSxF8VBZwJSVVxHNHqo4eFM4Q9IlJDl0fUQhUN5PDAmOldS0sLPT09NDQ0sHDhwrPWogYHB2lp7yRmS6R7NBRV5duDGXgWL8SrCR9LGT9HqWf3YZMP5Q1elxF8PD7eaXeCRfJUEo1ebZzZHmQYBv39/Tz++OOkp6cza9YssrOz0TSNxXNn0+xz45CUTrnFLD+S5m+jTg9bYv7zpq0dXT08uqeFrvKF2JJCRn8rt2ckmDejYkp4zr9WaJqGaZpiEG9PD26vd2x4iR7XkSNhLCUFyQLLOi1dSA1AwlbxzFrMe6R9nOqNc9xMJUCcebkeViyYQVra1ZuRWZLmpcnjwbHFcA5FgVgQpAzRZ+pYYr5lZV7GOd9jdkUhzw4PY2akY4YsNEPB8onZmLGg2EzQR6D7+AHWrbMoKytj9uzZzJ9/9o4Ay7J45IVt7KxdRqAuE5crKZjuhqHuQXIN8KeL545eySkzVf735WE+tiz1ujqvLqh0H42wbmbSGoWmaRQUFPDQQw+h6zrNzc289NJLZGdn0zoUQ0qfgxkRMgY9JorDuinCexywFUhRz30cN+/Yww+tCrLWLsYtFBpAKc8DW7e18765OVfMg+tKw7Zt2ltaGPjQXzInPgyqwt7ld1H3kb9lljrCjvAILs2NbVqoKV4sWxguSIDmVlD7e1ly2wJWe73XtA6zdulcnthxEk9hBT63TDAEnnSIjiTraTbEdrQyY+m5LYBqqqtI/e0OBpxZeHIzcSShQNB7YOjoXhzLxB/s4/Pvf/cFjSIdx+F//rCOowvW4s8V3RgKonaamg+u1Exadg/iyczEo5yut0lAYlUlPV3dlyShuNqwbfvCjqPXc5HuSsHlclFbW0ttbS2GYaBs38H3fvl/+HILKV6yGl+WGzMhtuJVF8g+EXmVmgPARO+o/oEhfqjU4y3TsBLJlABxYqlAbHExf1y/ndevXnSVv+nkYds2wyMjxGIxfF4vGRkZ4/6Nf/wwcwIu8PtBczF32wts+10Fb1yzhj2vdII3BdvlxUHYQTtKcgfNhDdkBPF6q4GLE55OBhdDgLk5Obzdc5xfjqQTNX2oPi9GRJQAbAOMPov3ZYfxeM5tEunxePjg4nw+f6iHqGEz2HyYRDhE0dzFZFU1YI/08qF6QczP//KXeA8fRKquof7+B0h7leL+4KFD7J+1FrdXpKcgCvgxRA01wwfh8kxiYVGiGG1ZcxDF/X1NXdcVYZ3tt5rQ/DxNWOeHpmksWbSQxlMxojOXEO7rofnlPaSXVJIzazauFCAOdhhWzzx7IfYPm/chzboVFLCSZnGj/5mIH2VH9SLujkavqD3za4HjOBw6coyfd0gMldeSkZdBYhgKTvbyptwEpaUlhEIhsmyDuKnh0Q2EHaZB+rYt5L/1rfxNbR//frQJd9lMrISBbTk4tgtdN1nesZHb7l05llLKsozL5bqkjaD+/gGe2nmUE3YA1e2h2A5yV30xBfkXNrm759al+Lfs4GenZMyyWhzVBY6DdugoH5oZoLbm/BsAIyMj9Pf18aDZxbHDG9mb3oBSsxIp3EdO224+eHsDmZlVvPyxj7Lk6B5SUnywfyN9z/2R4Df+h9TU1LH3er4piDxL1PxkCTRFTO5WJHHeSEB6EZzYFqVotg9FEbbPo3bPrvNE/FMRiqJgGMa4xyakhFNZODpVoGkaf7dmBl/cepTU8lmkr30Qx3IYbG4j2HIMb2oGD2m95D9054TX2rbNMTIwDURKGRBia0sBd9LiJmGDqwB6OwYoL51ahLVhy05+l7sQ91LI9ICmgjcF7JJcvtMB7zx+EpfLRZflkBWJ4JFBiJhkehyHWmBuw2z+s2iQ3zz/LEcTPkyXlyJziAcW1lBxxxKe3bKHde5KzJwMcCDjxGFeXywzs7Zm0sRlGAaxWIwDh4/ys8AifPOWowUAD/TK8J/dsGbbPu5a3HBe0pJlmdXLF7M0Hqe3t5fBkRCFeblkzDl3g3EoFGLfvn2Ew2Hq6+tZtGgRkiQRCoUYGRnBtgfIzc3H56tEkiT27txJ0b4tuNxugtEErSPDuN0hmh59lDXveAeaphGLxTjY3M6wdZC0rGyQFXrjMcqWlWCrwgYpafWOOdxLLFSOpSfTRhfoIcgLXF+bOpZlnX+X8EaXM1wumKZJ77at/O13v8Wzy97Epnm3YKdlkpqWQXlmgLfWeAh4q3n66adJT0+nrq6OjKTGx3EchmMJ7KgBfg0zAYaarH0FEOJCGSJxiE+xZvT+/n5+GssnJZUxDYesipPIAvxF8NMDpfyZu5n9lbPIbzkMuonPioOmkvXuPx97r8zMTN7/5gfGbpCSJKHrOl94dh/xVQuRLcjITJo0ls/kN0Dj5gM8uLT+vAQzMDjIrzceoGXOLZhejUTaIiLtLehmEbnVKqosbgoZ+bApaw5Ze/axaN6cc77fKDwej7A8Osu/OY7D0NAQTU1NDA8PU1VVxZIlS8aaj7ftPcBjIyk4s8tx5aVj9MCM7Xt5w4JKUlJSCA8NkWvbHB4ZJtvrZXZuBqSkUfPMb9ja3krJe/+Cf983TN5730ShG1ySOOYGcOT5ZooXlaN5ICGLjQAjnsBxxIaGHRMDQeQDrVQvKp/kLz01IEnS+S2SfT7fdIQ1CTz77W9x71O/hICf6gO/5a93/JzH/+yDLF29hoz5C8Z2YqqrqzEMY2xidiAQoKamhvxwL+1uDTsClh9iQ6If0YkKK2HFA+GTNlnn2X26Fti0ax9a+W0YEZAdcALijq47IkWRAWmWxoGnTnHP57/Ezuefx7NjG+6An7y3vp3ZcyYSw5nk88sXNhNcciuSIXqSJcRmhI6owexZNJuZp5qorZpYFwTo7OziSydsvCtvwZshIo60XMivKyPYB30HQxQuSsFODqj1afCUVciC16A9HCWpI0eOMDQ0xKxZs2hoaJggTXlu6z7+WDCXlJmivumSwFcGvWVz+deN3fzTTIPS2lraJY2ORJTG1FG3Qx0cmcaXn+EvSleReddtJMLg95z2fvMC89eWs+Op4xQvq0Fxw8hJE192IVYIlBTR1jTS1Mk/lJiX5KN/LSDL8vl3CePx+HSUdQ4YhkF3VyfB4RHKH/2JEODYtriy3C5qX3qRrDe8ccLx0zRtbHqQaZq0trZSTD/bNr5ARvUsArkFuDOS4klL1LS0GBQ27yJr1uTM7q4W9g+YOCVirbYEiajY6pfV07USRYad3RFWLPLy+j//c5z3vAe4cPE8EonwSmAGAZK9yLaIEBLJxmcZkFR4plem9iy294Zh8M2dPTjzGrGT5Klwem5fdg4kIikMt0FacZJwJRguzCYUCpKWljrxTV+FUauWUcV5eXk5ixcvPqdUoLWtnd/6GgikiE0Y2xICWJLrSl+Rzw9fPMRHVtex7y8/gvQf/49EIoFbVZPz0Rx25tTjXSzIKqMSHANsTUSJCuLYVK+pobcFPF4Y2vAE7vql6EEVvWuY/P4mPrawlPLSazNL8VJwtuBpQmvONCZiaGiIo5/6R5Y2HwI9wd5olE63RqEcEVeVrBDs67vgRamqKpWVlZSXlxP72e94qb+H5iO78aRnk1Neg6cwA8sEo6WNv1tcOuVuHh5Fxo4baCkatiEumnhUWEon4mIIqWVCjhMbW/tkN3GGhoZwfJnCBcMGyS0IxbIEKSZMQVin3DlndZRtam2np7IRtyF2G2PD4EkVBGokySmjHE6s78KbUYAtg+MByQTLOv95HwwG2b17N7IsU1paysKFCyelZ/r9lgMoi4rHpvC4NSE2tQ2QXUIe0ZdXR39/P/e9/e285POi/9fncekGtmSgaC5eql2Mo4A7DRIjoialqkIXBsko1AMDB/ewNNHOl/78boLBIAl9EL/PS3r60il3Hk0WkiRNiAonHPXplHA8HMdh5398lbUn9oLXA/5M5koSe/v6yXC50SIhIo5E9N43T/rilGWZv3zrg1Rv2slvyCOWkcdQWxP9Lz1DkRXl029YQW7O5CfAXC005Ho47NjEB23cqTKKB2JRMAzAFlFWYhjuqi666I4Jy7JxTAM9JMbbDzUPkwgO4U/PxIonULxeUitScM5xjJu7h3BSKpBUQVa+VOHiYaui6DyquzcjQfR4AZYiIlp9MI43Z/zsu9F078SJEwSDQWpray/a9M5xHE5YKVi6aOT25oClig0WrOQINAWUdJn23kFyc3NZfM+9bDl0kPnPPY7pmIxYNnt8qaQ7olQgOWLNmluk4IoiIjUZ+JPACA+/7r6zXuTXK2zbJhwOj3tsgtJ9GuNhmiYlm9cByVjcsiAtlRrdYF3UJhODE3c8yOvf8acX9b6apnHPrUtZHYvR2dWNU5FG5to7SUlJYWBggJdffplAIEBlZeWkGrOvBlYuns9vnzlKIqcIyZ2FYgkjRccPslv022XuXEftqtqLvvHl5GQT299CICON1pdfoeKWlWQsSUfjtI6oab9B5r71yI13T3h9IjKC47NBl7EViIfFhe1xJ8kqWWw3TYPIEHgzhXizsXMn3sYVY717Bw4cIJFIUFpayoIFC16ziFr8Xg56xMSdpmIKmzOkVJBNkZKaIdFfmBIXdS+Px8OqT/wT7W97Oy+se4nnC29l6OQh0k2RfsvJiDEaSu55+EHSRHtPWf6Vm6p+rSBJ0gTx9IQa1o32pS8HhtOzYaAF4jExadWx6PKkMfP73yMtPZ3FF2lTcya8Xi9VleOLyPn5+eTn52NZFv39/axbt46cnBxKS0snPcLsSsDn8/G3DQE+v6cN2+XC8QRQXRJmTASf5rbdfHjtnAumWOd671VWF09s6aP6tlvwZIAREROOR0W1VQ0aocA9RKORCc281aWFmN1DJNxZuFziBU5y3LSsiejEdsCMxlBdMNIURek8xepZuWzZsoV4PE5JScllHcRQ44ywCzCigFeIY/WYIHlVFkQaOR4mvfS0mltRFMoqK0k/2ow3LZ2s2tmEBwfxBgKYqgtHBcUrvosdEd8xeqiDhmW151rGdQvHcSaUqcZdZW63+6Zrfr4QNE3D+MsPMWTK2LopijZxk9Y/fS8VlZVkZmZesRqBoijk5eVx2223MXPmTEKhEBs2bGD37t2EQqEr8pkXQm11Jf9xWylLunbgPr6b6KlTqIf2sHjrc3z5njqys7Owbfs13fhet2w2WQXFyEnCUdTT49cdRITkq4BNB05MeG1NdRWpJ7djR2JIBlgRYQromCJFNEIwcKiHlKw8Ek09yPteYVHvZlwuFwsWLGD16tVUVVVdVtO71906j1h3F5ZugJGcdRkVKnXDACcG1W07ycmZOEcwKyMNyQFvVj69ezYSj4SJDunoMRFRYYvvpA/BHet/eMMGGufVYU0X3c+OFbfdxv6sH7DxD39AGx4k8w1vYvVVNkhTVZXi4mKKi4sxTZOOjg727NlDIBCgqqqKlJSUq3bSZmZm8r6H1mAYBoZh4HKVjitCv9Z+1KFgiEB+KWZCKLid5CRjVUkOywUSwB4rfUJTeTwWY2HkOImnOti2+DaUnEIcn5tQv4NtGYRDI+z72sf5xJ//CXVFJcTT8wibebQPRUhNDZOenj6mk7tcx7GosJB3HnmZn/c5GFnZuNJ9YqisIny9XLtf4c/vOftOcH11GcENHXhLqylccjtdu14mJbeYQE4uvswsLMchvn8bX3/8vwgwzL5ta5hzA5j2nQlZls9PWC6X64Zl6kuBJEnMaWxkTmPj2GPXcnNCVdVxUomOjg527txJamoq1dXVVy1t1DTtrBHJa42wwtE4KDK2CapH7AqautgxtOXTUdZw3Bjn2zY4MED3X7+XdycGISWFv9z/S77U8EYONiwj2N9NeKifWQ+8jTt+9GO0jc/yf9ECtOpMPBniAnh8AGZtOUZp03a8G1/CXTOD3De8icKSs7dWXQzuWr2C6lNNPLJ9I8d9Rbg8bvxmgjv8Qe54YAFer/esr8vOzuY2aTfbzDKU1BSKl92BY5kENz3Nm1/4GRmD7cxzmXgyM0GysPbswl56/e4Ing2O45x/as71YJF8pWBZFnsPHmZHR4ghSybXDrO4poiZM2rHjolt2+w7eJhnTwwx6MslXTaolILcs2T2ZZuVd7E4G3nt2bOHlJQUysvLr4kH0tkUypNBVloKic5hFCcdx1GwDfCkiVqNJAmhqhmHE8Mh/vflwzxUl01+Xh67H3mE28ODQhsXiWFGYrzu6W9xbO0bmbG6AW+q6LvrOQLPVtxJWomQPoCoiWRmwcCyWmIHT/EX7Ueh5xRsf4mef/9v8goKLulYyLJMTXUV/1JdRTweFz7sbvekItD33H8r+u/XsaPkVnzpHkzDRVrVLGp/fog0VUHDLUoUwFMpDbxwOMbt5inmzW24pDVPFZwtUh9HWNFo9Kz9Ozc6otEYX352D6Gly3BViBQkKsPBASh9dgfvXz0bRVH45mPrOV5/B77lwlYmKMMeEzYdDfE3Wc1UVZRf0+/xavLq6upi//79eL1eZs6cSSAQuCoR9LkM/C6EwoJ8PJu3YM+7BStmI0ky8aAQkmo+CHWLaCtn1jz66+Dbw/D6Iyfo2bKZ7a1iZNeCrEzUtFRm+Dx4PH5UFULNILmg/+Bu8ufPwzSFLEB1jW8873vv3XQ89b8UqVFIhOn69S/J+9BHLttxudhdeJfLxd+88U6OHj/BluNddEYt0hSLF+qXcM/R3SiSBLEY23IaMN52K4oKj9NAx7qN3Ld6chOgpzLONn1pQkp4s5GVZVl84bGXiN1+F8jCUE2xRDOyKwM6lizkhxv34I8NcaLxDjS36OV1yUJ3ZKuQNi+Fb+6W+EJ+7Jwh/qUgHo/TPzBIKBIlJzN9UoV+VVUpKSmhpKRkjLx27dqF2+1m1qxZV7TmJUnSa6phSZLEHf4Qvzyyn7Sa2RhRGzMu4/KBk7QTblu/hxn3NGIYMNgNn97Wydz2Nu7LyiRNdkBxIB4hHrWJDvXzjg9/ieX9+7EsmQ987IeYOjjDoGRCPCFkD6OEpQK/v+d9/PUfvgiqgjUFarqSJFFXW0Ndbc3YY9+1DT5ffw+LTu6jc8YCRu59kCxHRIt+YNuSFcxs76Kq5NKiw2uNs82YmDDm62bD0ePH6Z99G34pWTcBrGRzqewDwwcnZjXSvOUQ2ZJQKWtyUkkdEKTlaJCyMMCGTbu4e/nla6exbZsn1m/hGbkM18wifCUiJQq80sI7Sh0qyssn9T5nkpdlWfT29nLw4EG8Xi8VFRWXfYCu4zgXTVgnjh/H/48f5cHYAA+6svnUAx+mv3E5tiRjOB7CvSE6trxITsNSTq4/ScGsKgrroLDuFkz5E2z5w/e5faAV1TCxYgk+/eA/8fC3/oHlsZPg9RH3ZuJOTceOxpCzvCRiEPCKYr4ExBGtLn1VsyAWA8nGapx32Y7J5UIwGGRToA7P7eXsvucNaMmpQqZyWq/m98FT24f54HVOWIqinL+X8GbElqNtqDV1mPGkmtgULR2WKVogEhHR/2XFQhgxoZpWFPGYrIqtalmBRAh2RtxMlDS+dvzw0T+ybe4D+PPB7RaDRD1eUG4p4xvH4S9PnKS2+iyNdeeBoigUFBRQUFCAbdv09PSwb98+AoEAJSUlZGVlXTJ5SZI0wcfofIjH45j/8BEK9CHw+sFl8dnn/oOP/+CL7Hro/Qy1HCVnzjJKltxGRnUKHm8esut0E7Bd2sCKH/yIr3ztv+iViumbuxS5sJS5j34BUjxg6DhmkHBwBE9OAYnBZKtLVOi8ojHRcK6pEOvu4GRMp+lt7+XWVZc+medyo6OzGzWzCMdIYKkepDgEUoWEQ/aJGQMq0JZafNYWpusJF6xh+f3+m84iOWQKlfaY46UsWjpUtxD5qW7RgGvGoli6janKyI4YOyUnxPP14WTkJV0+Dc+BgwfZVH4HmiT0Nmmp4CTEAAQFyKyBX+7O5h8nOWH6bJBleYy8TNOku7ubLVu24PV6KS8vf80Ke9O8OGeA3t5eUntbIcUvmn5Ni/aRMHXBCC0z5lB++8O4fG5c6UIwmUiIfkPLBlRwYeL3+/nIxz/K13/9HF3pubgSCfoVPxW2BYZJwBpE7mnHKS5BkgEHYiPi/eSkLYujwPyMBKm/e47bLjAt/JpBlrEtE0nVRHgoC02XbIEUBTsgHr4R9JSjU7zGPXbmXxKJxHVfqLtY5LnBjFliAo6e1IVGQI9DPA6xuCAkNaMAWZVRTKFUth0xmioRFq9DhpzEwGVb10uHO1C9HjFxJdkoK6mCrBII25VQRRotrW2X5fNGdV7Lli2joaGBYDDIhg0bOHjwoGhMvggZx6ieabLwer0MSwobewbZ0daFFQpT7HcTyM/Hn5qO7HIjKSIdNhKilmXo4rcxLfD0txEOh3G73Xz8T+7ln7M6mde2iR3L19AcNxiK65iOStXjP8HoH8CKGiSCostKD4vo2LbAfKWVB1cvJScnZ2qSFVCUn0tiZATV5UKVEAr6ZNN5TE8eFx0KB5uu+8DjghbJN2Pj86r59Tx7uB13QZlo4FVFb9woQZhxsPsMPANt2AUloCg4qodESCixzZiDL1si3gt31uZeljU5jkNb1AEt+QNJgiQtQ9iuAMQ1UXMbDMe4uKTwwlAURZjVlZZi2zZ9fX28/PLL+Hw+ZsyYccHdRlVVL3jjG+3dO3nyJMPDw+xZspb3bHsRv6aiyA69cYPGr36LfXt20Z1yB7G4jTfDQywkUnAJwAb5l+tY++gXGfqfOHsaFlL+Nx+hoX4WDfWzsN50Jy8/u4LIc88w5MBdb34LBwb3s96ZjW36AQclw4cjQ3T9Qf5uTvqU76cNBAIsGFjPsbwCDNlBi7hIJMBJBSsGKMJf7U/LJjdFeqrjvAZ+N1t0BUKNvHLTH9niS8H2pwlNgy7sO7zpEO02uK9/K5UrivnsgcMEauYhmQ62JKF6wFEkEr0W9adeoeahVZdlTZIkkepz0zsUxFBVFMWHo0AiaQylyEBSk3SlQ39ZlsnLyyMvLw/Lsujs7GTHjh2kp6efV2F/NlnDqAvCqVOnGBoaorq6mtmzZ4tBoMuXs+HR39C/7kWKcnPJf/ufUldfz0eKivj7F/bilM8iMWKCFcfQAlhxkI/u58uPfAJNVUGWKd23iWP/2o/+39/D5XKhKAqr77kH5+67x9bY6DgsP9XEMzs2M6QEUG2L5aXpLLpt9pQnKxC/x/sfXMM//epZQg1rUFwu0B3shISsQWwAVjZtpva2pdd6qZcMx3EmND9Lzhlh1fPPP8/q1auvq9lllwOGYfDYcy/xpFyGmpmL4vGLOsFQL/fED/Pg3WuRZZmjx0/w7y8eRq+/Bc3nEbtLHc3c7+nndbcuuqyDUB975kUeDzQgu32oLjfuNBXbPG1u58qASD98PvvaDMg0DIO+vj6OHz+Opmk0NDSMRV4dHR14PJ6xqdeDg4OcOnWKSCQyFrldTLrSPzDA15/cTnP2DBRfACsRIz0ywNIffY77h06R7taEqMrtBsvm5Nf+l6rq6rHX27ZNS1s72071EDNtyr02C+ZeO7Hv5UAkEuHR9dt5xcwknpaNJMtkDLTxJ+VuFs6dPWVT2ouBYRisW7eOO+88PRthHGG9+OKLrF69+ob4sheLUTfJA0dO0Dc4RH5eDrOqKya0uZimSWtbG30DQ7hcGlXlZeMmm1wuRKNR/vI32/HMWohjO8iWgexPxZEV4fLpgfkH1/Pu+1df9s8+G2zb5sDBQ7zSGWfQnY7HSrA01WDx3FlIkkRXVxcdHR34/X4kSUJVVYaGhkgkElRXV5OXl3dJhD463CEYDKFpKpmZmaz7t8+wcv0f8Lk8YrCh3w/xKG3//QglpcJ9PRwO861XjtM7fx7eFLEb6JGg5yi8IXKAlfPO7xE/1WEYBsFgEFVVSUlJuaGuXcuyWLduHWvXrh17bJqwpjCOHD3Gd363mX/c/iR5dh8JXeLzb/gkA0vXkHVgE//04PyrksYYhsG3n93J8VlLSUkHJQDe5CaV9XIrfzPTNzY+3jRNdu7cicfjob6+/opG67u3byflw++j2qthORaK5mJ7TSPzvv5NVFVF13X+7al9JG5biMsnJCte92mv+IgJd+zexYpFU8uKehoCpmmyfv36cYQ1jpksy3pNLRXTuDLIykjnE09/g7xEO2ga7nQ3//b4Z1l74Dd85o1LrwpZOY7Dd5/cxPHapcgKOK7TXuka4F1VyjdPOWO6K1VVycvLIzs7+4JkNTIywss79vL7bUd4+pUdNDU1X1RNrnHhQro/9zV+78vhaFTnN0GdjA9/bOxzN2zZyVD9QiRb6JS0JFmNJqMeFZ7Kmn9TCqavF5xXh3VmB/yNiK6uLo40d2DIGnl+jeqKsglGcFMJp44eZaZjgpEsXNkyaCo5PZ1X7Xfq6elhd34jbkv035lhUH2AJOQVigLmzBx2HzzA4sbZgCgMny/NchyHl3fu51eUkzZrroh+gJfDkP/SIf60sZD0V0097uzs4rkdhziq5pKemkJuvJfbZxQyf+lS1lVWMjMxzKzUAHz8L9jz8c/SuGIFuwYttDJhoCerwsRPShWOD2OTtiuh9UQ7NRcpwJ3GtcEEwrqe8/lzIRaL8YMXdtG0cAWBZQW4EemM3g0PnDjAwjlTs47h93oZll2MRBO4EsPkpfjBSuDOv3rjxnfuP4SWswLbBsdOzr2zkhFLkutdKbCjJ87i5GsuJBzdtnM3v8uaT2qOaGqWbLHzmRqAkdWz+M91J/jHFb6xmtfzm3bwW/dsfMtuR5ZhRIEQ5ew9HiTv+9/iw4d2ILlV8SYuD43f+Q9Cc+YwqDvE4yKSklThsaXHwecB3Rb9oLYFwfjkVfnTuHq44FxC27ZvuCjLsiy+/+JumuavwJ0q7qyjPVeufHg8dTbOnn0snsQwzauJWCzGzgGdLV/fSCBPEyOdTvax8qsfYv6KlVdtHYbsxnIcpORcqcgIeHThiZ6IgprUrsXPqC6oqnrO1M4wDH7a70MrgUTSOdPlFyfi6CucZdW8tHULa1ct5VRzC79yN+AudmNLwkGG5Ij2lBmpDBd9nJZdr1AX6wLVELIUaZiB3l5ciTBIoEeTY8M0oWaPhsWfCUv0gqa4rrzAMh6P09bRyfBIiIzMDEoK8iZs2U/jwhjHTFfLfuRqYveBw5yctxzFL9TAemz8l07zwaO+Oei6fs3W+GpEo1E+u+44h1YuJ6tew5sF3jzwr8hhy68fYf3htqsm8i3ODKAHR3Bs4bGOIlqZYiGI9oloKxGGNPt0Hcg0zXMS1slTTThldWNpmuOAHhFkZSCmwuCBnUYGjuPw45cOQ6pbjBVLiCBKUkRLlCOD6oefvvcL2JYlRvjEohAM4w0EWF2RiRWzcRCKeMOA6ADETdEjapkQ2t1HScmVnVC0afsu/mVfhJ+WVvLU/Ln8sryUT7W72bB11w3RQnOlcLZjM6E150Yrur90vAvJQQwlMEXNxeG0T7gJeGdAR3fvNV3nmfjVsy9jrZojLkxD7NjLErgBnwKHVi5hz4HDV2UtM6orsXrawDLQgzEcCcIhSBhg2sKjPNqts7a+aOw1o2PnXw3btvnqTx7FMC0kWRCVYYjJL7GoSDklWcw47FH8xGIxjmbXYwBWQswWdCQwE4K8ZBvcqRCfX8+QaRLRdYJxixfvehO5ubmsXNRIYOeT2GETdPEeKGK+n2kIkeU73O1XxBJoFC/v2Msv0ucj12RhieYFXEBeFbywcD4v7j52xT77esfZJj+PIyyPx3Pd9x+9Gr2mghkDKy7sdg0DYglBVKN3dQfoGYle24UmEYlE2OCpJD4ilOyjljcqwgIFhIfTU33KVYmyUlJS+ECFTKSzBce0iA/HsaM2lgN62MYegQUnX6T0DDtht9t91nSnvaOToXn3YEcjY77ttiSin0Qs2bsZBhxIt3UsyyKse8RvpIApQyQuiNJRAJeI9EwTHl37el5Y/QC7/uFfWfU3HxobEfWp160gbe8zRHoHMUI6VlS0sAzvOcaak+tZPL/xih27kZERvt9iYR48iNJmIJninLMRNdQMBTaU1dHX13fF1nA944K9hKZpXveWFK+GR48QNMAahkBBsrM92TzruMTJk4hDmntq1O36+vpwF5SLmksc4qNSAjk52kkTdsHB1HxM07ysU17OhSULGrF37Ob7zUMolXOwo0Es3Q19naxSO3j4oTvGnVimaZ71HBoaHiY1v4ThlpNkeRswHBXHSkY+kqgzSRLEB2ClMoDbXUwg1EK8LwMtqfS3k9IEO6mrsB2QRwze8Xcfx+fzTfjMzIwMvvCOuzh09Dj7mvcTjieoyPLTOL+avLwrOxrr0P79/Nv3P0ep1wSXRre/gm98+tv4SkSkZQNp2bB3ew9rzzI552bHBUfV32gFd4Dl5Vn8LhbGME3CcjruFIg7oHlFTcZOQOzEECX1U8TsTJJIjPSj+ArALRqeIxFwBcQF7VbETp0WSEPEh1cesiyzYvECGusjnGo+xaAexKd5qV1ZRlraRDnA2ZwiR99HsiziehwzGkVyvFi6guaXkWSR6mleiOzcxW33ih7DuwNd/DZUhO4TEyPMqNjZ83gh2gtaGtT0HsA399xme5Ik0TCrjjn1My/rcTkfLMsi80ffo5RhcHygqeQbbSz//jfZ8YkPIntOO502Ja78Ted6xXkHqU6my/56w61LFvDC77cQrF2MJEEiCO50iA2KgZQYcFv4MAH/1BiRlJ2VhbW3GSsjh4ihonmS5JocBx+LC+eGwuY9aHWNV3Vtfr+fhgtc9M3Hj3PiD7/H5XJh3XMv5Wf09BUV5JM42UN2TQPdJw6QkpVLelEl9mhebkPr1t28Xm7D6xXq8zfeuZwtv9zOiNaI4XGjeb0kDFHbk71g7mjiLQvLJ6zDtm32HTjEM+0JRlLycKkydWY/d8wqGutxvJIIh8NkHN0Dbhk8PrAckODu/S/wSvSDyJLwNjN0yEpMjXLEVMPZbIomRFg3GtxuN/+wtoHPP72JcNV88AawTA1XAOJNEW4Z2MuDty251sscQyAQYLXTww67BmQVKyHSHycu/OMVE8KdBn9efuUKxa8Vm557jpKvfJ47ZUOY8b3wGIc++WVmLVwIQEZGBiv1HWyPZ5NbO5tEOELL1hexIkHiJqQXVuNLy+HepWVj7+n1elkxvIt9v3qJtnveiysHzKhNzNKpbN3Oh+5dSGZmxrh1mKbJfz/2Ikfn3klgqSB8XHBMLmRfE7yx4yDz59Rf0WOhKAqt3gxyjRGhozB10DQOpdYTGxTrURQRVS4pvvy9qDcCLqjDsizrhnQczczM5AtvWMn2XXvZfzJIR0inLsvLqoYqSuctm3JR5VvuWMap3zxP14yVIMm4AykkANkEfcji9u7N1N119bRYk4FhGCS+/13yrDBRC3wxBbxuXP/179g//PmY+v3P7ltF76PraKlcgcvjI3fuSmwHDMPCbj/FP5SGyMwsZmh4mN1Hm9nXOYx+MsjD+58g59hTRNQAIXc6qZ/7FA1/svasJYzfvbCZow13ogbAUUFOkoMKeCrhl231lA9eWZeLQCBA5C8+SMc3v0y+aaOYcQwsvvGO95ESEPxlxkDdeYCZt8+4Yuu4nnG2AGocYXm93il38V4uuN1uVi5bzNS6zM8Ov8/HJ998O89s2MTTsQwi3lTMeIyC4Xbe0VjI3LtXXfbfKRKJEIvFUBSF1NTUi75pxeNxtOZjWF4VXXGh2uCybDzRMIZhjNUivF4v//iWO9i4dQeP7eukJ7UUn62zwj3Iw6uXkJOTzWMv7eIP3plkz2xEmw2u163md/2fofYHP+F9W34E0hD7o+EJZOU4Dt3dPTx6cggncQRXRg7ZdVkosvA7jyeFp5kl8MQLp3jn7VfWlueW172e/SWlbPjxj+iP+9h951vx1cxGD4l/d584wMcWFVyVjZPrEWebDTCOsILB4A1XdL9e4fF4eOiu27jPNMeIxOu9/C1Ew8PD/OKV/RybsQotx4/mAnNLJ29JD9M4q2bSn+fz+RiumU1HyxGkWJCI5iItpnB84VyKXmUro2kaq1cu49YVDqZpIsvyGEH+5qkXeWnubaSpoIzODrQhPRu6//5P+dmPi3n7I59CSxmfRg0PD/ODF/ezv3gROfc8SGa5sLZu291BTlURsiJSQwmx6dKaUnZZx9KfDZIkMWfRIurmzmXHnv2EjnUyeMImQx9hZUU2S9fMuC5MA68VHMeZQObjCMvtdt+Ug1SnMkZ9jq4E+vv7+fSmTtLWrCIlRQhTZYAVhfwRaN16mIeWTG5nTVEUZnzyXzj5dx8js/sUiplgR24J8z/00XOSgiRJ407IgYEBnkydQ8AUOis7kZwPqYHpCPHs8bev4Qd7lvOO2tOShFgsxiceeYnEigdJTRdiUg3wZEDdbUW07BHq2wCAKrRfMbf/ihPWKFwuF8sXL2D54rNri6ZxdlxwzJcsy9NkdYNjYGCAXUea6I+Z7OoJo61ai+QCMyIU527XaSeDzTUzmd/eSUlx4aTeu2ZGHfk//wUbN2zAtm3W3n77RblhtPb0o6bNIB6HFJ+Y8mzEk1OaVbHpgAzWvW8ZZwb4hxe2EJm1GlkWxKbaYpiIxy++S0Wjxp7f7ad8VQMJTbg2ZHUcQp678KKO3eXANFlNHrZtn3+XUNf16QN6g8KyLH7/yl6e89WSMnchxiAEfQMEbKFn8mUCChjJSAbAnQkv7O3lXZMkLBDK+JkNDbhcrglkZds2h4+fZMuJLnRJozw7lcaSTAoKhAZuYHAEObnhFx8BUsHtEYp40xGtOFYcRlyna0+GYbC+18bxm0gmyRlXSZEtgnglIL++gVgM3Bo4Ubi9aDoVm+qQZXlCyjxhas7NODnneoRt20SjUSRJwuVynbNw29XZSduuXXQ2NfPcivfhLnGjuiA4EEd1udGDOt5MF6YFUiw5zZrTjhb7rcA50xjHccZ2lePxOMeOn+DIsEVffz/FHovbUlJICYjpLcFgkP96Zifd89bgXVKD5ocuN6xvh/kvbOFNaxYT8HkwolEUjxdJk4iPCJLSZbHL50oTI9gqwh1ABSCK/UNaKmpKBlqyUU/RwIiB5hEN1qYNnhzoOzyMVJhO+a51ND409YakTmM8LMs6f4Q1vVsx9eE4DrsOHOapLpOBmXNweUFu1lkZPcJts8vGNfIe3LmTik/8NQWpfnBpPLz+Sf76Iz8msDAbkLETMbz+AJaVHAqrgawnJUM+kY55z+Ia2t7RweN7mmlPLcNwJCrMQQ6cOIX79Q/hKgM7BidN2NwOb3ZO0lBdypeeO0Bs4Rokd3JMlyM0lWopHCldyjOv7GB5Qw32hiasrHzcGVlggDkEpldo0dxJH675xelja3G73SgYaHYC3fCgRMR0IZdbuEg4vqRtjQ5m5yluCYV4+MFVN5x052bBuILVdEFwasNxHJ58aSs/TptF/LY5ZJaI3bP0ehf7F9XxlT1DxOOiRdowDAa/+iV8iiQYQlZBM/ncjz5DPAbpBS5ivR2EBvtJDBsYUYgFITQompHjUdGQ7P3jI5w4dGjs89dt2saXhos4Pn8F1qJiXIuL6L61gfS3PETX9uPIqmgh8vghUAe/yqni/372S3qKZhO3ha+6bYghprGEcE0AeLF0IZqm8aC7F2wwozGMkRFikQROBBwdEoNQfGDbOLW9y+WixhpAkxVk20KP23TsPErrrg4G2yyi4WRquO8Y376rhjfedetNNxXqeoUsy2Pn89hjZ/7lfD5G07j2OH7iJI9nL0b1JS96+7Q/uQM4ywr58csHAZEqpbQdB8UPkaiY7246ZA60YCbAcsNwby+yHsexLeJhwEimUIaITkaOj/DPJ9eT9dl/JhQKceT4SX5hlaEEhFWPNZxsQkb4UhUvrKHvUAzVJfr9bMCfDZvKb8e0RGHfhrGzzk6crjFpWXCsqZWH7riV1b2biTcfxjFM9KFeYuEo8WCEksOb+Os19ROio7evqqfn8F4GDmzHrcnMuncGtWuKyCpXCJ4M0rWpi7fkm9f1WK+bEbZtEwiMHwg7jrAkSZqOsKYwfrvjOG6fPGZXLMuixjzqoioDx2oWEAwG8Xg8HM2vIBjsF/4rkRBEw7yUWYUVEzWeirV30n3sAFZoGEkSxe1wp4mVALPX5q++9OeARWaol9YjR/jhtia01CwsS0RIkiPsjU1T/D01G2LBIRIRkVbGI8mC9/wC4sFhLCA6DKFh8fmGLiyLzYR4r6FQFFmWedcb7ufLy/N5MLybBQP7uXN4D/+cN8DHH1hy1l3H8tISCsItZJWXM3B8Px07R+g7EKV7bx+pRankVhZQkHPl+wencXkhy/L5a1ivDr+mMXVgWRbNcipuTdSXTAPiQSAAlnyasLzl0Ns0SHVFObP++dPs+OgHWG7qeGyHJlvj/x56Px5TREiqD0puv5vOLa/g6u/BlZGDMtxH1mNbefP2J5ib6BHDSSWJuCTRl5KPxzKRTRVNEYVwOxk5+dOETU9meSHRQR1vqgtvFugmWDpYRgIrHkf2eYQvvCmkCo4hXEulOORknJ4BWVRYSFHh5HYnN2zexlBOOenpWeQvzEfzCR0W+LCBUy+08ENjkH+4M2datnMdwbZtwuHwuMfGEVZ2dvb0LuEUheM4aP40nKQMQfWB5AI9IdTgALYC0aHTYXNDYyNtP/4FO3bu5ERzC8+Vr8VdWAGyMAd04mBETYqWryRr+zo+vrCS7s4Q1rd+RK6tI0k2JGQ2VsyiprQUo70H1bIhksDyuzF04YCKDUZCeKdbcYgER9B8OdiGiJ4iw2DE41iWiSYJa+PoMLhUkUq6/GC3DFHZMN7ip6ezk5ZnnsYZGMC3chWzlyyZkAHYts0vN+wi/cH348/WcJLSBlkRQlgHqL69jG0/PMng4ODY/MRpXB84r6xhZGTkqi5mGpOHqqqURjs5OTwDLVXDioOdJCxHFo20ihdCpyJkVJ6OVEpKSigpKWGZZeE8+gQvDwUwtRIkRcYwTWSgaN8mPnTfIgKBACkzZrD/K9/gmU//CzmGxDFvGnPf+R68Xi+uRBjLMpFxkCw3kg1xHbBFkzEyxAb6cGybeMzGp8vCgvrgTmYONdGWW4KVcLDjOqrHLRgFCLUa/AnN+HynPa1OnThB9l/9KYv9biF137mOA/e8hdnv/LNxx8UwDIZ9mRSkiTezR21kldPyjACQO28F4Uj3NGFdR1AU5fxuDWezc5jG1MGD86r49+4BZFc+sksMVHAFRHQju8AYhIW9+8hYsGzCaxVF4d1vfoi7u7p4ZfeLdA+FCWRks6I2n+oHl46lSoZhcDgIGz75U9w56cheOByEX+1oY3DPJjILq7AsFTPoYOp+ZL+E5gY7KKK27sO7yVtwCw4OoWGQhhN8uD6dwtvv5ruPvciuzFm40nOwJAlsF/G+Dl5nHeeWtbeOW+/x//0fKm0dSIqpcJj96P8xcN/94/ysbNsmo64RSU56vlsiXVY0MJKkFQOyat14g1NXLOo4DkNDQ/QPBzF1ncyMNPJyc2/qmrJt28RisXGPTXBrmM7xpy5qqytZffAp1iuLUTOykZNz9UgIn3LPoX28bVXDed+joKCANxWc3V3VcRx+9ORL7J55O94AuLxgJQ0P7bQSsnkrfVueJ+u2NyCbOmYsjKqlEIsIW+3OXZvIrmtEH+pDkRXcgybvy4kyo7oOgL/9k/vp6Ozk0IkDdHaHqS7MpL6xiszM1ePWYds2vv5ewIHRE1YR+4mvntJs2za4fZg6SJYYYqF5xSaAldxMNAD0s1vuTgXE43F+8vw29s+4BVdGJi6/2IQo2HSSd9RnTRgqezPh1QNCxhHW9MjuqQ1Jknjbg3dTs3svvzl4gs70QhRVRRvp427PMPeuXnRWX/PJ4uixY2zJnYdPEz7rtgRuv2hzUWxIrSxi5X/8nvbudvYsu4uUwnISw0MoeoyagRO8rz7AvtY9tLW1MacinzvWrCYQKB17f1mWKSkupqT4/GO1ZFlmuHE+I00H8CbiuCzA7aLN5Sc7Y7xZn9frxd3bjJlbjOLTxGCRZLps6qC6EZNy2g1SyqeerCEajfLZF08SabgFdyp4UkF2IKBCbEUV/37I5B+U0E0pyXAcZ8IUrxvecfRGgyzLLF4wjwWN1tgOitudeVlsSl480oVaXoFpgeYWUUrCSE56iYLkg40f+Rqrvvhelq//AW35M4i87mHe8vqHyMgQHl0LF0BrayuKohAITL7x+dW49c/exYv791J5cAe5CnRaGvI/f5aSV91xZVnmznwXT9o2lgFOCORUMXNQ84IREqRb07oDf/3EVPla4/EN2xmouBUtKRWxdBHZ6ogSX+osld9t7uKdy25OwjpvDevVZlnTmLpQFIW0tLQLP/Ei0NQ/gl1sgQmxmI3HK6O4RLSluUBRwVtTRPY/fZI5c+pY7PGcVRd1th6wi0Vqair3fes7tLe0MBQOU1lefs7U6O5Vi9n221for1uOI7vRw2LYqhEGfy7ENxzhHRdIla8FbNvmJT1DzBaQQXGEot9J+nYl9w44VlRLNBq9pOj5esQFm59vxrBzGqeR43Uz5DhYkRiyy0s8auGSFGRV1FSMKKBATnrqeQc5KIpyWfpSNU2jvKrqgsN9NU3jkw8v5xdPPM9L3krIykf1BlAtnZw923jv2gUTFNNTAdFolKg/DU0XO7yGlRxhlpzXKCEIy8kUnl83G2FdMCVUFOWm3pW42bGoNI3DuoHk9iErYKNgJEAyTOQsVfT/9USoqDq/oNOyrEsmLMMw2LR9F08PuDGLa8HjY/7gQdbOyCPnLNIEt9vNn73hPt4QDjMwMIBhDJCbm0tK4+ope06rqkoiGkNL2uHEhoTDhB4DU0qmtAjnVKbezJErjrP1Ek7ww7oRh1BMY3JYtnAev/3VK4zULMWRJVS3ih43kV0qchSwYXXPZjIX3X7e97nUG5+u63zliW30L1+JqwH8KSLSaKWe/9cK7zl+ilk1lWd9bSAQmBBNxeNxDh09xoHuCLbmoTHXQ111xTW3J3a73dTYQTpN0ark9kIiKmpZqguc5B6YcqKZ9FUl53+zGxCWZU34jSZoGKbq3WgaVx4ej4dP39uIZ986zEgIM2EgyyAn4uiDI1TvfpI33XnhARiWZb3m88hxHH6yfi/dc1fiShFyDRAnqgGklsLP3JUMDAxM6v2OnzzFv7zSwc9L5nB45TJOrpzH47Nn8tlmFydONb+mNV4uSJLEO+oz0fs6wRRDc82YKLwbIYiOQGIEHg4M3ZRBhCzLEyySxxHWtKxhGtnZ2Xz9T2/n3dIxSvY+Q/qe51l48gX+PneIj7zl7gmTeM8GRVEuWHc6F4aGhtnqq8BWIT6MmPYch3jS2UFGkNaL+0+Ne93ZdrgHBwf5coubcGUVtg2aBoosojV3jcyPMstp7+x6Teu8XKiuruLdnjaCJw8iRS30kQSKDnoIok2D3H5sO0sWNF7TNV4rnM3uaoKB37S0YRo+n4/bVizhthWv7fWWZb3miKClvRM1rU6IYh3RHG1FQQtAPA5yMkM4bKbR19fH7qPNbOyzIL+KzMQgC1MSLG0UFjQ/fWEn8vw7ROQSh4QHNAU0VTRua+nwy0M6f1tw7XzgJEli9YolVLa28vi2F9jfGyIRSKfGY3H33HJm1C68abOeUTfdMzHByWza3Gwal4qzjRifLMTgARM9pOBOFYMoTAtkQzQ021GIOXAyZvK+Pxwg75Y1aKXgSoWElsMfTNiw4Qh/MTeH3Z5iFBPcSY8vxxQuEZIDPp+w5ukpKSMcvvbCzNLSUj5QWjp23G5WkjoTkiRNuPGNSwlt237Nofw0pjGKs51ok0V+bhbxcAhZEYMoYoPC+TQyknQndYtm73g0Rv6KNWALfZjLFtGYbECosY5/+80GEo6MGTGIhx0cBxIRQXpGQggzrWTf4VQqhUx70p2G4zhEIpFxj00out+Mxb1pXH68lvMoEomg6wb67vVCXm+aODboYaFcNy0ID0CwB9wpqUiK6B00Y9C+q4POAyMMD4HlgPLA64knohgDPUjYOCboESEmRYJYSBT0pbh9Vn1TLBajt7uboaGhSz4W03jteHVv87j8z+VyTdkG0WlcP7hY1w/DMPjDSzt4TinDN7uMzAfK6Ny1j7TCMhzHh5aiYZsQDws3hgO/+gW1a1+PpYOjm/Qe20/WrHloWZCWLVT5HiDtTfPoOwHDnQP41CwkRRAVEdGuo9uQdXAD3pmrx9biOA67t24l+0ufoVQPgeZm38Nvp/6d77oqN3PHEdOwVVW96SOtVw/ahVcRlqqq04Q1jUuGJEmTbvNyHIf/eewFDs67G3+qcJ9ILwRvyhyOP/ky7sxcUgtKsY0EysgAvbs34vWkYloS5kiYcMsRUsvqkQPgSRPupy4ZJFWc3GXV0HegAzM1HQUFWxaE5gCRU9389YLyccQQDAax//VTlFpBUejyeZjz5C/YV17JnDVrrswBQ5D28ePHefRb3+Kh4wfwNTRiveu9zGiYei1FVwuWZU2wlxkXb8Xj8WnCmsYlwzCMSW/eHDh8lL0z7sDUwRAT5cXU5nSY885VVN06A6ftKJ8uCvFfq4u5qyoHNRBAthPImkKsvwvZ6xUN2jFQvYADo+odGyhaMIdYbye2nsCMWcSHDPo27eaDGQNUV1aMW0/z8ePkjHSLvyQSSS9nDXvTK5fp6IyHmIS0jU9vH+R7WbOIfPFb/PZnG9hXs5bSz32K9tbWK/K51wMkSZpwHo0jrBu1+dkwDPr7+xkYGEDX9Wu9nBseF1Na+N2+DhRNYTTbMs2ktU0UJENYQWevbMTj8eB2u7mtsQZPShaRvk6wbFLyS0ATwzBsG2xdyCH0uDi5bSC1AO4d2k7Vjt9x8o+PEOpswV89m5+rs/je01sYPsNp15+SgixBKBYTVfloBKIR9MvcaA5J/7FnNvN02WKceXl4AuBNBVcOnPjLB/jPf/wFu7Zsu+yfe71AluXzuzXIsnxD5c2GYfDHjbt40c7FM6cCVQazFW7r38vahfXTEo4rhEQiMalGXcuyGFB8mKaDZdkoXgVHEsXwkaBID30Z4EqBga4QOTk5VFVWMG/zk7zUbZGmejGiUZyEgaNomCGII+pcLh/ELVAVUazPy85gU2ohjQ/NQPOLGpYXGKxbyldOwV9HuykqyKesspJf1y/h7kNbiRkGXlOnW/GSf98Dl/04HTh0hC1ly3Gp4rsqyTR2lOqlRg8nQ4037bzQs9nLTFC63yiOo4lEgs8/voWX6paQtqYCTzqkZEBaNWxeMpf/2dU1QfY/jcuHyURYsiwj4SAZBqpLITEC7TuP0neqHW8epJeJ3cGWV04RCoUAsfv40TetZVGKxMjRnfSe2I+sajiGQ3w4jpQciBEdEDKGcBD6jll869AIat0MMc7MEhGZglDPByrhR0MZ6LqOpmnc/+9f45U//SDrS+p4fvEdJL77U0orKs77XV4Lfr+nGTVFLMIIgx0X0SEIjZgKdNRUMzw8fNk/+3rBq298EyySbdu+IUhr/fa9jCxYheYWHkOjHSUykCpB/+ISNmzewe3LFl7Tdd6ImKyeT5IkZuqd7JJAD0UYOLaH0uUr8KSI1EgGXMWQUVzJr09CQUcHxUVFeL1ePvNn97PnwGF+/XQ787/+Yd7QvRfLm8qPF72efe9+F7YBdkg4Hhz/vy9T+ea/xtSFc6qKIC1dBhdiJJg5y82uHbtZunAeqampPPgXf4Hz/vdfscjGtm3aPPlIQZB9Qp5haxAfBFUDxSes7NNzoL95iIxXOa3eDJAkaUIJZ8Ko+huBrAzD4PFhD05yXp8jiYLu6CWUQNxdX/DOnBbKXgFcjFvD6+64BaPlKOGuFgrmLELVxEBXKTksVkX8VqlV8KOj4bHfS1EUGmfP5J5IN2/u3ILiAZeS4L3bfkzNj36KIovUMnX9y7x5fg2Oy42TFJdKCNW7zOlzQgKOjIxPP65kGuY4DnJoACtpLWOaIiJM6KDroI9AJAyDzTA4MHBTZgOO45xf6X4pLRVTCSMjI4R9aVi6EBWa0eSwBoSoUEbsIsVy/dPDY68ALMuatA4rNzeXD5bbDB/chuZ3gSIGxToI9wIHQSrxCAzPmEF7e/vYa8PhMCXrnhLFcQfxIxsWdz3/Q1y7dnFv20b+8cFlpGXlgG2juABJFOcNXZCDhah7xRzQpasnmlYUhWU5Go4Nki4INBEFIyLmOAZ7Yfa/fJavfWQVS/79kxx5/7vp6bq2jdpXGxdsfh6dA3a9qt1DoRCnWto40N6PJRfhKIAi7l6KBfGYGO+ekEHWxE6UFZi6EZZpmhw5eJCB55/FV15B5eo153X6nCpQFOWizqF5c+cw93iYiA2yJZxNZUk0KJum8IWyHWFu19U0SFlZ2dhrw1pA5H4JHTwymAmiWdl8/p7ZY42z5dkp2Ikoju3DjIoRYIoKsSDYKYAiorGZmRd2oricWD2niqf2nsCTnYfm9aN4ZBJhHUmWKfvlt3nzoSfA4wXHYbY5Qsv3vkP7e/6C1q4eUgIp5KQHyMvLu2EL8mdr8RpHWJfiY3St8cIrW/mtawaB2lnI5RB9Ygup0UoSuoTqEj1kkizqA1ZC1DLSu9tIqTr/BJdrBcdxePmH/8eaX31PFOA0BfvXP6bjq/9NUVHRWV9jmia9vb0MjITITE8nJytjQrf71cDF9qRKkoRPU4gkLExHQXWJSMP2iEZlWwInBpYEHq8owra2d/LfewYpX/ggdTt/gcswwNAxbIee+x6i8Yzv3Th7Jjy+n4TLg+YPEB8W03RUPzhBUAIQOhZibs3Zj+uVQmlJMX/dtoX/7Umg5hehGxqay48RD3H75t+KkxQZolGQXHyv6BairkK8jYVokjD9K92wn7ctrCBlClpAXyocx5nQ5zlB1nA9poQvb9vF44VL8KcJp0a3D1LzS9CDQ7izMzHj4EoXxmhmcqS6OxXuc/UhSVPTybG3t5faH3wdUlNAVUHRkK0EA08/SdGfv2/C8082NfOTYyEGKxvwFAiCju8Pca91jLULZ13V2qSmaRf9eXPcEZ5PRLElP5YlI3vF7xXVQZKSjcqtQcqqc2lqaeWfD+hk1M9m/4zZfDs1kxXbnsDx+PnD/e+hKtczLp3wer18qM7LN9o7wFON41JwbFEqMG2g1+JdchOpqXOuwNE4P1YuW0JxSytP7tzO+pgXXB6M0DA9tkSfqaMYQwxbCl9712fx3TkPXwqoEmgSeAIwsLqBr2/r4WOz5RvO8/1sQyjGnVWmaV53RfdoNMqj0SxwieK6mRDz6CpWF2FEwujBKLZlE+sXhcxESCiiZ730HEsXzL3Wyz8nIiMjeDSX2C1IJCARB9NCPnRwwnOPnzzF107BSH0DqcVCe+TxQmB2ChvqZvPY5gNX/UZ0sefRHcsXorceR5Jl9DDoQVGENg0hApVsKDm5Cb/fz3++3ERKXTV6VPz7qT99N49891Ee+86PUd+xmqZbl9LSPr7eM29OA5+o1cjc/Szxtg6MwSh6TxB1ywY+oJ1iYeO1aYGRJImK8jKWV+eTnldCwZKFVN6zlg2f+jFDKEQlld8uegPyinnYssgOZElsRNiIiCNlcR4v7jt5TdZ/JeE4zoRdwgkR1vVWw2pt78AqqUF2RN1VdScL7A5U3F5Kx16dvl0b8ecVo2gqmcNdPFwgseLB28eNZ78cU14uJzJycjiVmoM/3I8djeFzaYBO64LFzD7jebqu8+0Dw8gz54MiBhh4PWA4Yrag7IYd9XNY2tNDYX7eVVv/xZYW0tLS+NgsP//edAx3YRlxXUX1KmiKqDdp657jg6+7lfbOLsJ5M7BGDLxpGqosdhVVRUTXig6OAs8c6eEvSsYPy6itruRzleUMDQ0RDvfh9XrJXrDqmt+kW1pb+VaoEN+MLGQvpOSAUljCd+TfU/yr/2bP2jeRbgmispI1PsUnLl4DsYG0xV/FvTeIJOlMvHp3dILj6PWWEvYODEEGyAFx94kb4A6Ik9jUIXemi+wZq9A3HOXfluTh8RSN/ajd3d2c+OEPqNu7neHaerS3v5Oy2tpzftbIyAhtPf309PaTkeKltqryio2PysjIIPSBj3L085+kUIZw3ODlWQu55+GHxz2vvbMTq7AG2S2iDVkRZGUFQUkDVPClwx+fbmFlRZD+wSFyc3Moysu5Ymt/rVKR+roZ/FnXOjb//Am6qmYRT80iEB5k4RM/xLltOV7vHbS2d2L7ZqNIikjpLAtXqoIeEtPsI0GQNOjLKj/rZ8iyTFZW1pTavPjpxiPIc+7E0sGdBmZY1NVy1pTQN/8LqLu7kVSIB8GbDmigW4gwKwkr4CORiE0Y7X6947xFd1VVrzuGTvF5McIhHFcKqkeQlGyCFRL5ruIHOwE5Zmhcjh+JRGj72w+zMtgGvgDZh7fCP2yl/b9+QHHJ+LqWbds8t2U3v/fOIlBRhVZehdsFwUM2t/Tv4P6V86/IcVt99z10N86j6fBhtECABxsbJ0SCTc2txNLy0OLiQtUjop/O5RfpsZI0q1sn5bLbU46rGHw5oLfC3QO7uH3pvAnRUG9fPy/vOki3moYLh7nZHubMmPyUGUmSXrNuKCsjg/du+zmuLSaOrKKpLoYTJvtdtwLg93qwBoPYiobkaNixMIqSimmYLP7c33Ff2zZ8isIrxXUc+8dP4FI10tJSSUtLm5LndiwWoyVQhOOA7RYyHNUnIilZSc4pVNzE+23cKTJmGPAKm2dcYlNCVoUEZKplCZcD5/XDSiQS112EVV5aTGLDSSypBtPtQ/FISKHkjqBfmPnbOix91Q314L69LO48AT43WLbYiTNjdLzyCsVve9u45z72/CusL16FP1/CnQLY4kTKmCWzPboQ+eWt3H/rkivy/fLz88nPzz/nv3s8HoyREVTNA25JjIhyi4K1bQEBQVzh4RC56ULZjQL+GnipbD6RFzfy0O3CvN1xHNZt2sbvMhaReuuteDzi+c8Af9gd5AOFIxTkTS6tfK27zTNmzeKlklpmtx3DsWUihkmHLFN/990AVJSVED/ej6R6wZCRHZl4LM6i736aB1s345IkXkyp4dGVfwbRKgIFEgxB6vbDvL8hg8KCcx/LawHTNIn40vEi6nSmJcqWii6cJ1QXxJv246pfiG34hK9hIrnTbQiJhixBUdMO1Nobv2tjHH1drH5mKiAjI4OHAyGcRBzHEQ1i8ago1Eb6RXTFy9tYNn/8DpAVjzMCopit64K0HAklHBz3vIGBAZ4JzETJkJAVMdRS1U4LUd0+eKl8CT09PVf0e5qmSU9PD61tbYRCobEbS21VJcZAF47tEB8RfXTxICSSJ36oV1wEUdtHsF8UarFEa4rqhpfKV4y5am7Zc5DH8pbgyZcZpRsHcAOBeal8O5xHOBy+4FpH9XyvBS6Xi/lf/ya7Hno7W4or2dC4lPTv/JCS8nJATPW5VW4WFjIJi3gsitHfy6yjG4haFt/Nnc+vPvkjlJWr8OZKuFwQKAblzpl8PZJPR1fva1rXlYLb7cYbHsLWDeyEiKosAyJDEBwQwlZfdT1GwgQd4kOihmXGIREWw1dDrfCGhqsrybgakCRpgrD7hlC6379mOWtGDpDobicxEAFHRFgyENi8lU/eVj1Bj1RTP5ujshvDkSAahv4eCIXJXH3buOdt3nsERXFhRIXuRfUBlhAyJmv7BMpgz7HmK/LdbNvmlT2H+dimHr4s5fGd3BK+aKbwHy8coLevn+zsLBpDp9AjIWQVkAVZm4ZQh+NA164uvAVVYIu7MxZgivQ5pRx2HzmJYRj8shscFZBEDXAUDqJcklEFr7SFLrhmy7IuyQkjMzOTez/yUR7+6SO87T/+k9q6unH//u4HbqXq6HoU28TnS8UAgqgckVLY9t5PI2sSqluIhDXf6ZtLejV890R8SrVjuVwulupNaJKDFbfQw0LxrrhAcolNlLz6LGLrfkFiqB87YYnujRhgQrSplz8ZOUBxYcG1/ipXBOd1HL1evaIUReFP7r6FFa2tvLR/K6cOhMjPSGVBSQZz75t3VvFkdm4uzZ//Klv/32eZ0dOM5UvlyAc/wS1VVeOe1zUwBOmaGOSZADkiLnqXOznFxRHtPv1cfg2M4zg8tn4b6yqW4qsCT3ICstsNsbUN/PsR+KjVwwffci+f/unT9NXfhu4oyB4Pli7j98n0HD1JV3eU7NpcJEcRWjQNENIu4nFoMzz09vYSyavAryb1aoDjFTbCqny6RWZTUObOSexGXY4bnyRJxGIxhoeHcRxIT0/D5/OJ5uf3PsDWnft46vgQ3XjYOnc5USUdT3oGsiy0W4opGt9dvmT/IGA0ltLX30P+JFPbq4G33L2ajY++jNawEsWtYCdE9KQ64NIgtL+bb//lG4jG4vxx6wt0Sin0B8MszJS5b9lccnJmX/hDrlO8+uYyoTXnelW6S5JEeVkZ5We0bVwIC5ctQ//VYwSDQVK8Xlb7/ROek+IPoLrcWJzeVlZU4S+u6IK0HAVcseHL92WSaGvv4LmMObg9YCebdR0HjORPlF4H/70uwmduzeGL73mQzdt2sq4lRJcrixTHoH3XBobLbyGvohpFBskSUVUCsH3gckSDcU97C48c2Y288PVIGqLfzhQCW8Ulho+O9fS5/Rd09Dhb0+rFwjAMfvnEs6zLWIC/qgA7BHREWDSwmbeumY/b7Wbl0gWsWCI8k+y3LuFvf/YikubGjhso2RrIItPHEjuniibcG9pP9k4pwkpJSeHL983la8+8RK++EHd6BpIM8bYocssBPrW8jOzkruZfFRfdVKPAzmvgB4LRpuJuypWCy+UiOzv7nP++tL6S9Z0jWAkPWooPSYZoQpz8jiZ60PQRmF9z+RXzv924F3nufWOObraJMHtDkJcM6PMr6erqoKioiJXLFrNiqbiANz71JPnHNlB18EV+kD2HZ9/2caRElnCtc8RUZV2Grj37GahYhpaSjhUawhj2o6WLCz2RALcFMTvZkKyAf6gLRak+77ovdgjFq2EYBl/6/Wb6l9yHD3B5wZLBk+/nQPkyPvPsbj5z5yzcbvdYv5ksywQ8LqKGjuJ2ER8SBWs5A0LDYtfUkYTnu6ZOvTptTk42n3vbbXR2dXG87SRIEuX52ZQ3LpxwPd4MRDWKV6v3xx2Jm4moJouS4iLKmraIs92G2JCNlRzImQiCFYeMjX+koqz0sn92q5aFdIaSQI+KAvpoepNA1Op6Bk9b/EqSxN7Nm1n59X+l1gyieC3eF97Fh578HpYeJzKQIB4SkeJIV5CsrDz8JZmkFMsMnTiIbdkkhkVKogchFhGK88gIhI7BIqnvghfMpdawNmzbTfuMVegJsWVv6+LmYCStWIx583hs3dZxr5EkifqAjZMII7sEWdm22ICwzOTxigmiLisuPOvnXmsoikJJcTG3LVvIbUsXUFledtNfk+e1l5lKAyWnChRF4QP3r6T4+CvYCQMZm2jXAGZQCPwKdrzCP71pzRU5sQJmFDuerCnFRRNwPHa6WyceBEkZXy9yHIf2XzyCbEvi6k5apqw6+QzDh7biti0IhdBDCYYObMGdl4tqC3uT3DlLCTYfB91AQlzoelhc6NF+sHav5/ZlC8Y+p7Ojg53PPcuBPXvG1T/dbvdrrmFZlsWjrTpKQEJSxA1BVkRaKiVV7YofNvhqJkxUuX/lQmL9PWBAImhyJq+Gu0Rda+bhLaRdAX/2aVx+OI4zYc7EhLmENzujnw2pqan885vWsO/QUTae6GU4msAn26ysLWT+/UuumGCvIV3hRQRhybL407BE5CBJgAtCLVBWOL4eo0VCREwDvy4LjxZZhmiMmr5DOPuCpPu83FqRwnddLgzdwXZJeGTIqHQhUcHQ8QMEymcgWRayqmIn4hS17eVDd88dI6MXf/1rbv/+Vyn0e0B10Vw0g7wvfGXMtfa1pi2JRIJYbgWemPie2qiC3wJbTrosOCClZRGPR5Akifb2dmwkMtPT+KcKm88f2Ut6SRWGraGlujFMQcgp67bxjrVzb6qU6nqGLMvnd2u43jRYVxOqqjJ/Tj3z59Rftc9cs3A2f1y/G1dNA6CSiAnjBkkRTgOyDHUnt5FVu2jsNZIk4X3Dm0l87Qh+PZGUTMscLqnj8x9939jGSjwex+k4hIWDbEmYSVeEzGoXgfx59B3vJR4cJh6N8U+VNvNfv2rs/Oju6mLmf30OUn3g9oIkU97fzPbfP8ait74N0zRfc7QuyzL6cC9adh6SoopNDhuQwK2KiCuhgqGb/Orp9eyrXIOSXU0gV+jvUodifKSklwPtG/n/7Z13nB53de6/096+vffem3q1bMtF7gYTQigJCYQA6aTdEHJJgoEkcClJCCQklORC4BKqgwu21SXLsmRLsur2ot3Vant929T7x293rdWqrbSSVtL7fD77sSXtzDsz78yZ8zvnOc/zupOCLsvERSbZkqVx/yNrYsYjtxBs2573fc350/j4+C3Jw7pdkZqSwkeLzvC1sz0E8goxwhEh9StJ2CGbpOb9fOCh+RnDpkceYdfoCCn/+XXiTIO2FRtY9mcfn/Plu1wuEqOTRPUojtuLPgGWByyfKFBnr0rHNNIJ90JdYWTOy2xyeJhsTZsme0WFmaBu4W0XigHXksFomkahMU6/I5aBtiw6mWji/9FEOXG8u5XDy57CkyL8TlUvJMaBmZrHzzry+IPcs/xGWursTR9bOdwemBOw/H5/LGAtMaxbUUfB2bP8/MBOjkrJTOomuR6Z+1NsNjy64oLzfYqisPlXf43xJ56krbWVqsxMUtLTaevoZHvbCKd1mYCmMtl2nEDtBiJhG80jIzmCqGgbgCKWX4Vtr+GuWDNn/0np6Yw7ELCA4CQ4Msgy/dk51PKWHpau63R29zA0MkZifBwFudn4L0AdOf/YnyyJ4+uTo0jxSai2iiUJ9jeyKMCjQzQSRvMCBujTXVtJAZ8C3lL47gGHP82QYxnVLY5Lysvcqf5nSx1ZmZl8+MlMdF3Htu0rqjW2t7Zy9g8+StbkKAnuAH9y368SefI3CSwrxJcAUwpk313L0W+/QObaB7BMeXYOUZoevDWPd/CBDeXz7onU9HS2vvfDeL7/73gsC0myOZaWT8Pjb3n37Tt4iFfS1+CpKSZQIro7Y63w0OAbbF67/JLHv2blcnpf3sMvtOVI8fHYhlj+6qPg6CZtL/w/ih//VUxbLJHVaesu2wRbFR3BUEMW/f19ZGW9xQCfKeLKciyQ3QqQJGke6Vs9/xdiWLq4UrljXdc5+on/xT2RMTwBL9tTK7Hf92HBWJdERuL2AzI0/PojHPvxqySlZ+BJyQLHy9TwIIXjnXx4Vd4F7aUkSeL+D/0WbzY0MHDsGFZCInc/8sisXE1raytbCx8kPt+D5hc3mQSklsKrpSsZfGkP796y6aLHL8sy79hyN+UnT/Hs0W7afbnoqkaxPcbDOW6+mVeM5YDigBERWliyAzhvueDIKoxPTpGVJeYwDx45ztYRlTOBTBJTUsk9fYiHytMpLViaEtkxCFxSD8swjNiS8DbA0NAQK/vaGEMiSbH48VO/jX+ms2hOe95JInh5vbDi3evJfG4HGzxRZCClNJGMjJWXzIJkWWb52nWwdt2cv5+YmODfu2wCSQ6SLKYCdITqg4IYpD6+bhO9fX3kZF18/k2SJOpqqqmtrpq9L93uchzH4YeNOxg0DBxHRfJIRByRXREAbVoD3p5W1DAMgy///FXOrL8bdxmkxYNbgpGKFXwPuOvAm9y3Zukqz97pOD+JuuXVGmKYD7fbTYct45UkevAhZ+Rh62IW0rRFnSoSemvcxgb6koupr6mitrqKrKysqy5SH2/tRM0rwzLNt2RQpj/DQQSRuHg42DF4RfubWRa4p51wJUmi1mehYiNLEmbYwYyK/YfGIBQRwWu8AzIy0nl23xG6Ku8WChWAbL+lQOEGtpY10Nnde1XnGsP1xYVKVPM03a9lpCKGpYHk5GQG3vch2h2NYyFBLzBM0W2z9GnmtyVImA7iAR8Lhhflu+/sH0XWNKLTMj2mIQasTVsER2P6p8e++mHxR+9awVRbE3okjKxJSPK0CoUExoQgu65o3orH7ebZaCqOJM5Zml5CSohjsYC4JNhx9s4zKb0VcCH1mHkZVqyOdetDkiSe+shHiX7yM5yuriSqm0jTpHfbAd2A4IjItKZGxbhPqhVclNZ/qk9D9Xgx9SjGtImEoYsfHRGsHEAZPXNF+7Ntm/6+Pnq6uma1kVJSUviLGjecbsKYnBI6ZeMmZkioMyTve5X3PbSJoeFhSEwXcjkmWKFpR+npZ0BCZH+Ntj/2ol6CuNAQ/S2v6R7DhaGqKvc99BCbt2zhf313G8PxSeC4cSvCVNZRhfibFicE4B5LX5xSQFVJPsM7j6HGJwsHowg4bhEkrOlakyzDmqL0y+5ramqKbZ//e5btep50j4cT/mTiP/05ympqqKuq4PNpQzyzZx8n+1KRVDeJYz2sT9e454G1uN1uIlEddXIUbAM1MxHbEJmeMX3+jgOmBJIvcFkFihhuPC4Ui+Z8Q7Ev7faDJEl8cE0+oe52XKaOGRKzgXZYZD1mEDJO7GH98sXRVMrJzmbDZAvYFmZwUojNRURmZ+rTwop7j1NfUXLZfb3xzM+4f9ezFHjceDUXKyeHmfzs3xAKhQBIS03lQ09t4QtPLOOv1qRz9+EX2fxPn0H96G/wxnPPkZgQjz45iuU4GENBHFOIGxrT10CPiOCVOdIZq90uUZwfj+b8SVXVJaXGGMPCEA6HaWtrp7GpmaHh4dllTlVFOZ+qdWEf3Ysx0IcU0nF00Ht6qX59Kx9/fPWi8ZJkWeadD2/Gf2IvtqFjRRyiozbhQcGjiry4nz9ckXnZ+UvHcZjatROXY2HKCrZpcMZ2UMan6OzsnNPudhyHQ3/5cR48uhuvW8FtTLDyv/6FzmPHqB5vBUXGkhVMS7gJ2bao6RkmBIdhY4IeK4UsUVyS1hCrYV0/TE5O0nn8OJKmUlhZtagWW4Zh8JNt+9jhq0TOLMadCPogVDR28ktFbnKys6goK+GfC/Lo6Oykf7gbr+OiqC6XlJT7F/07l2WZv/3A22nramPHkYNMuBMIaAp3p8mse7j+ih2KrUCAHlNG0yW+/9BHaH/gnfgzvWjxoDbqbIkeZ9OKGgYHBqhvPgIelyiauXzgmOQ99wwf+eSn+Mtn3yRaWI2jqRiKijUshPzMMBQf2cbKpzYv6vnHsDi47CxhTF7m+qClsRHzdz9AXcANksSAO57QP36d9Eu44VwpbNvmq8+/SlPlPXg08KQKgQZfPAwWF/LFRoM/dnrJzcnB5XJRUV5OxSKc06UwwyjftH4Nm9ZffILCcRxGRkY4fXaIaCRMRkoiebm5qKoqHJF//QO0vvE6P/rE93CX5RGfKOzZNRlctS52Usvo3sOsLkpnUo/iRyJelkGOgm3Qq2qsiI/nM4/V873tB3l9qgglMQ1rKIQ5PsBjiTqPvv3eWBlkieKyag2xL27xYZomQ5/5a9aji+qz20V6dJJtX/0K9z39mYtmN5FIBMMw5nCQLoQ3jhzlZNYKFEcYAKmTMDZoUr31v3E8AYyHn+T7Bzv4k2vgVi0UmqbNeTNe6BwnJyf5zrbXeSNnDQnZFSjTSjj+nU18oCaB3KxMaurq+L8f/QzukjzcAaE8qslviRe6gYN1yynuOcnJ6jWkth/D1nVkIwyyivz42wDhKv3bTz3AxMQEw8MjaJpKamr5FfssxnBzIEnSvHt/TsAyTTO2JFxkTE1NEd96AvwubN1AdhyQZdIPvz4bkM7F6Z4z/PjEWVoSCtHSk3FPhGkINfJkXQ5xcXHz9r/11Fmoa8DQwRsHU4db+bMv/xYlXgMcCP/kaT7x7s8yOjp6w9yOo9HoPOG18//9b5/Zz9RdD+JXBEdK84LsgcjKCr7QPMLHpbNYtk1/VjmpHuFY5E0UfCvNzawNmT8B9rUl8dRn/47tX/4SdYdfJaJqhD/0e6xdv37O58bHxxMfH3/9TjyGRcVlBfxiBffFh9vtZjirgOBwN6odQdNBdwU4m55K7XmF5zdPNPL1cDaeZStIDAjVlmjYS2tCJZ9+pZ8/LQuTnv4WHcA0TbqkOEJj47hTEgmH4PHvf4FCZxzURJAcvKqbD//k8wze/dUbFrAURbnk3OOeA4for7kXdwTc8UIvXjKFEoMtQ1xlMt/YdZDHCj3E59YRnQBXvDDFdXtE0VyRBa9LBs4GdVLT8vjlv//cLFcrlj3d+rjQfTRvjRDjYS0uvF4v2u//Ce2WTNCyGDIMTk6FSPujP52TzY6NjfHVPg9qVrxgZoeFpIo3MD2svDaDf3hjeA7BUZZl3B4vkqyi6xCOOLi7juMgQygomKJeN5VO6JLLysWG4zgXJWLats323iiqqiFrQojQDoIliVlHt0+M2QwXL2d0ZBQzbKLM8LhsQUWIBMWPYYDuAG7P7LX0eDyxYHWbwLZtJifn+mDOCVgulysWsK4D1m3ejOdbP2D7U+9n21O/TsK3/otly5fP+Z1tr76BkpqNFZm2Ip9uu1vTEipGFKwNVXT3vDX3Jssyy+w+bMMgMj6FYTh0Fa9mSp82C52agIkxTsjuOZnZ9caFujszsCyLbjkONAiPhrHk6WClipvRDonApSapxAd8RPp7xaygJTIwPQymKXwTLVtcl5Kp7lgp4zaEJEnzXj63hZHqUockSZRVVFBWcfH+XPOkBAUuIZdigxI3PfMWBdXz1hzcqdNnKch/y1LsiXvX8osdZ5AT05BUhRceeB9J3z7JunAvPpeHyeAUnR/7JLWXEc5bTFyK06UoCpoZQZ8Iovr8YILkEw49ShxImjhPPQJZ2dksb3mDE2nZWLqK5ZXQfMJ8wx0ndN4nmsbZUrv4jkUx3HxcKHmac2d5vd5Yp3ARYNs2pmmiadoVv/kdI4Kpm1gOIKlMDonisjsOzAnQdbEs0pS5309qaip/XHSaL3YM4/H6cXKK+dlff58X208QHR9kRVyY33/b267DWV7iXBznoi8/WZapDnZy0q7FDIcxIxJW1IUvWSY4KUaFTAM8XW1k3F3Ab73tfr74wn56ildhSR7MqITmATsKwY4pfsvdTXr67et8fKfj/OdnXpcwhquHruu8tP8Ie8jCTs/F6m6jwRnkbWurSbyMtVR5kouWiRHUxBQsW9Sw7Gk1BcklgtXUKJTmzncsXrtqBV8rHOLHO/dyJOTCRKIgYPPoqgqW1VbdlJfQpUZd3vvYffzx7kbiyhuwTBPJ5cEIIdaEITAn4V3+UVS1BFVV+fiT63hx7wFe6jOIZBYhhScoVCI8VZ9DbnYsWN2ukGV53kTEvC6hZVmxuaqrwPjEBH/z8gnUu9cjewTpWioppVMr5ek3JvntxHbKSoovuv3G5TU8s68XVBey5hLVZwf0oFDTDIcgoeUkuY9XYNs2bZ3d7Gnqw5FlcgMKq6uL+cg7H5oteN/M7/ByygfZ2Vl8vGaELxw/hLukDnMyhKNoqF4NfXSSB8aOseH+tygJmqbx+OaNPGrb0xLH2dfNWi2GpQPLsi5Na5BlObYkvAo4jsO/vPwGVsNmrCmheqk40xMiFiStjONfTsbxmVDoomMpWVlZ/G5BP18504eWmCpSKsmPLEFkyCTaepxPrU8lFArxf7a20FW4guQVBfh90KjDz8/AY8cPsnl13XV9mE3TpK/vLFOGjWTq5GRlzOOHKYpyWYrMsroavpw5yM4D+zk0GMUKJFEkh3h4RTlFqzZccBtZlm9otzOGmwtZlue9/OYV3WPdloWjp/cMbUVr8aiguIX8sIToaKluwRuKq4BX9p/kwY2rLrqftSsbSErs4L8OnaLZlYqlaKiRIKudYX7jgeXC0PX/vcbpuo14FZg6a2H4FEwdhltO8kzpKl48FSVxvIsH4qZYv6xmUTOtlpZW/vVUEDY04E4SXbpwS5C7R17hqc3rZj9L13W8Xu9l95eWlsYvP/Ygv7xoRxjD7YTLzhLatn3TlxM3EpFIhOHhYSzLIj09/ar5O82d3eBJhGnddFMHLHAFRA3KNAST+9VhhwcvsR9JkqgoLeZviguZnJzEsixcriwCgWUAHDj0Jic9ybg7T5FaW0VCtoIZgeG2MAlZ2SSXSfjcHmyK2QG89swr/MGjaxYl4zp67Bj/NJFN3LJSoadlCyMLrdbPCddGoq+c5L0bqpAkafYnhhiuFefX1ees/67krXg7QNd1frTrDf683c2XXDn8a0o+fzXs4Tsv7ptlSi9sfwaKz49pQXhMjJjMcKgiIRHAIqPgvcLAIcsyCQkJJCcnz1F1+MXeA2QU5FJ0dxX+DJBdoouYv8pL/tpEul8+haFDNCS0riae3MjuI40LPp/556fzzaMjaMkpWJqgHoAwlVZcQrWzeVU1ja0dgFgSxho4MSwGLqvpfjPhOA5nurs59MILHN6/H+M68MJ0Xefvn3udfeUrCRRLxKWBzw/JOdD50Ab+4bWeWYG4K0VhTgbWxCi2Lngj+oQIUlPDQprXsYVgXJZy+f1alsWZM2c4fqqJtrb22Wl1XdcZyF2OLzVOuMKYohgvq4IZLgG5d1cx1GSiKCKYIcFPzJyrCsLn4syZPkbSi7EA1SWySMkRFvJ2GKImyBrsPj0+u82dkqXfLIyNjXH85CnePNnE4ODQbSnxfCH/yHl6WDcTb/z0J6z6+ufITkwG26Ipt4r8z/493ivUT7oS7HztMKMrNyApwix0JmI7iP837yll+743eXzDlVs/lZUUo313O86aLRgTQZx4P7YBnvhpdU8dIr393N9Qesn9HD/ZyD+9MUC4cAVmRMXEg/dwB7+ROUVRTiqRrBJ8LqESqvhEJqW63nI91uKg+/CrJORugigofnDlJTM23k/mNYyrDIxO4Pbn4zgQGgVfnGCa+zShniDJwlqrXxGDxY7jxOZSrxMMw+D7u45wIHc1vuxE/IlgRSCwq5HfqEm+oRMNNwLnx6Q5GdbNHMsZHByk/mt/LzRGLANcLip6TtLyo/9etM+wLItnJ3zYsshM9OC0ewwiQ5EQ2cruhNoFsf5VVeWPNhahNx9Bc0wIBlHMKMakRXTYxBwN8W6njayMi99Mbxw5yv/e281EShaaVyGQnowS7mUwavDlyUqe/uYzyB4fVhiGW/o5/UojPQe7advdSde+QSaGxABxIKuAyKQYWdGnpm28rjF4KNgYtoMsg2wKyWPLgOgEhCYhMjVtIR8JzhoHxGpYiw/TNPniC2/wRu1qfLmg+UED4j2gba7kq+F0RkZGbvZhLhps2760HtaFXCpuFCZGR4m3LPGqNk2x3kAmpbkJgGAwSF//AKNj42SlpZCdk7NgCkYwGCQSl4rPFg+YFifqMI4DjizMESRAKVIIh6eu2GkZoKysjP+tdfKtl19mMH8ZBJIITU0QN3aGD9ckUb9y/UW3nZyc5C//4xkq/+yTeOLEjehRwG6ownDgtW/voyt/HXnjo/QeOEzR5keIK8hAMUUWpQJnT8LkENjBcexplxgcCJ4eI6Hh0qTVy6GkqABr9xlMTcGVEEd4CjxeYRnmeMQ1C+mwURlDkiRs247RD64DXt77Gr0NG3H7hVqFKr31klWBuAL49ivj/PGGpNvihXEhmtWcgOV2u7Es66Zwsdw+H+M2pJsGRBCtNSRO5RWw76Xd7E1Zjju/CE8+mGOg7uvmNwtlCnJzrvgzhM+ZjREGSRd0A9snVCxtR6SbugXBAWC+Q/tlUVRYyKd+M5/R0VHGx8fxer2kpKy+bOA71txO6W9/Ujgle6etqBSR+Xkk2PjBDSgf+FMato+w5z1/jJMMTgjcSeKGdYDsaug+HCY4Nko4BG4NZDes7T+A379l4SdzDhISElg3sYNDiWlERm3U+AT04RC2240bBTkA0ZZJ7l8nBrovpjAaw9XDtm22D4BUCEyb4WoJYE0PjRuI5kdfYRGTkxO3he6XbdvzSgtzItPNlEjOzc3l6Nt/lXHDEVYmEZNDWhI/nVDYl3sXrtw4PF5wy+BNBeWuPL5m5tBzpu+KP8Pn85E20o0V1cUyUBbdtNCEUGOZnBB1IX93z1VrrsuyTEpKCsXFxWRlZV02WNm2zU97TKTpOpQVFatiCZHuz9i7+z/05zzu9PK5b3+M+NeasKMiwzF0oWSgAPnLvaiBBOFubIN04BDvf+TuqzqPcyFJEh9+12OUn95PJDhFZGgQR5EwjQjBsTBju4/xsZQx4uPiCIVCdHR00N/fHxumX0Tous5IUjbRkFDyUNyAIlYIM+a0YcCfA1NTwZt7sIuISxbdrzaz0nWd46eaeGNMImxBjhplTUkWudlZC3rTbv6DP+TNtWsZOXECX2ISenYuUa0GVBlNEks3wwC3W6TBgUL45qvwl+nmFbm+KIrCUwVe/i04AcSj4xKBIQCKBLYhROLe7x9CUXKv6losFJOTkwwn5eBzhMSKFRHLLHv6q7AQb5XukjQwHfC5eeil/+JHq57GGgc5IGYNbcSPz+PC6mxhRbSL9zy4btG0oVwuF3/2nkd57Y3D/OjVk8imGw0bnyfCB9/+EOPjY/zsZz8jMTGRjIwMTNNk+/bt2LZNVVUVeXl5i+bMcydCVVV8wTEsFSKDQIJ4UXnjEIGL6eA1CZp2e1znyzLdL2QNfTkMDA7xpdf7iNbWEV8H2DCqwmuDsGLrPt51/7orDoSKorBiw0bYsBGAL37/WZQKFSsUxfK5wQc4okMFQsHArMyiv7+XnJwrWxquXFbHPc/8gp2py7FJweV1zfrVhYZDrO/ex6on71vQNRgZGSE4PoY/IZHk5OQFbStJEpYjiYHnEKhJb3G4ZElkgY4CxhginZIdssf7CY8AGeCfpjjoACrkJsbzNyuT8XrLFnQcVwJFUaguL+XtX/4cd0/2gdsFls13x8/w6Ed/m8rKSmRZZnh4GICGhgYsy2JoaIitW7cSDodpaGggOzs7JrK3QKiqSv7EaZqiy3H7wZkmKEcmp/XDPNOk5ZYRkpZfRT1jCeKyzs/RaHRBWVYoFOKz+07jvW8FXgXsCHh8IiOQ0uDUhg1s23+IBzesWPDB2rbN6aiKaZp44n3oYZFJeP0iE1JU0amSAtB3euSKA5Ysy7zv7Y9Qf+IUPztyiNZADl5Vo9AY5bHKdGqfvO+Kr4Ft22z993/jrme+T7Jj0i25afzYx9mw5cprRn6/H3WwCTs+AcfrITwIqleM9Gg+wbUyQ+D09+GEQkiGzA+ql2ObFpF+BSUf0EGNF8vJ3NBZvF7BvWrs6KHlzBBh06Y82U1DbfU1kYODwSA7vvZVnhpsF1V3SVR+f/XIPkb57dnrdi7TXVEUMjIyePjhhzFNk4GBAbZu3QpAbW0tWVlZsQL9FeLd963i6ZYzGFYqpu5CVsB2C1qLaYCqwBa9DVVdfbMPdVHgOM6lu4QLLZTuPngElm/AskV6KrumR1EQGYLih5dSVrApElnwG1WSJPwujSnbwrEFo9oxIDghRkJ0RzQU9X6IC8w3Z7jcvutrq6mrqcIwDCRJmrWWWgiOvP46W374DXC5weMhT1PJ+5fP01dbS1Z29hXtQ1EUHg1M8ZKmERyM4In3YE0rjloIYqbLD+Vf/xtCkSA/KX+K4/c9hUeWcVTBi9JcYCpgjMOGDDenu3v40qkoem4p3oZSvInw5hD896kgH/Q2UlNZccXnGg6HaWlpobOzk8TERDwtTeioqIaJrNrg0kAPMjo2RtJ0dnkxHpaqqmRnZ5OdnY1pmpw5c4Y9e/YwNjZGbW0tJSUlMRWGSyAvN4cPnj3Cv41JuFPSkRxFPMEyhIdMNvYd5L7719zsw1w0XNY1R1GUBWVY+0YlnHzxZscSpgnmdPYjS8Ko0vJBd++ZedIqoVCIN3fswOrpxl9VRfXadXMOTpIkKr06I5oLMxIC2Yemig5aeEqYEkTHwDwzTnbV1ZkrSJK0IOrC+Rh7/YDgQpiGiBqOA7ZOf3PzFQcsgCfu28iB77/IcPUmJMmDEQYzHMGle1BlUHbt4LHP/DlHBz7Ic/3xeDQPNhKqS9AxDBsYh9I39lK4sZo/2TeMr6YMVRWMdFWB+EzQE/3836FKfr+3h7zci9fogsEgHR0dNDY2kpKSQl1dHXV1dUiSxDNvHmGw7RhJsoQ7EkbxxzNm2SQmJs5ufyX3kKqq5Ofnk5+fj23b9PX1sW3bNkzTnK15Xct3c7ti/aplFPX388LBVzhs+ECPkKvpPFabT8WD626r7qwkSZd2fp7RUrqSG85xHKKyhuOIwKT5BU3AjICtgOyFiAGmCmPDc7sW4XCYtt/5LdYPd4PXAy9Z7Klex9pP/vWcm/SJe9fzyr4upJxiJFkUFbFFNy04JLppd48dJy5u4zVclquHnJzChGERr6mC0o4jCuOBhckRu1wunn73/fx812s825eKlpqOLasYI4OsDbfxzretw+v1UlxcjPfYcf7pzaNEK1cjOW4cl0R0aIgNA4f51Ufv4es/+gVK9WPYYZASwAiJ70WSweUBVy58b2eYP8ue+z2Hw2G6uro4evQoaWlp1NXVUVVVNa+GsP5X3s3RbS+SNdpPhmNhTk3R8bH/zfpzanemaS6I6S7LMjk5OeTk5GAYBmfPnmXHjh3ouk55eTmFhYWxZeM5yMzI4AOPZ/AbjoPjOLetJNSFYtGcgLWQZZskSXgnBohIosVq6SI4RYJCuMAcE78XHoa0pLmckNe3b2dTbxtoElga6DqbXn2Zttb3UVJdPft7SUmJVA/8gn2mQ2JeEbLmQfHJSBLo4yaDp46T7dNumuhgzf0PcPK//oMKXUfTJwlYQQ5llVBTV7/gfbndbt655W4eCQYZHR1FkmWSk1LxevPm/N6yulr+tULn0OHD7Hz5EGlpSWy5ZyN5Gx5E13WOxJfjcSkYsijGa5pgpOOA5hF1sdPJhUxNTaGqKu3t7Zw6dYr09HRqamp45zvfeckHIDU1lbi//BRf2dWC3xtgPCWNd6RCKBzGN10fu5rl9Qw0TSMvL4+8vDxM02RwcJAdO3bgOA4VFRXk5OTcFsErEokwMTGBaVmkJCdf1Tnd7qoYkiTNe/Fdky/ho1VZ/MfIJHaicEywouJNHp2e8TVCIJ88SNbb5j7AI22tGJEQmuwF0wLLAdOgv7d3TsA609fHwcQqZDVA++4duOLj8Pp9hINhfKm5VDywjGEZjjU1s6y6fEHHvhhIS0sj/NV/Z+c3v0H4TC/pq9ew9lfefU0PlN/vx38ZwwiXy8W6tWtZt3btnL/XdZ0pR0Kd7gRHp0BJBj0E/kRRwDci4E7T+PGPv0tRURH19fVUV1df0Vvasiy+89KrvJa+gvgPrULzQrwbXrPg1VM6H0nuIzc7C8uyFoWDpaoqWVlZZGVlTQsH9rFr1y7C4TD19fVkZWXdct1G0zTZ8doR/sfMRivMBhm0PqjoOMK7VpcRWGB2frvjkjyshao1rFxWz8//838YXLYFNBeyoqD6ZTGyEYHw2SE+VKzMe4DzV61m9Ef/QbppQXAKZImoJ570goI5v9fc1okrPg/bH0+qdx2G7UXze4jzySSmiWWnpsC+1oGbErAAUYf51NM35bPPh6ZpeMLjmOEgKBqqx4VlABZMDAvZZlsCcwqeeuqpOXWnK8FzO1/lteK7kP2iXAfiXaMqoNW6+KdTmXwyTvjILXYWpKrqnMxrYGCAbdu2zWZehYWFS75gb9s2//KTl2la8wj+NJHxKob4b3/hMr5yPMQfFl9clfZOxCXlZWY6ZlcKRVH4i3c/RN7xrURHBnFMEzsC1iQYJ4/xAbWTNSuWzduudvVqDjzyTnpMhygy/brN/vf9JiVlc7lDIxOTKF4vbk3DmxhHao6PxGSZ5FTBOcES/KloXOqVX4GbBMdxGBsbo7m1jVNNLUxOTi76sLnb7WadNIysubEjUxgRHTMqeFySKsY4VD/kNL6+4GAVDAZ5NtCALYHLK7I12xCrehvBtE+qknjxwImr4vMtBDPdxscee4yHH34Yn8/H7t27ee655+jq6lqyDPtDbx7jZP0joh6ri2umTM9iqoBS6+Nnhztv7kEuIUiSRDA4t/49J8NSVXXBN5rP5+MTv/YkZ8+e5Wjz60yaUJqRRMm9hfO0vmegaRqP/K+P0/72d3Co7wzp+QVsKi6eFyzzMtOxwzaWoaMF4pCn5YcNU0jDGIYYQUkO9QOVCzruG4mxsTG+8dIBOhq2EMhORDKBCajYs4d3b161aMKJU1NT1GXHs+vUQeJKanFsA8dyCR6XJLqJwakJPly78ADf23cW21+CpEM0CFqy4MEZhmh+IAsaxjGSuOcGajOpqjpbsLcsi4GBAXbv3o0kSeTn5y+ZzMtxHJ470QdrG0CdJvuGxRCz2yeIvx7gaGk1j0/cHrOAi4HzR+TmBCxN067qzShJ0myt4UqhKAplVVWUVVVd9Hcqy0qIbu8kkF8KloGiutEnbBS3jKKJTM6MwF2VN2aMJhgMsvfgYY5OqOiKi2K3wd1VuZckrU5NTfH0gUHszVvwTN+oqksMLp8KbOJTL7/Bpx6qveol1MzsXnNzMykpKVRVVfHpjAk+t2cfdvlKLMdGUjVktwez6TC/VxWguGjhLPiR0TFsokjxbowwhMfBPW3wOp3sIgFRv2BZ34xisKIos/ehbducPXuWl156CcdxqK6uJj8//6aNB+m6Trvlwy8JIrCWKAK+ogHTnMIw4kUwemY0FrC4sPvSvFnCpdR1iIuL412uPn4eyULW3JghN5ZlI+kytgGqBitOvEjxU9emRnA52LbN6dOn+cyOJvz3PYQ/TShsnpDgUB9s2LaPt22+8AjST19rxq5dgWOIuo8/bVqWBcFo5+GV/OK1w7xt0/J5214M4XCY06dP09nZicfjobq6mqqqt/wH09LS+OfcHE41t9DUM4SBTFlmIjUPlF40653Z74wB7PnF7PTUZMIdITSPW4yBKNOZlls4MDuOIA9njJ0GCm66GKQsy7Mk1ZnMa+vWrUiSRG1tLampqTe02yjLMorXjRWy0OIVIqPgT3lrBtB2QFVFg0S6TWkKC8WF4tGcgHW+B9hSwOMPPYC2Yw//HUzClVOKy+fDjISxQ0E2hVr45cc3X7cga1kW+4828t2Tw0i1a/FuLiTYP8VQYz+Fm0qwbfDlwV73BpJeO8i96+eOREQiEXbpKbijorAqIW5IzSvqF5oLghHY4y7m8ctQM8LhMK2trbS3t5Oamkp5eTllZWUX7e55PB6W19ex/AoYFl2nT/O9wz0MFK9Fd3vxOlDZ8Rq/tLacpCSRMeXl5pK0Zz/RpE0oMoTGwJcEugHmiBggx4R78uKWxBLsXJybec0Er507dyJJEiUlJeTn51/3Y9Y0jTJzhHYHwkMhXIm+WV0xMyJqslo8RFrGSKpIvK7HcqtgxhTnXMwjjt5M1dELQZZlHrn/HjaMj9Pc3kJf7zjJCfFUlOeQlnZxUbxrhW3bfPelfRyp3UTgMTEeoypgZQZQPAHaXuqk4O5CFCCQAi/01bPpvKAzPj6OrgBRkX24A4JqoClCDkR1g8sFenICweD8usUMmbO1tZWkpCQqKiqoqalZVKLg0eMn+apZhn9NPu44SAiAC+itWMvfN8MfRPrJycpA0zQ+siyBz3d34AmlICfEY02C7RJ1xcgglDbuYdkTGxkbG1uyGuPnB6++vj5eeeUVLMuiqKiIvLy86xa8fml1GX/b2YOWmoEZtlEVmfCE8K9U/RAahHU/+jd6g+1Y7/11atZfv/v7VsBleVjXQvi73khISGD18ivXWb9W7D9ynNcKNgnNck0sP1VEpiQDJVsKaXqumbKHyrFNMJPd9A+cJTsrc3YfHo8Hx5jCGg/izvBjRAAVQlPi393TatDBwRG8BXE4jkMkEqGrq4umpiYSExOpra2louLKZ/8WgmAwyL/0qHhXaNiOqEdhgzmtvJpSDl/aFeULmUKQr6G+nj9xjvGPb/YiF1UhJyajORL64CBrh47ynoc2IssylmUtuRffhaAoCrm5ueTm5mIYBiMjI+zYsQPLsqisrCQ3N3dRg1d5WSmPt2zjZ31R/Jn5mGE3ilfCDIvaZtp/foP3HHsW4vzw+b/k+Cc+R+3q22OQ+WpwoXt+TsAKhUK3xI12veE4Dj9oGkVZNS1IIIsZRnta+N1GZCEJZeXoo+BKBjUBIqNz2+mBQIDE3t1MpGYjRwVH1vCKmoU3SRSuZcDXc4r25FSamppITk6mrq6O8vLy6z5ysfvgEaSSjaK+Jom6mqUDmuj8GYB3XT4nm1upqRAGGisa6vi3yigdnV30Drbgj7ooqywkJfn+2f3eigxsTdPIyMhgy5YtGIZBf38/27ZtwzAMampqFk0S552P3k9NUwvfPbSXbjUetz8Oe6SfdT/5Bo8OHCfi8+GxbPB6iP7ge3AHB6zLFt19Pt8td6NdD0SjUYJxqbhtcKKALArMbg+i+CRBxAJvPIz2GqS2R3CGzqDWzaUnKIrCe5bn8u3xYUJ2HEpcPKos4Tgw2S+WmVIQnkiJkpGRQXl5+Q29/q0jEez0aQn96fqzNd3FlBEF4YAbGnsGZwMWCL5XZUU5lRUX3q9t27f0faRp2mzmZVkW/f397N+/n1AoRH19PRkZGdeUeVVVlPGZ8lIikQiSJNHTrXL2n49iqhK2Y0FUB0uGvmH+z64WJm2FRGOC+3Pc1FVV3LazgxfCJWcJw+HwDT2YpQpJknAUBUkVBMnIuFCgkGRBmnRMUTxXFXjP765nc0oAXCoDjpuuz/0jBaVvPdzrVjbQ8fOX+QVV+Hw+okENdXq/+rDNk2Ovc9/m69c4uBQmwjpGRAfFheaDyJgIorIEjgtMGywXqAvspqmqetM9LhcLiqLM6Tb29/ezfft24dJdUXFFMtgXgiRJs/y7vPx83iwoo2KgE59tCM1uReUnT30Eo7YMTyIEFfgfYO+rnXxwWcYdYXp82S6hx+OJLQkRs3rpYz2MRctBkzHD4LgR4v8hIW0jKRA8dZZcMwJyIqgu0sMTdPzjF7H+4Z8JhUIMDA0T0k1qCzMZ2fscwdNpdCQKImOxMcyTK4opqrt5+kXLM7x0YWNMhcHx4vILsQlHh9A4eJIgPAQ5cQt/IJdap3AxcG7wmhnMPnDgAGNjY9TU1JCTk3NVwcvtdrPxS//E8b/6BHlNR3Dcifxg1S8xtXEjSkhws1yIJXt4fSHfeekgv/Xgqls6i70SXMiEYk7A0nX9jko3LwZJknhHRSpfnxhDSU8mOhbFk+JGt4TaQXgEcCD93z6DT5XFmsqUwBsgvek4//7D5ziSux5PSaHgJyngSw3y2+tyyM/LWzI1nnUrG/jpnhbk3DJkVcgEyS7h3KMGRD0r+ZU3if7XXzPyr98kOeXKdMcsy7rt9dvPHcy2bZvBwUFeffVVgsHgbMF+IcErMyeHtH/7Ftt27eEHrnrc6cmopugemiEhhjnzCujbspqB/gEyLuFzeTvgQs/JnOh0q02+Xw+Ew2H2HTrO6yfbaH/uh4SHJkR7NSo6OZFh4Wl49kc/ImP/M3h8CSLtCgdhdIxOOZ5jNU8gJaUhRcTyUfWBdd8GvjiSR//AwJIIVgDJSUl8JMcg1H4CYzKKORXCDEJ0BGHY+vppfutrv8tGa4rm//z2Fat5KIpy2ywJrwSyLJORkcE999zDgw8+iM/nY9++fbzwwgs0Nzdflt9oGAZjY2OEQiGOD0ZRfD7sqYjQ9EeMn9mOyLBsxAhPU/eVu0XdyrhkhgUiDbvZLOWbhbaOLv7h2Dh6eT2R4mISUgxa9h8nLk4iISsNr8+PZ3yIzb4JVv/Ser78BYPOUIgUl01UNwhZFv/8xB9iSxLeBCAqKAI2gtUeKJH5z71n+PNHMpZM0Fq1cgV/Fd/Gt/ZtpUtLxldQimQY5D33fT72+g9Jj/eCopBz8Ci/88oo6dFR7vePsnH18osu++7ksoKmaWRmZpKZmTlb89q1axeTk5MsX76c7Ozs2cwrGAzy4z1HebNgPWp2IpIEo2V3MdR0lPjCctQ4D7INsg4EIaqCxyMUMobHJm/uid4AzFBkzsU8Paw7NVidPdvP508Gca+sx2WBLflwKQ6pqzagySCPdPM7gX5KG4ro7+/n8OHD1P/FX3P0W1/nlCGjRoJ8o2gDRVvegXtaHlp2xGCrrInxFduCgaoVjIwMk3KFy6vFwPj4OK8cOs7BkA/JH08BU9xTkkphnpiBrCgr4e9LiwkGg4yMjHD43W+j3KWSoyLkSvUIbQVV+CpScZJS+Z8BOLjtCL9/b+UFs/IZjfw7HReqec0YcBQXF/PNI/3w+D14XaKh41EhcYWf/BVrOPyDg/jiV2NMgZoisizFglBE3Esl2UtfoeRaYdv2vPtrXsC6U9+OP993BG3ZQ+IPjhiZkFUJSxY3k5KWx1f3tPERo3F2LAag97HH6O/qxBOfQPnxcaKORDgSwWOoaIkqkgKKDZIllob6FAwOj96wgNXa1s5XRlLwrN6I5gGXCp1Ahw7lu47wK3fVoSgKkiQRCAQIBAK0/dEn4J/+FktRkCMh+gyJHz75IQJuIcqYkgtTacv4zx2v8ZGH1877TNu279j76GI4v+b1t997AeuBx3AiwnLe43vrYfQADb+ympO/aCO1qoTIhBh9sjVhBRc82UPxyhsz8H+zcUnXnKU4mnMjYNs2h9RMXIp4k6luIS3sV0RW5DjCBci14V6KkwZn5+sAcvPzyc3PF9npGy9BcALZF0AOqBi68IuzHVB0YRiBCpKzMGXXq8X4+Difb4oSvzEBZnwOEcVbyQXNm5bxws69PH7fXXO2u/sd7+ArZwZ5sSfISFoO3cvvIi4pBVsXHC09KnhbXWvXMjIyckEvxqU6mrMUMDExQVvuChIdkFUhMaNKwm1KQ/DfvIBj6kiS0DLTJ6eHo0cifCBxgkDgzghY54sZzglYXq/3jgxY0WiUIDLOhIkWpwpyKGIgddYByAHHNz/iz0BRFOribPZZNtGJMWRPhmDIG9PcLVkUTfXeSXKqrsxD8Vrx/O7X8CzbghUVJiGSLeppkiKOxSfDK0V38WA0Oke5QJZlBtKr6auvQIlPwuv1IE2z/WUJYQQCyH7oaR2YF7AURbljSwtXgrP9/SiJxRhh8LiF6ZKuTXP9ELefCcSnphPsHUb1+sUUQn8XH8q2WFFXfekPuI1wyS7hxMTEDT2YpYBoNEpHRwdKNITqUoUSpE8w2x1FuOtajmCAmxEuSdh74q6V2P3tuH0BjMlxUMX2hi707k0dHoq2zBMlux5wHIfD0QCSLN7itikyPRBBS57+r7cI+voH5m1vSjKSpiA7NqZlI3lE0JVkcT2MkKA9hPX53UBJkpak8sdSgeOAMjWGaYBjCQ+E0LgQ9DMsEawiDvgtg4f79uB852ke697K5zfm3FHB6kL+lnMClsvluiN4WOFwmMbGRp5//nkOHz5MdnY2m90TOIaJ5Ai/QxyIToqH05bAmILUpsOXtKLPysrk90pd2Gc7UGQZ2xamD3YIwmcjFLy6i4dW19yQc3Qch6jLizEllBSMqHiTS9NdSxsxKxgOihnScyFJEvlKGMntR3K5kCXQdaEuGo2IQGUgZiFz0ubbohuGcVsSRxcLmRkZhCdGwBL3hxGcFkF0BJ0vYoprXBTu55ff8Xa+9rmnWbGsgcOHD/Pss8/S09NzRyy5JUm69GjOUmm1Xw8YhkF7ezvNzc0kJydTXV09Z8D4Hfet58ALB3Cq1mAr6qwgneIWbzxjKMj7qhIue43WrFhOYd4gL7zyKq+dlElOzyZutItHavNoePyuG7ZUkmWZ+PAoI5IIUo4NkclplUuXGCsyTVEbSbiAuuV9NfkcGpjAstzIHj+Kz405LZNjO6KRkHjiBNkPzFeMvRMepmtBUlIiG0OvctiswJh0UD0Sli2MW/SQUASxxuGxkgRgvgHH0NAQ27dvx7ZtSktLb6qS6vXGJY1UTdO8rXhYkUiEnp4eWlpaSE5Opqys7KKid4FAgL+5r5JPv7CTUOkKNH88luOgGhpSVxt/UGBRWnxlzjzpaWn8+tu38P7plFZVb04avznbw/cGB3EUFdmVhBYnPApVPxiS4Ia5jxwna8v846uqquSuk8/xav7dgKBozARxKwyTrV38YV3KBa/lTNcxhovjVx+5h8YfvoC+/H4s2UVoWEgYSUCo3+Jtwwco3rRu3naqqs7heQ0ODrJnzx4mJiaoq6u7rnpeNwPn30eSc06V/YUXXuDBBx+8paN1NBqlra2Nnp4e4uLiKCsrIyUl5YofoGg0SmtHF6dOn2U8FKUuL42ayrLLegUuRZimyae/+xxnGx5CUlUUr4oDYIM3AOGBCB8LnKG8tPiC29u2zbNbd/HSVBzB1DwCCQmEglOUDDbzwXUlZGZkXHC7wcFBbNsm4yL/HoNAJBLhme2vsC3ox8ooQHMcEs408u7qVJY3LMyM17ZthoaGOHr0KJFIhMrKSgoKCm7p4GWaJjt27ODBBx+c/bs5Aev555/nwQcfvOVOciaTamxsJC0tjbKyMhITE++IetzlEI3q/OuPX+TNvDV4klJFmiTJKF0n+Z0yL1XlJVewjyhn+vrQdYP0tFQSExMv+QIYHh4GuKHk2FsBtm3PWpC53e7Za6jrOtFoFEmS8Pl813zf2rbNwMAAhw4dQlGU2WXjrfZcG4bB1q1beeSRR2b/bl7A2rJlyy2RYc0YMXR1dZGcnExpaSkJCZevMd0JsCwL0zRxuVyzHoHDw8O0dp7GQSI1MY6C/PyrUha4EgwMDKAoSixgTcO2bQ6daObHAyrRwlJkB1KG+7jfPczqhprres/OaNi3trYyMDDAsmXLbpngZRgGO3funJNhzYlMS712FYlE6OjooKWlhfT0dEpLS2+46N1Sx5v79+P6l3/EMzLEYM1y8j/2x2RmZpKamkpq6o0Z59A07Y4afr4UbNvmmz/bytGGLcTfA3GqYLI7pVm85GTRvOco772r9rqtBs63Puvv72f37t2EQiGqqqrIy8u7oe5BC4Esy5cuujuOs6QefsdxMAyD3t5eWloEf6m6uprKysoldZxLBSfefJPqT/4Rms8DjkHRsdc48Vd/QdyX//mG1+BuhSz9RmD/wTd4vfR+vAngGIKPZ/sFn0iVoGNTPbtffY17N8wfcVpsyLI8G7xmZhtfffVVdF2npKSEgoKCJfe9nZ9EzTm667VEWCii0SidnZ10d3cTCASoqKjggQceuCVrUo7jMDk5yeTkJJIkkZqaet2uc+dLL1KDOa1zrIEkUzPQQUdPD0UVF9Ezvg4wTXPJZ+s3AqZp8sNeUFcqOKaYnFB9gibjQnQEfRLsSFg2z3HpeuPc2UbTNOnr62P79u1Eo1Fqa2vJy8u76cHLcZx5S9c5RxSJRG7oAZ2LaDTK6dOn6enpIRAIUFxcfMsv9wYGBvjqnmb6StbiDsTjigffsQkelRpZv2JhXaArgeM42LaDbESnnw4JLIdoOHT5jRcRmqbd0VysmWVMMBhkNDELb1SIOBqGcCaSJXA8gryrA9F0N1NT4yQkJNyU4z2X5zVTsN+1axfBYJBly5aRlZV1U2pejuPMNilmj/XcP9zotWwkEuHMmTMcP36c9PR0KioqKC0tvaWD1AxOd3fz2VYJ/113kZIoSIGaH5S0eH4erGdw90GevHtxHVGyN99H6PkfEMABaxI0N72+ZAor55M7rydud+Va27Zng9K52bKu6+z/8Y9Ie+5n4NgcXXs3ZsUTOKYQcoyOgRMARRLk0BmYOijepZGRyrI8y/OaCV6vvPIKuq5TWlpKTk7ODY0Tl1wSRiKR6z78PBOk2tvb8Xq9VFdX88QTT9wWQWoGlmXxj692oa25CzQID4I7XpAuZRlcAdhdupoVvWfIzcletM9dvmoVez/+t8R942tkjg3QXtxAzh/92Q1Xko1Go7dEF2qhsG2bN4438ky3QaSgBlOPkjXZzZakEMvqatn3H9/m3h9/C1xu8Aao2vUsL7nLcHIKsEwZRRMznZILguNieWib4BsJ4U5feoXv84NXf38/W7duxePxUFhYeN27jZIkXdr5+XoxlKPRKN3d3TQ1NZGUlERZWRn33XffbfsWPn36NGN5NbgNiIyIAKWHhTyIrInA5UuCXQcGed9VBqxwOEx3bx/BiE6C303etOnnpocfxrj/fkKhEOvi4m7KNVYU5YrllG8VWJbF1374CxobHsO9Flwa+DwquruEH/bD0ed3sfKnPxCmkw5CaQ+Ldx14kR8u3wjE4bgkjIgw5jWjwgtSkmHZwGG0uo03+QwvjZmC/WOPPYZt25w9e5adO3cyNTVFfX09OTk5i/5ivJDc1ZyAJcvyomVYkUiE7u5u2tvbSUxMpKysjEcfffS2yqQuhjMDw7jcGUIlcnqOz+UWNvWSAy4PSF5oYf4M3+Vg2zYv7T3Ac1IhZkoxSflgjUF0dzvvz9BZXlOBpmk3rR4yc4xLtVV+tdj2ygFOrXgMLfCWrpgVBsWBuGQ4tfweNuoGIRS8uoFOFLeskNf9OpknttNfvRlLS0DShGY+DthhSNr7HE/8ypabfXoLgizLs0qqM8vG/fv3o+s6FRUVZGZmXrfvf1EzrEgkQl9fH8eOHZtlnG/ZsuWOCFLnQpJlbMPANVNoNUVnyHFAjwASGDbEhcYXtF/HcfjRtn1sy7mLuCyIc4NsgJQBrtRivj8ModcOcNe6m2cdBrdf0d00TX467EGeljGzTNHls6d1xaI6+NPhxU3v4YO7voEEqMhEkBh/8t188r2P8LPt+3hxOBMpLgnTdtBGz/JYXJDH3nXrTZaci/OXjUNDQxw8eJDx8XFqa2uv2rdxZt+XrGFFo9EFZ1iRSITOzk7a2tpIS0ujpKTktqtJLRSlhXnoh0dwLBsnkIA1KaMD7hTABjMoBo8rXQszrj17tp+Xk1fgiQNzCnweUQ/RoyC7wZ8MP+krY9nU1A3R3LoUbqeANTExQdifREBl1rrGtEDSYWpM1KJ8QPM7P8zzwTZWHd6HF4dTazaz4tc/gNvt5lce2czbo1EmJoQLU3x8zZKhES0WZFkmPT2d9PT02cHsXbt2oes6tbW1C868LutLqKrqFdU8QqEQvb29tLe34/F4WLZs2RypljsdaamplPftoy1/NZrbi+PyiKwqAqYm9N310yHuX7mw7t2rx1sI1GzCkUBRpgX1LPD6RadJ8kJcXRIt7Y0sr6m8Tmd3edi2fVsFLMuysDQVKwS2Kl42igKaC5BFbTIaAc2r8uAn/xrDMJAkibuTkua8uN1uN2lpaTfvRG4gFEWZoyoxPDzM/v37CYfDlJWVXVHN60JJzzxmmGVZFww8M929jo4O/H4/lZWVtw0F4Vowc3OeS7KTJImPPLGJv33hEONOJYqThKO5QVKxdZAno/yev5ukxIWROY+fncQqn55f9oIxLtRRrbBQFUUXYoO9QZvli3yeC8GFRipuZcTHxxOYOIWVnInLK7TS9JC49o4KEV3QFNytJwgUVcVe3OdBUZTZzGvGdHb//v1Eo1FKSkooLCy8KEn1kl3C89OvmSDV3NxMYmIi5eXl3HfffXd8kAJxbXb98IcUPv8zEiTovP8RGt77vlkJ5eTkZD77zk28tPtVfnFcJxyXApqX+mgPv3JXPVlZC2eeZ8a5OBsSpgRynKih2FFR2LcVkL1gT4AVXFhtbLHhOM5t9dC63W7WyaO8YoQxpvy4/DKmBeGo4FQpHoiMwuOB4G113tcDM6azGRkZs8vGvXv3YlkWZWVlc0iqsizPW0LOCViaps1KtbS3t8+OxTz00EOxIHUednznOzzy/X8Bnw8UlcwXfsC2sTHu/5M/nf0dt9vNEw/ey6OWhWEYqKp6TWJ+9TlJHJgcx5OcQHRKcLokwJMg3KjNqLA1X16atwhnePWQJOmWLiRfCO95aCMtz73BQF4dhuRD88gY4zZyokx0AtIOvMymd9xzsw/zlsK5y0bTNBkdHeX1118nHA5TVFRERkbGPKb7nNeBpml88YtfxDAM7rnnHtauXXtZ7aM7EZFIBN8Lz4iIISvgcoEDK/e+TDg8v5CuKAoej+eaZ7OW1dXgObUfYzKMHbQxQ9NdqglBmTDDkLp/z6KSUa8GM8q1txNcLhf/+5HlbOzdR6T9FOHBEazwJFPHTrGpeSf/6+2bbrsi+o2EqqqkpaWxfv167r77boLBIE8//fQ8es4cPSzHcQgGg7S1tXHq1Cmys7Oprq5ekGLnnYBIJMKbTz3Gsug4bpciiFWmgaF4MH7w7DwvtYXAMAwcx7nozX+2v5+/evZ15OX34kgSsurC5Rf+UImH9/IXj6664cz289HT0zPL1bkdEQ6HGR0dBSAxMfGavu8YBBzHYWxsjKamJrq7uyktLaWiomLetZ0TsM5HOBymubmZ1tZWEhISWLVq1R0jkjdzWS52rv/vC19g839/nYy46ZkbzcXeux9n419+csHXx3EcWts7eKYlRHdqAW5fHHFDnTwWP8Gy+vlaSaFQiF2vvcGOzjF0bwI5msWqTB+b1q686RP2AENDQ9i2TXp6+s0+lBiWMBzHYXR0lJMnT9LZ2UllZSWVlZWXpORcMmCdi0gkwokTJ2hsbKSgoIDKykqSk5NvuyJjKBTi5dfe5LCZiBVIJBAcZVOKzZq6yjnBIBwK8cI/f4XM//kBeZrC0Q0Pcu8n/nLBulOO4/D8K4f4ecZKPPHgC4i2uS2BOQ4F+w/w4QdXXlR6ZKlpmIFQqTBN87bNsGK4eti2zejoKCdOnKCtrY21a9dSVFR0Sb/Pc3HFAetchMNhmpqaOHnyJGlpaSxfvvy2WDb29Pby6cOjJGyoxZbAFye6cIYFSXve4Pc3V+E/J0WdWUI7jkMgELiq8z/Z2MzfDaWTkJWIJ1WMeqgucPtEfcqxYfW+13nsrlWLeKbXFwMDA0iSdMdwjmK4NBzHYWRkhJMnT9LV1UVdXR0VFRVXVbq4qoB1LoLBIK2trZw4cYKMjAxWrlxJfHz8LZd5BYNB/vQXJ/GsX43sAbc2PahsC4KgY0PGi3v5ncc3Lmpg/vi//Yjx9e/ElQQunxiqVT3C+883XcYaOjDM3y2Lu2WKugMDA+i6Tm5u7s0+lBhuIsbGxjhw4ABTU1OUlZVRXl4+6zNwtbjmgoff76ehoYGGhgai0SjNzc00Nzfj9/tZt27dLVPzOnaqCdey1diOMBl1LOHE64oTA/iSCk1VdzE0NLhomUM4HKYnPg/X2BCSlIKkSCgSOFERtCxEG9dbmcL4+OJ97vWEYRg0NbfQ3DdKeuppKguyKczLueE0h6W4VL7dMVOTevPNN+ns7KSuro5Nmzbh8XgW7btY1Aqt2+2mrq6Ouro6otEojY2NtLa2kpKSQkNDw5KmSOzuHMOKF4PKtgGmDZobiCJmx6LgSYXG9v6rChyD/f20bd+Ge3AAe806VqwVGt6yqiBLEkgSdkhYlbs0sCNgqOBoEDXnk3qXIpqaW/iPsy7Gszbir4KBFHgd0F7r5wN5NjnZWdf18x3H4URjM3s6hhlJyEWOhtmYYLC+vuK244UtFczUpN58801GR0cpKSlhzZo1bN68+bp83nVrKbnd7jmZ19GjR2lrayM1NZUVK1aQkJCwpHS/LcvADEfRVDdGWBAybUsELnt64BVbBB6onbNt/8AAzafPMqWb5KanUJqTPqeI2HfmDMH3/zLrXI5Ya+58ln3v+k3W/vK7SB3rJZRXBqFJbC0O0xBsdc0vPpsQGL06iWWJN+5iXAV6e3v5Sp8Hb0Me6gQoiEsWAFibwb+fgT8YHSc56frI3hiGwddfeJW2FXfje1DQ49wy7Aae2z/In5ZwS2SotwIcx2FiYoLDhw/T399PeXk5a9asuSED9zekB+52u1m9ejWrV68mGAzS1NTE8ePHyc/Pp6GhgaSkpBtxGJdEhmLQCUQnIrhTPEiyCBhmSMzuaS6wxqGytHB2G13X+fbLBzicuZz46noURfy+1QHvM0+ysl6w2g9/6xs8ShjUONC8oMps+OF/MPbwIzxQnMyPw1N4EpJRHEEAVVWhvuBYomNYf3o/nrq7b8p1uRJYlsV39p1C3fgAjg0Y4jpIKaJxoABx2fDzHR38+uZl1+UYvv+L3XSsuB9pWsVTnS6hegB1XRr/+PoIn4yP3nY6XTcSo6OjHDx4kOHhYUpLS1m1atUNVwW54aQdv9/PihUrWLFiBaFQiK6uLrZv305BQQGlpaU3rWC/eXU9+3omUBOSsUJiKYYjFBEUGcKj4LQ1UnJ/ESAe0v/z012cWfUgcRmg2CDbEEgCkuDHwWrkk80sry5HO3WS06ZKfiQilPxMwNYZHR5my93r6XxmO0fcK1E8XhQFbN3BCknYNkgHj/Kue1bekGvgOA5TU1NYloXL5boiQuTY+Dj//Px+WnOWEW+K5oTtgKSI7qo8nURHgaaiZei6vujNg6GhIXYlVOPWwR8nxpTQRP1vZiHtX5XMrlcOsmXj4uro385wHIfx8XFOnDhBV1cX9fX13HXXXTeVKHtTWYY+n4+qqiqqqqqIRCI0NzfT0dFBWloatbW1xMXF3bCaV2F+Hg+f2slWz2qQ/di2+FxbEQ+hFArxkUJp9g195MQpemruR5WFNpU7brq7N/2QxvvhPwf91Og6xqZ7SPxhB1PRKIGxEdBUxjQ/qenpqKrKR95+Pz95cQfPnklCSc3C5fUTHJqiYayF9927nEDg+nsKtnd28X8bJ5isqgMXeG3I2fsG71pZeFEH50gkwtMvnyBYtwV7chzbEdmN4gFdFxIsuiPMe2SEtM71GNnpPN2NJ3M5igqRSUFHMcKgxDEtpifwxqTKraXteXMwOjpKa2srPT095Ofns3z5cjZuXBoSztdMa7geCIfDtLa20t7eTlZWFmVlZTdk2WjbNi/ufIUfTsYjpeUi2yaO6sLT3cjv1CZSXfWWftX/+fF2uqrvQ00Ukrn+RPGAytpby6CIBe/v7CA9JYltH/t97u04Rooqc0Zy0/4Xn+Gu+++f8/mRSITBwSEs2yItNfWGmZ++duhNvhtowJcJ3ngRXBTEwz7+ZoiPpU+QlZU5b7uXdu/nmex1mAaMdZ8mLi0Dl9dNdGoSzeMjLl3BmyiyLUWBqVb4TP7iZ1jbXjnAD5PWoHiFeoIrTjQuNI/gtCmAAUiv9vJX63MW9bNvF4yPj3Ps2DEGBgYoLi6murp6SdJobv4cxwXg9Xpnu42hUIjTp0/z8ssvk5eXR2VlJQkJCddl2SjLMo/ct4lNU1N09vRhmTqJcQGyV66a12UalrxIfrBCwDRvSpamzQUckW1pCvT2D1FeUsTjX/8GrU1NdExMkFtayl2Z8wOAx+MhL+/GcpdGRkb55mQqgaxpF5coKG4RtNyA3eDj37ee5hNpqXOY/o7j8FKfjpEOkg0Tp5uJT04VNSzHwdSjyJqPSFh0Xv3JUNZ7AldpzaKfQ1ZKAoTCOLIXxzPtA+GFaFgU/nHEiyQ/eBaIBawZjI+Pc/ToUUZGRigqKmLlypVXzDi/WViSAetc+Hy+2RmjYDBIb28vW7duJS8vj5qaGvx+/6IHr0AgQG1l2SV/J9EKMjamI3tcaBpEQ2BpomDuWGB4INQPGSmJgGg81NQvvnnqtWLHgcP4qu8DTfjmxSW/lV3piAc+vKGS092dFBcVzm5nGAZndAlv2ASXSlx2KZGhPuIKStDHR3AHEgiN+wgkCj7b2WMGv1G8cNONK0FJUSHO8yeximqxLQXFJQvDj+njVz0w1Qt3Fd785s7NxMxkxrFjxxgcHKSwsHA2SC1VutH5WPIB61z4/X7Ky8spLy8nGAzS3t5OS0sLeXl5lJeXEx8ff8Mu/PIUjfbQFJIrGX1CZCVSAIwoKCqYkxA+PUZe5fxMaimhcUrGNECzQPaIwItf1J0cIGqA5oOOnr45AUvTNDKsIJPTRNu4vEJGG4+jNx7FFZfA1GAf7kACk0EJu7uJ3y1UyM+79EvgauF2u/m1zCjfGupBTc1CH/egeKa7rB7Qx6Dy2B7KHl0adZgbiRkVhObmZjo7O6mvr2fZsmVLPpO6GG6pgHUu/H7/nGVja2srra2t5OTkUF5eft1JqpvWrebnzx4iqtSBN4DsUggNCf6UEQZ0uG/8GHFxm67bMSwGLD1CdHQSzR+HEQLJD6Ex8CchOGE6mBGQz1OBkCSJ5Qmwe2oM3Qpg2zKp1bXowyOcObwXj8dFdKgf30gv//rhtxEXF3ddz+Ou9esIHDvBN9qOE03LR05NR5bBGAqzafAQv/zIhltuXOxaMDo6SmNjI4ODg5SUlFBbW8uaNWtumUzqYliSRfdrQTQapbW1lba2NhITE1m+fPl1WTYC9Pf384Vtx5msXIviDSBNu6pYwRDrzr7B+x5cvyTkXi6F/9m2hxdzNuE4oLhA8YpitayJESHbLVzv/8juIf+82cCxsTF+/xetyNkFyKoL1e1BD0dxgmN409LRAh7eO/kmG1Y23LDziUQitHd0MDIZwqMp5GVnkZGRccM+/2ZhZizmxIkTDA4OUl5eTklJyS2bSV0Mt13AOheRSITW1laOHz9OXl4e9fX1V62qcDFEo1FeOXiIQ6eHGNAlGrKSWFuaSUlx8S3xNhsbH+djOzvxltUjqxKqFxxTLHEtWxi/xh94hb9+29oLBt+urtP8zcsnsUuWgwSKojI1chZCE3ww0+ChezfdEtfhVsRMkGpra6Orq4uqqioKCgpuusXb9cRtHbDOxeTkJL29vbOSOA0NDTeU57WUceCNQ3x9Mh0tMRXZ40FSBJ/M7QW9tYtPVrvIyrr4HGAkEuHgoSPsbe7DdCBd1dm0qn4ODSSGxcPIyAinTp2iv7+f4uJiKioqbrtM6mK4YwLWuZipebW0tJCenk5NTQ1J53nI3Wno7unh6zuO0ZdajOP2QSTMqlAn77p3BampqQva14y8DLZN3//9NrnjowyuXEvpk2+LyQlfBc6VD+7t7aWiooL8/Hzi469P13Up444MWOciFArR0dHBqVOnyM3Npby8nOTk5Jt9WDcFM21v27ZxuVxXJbDmOA6v7N3L4Wd/zvuP7idBsSAuAbBoKmqg+FOfjSknXAEcx2FycpITJ07Q3d1NSUkJVVVVd3zAv+MD1rmYIak2NTWRm5tLcXHxkpbEWYp45Re/gE98jGPBCB8tygK3KnSfNRcYOm1/9SVKYkvFC+J8nlReXh5VVVU33VRkKWFpt7BuMM4lqc7MNm7bto3s7Gzq6uoWvWB/K8AwDGRZviIpoEgkgvLVf6A8Pp5dQ8Ng6qKCLyvCy12WiYaCN+Cobx3MBKmmpibOnj1LcXExK1asiKlKXASxDOsKEAqFaG5upre3l6SkJGpqam4oSfVmIBwOs+Pb3yJ/+0u40tII/tK7abjvvkvSQyYnJ+l8/H7sUJCdo+O8JzeDdE0GBGdiUlExvvOzO3bJfS4mJyc5duwYY2NjFBYWUlhYeMcv964EsYC1QESjUU6dOkV7ezv5+fmUlJQsCT2vxYRt22z7zKd5cOfPxTRxUhqYJq//wSdYde+9l9zuxY98iOITB4naEkdHhlmdnkGC4mI0EMfEn36CtddJifJWwOjoKM3NzfT19c1SEGLLvYUhFrCuAeFwmPb2dtrb20lLS6O6uvq26NyMjIww8bb7yNEUtMREoRVtRukurif381+6ZGbZ0dbGzl97N3WOQZZbY29SFjVPf5a8/Px5Lr53AoLBII2NjbS3t1NXV0dBQcEdQ0G4HogFrEVCOByedcwuLS2lvLz8hsnDLDb6+vrg3Y+SpQIer9BosWyOZhVT+/VvXXZqoKuri+YTJ8jJy6O4rOyOyiJmunvt7e0MDAyQm5tLSUlJrCa1SIgFrOuAUChEW1vbbOZVVVV1Sy0bTdNk9+/9Nvc0v4GCBFggaez93Y9z1zt+6bLb9/T0AJCbm4vjOJimiSRJS35M6VowMTFBZ2cnvb295ObmUnaHBeobhVjAus6YWTa2tLSQmppKXV3dLbE0Gujv58jf/y1Fb+zFUtw0/tJ7eOwjH70iDtXZs2cJh8M0nj7L1qk4Jlxx4Fjkn3iRX3vqEXJzc2/54DWTSTU2NjI6OkpeXh7FxcWxIHWdEQtYNxDhcJjGxkZOnz5NRkYGNTU1S5oqMWPhpCjKgvwle3t7+fMf7CLxofdi6FEGm4+Sv3I17iShPmp2TPEOpZd1tWW3lILCjMZ5U1MTAwMDlJaWUlhYGKtJ3UDEAtZNwoxjdmtrKwUFBbdNt9FxHL70la/xevHDaAE/qttFckUy3mTw8pb9lw3U7T/Bk+sWX4F0MTEzFtPR0UFfXx+lpaWx7t5NRCxgLQGEQiG6u7tpamqaNZ1dihP3tm1jWRaqql402xobG+MDP3sTV1oOkYkhijavw+0TtlveAGiIoOUAkzr8em8nJecIAy4VTE1NcfToUUKhEAUFBeTl5cWC1BLArV1IuE3g8/moqKigoqKCSCTC6dOnaW9vJz09neLi4gUtx64HhkdGeOG14xyxkgh7A2SGR3kwW2VVffW8WlRXbx++nALGOtvIrF+BY4BlCn/FGT9aGSFfnOCC7aenKCm6CSd1HmYY56dOnWJ8fJyCggJWrVq1JI0Y7mTEAtYSg8fjmZWBDoVCdHZ2snfvXjIyMqioqLjhkjgnG5v4cnMUf/3dIIHXgYmEIv7bguf/51X+4pHz5XYlHNvGNEzccYkAyNM695Ylalgyb3kGnvVl4jjOTQnIMz6MTU1NDA4OUlVVRV1dXSyTWsKIBawlDJ/PR3V1NdXV1bOzjZ2dnaSmpt4QqsT4+DhfOhVEq1gBbvBqYjRQUoS7zmTDev5j6yt89PENswEnJzONSNMZIiO9GKEpUOKwTPDEi0zL4wdTPcer0NRvaLCayaRaWlpmZ/fq6upiPKlbBLGAdYvA4/FQX19PfX39bMF+//79ZGZmkpeXR0pKyqI/+PvePIW7fA1avDCasG1hSOHIYMngSoTjWasYHh6e1cxKSkwkr/F7WPkNGFMTqL4A2BKOA5YhZqAlGXRZSDKXhc4A2Yt63BfC+Pg47e3tdHV1UVFRQVVVFcuXL7/unxvD4iJWdL/FEQ6HOX36NMeOHZt1D1qszOvvfryTnvp7kVSh8+52C2MKTwIEwxAOghqF3wweZ3l97ex2bW1tfOz5Y0SNKIUbt6AlJ6H5RMDSvCJQAUhj8Ofxwxd1lr5WTE5O0traSl9fH3l5eZSUlMQGjG9xxDKsWxxer3e2YD81NUVPTw+vv/46CQkJlJSUXFMwCEV17FAU2e9GAkxHODiHJ0CRwWWB7IbQ+NztfD4fn767iO2vn+DlHc+Qc99T2FE/sktFnw5akTNjvF/uIKVocbOciYkJWlpa6O3tpaysjIqKilgmdRshlmHdpohGo3R2dnLixAny8/NnC/YLwb//7GXeKNyE7PWgBYTfIpZY0hmGKKabU/AxuZ3SkuLZ7WZGc3JychgfH2f/0VPsHJYY9SUjOzYFk728b30lebnX7sI8Q+ZsaWlheHiY0tJSMjMzlyQtJIZrRyxg3QHQdZ2mpqZZhn1FRcUVMezbOzr4dIuFmpqFO9GPY4MkiaI7iMJ7YlcjT99fNkfgr6+vD8uyyD3HFsy2bQzDQFGUax7LcRyHUChEe3s7PT09lJWVkZubG+vu3QGIBaw7DOFwmO7ubk6dOkVGRgZVVVUXFSN0HIfv//RZduffA24fjm2j+lxIgOOAMTDIn2dNUFJSMme7vr4+TNMkLy9vUY99cnJylnFeUFBAYWFhLEjdYYgFrDsY0WiUtrY2WlpaZg04zjedtW2b7Xtf5cf9EnZJA5LLjTE2TGb3cT5yVwX5ebnz9jsz/FxUdO2M0MnJyVkKQklJCUVFRTEy5x2MWMCKAXhrtnFgYICkpCQqKyvx+/2zmVc0GmVgYICoYZGcGE9iYuJFB5f7+vqwbZucnIXXqGZUENra2hgeHqagoID8/PwYTyoGIBawYrgAgsEg3d3ddHV1kZqaSllZ2YIY9n19fWiatiA/w5kgNTAwQFFRUSxIxXBBxAJWDJfEzLKxra1tVj3zcjLQV1LDmimcnzx5krGxMbKzsykuLo5JtcRwScQCVgxXjEgkQmtrK11dXWRlZVFZWYnX652XefX29qIoCpmZmfP2MTMWMzw8TH5+fiyTimFBiAWsGK4K4XCY1tZWOjs7ycjIoLq6epb7dH6GNTExQWNjI5FIhOzsbHJycmKZVAxXhVjAiuGaEYlEaG9v58yZMyQmJhIfH49t25imOWuznp+fH6MgxHDNiAWsGBYVM3petm3HLK1iWHTEAlYMMcRwy+DWcQCIIYYY7njEAlYMMcRwy+D/A4bePxgQjVitAAAAAElFTkSuQmCC", "text/plain": [ "" ] @@ -447,12 +447,16 @@ "outputs": [], "source": [ "initial_box = simulation.state.box\n", - "final_box = hoomd.Box.from_box(initial_box) # make a copy of initial_box\n", - "final_box.volume = initial_box.volume / 16\n", - "box_resize_trigger = hoomd.trigger.Periodic(10)\n", - "ramp = hoomd.variant.Ramp(A=0, B=1, t_start=simulation.timestep, t_ramp=20000)\n", + "final_volume = initial_box.volume / 16\n", + "inverse_volume_ramp = hoomd.variant.box.InverseVolumeRamp(\n", + " initial_box=simulation.state.box,\n", + " final_volume=final_volume,\n", + " t_start=simulation.timestep,\n", + " t_ramp=20_000,\n", + ")\n", "box_resize = hoomd.update.BoxResize(\n", - " box1=initial_box, box2=final_box, variant=ramp, trigger=box_resize_trigger\n", + " trigger=hoomd.trigger.Periodic(10),\n", + " box=inverse_volume_ramp,\n", ")\n", "simulation.operations.updaters.append(box_resize)" ] @@ -472,7 +476,7 @@ "metadata": {}, "outputs": [], "source": [ - "simulation.run(30000)" + "simulation.run(60000)" ] }, { @@ -483,7 +487,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "" ] @@ -538,7 +542,7 @@ { "data": { "text/plain": [ - "137.81241341810505" + "132.5897810179048" ] }, "execution_count": 20, @@ -559,7 +563,7 @@ { "data": { "text/plain": [ - "106.88990898579644" + "96.25049300402239" ] }, "execution_count": 21, @@ -661,7 +665,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.4" }, "vscode": { "interpreter": { diff --git a/07-Modelling-Patchy-Particles/00-index.ipynb b/07-Modelling-Patchy-Particles/00-index.ipynb index 91c3fb4..bafcb11 100644 --- a/07-Modelling-Patchy-Particles/00-index.ipynb +++ b/07-Modelling-Patchy-Particles/00-index.ipynb @@ -6,7 +6,7 @@ "source": [ "# Modelling Patchy Particles\n", "\n", - "In this tutorial you will implement the Kern–Frenkel potential as a model for patchy particle interactions. To do so, you will use the `hpmc.pair.user` module, which enables the addition of user-defined, arbitrary, pairwise energetic interactions to a HPMC simulation.\n", + "In this tutorial you will implement the Kern–Frenkel potential as a model for patchy particle interactions.\n", "\n", "**Prerequisites:**\n", "\n", @@ -23,19 +23,23 @@ "source": [ "## Outline\n", "\n", - "1. [Kern–Frenkel Model](01-Kern-Frenkel-Model.ipynb)\n", - "1. [Simulating a System of Patchy Particles](02-Simulating-a-System-of-Patchy-Particles.ipynb)" + "1. [The Kern–Frenkel Model](01-Kern-Frenkel-Model.ipynb)\n", + "1. [Simulating a System of Patchy Particles with HPMC](02-Simulating-a-System-of-Patchy-Particles-with-HPMC.ipynb)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "This tutorial is written with [jupyter](https://jupyter.org/). You can download the source from the [hoomd-examples](https://github.com/glotzerlab/hoomd-examples) repository." + "This tutorial is written with [jupyter](https://jupyter.org/).\n", + "You can download the source from the [hoomd-examples](https://github.com/glotzerlab/hoomd-examples) repository." ] } ], "metadata": { + "jupytext": { + "notebook_metadata_filter": "-all" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -46,7 +50,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.2" + "version": "3.12.4" }, "record_timing": false }, diff --git a/07-Modelling-Patchy-Particles/01-Kern-Frenkel-Model.ipynb b/07-Modelling-Patchy-Particles/01-Kern-Frenkel-Model.ipynb index fbc3316..9c25792 100644 --- a/07-Modelling-Patchy-Particles/01-Kern-Frenkel-Model.ipynb +++ b/07-Modelling-Patchy-Particles/01-Kern-Frenkel-Model.ipynb @@ -5,7 +5,7 @@ "id": "0", "metadata": {}, "source": [ - "# Kern–Frenkel Model\n", + "# The Kern–Frenkel Model\n", "\n", "## Overview\n", "\n", @@ -25,37 +25,36 @@ "source": [ "## Patchy Particles\n", "In the [Introducing Molecular Dynamics](../01-Introducing-Molecular-Dynamics/00-index.ipynb) tutorial, you simulated a system of particles interacting through the Lennard-Jones pair potential.\n", - "The Lennard-Jones pair potential is spherically symmetric, that is, the pair potential does not depend on the relative orientation of the interacting particles.\n", - "\n", - "Some systems are better represented by anisotropic pair potentials, where there is a dependence on the relative orientation of particles.\n", - "The hard octahedra you simulated in [Intoducing HOOMD-blue](../00-Introducing-HOOMD-blue/00-index.ipynb) interacted through a purely repulsive anisotropic pair potential.\n", - "Particles that interact with anisotropic pair potentials where some relative orientations are more attractive than others are known as **patchy particles**, since we can imagine that there are attractive **patches** on the surface of the particles.\n", + "The Lennard-Jones pair potential is spherically symmetric.\n", + "In other words, the pair potential does not depend on the relative orientation of the interacting particles.\n", "\n", + "Some systems are better represented by anisotropic pair potentials that depend on relative particle orientations. \n", + "For example, **patchy particles** interact via anisotropic pair potentials where some relative orientations are more attractive than others.\n", "\n", "## The Kern–Frenkel Model\n", "\n", - "One of the simplest patchy particle models is the Kern–Frenkel model, which was introduced in a [2003 Journal of Chemical Physics paper](https://doi.org/10.1063/1.1569473).\n", - "The Kern–Frenkel model contains directional pairwise energetic interactions in addition to hard sphere-like volume exclusion.\n", - "The pair potential $u_{ij}(r_{ij}, \\Omega_i, \\Omega_j)$ between particles $i$ and $j$ at a center-to-center distance $r_{ij}$ and orientations $\\Omega_i$ and $\\Omega_j$ is of the form\n", + "The Kern–Frenkel model, introduced in a [2003 Journal of Chemical Physics paper](https://doi.org/10.1063/1.1569473), models particles with a single patch.\n", + "It consists of a directional pairwise energetic interaction in addition to hard sphere volume exclusion.\n", + "The pair potential $U_{ij}(\\vec{r}_{ij}, \\mathbf{q}_i, \\mathbf{q}_j)$ between particles $i$ and $j$ at a center-to-center separation $\\vec{r}_{ij}$ and orientations $\\mathbf{q}_i$ and $\\mathbf{q}_j$ is of the form\n", "$$\n", - "\\beta u_{ij} = \n", + "U_{ij} = \n", "\\begin{cases}\n", "\\infty & r_{ij} < \\sigma_{ij} \\\\\n", - "-\\beta\\varepsilon\\cdot f(\\Omega_1, \\Omega_2) & \\sigma_{ij} \\leq r_{ij} < \\lambda_{ij}\\sigma_{ij} \\\\\n", + "-\\varepsilon\\cdot f(\\vec{r}_{ij}, \\mathbf{q}_i, \\mathbf{q}_j) & \\sigma_{ij} \\leq r_{ij} < \\lambda_{ij}\\sigma_{ij} \\\\\n", "0 & r_{ij} \\geq \\lambda_{ij}\\sigma_{ij}\n", "\\end{cases}\n", "$$\n", - "where $\\beta = 1/k_BT$, $\\varepsilon$ is the strength of the patchy interaction, $\\sigma_{ij}$ is sum of the radii of particles $i$ and $j$, $\\lambda$ is the range of the square well attraction, and $f(\\Omega_i, \\Omega_j)$ is an orientational masking function given by\n", + "where $\\varepsilon$ is the strength of the patchy interaction, $\\sigma_{ij}$ is sum of the radii of particles $i$ and $j$, $\\lambda_{ij}$ is the range of the square well attraction, and $f$ is an orientational masking function given by\n", "$$\n", - "f(\\Omega_1, \\Omega_2) = \n", + "f(\\vec{r}_{ij}, \\mathbf{q}_i, \\mathbf{q}_j) = \n", "\\begin{cases}\n", - "1 & \\hat{e}_i \\cdot \\hat{r}_{ij} > \\cos \\delta \\mathrm{~~and~~} \\hat{e}_j \\cdot \\hat{r}_{ji} > \\cos \\delta \\\\\n", + "1 & \\hat{e}_i \\cdot \\hat{r}_{ij} \\ge \\cos \\delta \\land \\hat{e}_j \\cdot \\hat{r}_{ji} \\ge \\cos \\delta \\\\\n", "0 & \\mathrm{otherwise}\n", "\\end{cases}\n", "$$\n", "where $\\hat{e}_i$ is the **director** of the patch on particle $i$ and $\\delta$ is the half-opening angle of the patch.\n", "\n", - "Graphically, this pair potential corresponds to the following criterion: two particles interact with energy $\\infty$ if the gray shaded regions on the two particles overlap at all, $-\\varepsilon$ if the blue shaded regions on the two particles overlap, and zero otherwise.\n", + "Graphically, this pair potential corresponds to the following: two particles interact with energy $\\infty$ if the gray shaded regions on the two particles overlap at all, $-\\varepsilon$ if the blue shaded regions on the two particles overlap, and zero otherwise.\n", "\n", "![Kern–Frenkel](kern-frenkel-schematic.svg)" ] @@ -63,6 +62,9 @@ ], "metadata": { "celltoolbar": "Raw Cell Format", + "jupytext": { + "notebook_metadata_filter": "-all" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -73,7 +75,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.2" + "version": "3.12.4" } }, "nbformat": 4, diff --git a/07-Modelling-Patchy-Particles/02-Simulating-a-System-of-Patchy-Particles.ipynb b/07-Modelling-Patchy-Particles/02-Simulating-a-System-of-Patchy-Particles-with-HPMC.ipynb similarity index 54% rename from 07-Modelling-Patchy-Particles/02-Simulating-a-System-of-Patchy-Particles.ipynb rename to 07-Modelling-Patchy-Particles/02-Simulating-a-System-of-Patchy-Particles-with-HPMC.ipynb index a8faeac..41d44de 100644 --- a/07-Modelling-Patchy-Particles/02-Simulating-a-System-of-Patchy-Particles.ipynb +++ b/07-Modelling-Patchy-Particles/02-Simulating-a-System-of-Patchy-Particles-with-HPMC.ipynb @@ -66,7 +66,7 @@ "metadata": {}, "source": [ "In the previous section, you learned about patchy particles and the Kern–Frenkel model.\n", - "In this section, we will initialize a system of particles, add the Kern–Frenkel pair potential to the simulation, and run the simulation while logging the energy.\n", + "In this section, you will initialize a system of particles, add the Kern–Frenkel pair potential to the simulation, and run the simulation while logging the energy.\n", "\n", "## Constructing the System\n", "Construct the system using the same code you used in [Introducing HOOMD-blue tutorial](../00-Introducing-HOOMD-blue/03-Initializing-the-System-State.ipynb) and then initialize a simulation." @@ -122,10 +122,10 @@ "metadata": {}, "outputs": [], "source": [ - "kf_delta_deg = 45 # half-opening angle of patches\n", - "kf_epsilon = 1.0 # strength of patchy interaction in kT\n", - "kf_lambda = 1.2 # range of patchy interaction\n", - "sigma = 1.0 # hard core diameter" + "delta = math.pi / 4\n", + "epsilon = 1.0 / 3.0\n", + "lambda_ = 1.2\n", + "sigma = 1.0" ] }, { @@ -134,9 +134,10 @@ "metadata": {}, "source": [ "### Add HPMC Integrator\n", - "Now add an HPMC integrator to the system.\n", - "Add the `Sphere` integrator because the cores of the particles are spherical.\n", - "These particles also have an orientation, so tell HPMC to perform rotation moves on the particles via the `orientable` key of the shape dictionary." + "\n", + "Use the `Sphere` HPMC integrator to implement the hard core portion of the Kern-Frenkel interaction potential.\n", + "HPMC does not apply rotation moves to spheres by default.\n", + "Set the `orientable` key to `True` so that HPMC will rotate the particles." ] }, { @@ -158,26 +159,16 @@ "source": [ "## Add the Pair Potential\n", "\n", - "### Write Patch Code\n", - "The `hoomd.hpmc.pair.user` classes use strings containing C++ code to evaluate pair potentials.\n", - "The code you pass in is the body of the function with the following signature:\n", - "```C++\n", - "float eval(const vec3& r_ij,\n", - " unsigned int type_i,\n", - " const quat& q_i,\n", - " float d_i,\n", - " float charge_i,\n", - " unsigned int type_j,\n", - " const quat& q_j,\n", - " float d_j,\n", - " float charge_j\n", - ")\n", - "```\n", - "The Kern–Frenkel potential only depends on the center-to-center vector `r_ij` and the orientations of the two particles, represented as the quaternions `q_i` and `q_j`. Users have access to other variables, which can be useful for more complicated potentials.\n", - "Note the type of `r_ij`, `q_i`, and `q_j`: `vec3` and `quat` are classes that represent 3D vectors and quaternions, respectively, and are defined in [the HOOMD vector math library](https://github.com/glotzerlab/hoomd-blue/blob/trunk-patch/hoomd/VectorMath.h).\n", - "The HOOMD vector math library also contains operations you can use on vectors, e.g., you will use `rotate` to rotate the particles into the global frame of reference to evaluate the pair potential.\n", + "HOOMD-blue represents the Kern-Frenkel potential as a product of an isotropic potential and an orientation dependent mask.\n", + "The isotropic potential depends only on distance and the orientation dependent mask depends only on the relative position and orientation.\n", + "\n", + "$$\n", + "U_{ij} = U_\\mathrm{isotropic}(r_{ij}) \\cdot U_\\mathrm{angular}(\\vec{r}_{ij}, \\mathbf{q}_i, \\mathbf{q}_j)\n", + "$$\n", + "\n", + "### Step Potential\n", "\n", - "At the beginning of the body of the function, define some constants:" + "Represent the isotropic part of the Kern-Frenkel potential with a **Step** potential:" ] }, { @@ -187,12 +178,8 @@ "metadata": {}, "outputs": [], "source": [ - "patch_code = f\"\"\"\n", - "const float delta = {kf_delta_deg} * M_PI / 180; // delta in radians\n", - "const float epsilon = {kf_epsilon:f};\n", - "const float lambda = {kf_lambda:f};\n", - "const float sigma = {sigma:f}; // hard core diameter\n", - "\"\"\"" + "step = hoomd.hpmc.pair.Step()\n", + "step.params[('A', 'A')] = dict(epsilon=[-epsilon], r=[lambda_ * sigma])" ] }, { @@ -200,12 +187,12 @@ "id": "11", "metadata": {}, "source": [ - "Now set the strength $\\varepsilon$ of the patchy interactions.\n", - "To do so, first define the temperature $\\beta^{-1} = kT$ of the system.\n", - "HPMC assumes $\\beta = 1$, so to change the temperature of a system, you must change the relative strength of the energetic interactions ($\\varepsilon$ in this case).\n", + "**Step** can represent any step-wise function of *r*.\n", + "The parameters above set the $-\\varepsilon$ attractive energy when $r_{ij} < \\lambda_{ij}\\sigma_{ij}$ and 0 energy when $r_{ij} \\geq \\lambda_{ij}\\sigma_{ij}$.\n", "\n", - "Use `param_array`, which is an array of `float`s that is declared in the patch kernel that you can use to change the value of variables in the patch code.\n", - "Later in this section, you will change the temperature of the system by changing the value of `param_array[0]`." + "### Angular Step Potential\n", + "\n", + "Mask the isotropic step potential with an angular dependent factor computed by **AngularStep**:" ] }, { @@ -215,10 +202,8 @@ "metadata": {}, "outputs": [], "source": [ - "patch_code += \"\"\"\n", - "const float kT = param_array[0];\n", - "const float beta_epsilon = epsilon/kT;\n", - "\"\"\"" + "angular_step = hoomd.hpmc.pair.AngularStep(isotropic_potential=step)\n", + "angular_step.mask['A'] = dict(directors=[(1.0, 0, 0)], deltas=[delta])" ] }, { @@ -226,8 +211,15 @@ "id": "13", "metadata": {}, "source": [ - "Now compute the patch director *in the particle frame of reference* (`ehat_particle_reference_frame`).\n", - "Use `rotate` to compute $\\hat{e}_i$ and $\\hat{e}_j$ by rotating `ehat_particle_reference_frame` by the quaternions `q_i` and `q_j`, respectively." + "A director is a unit vector pointing to the position of the patch in the *particle's local coordinates*.\n", + "$\\vec{e}_i$ in the previous section is the director rotated into the system's coordinate system.\n", + "**AngularStep** can evaluate potentials that have multiple patches with different sizes.\n", + "This section adds one patch to implement the Kern-Frenkel potential.\n", + "\n", + "### Evaluating the Patchy Potential when Integrating\n", + "\n", + "The HPMC integrator will evaluate all pair potentials in its `pair_potentials` attribute when making trial moves.\n", + "Add `angular_step` to this list:" ] }, { @@ -237,11 +229,7 @@ "metadata": {}, "outputs": [], "source": [ - "patch_code += \"\"\"\n", - "const vec3 ehat_particle_reference_frame(1, 0, 0);\n", - "vec3 ehat_i = rotate(q_i, ehat_particle_reference_frame);\n", - "vec3 ehat_j = rotate(q_j, ehat_particle_reference_frame);\n", - "\"\"\"" + "mc.pair_potentials = [angular_step]" ] }, { @@ -249,8 +237,8 @@ "id": "15", "metadata": {}, "source": [ - "Check to see if the patches on each particle are \"facing\" the other particle.\n", - "In other words, evaluate the orientational masking function $f(\\Omega_i, \\Omega_j)$ defined in [the previous section](01-Kern-Frenkel-Model.ipynb)." + "You can query the energy associated with the patch potential via the `energy` property of the angular step object (after running for 0 or more steps).\n", + "The particles are not interacting in the initial configuration, and hence the initial value of the energy is zero." ] }, { @@ -258,148 +246,6 @@ "execution_count": 9, "id": "16", "metadata": {}, - "outputs": [], - "source": [ - "patch_code += \"\"\"\n", - "vec3 r_hat_ij = r_ij / sqrtf(dot(r_ij, r_ij));\n", - "bool patch_on_i_is_aligned_with_r_ij = dot(ehat_i, r_hat_ij) >= cos(delta);\n", - "bool patch_on_j_is_aligned_with_r_ji = dot(ehat_j, -r_hat_ij) >= cos(delta);\n", - "\"\"\"" - ] - }, - { - "cell_type": "markdown", - "id": "17", - "metadata": {}, - "source": [ - "All that's left now is to actually evaluate the pair potential.\n", - "In HOOMD, the patch kernel is evaluated after any overlap checks, so we do not need to check for the hard sphere overlap ($r_{ij} < \\sigma_{ij}$).\n", - "Instead, we only need to check if they are within range of the patchy interaction; this condition simplifies to $|\\vec{r}_{ij}| < \\lambda\\sigma$.\n", - "For clarity, evaluate the expression as it is written in the previous section, but note that you can avoid the square root calculation by evaluating $|\\vec{r}_{ij}|^2 = \\vec{r}_{ij} \\cdot \\vec{r}_{ij} < (\\lambda\\sigma)^2$.\n", - "\n", - "Note the use of double curly brackets `{{..}}` for the `if..else` code block; Python evaluates expressions inside of curly brackets in f-strings, so we must include a second set of curly brackets so that one set of curly brackets remain after evaluation of the f-string." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "18", - "metadata": {}, - "outputs": [], - "source": [ - "patch_code += \"\"\"\n", - "float rsq = dot(r_ij, r_ij);\n", - "float r_ij_length = sqrtf(rsq);\n", - "if (patch_on_i_is_aligned_with_r_ij\n", - " && patch_on_j_is_aligned_with_r_ji\n", - " && r_ij_length < lambda*sigma)\n", - " {\n", - " return -beta_epsilon;\n", - " }\n", - "else\n", - " {\n", - " return 0.0;\n", - " }\n", - "\"\"\"" - ] - }, - { - "cell_type": "markdown", - "id": "19", - "metadata": {}, - "source": [ - "### Set Cutoff Distance for the Patchy Interaction\n", - "\n", - "Before creating the pair potential object to add to the `Simulation`, calculate `r_cut`.\n", - "Similar to how HOOMD uses neighbor lists in MD to increase performance by only calculating interactions between nearby particles, the `hoomd.hpmc.pair.user` classes take an `r_cut` parameter, which is the center to center distance cutoff beyond which all pair interactions are 0.\n", - "Here, that distance is the hard core diameter $\\sigma$ plus the radial extent of the patchy interaction $\\sigma(\\lambda-1)$." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "20", - "metadata": {}, - "outputs": [], - "source": [ - "r_cut = sigma + sigma * (kf_lambda - 1)" - ] - }, - { - "cell_type": "markdown", - "id": "21", - "metadata": {}, - "source": [ - "### Set Variable Parameters for Patch Kernel\n" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "22", - "metadata": {}, - "outputs": [], - "source": [ - "initial_kT = 3.0\n", - "patch_param_array = [initial_kT]" - ] - }, - { - "cell_type": "markdown", - "id": "23", - "metadata": {}, - "source": [ - "### Adding the Patchy Potential to the Simulation\n", - "\n", - "Now create a `hoomd.hpmc.pair.user.CPPPotential` object that will evaluate the Kern–Frenkel potential in the simulation. Use the `patch_code` string that you built up that serves as the body of the function that computes patch interaction energy. \n", - "Initialize the temperature to $kT = 3$ to randomize the system on the first call to `Simulation.run()`." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "24", - "metadata": {}, - "outputs": [], - "source": [ - "initial_kT = 3.0\n", - "patch_potential = hoomd.hpmc.pair.user.CPPPotential(\n", - " r_cut=r_cut, code=patch_code, param_array=[initial_kT]\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "25", - "metadata": {}, - "source": [ - "Finally, attach `patch_potential` to the HPMC integrator so that the integrator evaluates the pair potential." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "26", - "metadata": {}, - "outputs": [], - "source": [ - "mc.pair_potential = patch_potential" - ] - }, - { - "cell_type": "markdown", - "id": "27", - "metadata": {}, - "source": [ - "You can query the energy associated with the patch potential via the `energy` property of the patch potential object (after running for 0 or more steps).\n", - "The particles are not interacting in the initial configuration, and hence the initial value of the energy is zero." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "28", - "metadata": {}, "outputs": [ { "data": { @@ -407,42 +253,38 @@ "0.0" ] }, - "execution_count": 15, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "simulation.run(0)\n", - "patch_potential.energy" + "angular_step.energy" ] }, { "cell_type": "markdown", - "id": "29", + "id": "17", "metadata": {}, "source": [ "### Log the Patch Energy\n", "\n", - "Create a logger and add the patchy potential to it, and then create a GSD writer to write the log values to file during the simulation.\n", - "Also add the temperature to the logger so that later you can compare energies from parts of the simulation at different temperatures." + "Use a `Logger` to write the total system potential energy to a `GSD` file." ] }, { "cell_type": "code", - "execution_count": 16, - "id": "30", + "execution_count": 10, + "id": "18", "metadata": {}, "outputs": [], "source": [ "logger = hoomd.logging.Logger()\n", "logger.add(\n", - " patch_potential,\n", - " quantities=[\n", - " 'energy',\n", - " ],\n", + " mc,\n", + " quantities=['pair_energy'],\n", ")\n", - "logger[('kT',)] = (lambda: patch_potential.param_array[0], 'scalar')\n", "gsd_writer = hoomd.write.GSD(\n", " filename='log.gsd',\n", " trigger=hoomd.trigger.Periodic(10),\n", @@ -455,19 +297,21 @@ }, { "cell_type": "markdown", - "id": "31", + "id": "19", "metadata": {}, "source": [ "## Run the Simulation\n", "\n", "### Randomize the System\n", - "Run for a bit at the high initial temperature to randomize the system." + "\n", + "The initial `epsilon` value set above is small enough that the particles weakly attract.\n", + "Run the simulation to randomize the particle degrees of freedom:" ] }, { "cell_type": "code", - "execution_count": 17, - "id": "32", + "execution_count": 11, + "id": "20", "metadata": {}, "outputs": [], "source": [ @@ -476,56 +320,57 @@ }, { "cell_type": "markdown", - "id": "33", + "id": "21", "metadata": {}, "source": [ - "### Change the Temperature\n", - "Now run for a bit at a lower temperature so that the patchy interactions cause the particles to cluster.\n", - "Recall that the `param_array` property of the patch potential is the effective temperature of the system." + "### Increase the Interaction Strength\n", + "\n", + "Increase the interaction strength and run the simulation longer.\n", + "The particles will form clusters:" ] }, { "cell_type": "code", - "execution_count": 18, - "id": "34", + "execution_count": 12, + "id": "22", "metadata": {}, "outputs": [], "source": [ - "patch_potential.param_array[0] = 0.1\n", + "step.params[('A', 'A')]['epsilon'] = [-10]\n", "simulation.run(2000)" ] }, { "cell_type": "markdown", - "id": "35", + "id": "23", "metadata": {}, "source": [ - "Now, increase the temperature again so that the clusters break apart." + "Decrease the interaction strength and the clusters will break apart." ] }, { "cell_type": "code", - "execution_count": 19, - "id": "36", + "execution_count": 13, + "id": "24", "metadata": {}, "outputs": [], "source": [ - "patch_potential.param_array[0] = initial_kT\n", + "step.params[('A', 'A')]['epsilon'] = [-1.0 / 3.0]\n", "simulation.run(2000)" ] }, { "cell_type": "markdown", - "id": "37", + "id": "25", "metadata": {}, "source": [ - "As discussed in the Logging tutorial, flush the write buffer (this is not necessary in typical workflows)." + "As discussed in the [Logging tutorial](../02-Logging/02-Saving-Array-Quantities.ipynb), flush the write buffer (this is not necessary in typical workflows)." ] }, { "cell_type": "code", - "execution_count": 20, - "id": "38", + "execution_count": 14, + "id": "26", "metadata": { "tags": [] }, @@ -536,51 +381,38 @@ }, { "cell_type": "markdown", - "id": "39", + "id": "27", "metadata": {}, "source": [ "## Analyzing the Results\n", "\n", - "Plot the energy of the system to analyze the results.\n", - "\n", - "Use the `gsd` package to read just the `log` values from the GSD file." + "Use the `gsd` package to read the logged values:" ] }, { "cell_type": "code", - "execution_count": 21, - "id": "40", + "execution_count": 15, + "id": "28", "metadata": {}, "outputs": [], "source": [ "data = gsd.hoomd.read_log('log.gsd')\n", - "step = data['configuration/step']" + "step = data['configuration/step']\n", + "potential_energy = data['log/hpmc/integrate/Sphere/pair_energy']" ] }, { "cell_type": "markdown", - "id": "41", - "metadata": {}, - "source": [ - "Recall that the value of `patch_potential.energy` is really the energy divided by the thermal energy scale $kT$, so multiply the energy by $kT$ to get the actual energy." - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "42", + "id": "29", "metadata": {}, - "outputs": [], "source": [ - "beta_potential_energy = data['log/hpmc/pair/user/CPPPotential/energy']\n", - "kT = data['log/kT']\n", - "potential_energy = beta_potential_energy * kT" + "Plot the energy as a function of timestep:" ] }, { "cell_type": "code", - "execution_count": 23, - "id": "43", + "execution_count": 16, + "id": "30", "metadata": {}, "outputs": [ { @@ -589,16 +421,16 @@ "\n", "\n", - "\n", + "\n", " \n", " \n", " \n", " \n", - " 2023-04-28T14:57:14.690624\n", + " 2024-07-09T13:45:51.217091\n", " image/svg+xml\n", " \n", " \n", - " Matplotlib v3.7.1, https://matplotlib.org/\n", + " Matplotlib v3.8.4, https://matplotlib.org/\n", " \n", " \n", " \n", @@ -609,42 +441,42 @@ " \n", " \n", " \n", - " \n", " \n", " \n", " \n", - " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", @@ -1737,192 +1459,212 @@ " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", - " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", "\n" @@ -1931,7 +1673,7 @@ "
" ] }, - "execution_count": 23, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } @@ -1946,28 +1688,33 @@ "ax2 = ax.twinx()\n", "ax2.grid(False)\n", "ax2._get_lines.get_next_color()\n", - "(ll,) = ax2.plot(step, kT)\n", - "ylabel = ax2.set_ylabel('kT', c=ll.get_c())\n", + "(ll,) = ax2.plot(\n", + " [0, 500, 501, 2500, 2501, 4500], [-1 / 3, -1 / 3, -10, -10, -1 / 3, -1 / 3]\n", + ")\n", + "ylabel = ax2.set_ylabel('epsilon', c=ll.get_c())\n", "\n", "fig" ] }, { "cell_type": "markdown", - "id": "44", + "id": "31", "metadata": {}, "source": [ - "Notice the decrease in energy when the temperature was at the lower setting, indicative of particle clustering. \n", + "The decrease in energy when epsilon was set to -10 indicates particle clustering. \n", "\n", "## Summary\n", - "In this tutorial, you learned about patchy particles and the Kern–Frenkel model of patchy particles, and you implemented the Kern–Frenkel model in HPMC.\n", - "You observed the change in potential energy upon changing the temperature in a patchy particle simulation.\n", "\n", - "For more information on simulating patchy particles, or more generally HPMC simulations with energetic interactions, see the [HOOMD-blue documentation](https://hoomd-blue.readthedocs.io/en/latest/module-hpmc-pair.html) on pair potentials in HPMC." + "In this tutorial, you learned about patchy particles and the Kern–Frenkel model of patchy particles and implemented the Kern–Frenkel model in HPMC.\n", + "\n", + "For more information on simulating patchy particles, or more generally HPMC simulations with energetic interactions, see the HOOMD-blue documentation on pair potentials in HPMC." ] } ], "metadata": { + "jupytext": { + "notebook_metadata_filter": "-all" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -1978,7 +1725,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.6" + "version": "3.12.4" } }, "nbformat": 4, diff --git a/08-Placing-Barriers-in-the-Simulation-Box/02-Fixed-particles.ipynb b/08-Placing-Barriers-in-the-Simulation-Box/02-Fixed-particles.ipynb index b01cf25..f9874d5 100644 --- a/08-Placing-Barriers-in-the-Simulation-Box/02-Fixed-particles.ipynb +++ b/08-Placing-Barriers-in-the-Simulation-Box/02-Fixed-particles.ipynb @@ -607,16 +607,18 @@ "metadata": {}, "outputs": [], "source": [ - "ramp = hoomd.variant.Ramp(A=0, B=1, t_start=simulation.timestep, t_ramp=20_000)\n", "initial_box = simulation.state.box\n", - "final_box = hoomd.Box.from_box(initial_box)\n", - "final_box.volume = initial_box.volume / 2\n", + "final_volume = initial_box.volume / 2\n", + "inverse_volume_ramp = hoomd.variant.box.InverseVolumeRamp(\n", + " initial_box=simulation.state.box,\n", + " final_volume=final_volume,\n", + " t_start=simulation.timestep,\n", + " t_ramp=20_000,\n", + ")\n", "box_resize = hoomd.update.BoxResize(\n", - " box1=initial_box,\n", - " box2=final_box,\n", - " variant=ramp,\n", " trigger=hoomd.trigger.Periodic(1),\n", " filter=hoomd.filter.All(),\n", + " box=inverse_volume_ramp,\n", ")\n", "simulation.operations.updaters.append(box_resize)" ] @@ -639,7 +641,7 @@ "outputs": [ { "data": { - "image/png": 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eBv59U+qZYo2Fdas/KTtHhKeLK664gl/d9CsmvXQcUW9EWA6IKhGlgTLeevJ6IQuK90SVmKQnRgeaomWxqcPEmiIrUIGSRajw5PUcawuck8XKhJoitdi0oLGqgc0caPDOU2QFaS0jT3O00gTlABXAjoe/hG//9lv8/ve/X9PbM4anicWLF3PKKaew8Xumk4yPifpCkv6Y6qQyWmvi/li4V0qRNXJKvQneydHP286uF7RRqEB20Q5LnuZEpZC8VeCdIygbTGKwqaVoWXCKIDFYKzutPCvIRgq8dqhYMfPlGzL5bQOcfvrp3SPZGJ4eOjtwkFPIaBAS1njBWv0IADztBWt4eJhvfetbbPCaScT9kVRFPQSxQaOpjqsSlkN0YChSiwk1eFBGJlhYCtqFeTChweYOQrCFky1+PaM51CAdSlFatsDOe6Jy2H5yy4qvjUab9lEoLdCBpjQxYYtDN+bLX/4yzWZzTW/RGP4LnHN8//vfZ2V1OeO27sfnHps6PBCEAZWBshw36hZlFFFvSBAHxD0RQWLaVAXZLRfNAld46SZnlrSW0hxqUR+ugwZXeNJai1a91Z4XBVlNHlh5rYBcoYzCZZ68kROVQzZ9zUZceeWV3H///ev6Vj2v0Dnmg5QZ1osdFvzz3B6G4dMaVL1e55hjjuHuwTvp26gHmznyhsVmXng05YAwCemb0IcJDElP0l60DCbUqECR1XJc7iCGvFWA8hT1gixPZREtclSg0CVNfWVNSKRakTUzTGzwDlpDqdQ6jOoW7gnAG8esPWfwx7tv4JOf/GSXyjCGtYOrr76aU089lcm7jKdoWDAKExu00fjCE5djqgNVeiZX8YXDpo4iLVBafi/PcoqWdP6C2FCkBTaX3ZWOFQQe7x15regWjZ1zFK0CExqCyJCOpKA8eSsjiLQoJHplZ9YzrcKWR23M4Ycfzty5c9f17XrewDnH+PHjAbrF/zXFqBwJVy8c/rdtX4cc+pM//5gt3rYR1WllwiQg7otQSnZLoLB5gc88URSC8lJQTa3oxMohJlFCaWg4TKJRSmOdpWgU1FbUaQ2l5I2CxooGhbPt4qoHFOlwRn1pA7zHpkJ5cM6hPCg0RcMS90Xsf9HeXPjjC/jJT34yKtvZMfwr7rnnHt73vvcx851Tmbb7JJJxMclAJHWlciALUlpgMyGExtVY6ChGd3fJUY/UOD0eW1hUoChsTtpMyUZShhePyN8rR5q1cLkX7l6gsbmjvrKOMpogkQel9+ByR94s8M6TjeS85F1bU9tmFccffzyNRmNd3rLnDTpddWDU5E6jag5VqVT+6w5rwYIFnHXWWczcfxrJgIhQS+MTkp6YuFfIfz53mDDAlI0cAUMpiDov2/SiVeC8By01i6yRMfL4CI/8bj4ji+vkrRy8R4VAJItokBi8c7TqTVo14e4opdGRyDaUVjjnRc4RSz2td2qV3T+yIyeddBKPPfbYaN6qMSAdrLPPPhu3Tcr4LfvxDoLIEMUxZJ3jnaNDTHBOHjhhInw6n3vZMSuD9QW2KCgKS2OkwYp/DDI4d5jWcIorLB5HfVWDrJYDHh0qskZKbbCG91BkBTZz2MJKfbMlzg4UgIGgEvDSI7fhlsdu5Fe/+tU6vGvPHyilWLlyJQCtVmtUXnNUFqwOR+e/1Xu893z3u98lm96gND7BWyldoYReUBkoE6gQtELWvbbkJNDiyNArC5yzDgy0milZnrHg949x8yl/Q9+acOdXHmDFvatweBqrmrSGUkCOfY1GA6ecPLVbBeDbT1soWlJQ1UrjnG23vg3T95wCm1luuOGG0bhVY1gN8+fP54orrmDiS8Zhc9ft2AUlQ9KX0DOuB4WWfkrTYiL5O22kZuWcw2WetJZSNAswMDK/xt+/dh/NnzvuOe8h5v/xMbyH4UdreOvQbWpL2kypD9fxuSeIAykKI1wu55wQiz2oAILQYAJN2B+y/bu35pxzzhm1L+ALGZ2CO0j3cL0ousM/yYAd+v6/w8qVK/nRj37EwBZ9mES0Xr47UaUdXe4rU+kvo4yiaNp/8klyJ8TPRJwasEKjeOzmJSz5wSquvPwn3HHHHVz0xYtY+pMhFv7hMVCesBJgc8uqhatE5DqSkzdycACy+DWWN6XtikKFwvlxhcfhUFYzY6/p/OhHPxo7CowiiqLghz/8IaUtYnQk9SIdyHEcaLPVA3om9BAGISoAlzlc5mRuNAr5rJTDWukA1he3+NNn7+TIVxzNTTfdxOzZs9ku35H7v/8IKFAG8JA2Ulq1luzeKzIPZS7KQ85lUiPz3stCqkA52elP2WkS/3j4Pu666651ewOfB/Ded0myo1VSGZUuYacz2NFbPRXq9Tof+MAHWGDm0DuzircySdCKqBJSNAtMIoS/IA4I47ArUlVa4YoCPOhY4RNHWkuZ/7tHeex7K/j5z3/O6173OkqlEkcddRRXXHEFi362jOV3rGJo3giNVU3C/pCsnmNijQ41OhJdVHOwKTWyrE0E7QxfScdSKdjwlVO5bdWfOP3005/A+B7Ds4P3nquuuorPnvMZZuwzhbAcyjE/d5iSwUQGE2m0kvmQjItJehNUIPIcm0qdyjuPLmkKVzC8uMbNn76Njx77Uc4880wGBgbYfPPNueKKK9h90st59DeLyTNLY1h2Rr6Q3VzeKiiygqyVkWUpykt3MYgMrvDtwr6QJfNWTlSJeMkHt+Id73hHl8U9hqeGUqrL6etoUNcUo1J078hXqtXqv/29yy+/nJ/f+FOmvnwSpfEJUTWiPL4kW/vCgWuzkEMRpprQSKco0sKeNUIkLbKCvJaz9O8rGLyyyY9+9CN23XXXJ7zXgQceyI9+9CMW/XA5taUNgpIhG8nbtYmCopUzvHyY1lALHWjQCo9HedlxKSUdw2wox2Wecn+ZPU7ehYt+eiHXXXfdmt6yFz0ef/xxTjnlFMbv20vfJqIbjcoiHvaFIx/OUUaRjqRoo/CZF0ugttMGBrx36FBJZ69RcPMZt/PBd57Exz72sSc4bkyYMIHvfOc7vLRnN/7xrYew9QKlwFmPyyzeOqwryNK03SVWKK1RYZtJnnuKmpV5kssub5PXzSTcC4455pixo+F/QafD3iGQrilGdYfV0bU9GcuWLePMM89k2isnUZ1aRmlFkAQEcUBSSdCYbuG7Q1/wzrflIqpNBlTy9/WC+uImd1x2L2eeeSZ77rnnU47psMMO49xzz2XBLxfTGs7Ae7RRtIZTWnkLHcnEd84RRKZbyNWhlk6Tl0XMWWmJV2aU2OG4bTjjjDPGuFlrAO89F110ESvGLWXSThOEQ1U2JL0xpf4SURRjYnnAmED0fh6EQ4Xr7rLyLMdmBbblWfSHx9l/pwM4/fTTn5KhPW3aNM4//3yKR2DlI0P4hkM7IIDGYIPmcJOiVXSZ70qJptDmFmetUCTqBd76bmPgpUdtyw13/Z4777zzOb6Dzx+sLjmD0TkWjkoN68masSfjL3/5CwuWLKA6vQxdryXAgtGaUk+ZOJFWtgk1Ni/+Se4MFDoxOGUpyGkNZ9z29Ts5Yv+jeNOb3vRvx6SU4ogjjuCAHV/L7Evn0lqZ0ljZpCgKvIfmihRlIIwDiqbFFgW2sGTDOdlQDsoLqbQsi5o3juk7TuWuRXdw9913j8Zte1GiVqtx8cUXM3GHcWilhHMValzuiSoRSTWm2lulMr4sO1/vUSDkTq3bDy7QJU1jsMncaxfQuM5yzjnn/MfW+VZbbcX3vvc95l/9OLW5DWxhqS1pyBwLFSrU+LYWFdXW2+VFeycmLhBohY5AaUXcH7HF2zbmu9/97jNSd7yY4Jzrnr6eLkfzv2FUFqzOB1atVv/FPsI5xw033EDPViWCkiFINFFfhA5EChOUAhSepJqQlGPhWEVC/jPxP7lVLnfk9YLZP3+YfWcdwDnnnPNfNW/VapWLL76Y3Tbcg4W3LiZviNRHG0VYNdiWo7AWay31ZQ3SZoYyYCKpnXnrUYUmqsQYZYj7IiZuM56bb755jJf1LPHggw+yePFiwp5A6lFNkVmptj0ZTomVNYqkEoMX9UJYDqQ7XHgcnqKVM7KoziMXPcp3Lv0O22677X9974MPPpivf/7r3P/zuWQjQhB1zuObTjqIWmMiTd7KGFkyIguXFwuiKJG55qzsvLTWzNhxA2688cZRO+68ENFpVI3Woj6qTPc0Tf/li3zNNdfwlW9+hck7TxDlfSDBEFktx6aObCQnqIRSO2of+0wiHaLmCqkP5PUcD+QrChbeuJhTTz212334b5g6dSof+MAHGLqzjnce23JkNfF+R0FzqElmW5iyJjCGomkBKfwro9rHRjkWWAo2f93GfOYzn+HGG8e8s54pli5dyvHHH0/fzhWiUggaVKwwkfjuu8IRVIzwnuIAr6DcXyIoiw5NaWg1UvI0QxvNkjuW8/a3v52XvexlT+v9wzDkbW97G1PMNFbcP4TONaEyYBRhEmBVweCSIbI0w0SaolmQt+kS1lpwsrtyuVApylNKLO1fzJlnnvmEo88YBEop+vv7AUYtoWpUFqyOKHTlypVPWEnnz5/PscceywYHTKIyrUx1apkglM5bkJj2RI2wTSvb7kwsObTREICpGpyXieAzz/0/e4h37384O+644zMa38EHH8xrdtmfx25aKv5Xql3LqjexiK2u0vK01VrcImxmRe6T5rhW+1hQd0zecRKbvW8mJ5xwQte/aQz/Hc45vvrVr3Jv7U5m7DuN6tQy2hjiUoSONPmISG3yRiH1RS1M9CIv0KHqEoeDQOGVY9Eti1n5qxonn3zyMzKFGzduHGeffTbzr34cW7PYmsXnnuZwk9rKGiYR51rvISzL2Fa39sG1TR+VJh6IePlHduFrP/gqv/nNb9bi3Xv+oiPJ6djLrClGpUvYsZSYOHHiEwZ16aWXsry8lJ6ZlbbMIiAohZT7K5R6yrQNqsRWJtLtuoFFG40JDHG1PWGqiju+eR+9D43nc5/73DMOviyVSpx33nlU5vXx+J+WYZ1DJwqHxxWebDinSIu2l5ZHB4a8/XTNa5aiVqADqbUEkWaLN23C0vjxMcbzM8D999/PWWedxbRXTG6HgkBlYom4GhOFMVElxuVCEna5Fc5VYQlLoexslMJrR64sy+9Zyd/O+wcXXnghW2655TMey5vf/GaOP/J47rz8ARqDTfJmJrUrCza1+HZt1aZWPLMyeaB6J4aRtunkZ+vp3ajKbsfvyIc+9KExnt6T0DGeBIlpGw2MSpews4CsfpYfGhrikksuYdrLJlKamBC0iaJFoyAoB4RRSCkpoZx0Enzbv0gZRZ7l5M1MUnHSgmw4Z+4vF/J///d/TJ069VmNc5tttuGb3/wmi25YJl2fWoEvPCbU6ES1JT85zjryZgYGIacGGhUJ3SFvW9kEZcOmh84cc3N4Brj66qupvCQhnhDhlSwMNnPgFeVxJZJSQqmvRFgKhG8XaUAJgdM60lYLMk/RzFl46+Oc8v5TOOyww57VWKIo4swzz2SzeEtGFtbRuSLwsrO3mehOs2aODjWucKS1jKyRYptFW5kBOlRSa21aNtxrGvNr85g9e/ao3rPnOzruucATHF3WBGts4Oe971okdyx+AebNm8eS5hI2r8wgHcyEDFoO0Oh2nHwo4aahRmmkbZ3JjicsGbxqOyFGAQtvWcI+e+3DVltttUZjfdnLXsYWU7ZgxX2rmLLLJFzTCWE1CAj6DEEUkDZakqSSGnRfRBDIbgCliCpBW0AN03adwo8/fjWDg4Ndpv8YnhpFUfC73/2Ogc17CUJRKkT9ESbWKCUqhnJfgk0LgjCEyLc1hLILVqEi0AFeW7LHMhZdv5RDTjnkCUfBPM+ZN28ef/rTn1i8eDEAU6ZMYfvtt2eTTTahp6fnCWPq7e2VIvwvv8KMnacSmYBGnoLRxNUQmzmag02UkYUpCkN0rEXrasWmRhlPWA6gUGzwsqnceOONvPSlL31O7+36jtU5mmvq5w6jtMN6sne5c47f/va36EiU9FE1pGhZspEcHRkxXfP/7BzYXLy9g7JY7WaNnKxdO2osaXHvZQ9w3HHHrbETZn9/PyeccAKLbljG4NwhOrT2olXQarQYXjVMXkiR1QQaClmQTaRxmcMWDm0kgBMH8ayQP/7xj2Mdw/+C+fPnc+eddxKPi8QlNFboju2xUignVtZaiU7QhIZSf0xUDvGioaLVaOEzx5xfLOC1e762m8BireXGG29k3333ZbvttuMzp36UP3z3Z/zpiqv5+qfP5tW778UOO+zAt7/9bUZGRp4wrve///00HygYnD8smsJc5ubI8jr1wTppKslFPpfjoHJKNKfd7rzCpSIN6plV5qqrrvqX93gxY3XDw6eyR382GJWie4cwmud592n66U9/mpmvm4q3UDREuBqWA4KSBFeKeZ5ELsXVSIrsgcGUNEE1QBvx27774vt546vfxOte97rRGCrveMc72GPGy1jx10F0oBlZWscqS97KUYEG68GJWDrPRcGvUOjVFi2swpQ0ux3/Ut5/7Pu5/fbbR2VsL0QMDQ1x9NFHo7a19EyrorR0grN6+4igxJTRGI3XvmvSmDdzCi8F+LzICELN/FseY8nvhvjc5z7XjcI6++yzOfi1r2NCpvj6/zuFc9/5QT5w4GEc+9q3cM47TuCS953G4S/Zl8+f8kne+ta38vDDD3fHtsEGG3DhhRdy96WPMLywhneOxpIGUlkHkwRiu1wy+Lbg3me+61jrC4fzDld4Zr1qQ/6R3cO555475kzaRhRF3aNgFEXrx4Llve+2Lq21DA8Pc8IJJzDp9f30zqxSnlKiZ8Mq5XElgiiQ2pH17UhAOQJKUVMy9pRRFGkOESy+awkz65vw1a9+ddR8zQcGBvjWt75F+FCZZfeuJKzKqdimbUlIoMQiV3kxdysZWcx0m2E9IsaBrnBsuNd0Nn/vLM4555yxWta/wUUXXcTN825k8s7jCWJDkASUehKZwIXQTMQVQRNGgbiMJkYSnNvSLK00zeEWfz//fi677DJ22GEHsizjtNNO42eXfJfj3nAo+750V8IgZHypn4oukaiYQIWM6+9j321342tHfoTS4w3e8Y53MH/+/O743vnOd3Li+0/kH7+ZQ3Npi1I5FrVFoqUhFBpsy4pYP5fFSytFXstFGJ0J2bQyqcxOx2/Hly/50pgwuo1OqAYwajvPUTkSrh7zdf311zO/PpeeGRXJACwF+MKj2oz2an8VjWkXtT3OigLfJO1EkEJM+px1rLxvkD333JMJEyas6TCfgE022YQDDzyQ5Xes6pq06UAT9BjymrTRO12g1nLRmGXDOd76ri1zVI0wiWbjQzbk1zdfM7bLegqsXLmS888/n+l7TSYoG4JKQNwfoYwmLkdUeivEFZHiqLZ9sfdeduSxxrYcLvV4LNlQRr/p59WvfjUAP/jBD/jSl77EIXvvzeTyeCYH46mGZZppRuEs3kMSxASEhCZgYu8AR7z6YAZacNppp3U1blEUcdhhh5EvKCj1JJKcE2jRkRaiV4yqofjGa9G5toYkAAPXLhnEQokZ2LSfzQ7diAsvvHCM/Q5PSPoZjfoVjNIOqyOJGBkZ4Utf+hLVjcroQIsVsfUS7uAVJhC6QmVcmTAKUVqjjYIAWqs6k0CEx/mgZcF1j3HooYeu8UU+GVprDjnkEFqDOUFgyOu5HEGb8kXR7V1ec7hJlmVCCmzvZnUg6n3lFbZhSSolpu41kauvvnrUx/l8x9///nceX/U4pUkJJpbgh3RQSLtBIiqHUl+JpJyg0Dhr23o9cflEeQmUaBXMve5R3vjGN9Lb28uKFSv42Mc+xgcOPISqKtMTV0hdTuAMSRDRV+qhEpVJwphqVMZ5MBh6kgqn7P8ufv6DH3P99dd3x7ntttuy6YZbsGL2IOlgRtiupTnnyeo5eSvHuoL6qjpZI8Nl8ucSJSfxY2EUYm3BrP034Jprrhnj6CHfsw7VY7S6hKOyw1qdOHrXXXfRM72CjrQ4OTYK4S+VA1w7hskkGh1odCgiaN8On8jSVEiCXjHn6vnst8v+ay1a6eUvfzlblLdkwfWPESQBtnB4C7ZladVTGvUGRS6WNrh2EV4DSpKmC1vgjAftmb73ZObMmTNqH8oLBffddx/VrRIU7TpVqDGRiNxNaHCpwzsn8yLShJUI3U5A0rpNKWhmNBa3mPfzxRx33HEopfjd736HyTI2mzqDvnKVUAXEKqIUx/IgsY5m3iIwmigIqSZlxpX7GIh6mVAd4JhXH8all17a/bz6+/s5+eSTWfCXxVKn0hBoQ3NlC5vn1FbVqa+qSypPW1IWlkWdIZFxCu8dQRLQO72HpdkSHn/88XV679cXdBQpT6WCeTYYlR3Wk0WNKpDuT5BIDci2LNlIJpMVwCp84QkrYTeFV4VgnfiuL/7zUhb85HHOOuustUYZGBgY4Nxzz2XFLcOsmD2Idw7rLM1WCx9JirSOhHGvjHwJfC7HgiCRkFgTSaE4qZa46qqruu30MYgl7q233krcHxFUA7wFlLDXTWQoskK0pWEoHUMvwr24J8LhROxeWNKlGX867w7O+PgZbL/99t0O9Eu33oIAQ6uZkaiIvCgwypDbgrwoGFfpQ6EIjSE2IYWz9JQqBNqw60bb8stf/vIJu6A3v/nNbDGwLfOue5R0JCVv5kRG06pnbe2gouNc253uHhEbKmkW2IYE2MYTQm644YYXfffYe9+t7XaSqtcUox7zNfV1E+ibJd2gsCx6PB3LUdBlFq88zlmpWziRXHjvMYkhqoQ4a7ntG3fzvxf+79MStK4JXv3qV/P1L32dhVcvpr6ySVpLJaOu5eT4qrXMRduWY0TSivdOWNF5rSBv5EzcbDwzD57OUUcdNXYUQCbqN77xDX56w5VM2nkCYSxC56wmdSHxoQKldNcdwbdlL1gIK4Ek3USWB655mFds9CpOOukktNZkWcZdd93FuFIvBo1RmmaWUgpisiLHaEM1Lkn3zns0GutF2Fx4S6ANE/sHmFYaYNGiRd0x9/b28p3vfIfh2zJas1u4piNrFd3dte0y3TthvtJJVFpjU0ny0cqQtTJe+amXcfzxx3PTTTetuw9hPYBSqlt0Xz15ek0wujFf0wwTtx8ntYnxiRBDEetjHWmcl66QNm0Hx1SScVSb5uAyz8jSGq35Ka94xStGY2j/EWEYst9++5E/JsEDQWDatSqhM+ct4Y35dmMAK0XXvC5WNGSgCtGebXfklvxt8V+54oor1vq413fMnj2bM844gxmvn0p5onjx90ytUhlXxmhhsCujKDKxIXaFND10rLE4fNHmPXlFtizjoIMO6h4tiqJg5cqVVJMyrXYART1tUWs1MMoQKP3PuHYlmr/CyefrrCO3BXEUUo6SfzHf22KLLdhtt91oLU/xLQldDdvup97LTqrjL+8d2Kbt+mjlzRwCT1QKmbT1BHb52PYv+oQd51xXBbNeuTV0VtENXzMVHYhXkLMOExlK/QmV8RVCQrSS44ArPFgk1DRQaGNI6ylYqD/Y4hWveAUDAwOjMbT/iqlTp7Lpppsy/PAIzkjadGerb2LTpluIxUmrlpKNZHgr49eJ1LW8csT9Edu/d2suuuiif2tk+GLBj3/8Y9Rmlur0ihzLqiHaKOKeiKRUolQqEZdijJamDArQItdxuUNFSv5/w/HYH5Y/4eEVBAFhGLJi5RBxGFHklp6oTE9SIbUZaZGTW/FT00pi5+MgFJ4XiLC5gLkrHvsXTaoxhje84Q2sWjSC12CHLWhIazmmJGUO2ykVKCE428yinEKHEjtmC/librr/LOY0H+LPf/7zc3jn1y9orbvfBTHjXA+OhJ1tXjDJkAxE4MVPKqqG7S20RyMpKOVxZeJK1C20pjWpDyijoJ2gc/d3HuDII48cNd7Vf0O1WuXII49k6OEaraWp3BEjNTZnnQRwZhlps9VODnbdHaVNLR6PCeXoO2PP6dz7yL088sgjz8nY10eMjIxw4YUXMu4l/QRlgzJQtEQ3aFuOqCci6Y1JKjFRJZTkZqPAyq7L+7ZTRg7L7l7BrjvsyqxZs7qvH4Yh2267LVlWUOQWFzjiOKRZpPSXeyhHMdZarLNkRU6a51jnyPOCwhVU4zL1vEHDZkyaNOlfxv/a176WoXslbSlzonpQQJGKJZJzlvqqGq1a2p23nS+iL0BrRVHkmF7Nxq+ZyVVXXfUc3fn1D9baLq3BGLP+HAkBwgFpU3sgHRK/Im8dOhC7Fq9EH5a1MpKBBFNShFXxOSqaOUYHLPj9Y0wPN+Dggw8erWE9LbzrXe/CzzbUFtRRHlytQKFormoyvGqEVrOFiQw+9xKYkLdjwEKNUW2eSajwoWPijgMvakfSpUuXsnjxYpL+WBZ3owkS889Q1KbUO4vCCpctMtIZ1F524MbgmsJ/u+viB/jkJz/5BCdRYwyHHHIIsxfMo1Y0sE2xs451QL3VJC1ySnFC0fanymyOdZY4ColNSCvL+Puc2eyzzz5PKaTfeOONJSzllsfRSpGuysjTgiKzZK2UZr2Jda4bhKHbSeTOOvGbB/kzpZmy6yT+8Ic/vGi7x8aYrmxvveFhOedYuXIl5UkJrhBRs9KyQ1FKttEmFidHYwxRKZJdiQlQAZhEU/iCBX9cxN++dBcXXnghfX19o3FtTxsbbLABl156KUuvHWR4zgi15Q1qQ3VyWxCEUlQtWuKACp6gnU6NB+utcHYyh1eeCVuM59FHH33RdogWLVpEMEkkVjjpGGdDuZBBjRa/fi/JzTa3bV2eR8caFKRFi7SW8eev/J0T33oSBx544L+8xwEHHMBw6Biu1ylVEhq2xVBal+6dl8UwNAHOe0ITYK2jcI5WnjHcrHPBtT/kgx/84FOayhlj+MQnPsEsuymPXvc4SR5SLM9wKwusE+pL2DZ3dJmkROVpLguts91dONoTxiFz5sx50ZYInHNdylMYhuvHDuvnP/851910HT0bVjBRm4QZSr3Ad9u/IhJFiwmaCXTbElfy/0ysGVo8widO+eRzUmx/KrzxjW/kkP3eyMpHhnH49g7Ri6lfKCRC15YOee/xSiyUTagpMkuRWeyIY9qOU/jMZz7zouwQLV++nA9/+MP0b12ViLRQUzQKwp6AqFcCSjuLim+7XiglKTWucPIAizUjw8PYBxSnnHJK90ixOqZMmcLHP/5xfvaXG6i3mkQmxKDl6GclFaeZpRS2oJlJkO6q2hAez7dvvIqNd9yGffbZ599ex6RJk/jyl7/Mkr+sYnioDlrRbKVd11NnHWFZchSVVl2ys/Ii33Kpx2fQO7mH6o4lPvWpT70od1la626dME3TdV/DWrx4Maeccgqz3jyNcVv1UZqQUJ5QJoiEp2RT2/W38u2YcaUURcNiMwmplNmrWX7vCjbddNNRMap/NjDGsMMOO9BanhKVA3FFjQxZLZeuk/VS1yo8QRjgc0BBNlJIuCcKHSom7zKBHT+yLR/4wAdeVF7fRVHwpS99iX9k9zB97ylE1YhSf0IYhbi0rRktHLqdiGQSjcs8KmqTSmONb9MEihXuKS1hOlBK8Z73vIdXHHQA3/jNj5m3YpHQaHRAXuSkRUbQdgkNlO42fr/9h1/wh8fv4+KLL/6PkXQgu27f8jSXt7DKtlOdxCJZEnUKaQxkUnx1uZQ88mYB2lPkOSqCPT68E9/41jeewKx/scB733Ucdc6t+x3Wt771LQbHLae6Qbldi9AEkcEYQ7nS1g0qg/KqzVcp2tFJDhMq4coYR768YMXswaftzb22sMsuuzB8e4O0kePqUlAPk6BrLOi9J6/l5KkEb9qmE79571FOdePJZu47nRW9S7n22mvX6fU8l5g7dy7nf+MrTN5pAjrS3eNfZUKZOIkJVURSSkT4HrbZ7KES985219g7h7aGJbct54ADDnjKyK4OyuUyX/nKVzjgnW/ivGv+j3nLFvHg0vmkNmOkUaeRtVBAI28xZ9mjnPz9L3Hz8CP89Kc/ZbPNNvuv1zNjxgy22GILWvWMsBJi2/XYjnmfWGmDVqYbCZa3iaN4wMrvlCeWeOUZu3PGGWe8KEN4O173o0VreNYGfo1Ggx/96EdMfOk4wlIgx8DCoZJAfNtDhdGGpDfBFvLlxyJJz9WQrJkT9YWkQ5Z5Nyzk5VvtyfTp00flop4tdtppJzbeeGNG5tSJtgzRhSPLcqoTpbPZHGyhjDDytdaYqnRDO57fRVaAVsQDEZsfujGXXXYZBx100KgZ8K/P+O1vf4sf7+iZUUYjQSJ40QWawFDqSSQJuBLjcjlOZ42cqBSiY3EWNUFAc1mLOdcv4OBT/nvjpbe3l/POO49XvepVfO5zn2P23fey+0YvYaups8i9ZfnIIAtXLuGuJY9w6qmnctxxxzFlypSndT1JknD88cfzkfM/RHVmmeq0ioTxBrLDLtIClKI51BQ7795YGi8W0dAGDpNIWWHKTpP48TlXM3v2bF7ykpes6a1+XqHDn3uqo/2zwbNesJYuXco999zDprttKF7ozoPW4IVXZUJNGIfkzRyTGOJKiCs8RV6IRk9Bc2WL1uKUuy66n+t/9fX/+ER9LtDb28sXvvAF3vzmN9N/ag8MhIRRQHNVi6BswCviOMI5K0nFkerWukwkydQKj7WWgU37+MPn/sjw8DDjx49fp9e1tuGcE0fRrXpFuhJIbTLsN6AkssvnEPaIz5n3EJRCaVqkFt9S+Axsbrnnsvs54uAj2WGHHZ7We0dRxCGHHMLee+/N7bffzt13380jjzyCTVO2nf4S3r3jjuy4445Mnz79GZcbDjvsML75zW8y9NAyyhNLhKWQIDDUlzQI+wP8IJQqCShxUcVLhJzy4J0swkEYEE8KmbTzOO66664X3YLV2Vn19PQ8pYzvmeJZL1grVqxA92tKE2WbD7TP+FJMx0ltIgyF7mBzh4k1STVGoUgbKT6F6z95M2effvY6K7Y/Ga9//ev5wAc+wMWXXsxLP7AFeakg6glprsqpTqxQtCxRbyTF18yjjRTinXUSpBFIkEZpXEItr70oFixrrXQHNzMUNUkgCkpiLaLRor00qn2kkgg1m9mubCtPMwgVs78/h+rcAT5x/iee8RO5v1+sZzr2M6OBKVOmcP7553PQ299AWA0Z2LIPl1hULGaOSW+CCQ1RNZJup5cal0e6oEVWkBU5GsPARv089thjoza25wNWN0ZYvnz5qLzms6phFUXBL3/5S4Ie2V10sgZ1qMnrBa5tx6IUeAdFVojbgffiiOAshJAPF0SrEo4++uhR2zKuKZIk4eMf/zhuhWN4sA4K8pGCsBRQtKzUtKzvdowkEViOAZJfKC6ZvvBE40Kuu+66FzzF4a677uLRRx/FhAbTY9BaoZUSo0PrhCtFx6Wz/SBLJA0niA1BHGICxbL7lnPKKacwc+bMdX1JXeyzzz68+9D3UF/aBOspcivxY6kVXWTRNnUsxNTRe9+muEjGYidpKS7FXHvttSxbtmxdX9JzBqVUV5o0WsqVZ7Vg/fCHP+Rz53+OTQ+bQTIQEyadrqATC2TaRv2Zw2ZWJqnkf8siVkAYhYwsH2Gbbbb5F0/4dY2+vj4mTZqEK9oEwViJILptmRNEItzWgXC0FP+MJ1OFphi2hEnIAV/bmxM/fAK33HLLur6ktYYVK1Zw1FFHkW/eYNwWfYQmIOqJcNbTXNVCKdGR6shI5mAou5O8mQmRNMvRkcIQMPxInU033XRdX9IToLVm+vTpZO1mi0Ni4YCuGkJpKbR75/FI97uoW7KVuXhqtXI2f+NG3Nu8i09/+tMvKgvlzumi0y1cUzzjBWtkZIQvfOELTNy9n7AS4p0nGYgp9ZfondJLVIokSSSQcAlx6PQiwdFQ5EVbM2ZZcvty9tprr+dMhvN00dPTww477EBtTqNNVxBTP+88RVMmW54VFE3bztFzFC1LPlJ0PZK89vTMqrD90dtw+umn/4vQ9oUA7z0XXHABD+cPMHX3SZjYEPaEBEFAqVqib3IfJhD+VdbICEpB2ztftRUQjiAKwMHwohGaS1pstNFG6/qy/gWveMUrGLqvLgx2LwoNHWowcg70Suo0yijhYLn2IqbBp56wGhD2BOxx6k5cfMXFLxp3WmstK1asAOTkMhqUpWe8YF177bXct+A+Ju84HhNpypNKuNwRVkOUh6RcIo4TwjDAKy98lfY485qEleI9bsTz6M2Ln3MZztOB1pp3vvOdLL1pFcqCq1tMyRCEBo+XLx2K5mALawtag6l0SDvEOHGhwVnHxm/ckD/+5Y/ceeed6/KS1gqGh4f56U9/ysSdxxOUxFrYZQ6tFUEsqoZSKSEpJbILTQuJcsscSmmUEacL5RQPXTWPww8/nMmTJ6/ry/oXbLPNNkyIJjA8pwbOU6Qd7lWb2Z5Lo6U51KI10iJr5OSNAiyYxOBbUs/r3bCHbQ/fjO985zsv+DIByAOtQxYdHBxcNzysX/7yl/RtVQGtMLGhaAjPQmlFWBFHhrAUEvfElAdKhOUQrz0+bG+f2/+578oH2X3Wy9hpp53W+CLWBg4++GC23GhLFty8mACDyqE1kuFyEdY2GnWszslbBSbScuRthxYEkSEsiU4yqBpmHjTtBXks/Mc//sE98++RskA16Fofq0gIwi6XhSmMA6JySFSOCGLppnrnKdIcn8PQ/BEevmo+J5xwwqhpzkYTEyZM4IMf/CALfr2Y2uIGaHn42lxCVmuratSH6m09odglB7HBlAxFs8C5dsSVgY32mcH3vve9F4VcJwzDrnf+6nrQNcEzmh2tVosHH3yQytSSSFJa4gekAo3W7eAG5SXeO5dtsg40JgwIjMEbR5plPHrrYh6+bAFf/epX1zmV4d+hr6+P//mf/2HFH4cZebRGPpKTjaRkRU6r0cI5IRIGoXRA0RCWQmwhrqnZSCZp17lj2nZTuO22215wT9V58+ZhehQY5EupRMbkM2muaK3F0cBAEAcSiFqS5BzrC5TSpMsybj//Hs449YynTWVYFzjxxBPZeZNdWXbvKprL5fPPainNWhNCj8tlsRL9JEIitiLxUlpR5KI7LFXL1PLaqHXN1mdYa7vSnFKp9NwfCdM0Ze7cuQSlNvu7vavqiJx9O/UkbWTiNhoovGrrr/AoowlNyIO/nMuFF1641vzaRwv77LMPn//851nwl8fFaynNsQ3pgLpC5Bh43yXOFvk/i6lBKaBILbawqET87l9oxdalS5dSnpJIGrKXB5VJjER2VcP27JLjkMejgrY/ohZ7bBXB8gdXsG11e0455ZT1cnfVQbVa5dJLL2XFH4ZIV6QUdfHCKk9K8JmX60Xmu8sdeav9WWuPjiR/syhyTKIJx5snJE29kBHHMSBE8+f0SGit5eKLL2ZFsIzypAS0BKECeOtkl6G8SDLaoaPe+bY4FJSRFrYyMLKovt4vViA7hM0224x0uegJ4zgkqojdr9Fim+K9aOR84eVYyD/1Znm9IDQhA1MH+MO9v+fiiy9+weyy7r77bs466yx6ZlTFocPSdeFUBugIxZ24tCqtsPV2MbrtdIGH5vIWU6ZMGbUjw9rE9OnTmTRpkrhNhBoVKYqa6AxtVoi0SLe75L7TPRQnXa00PhXv95mv2IAPf/jDL/hFy3vfJY4+5zusP//5z3zkIx9h5munEfWElMYnRJUQLLi2a6QrHB6Pb3fJvJX/mkSjEdJgUS/IludPaZ62PmLWrFlkCwqaq1LJMPRSTPdKdIXeS1fItly3uVC0CqFzZJ60ntE7q8reZ76Mj3/84zz00EPr9oJGAa1Wi2OPPRa7eYsJLxkg7o2pTK4QlSNJdm7rLpUCmxdtlYC4fap2EAVAGEWMLKyz1VZbrTPR+zNBHMdsv/32ZCMZ1jrCklgpqUAeyp3vAN4TBAFFVrQ7yAVZPUdpCS3Z5fgduLP2Ny644IJ1fUlrFau7jNZqteduwcrznC984QtM2neAZFws218PcX9MeaBM/+R+yj1lwjjEe8CCsgrrLRSIB3oufKyFNy1m2822Zdq0aWs8+OcCW2yxBVOnTiVdkBI6gyk0yqnuQtzRxXkcRbPANiXFOogCdCe3LoGJW49n4v79XHTRRc/7kM1f/epX3LbwL2z4mmnde6C1JumJKZXLVMpVNJp0KEOhZfFuO9E6Z8VHKvU0VjSYffkc9t5773V9SU8LcRzzqle9iuV3r5IHVj0XGotqO+96hS0sNnc0R1rYlpWie+ZRvp26g8yH3Y7diW9+85ssWLBgXV/WWoO1tmurU6lURmXeP60Fa/Hixfzyl79kYPNeTCRHIR1qKCAsB9LKNpq4HBNXY5SBZq2J8RprLTrWFEVO2kh55HfzOfXUU7tn2/Udvb29HHvssdRmC/HNFk58vhQUmcV5T6uRUhusk7eKbrhGkRVt5wpNOpJC4Nn6bZvz4x//mJUrV67bi1oDWGv51a9+Rd8mVUzbYTOsiGe7yz1BWXR11XFVqpMq7dqOJHp732aC51LnmX/tIvbee2+23377dXlJzwiHHnoo0aNl6ouaEmyRSSq4Kxx5KydrpmRpJtQXowg7uQWRdNWlKWWYuMM4WjNr3Hzzzev6kkYNRVGwcOFCbr31Vn7xi19w6623dhepIAieux3W3/72N6IZognUkRFGe2REN9eUmPmoLBmDSskErk6qULgC5x15I8O34OEr57N9z44ccsghazzw5wpKKY4++mhKQ/2svGeIIi1QuaQRNwebDD0+SNpICSKDza3QGpIA3y7Ie+iyu/s36WWVWsHChQvX9WU9a9TrdX7/+9/Tv20vXntJQ8odtiXXLvNBAhm8FVWAiQKCdtK3zxSEMLK4zt3/dz+nn376eqd0+E/YbLPNOOGEE1h001KaK1KstWTNjCzNKMix3lIUUrPrLGgiSxJvex1IpdPmjo32nsmf/vSn531dM89zrrvuOt785jczY8YMXnHIXhz+2Xdx8HGv7871efPmjcpu8mmJn+fPn08yIeouSFGfpN7azBFWACeqexMbSfR1cqCPKzFWFdimY8Etj7H4Jyv40U0//7fGbOsrJk2axOWXX87LX/5y9CRDeYOE2EYEpRAVSKxUkVrCnqirNxQhtAbj8ZnClER3WZ5RYsGCBbz0pS9d15f1rNBqtZg/fz6b2g2lftPm4+lQo7Qc+2zm0NphQrk3GI8rrDQp8GQrCv542l84/YQz1hvR+9OFUoqTTjqJm266iTtu/CvTXzmZ8qSSSHJaFgIIDBgjvu5yVETKJEGb7qMkNLYyscQDf37gCe3/5xsGBwf5+Mc/zsVXXMzUV01gp89tQ3VqBaM1SU8Jg6GxrMnDv3qEV77ylZx33nkceuihz7oj/LT+VZZl5PW26LNlyUdymaRGYtuVER2h1mKxYUJD0WonyngJH1C54g1veANbbbXVsxrousauu+7KjjvuKAznjvjZgQk1OlSUBhK5TiTqXGuNsw7X9DjvyEZyXObxgePWW2993lIcOgRYE4vQXXmJoLcti1e0+UjtLyvSfFFA0is+WDYTk7v6nAZvectb1msqw79Df38/Rx99NMMLG9JACCTxqcjEAMB7kekIzQeRH2kJ41VGtet+ksU4e/bs562Lw4oVK3jve9/LD+/5PtudvBkz9plG36xeTGhIekvt9KyIydtNZI+P7MQmJ2/Au45/J9/5zneedT3rac2WSZMmka8qJGy0ZOQY0PkwEiMe7W1bFZvb9vldZAnWSapJ47EW06ZNe150g54Kxhg22mgjfN0TWtNOy/HyJU0dtrAUjULqFIW0c5VX6FiMDGWnAbu9f0e+8q2v8POf/3xdX9IzxgMPPMDJJ5/M9DdNJO6JJVdSQWtlii4bglBLbdN1UpIsNrVgIK/lmCggLIW0aqKrfK7DRkYTkydPFj+vQpouRT0njI0sREZJhJ0t2ppCJYEMDSnCZyM5Hs/k7ScS7Cyk1Oeb1rQoCk488USum/cbZuw7jfKEEslAjCssURISRIZAGwmf1R4VKKbsPJF9z9uLk049iVtvvfVZve/TWrB23313iqWWdFUG7azBDrPXOyBoW94GchwMoxC8omgUkpScFTx+3+PPq+Lqk6GUYqeddmLe9YvxzXbYp1Moh3h7564t8s0xYVsQnVvyWgG5cLPIYWCTfvb42I6cdtppzyurkaIo+OIXv0hj4yHGv2SAuD+iNCEhCEJ6p/UQh5E4V2hFVhOf+7AcElUjtNEQKvkCF4qVjwxxwAEH0N/fv64v61ljs802I1gVSiesVaC1Jm8UKAm2lkaElodXUc+7IbEasR6izeXa9aQduP7+a593D7BbbrmFn/zkJ0x/xRR0rNGRpqgVREmEUXK8NZEhiNr1XADjGb/NAC/96NZ88pOffFaL9NNasGbMmMHuu+9ObVFD0mNsmxRoJUSgSAtACow4iSB3haNIJTFlZH4N94jm5S9/+TMe4PqEgw46iGKpRacKO1SgAikqOythGiaWyZinuTxhs7YvWCix62gobMG0Xaewsrz8eTVJ582bx7e+9S16N68SJgEmNGgjjHbtDNXxVSo9VdGSVkSGkzcKilZBUbeoQqFyTRCGzLv2UQ444IDntXX0lClTOPjggxm8dxgsUr/qpFe3bYmyZkae5+SFiKG9R7zTjMEojTeOuBKzw3u24cILL3zeeL5ba7n00ksp7RiSjBN9qLe+m5bllCMIg3atjq47R1yNMYFm6q6TuWvo79xwww3P+L2f1oJVqVQ48cQTWfqnlTSXNtsWuFKPsC0LSlJR8iIT8lyb5qDQ5CM59/7fbI58z1Hr3LN9TbHFFlvwzne+k8fvXk7eEG6Z9Q4cpMMptZV1Gs0GrZFUFirX7hDaToq0eJyrkmfTQ2bxs5/97HnDybrxxhupvCQhHhcL76gQsqwJNEHJkA3nKA1JJSHuiQkSI1rKtuLBOot3nvt/9hDF3Z63vvWt6/qS1gjGGN797nez9K+DtFalouZoc61sYamtrNFqNGnVmmIXnQTSOfRiE24zIdEWNmfq7pO46babnjeJ4YsXL+a73/0uU/aYQNgbCs+yJU03PGi0dIStrAu6vV5kTVkfor6QmS/fgN/+9rfP+L2fdmvioIMO4rWXH8if7ryR0oSE0sQSKHHcdM7hi4K4FBEkGtuwWG8xTjP3t4vZsLYRJ5988qjUr7z3LFy4kJtuuom5c+eybNkyxo8fzzbbbMMOO+zARhtttNYKuUEQcMYZZ7DPPjeytG8l08dNprm0KUkqgSHuj4iiEkrLQoVS7da+pK2E5UAWeuvo2aDC7Nmzqdfrz4uu6a233krUG4peMDboyGAijU0t1ljKPYl4XHlJe/YFmPZ1Y8BbT2NZk9svvpsrL/7J0w6DWJ+x//77c9z/O46Lf3Ahm757JuG4EOsU2WBDjsKhluMw8sUNY3EqwbSTd4w4l0bViHHb9jFnzpznhWStU8qwTuRnUVncKfDgc0/QE2BTK1QnjeQ8BEo6p6E87KbtMIW//9/fKYriGXVIn/Y3u1KpcOGFF7KF25Y5Vy+kvrghhcTcUqQFUV9A1sior2xilSNfWXDX/93Pkh+s4pJLLhmVCfrggw/yjne8g6032ZyvfPKz3Hrlr1h26/08/Ns/cf5HPsM222zD+973PmbPnr3G7/XvsOmmm/Ltb3+bRVcvo/lYi6JREPQE0mSI28dDL86qIkFpdxXx5M0CWwiHLRovqcDNZnOtjXW04Jxj6dKllKbEBBWxzcnredvXSmEC8Wi31uG8F0JxyXQX6bBsUDHc+Z17Oen/nczrX//6dX1Jo4IgCPjMZz7DNtNewqqHhhhZUJOg4JJp+/x7TCImAEFZCvIe2XHYtmRHGYVzluq0yvOGn/foo49iJmsR/Rtx5LBZJ8VbpGkmlM8/iANRudCR74kYPpmYsHz58md8DH5GW5ENNtiAK6+8kgM3O4i7Pj+bh38xn6F5w6T1lNrKBkVqaa1qMfe3C7nmuN8zbeFMrr/+erbbbrtnNKgnwznHD37wA7bYYgsaDz3KaYcdwScOPpKjX/km3v6qA3jn7gdy9ltP5LtHnY7/xxK23357rrjiirVGyNtkk01k1xS1W9YFgATEym5LaB4AaDnDG2Pa2XuerJYR90SM26WXz372s+t9KvCVV17JL3/5S5K+BJ868pFCdg4KTNlgCzFp1Khu676zm3a5k8ZMBirTbLrppuuNf/9ooK+vT3ZFBZhyQDqY4Zry2bvUiizJSuCqdw4TGHGxNRrnPV47rLWM26SfL37xi+v9orVy5Uq++MUv0rd5FROK75tzjqAcCM0lQHSVgXTKnRVr8c4uyuVOEoacuL88U/7ZM2arTZ06lcsuu4zDDz+cb33rW/z6a7+mruu4liOcEJAvKnjTm97EaRd8lv3222+Njzvee6688kqOetd7eO8rXscrt96JSAdor6kmZfEQjwM8sM2UTZix31R22/IlfOio4zDG8OY3v3nUqRTVapUic+TDBeV+Oe7oxPzTB6wkxyHvHMq2Wd9OhOCu5dCRkGpf8Yk9uOhd32S//fZbL51XQYrtJ510EtPfNJH+zXqJyiHaSyKMbTl8VRowknIl6dg60RSZFYcGJ6WBIAloLG+yzTbbrOtLGlVorZk0aRJD99aYsvsEkSh5ofyoQEwMLbZbhC5SCeSg04gpFDoP2Potm3P7irs5/vjj+eEPf7he+sQ55zj77LP5+8htbPqmGcTVWAJHvIicTShReM45fA46Vt3E96yREvVGBFoyHVc8uJItttjiGdujP6tiTxRFvOY1r+Hyyy9nzpw5vHbP10IKA/k4FixYwBVXXMGb3vSmUanN/OMf/+DDH/4wb9l1P162yfYEymC8aLLKUdK2I1aUwhiLI9CGbadtwmcPO5b3HX4EDz744BqP4ckYGBjgda97Hc3HW92CYycBWhuJeXKFkyCOQkILiraPVpAEBHEI3lOdWWbnU7fn3HPPXS95ON57SffuXcGEHcaJjYyHoGLom97LwPR+kqREGIcSMBKI/33eynHOYQtx27SZo7G0xfLbV7HJJpus68sadey9994052UUqcUbSbD2uYUOb7FddJYdh9R8yRVZI5MjVSzlg23evgVX33D1eqsvfPDBB/niF7/Ihq+eSpAIGTbuj0n6EkqlMuVqGaMNYTUQu6WOR57zBKWg+zMe5t+6kIMPPvgZbybWqDptjGH8+PFdPk1vby8TJkwYtVAJay3nnXcem5Unst2Wm+K8I9IhlbhEJSxRbzVJgphSmGCdeHFVohL91R5esdWOHLjNHnz+858f9U6cMYYjjjiCxbcvx2kPmccEwmwvGgVFo6A51KRZb9IcaUoAhxL2M9BOwoasnrPhnlO5ffFt3HPPPaM6xtHAyMgIP/7xjxm3bZ9QVvBgxN+pc9QzRhNGIRrZLRQtK1ZCeInvMmIf/cCPH+bII498QRTbn4w999yT6T3TGXpgBNew5HUr5o4a8kZOkVuaq5pkrVSOTSiKLEcHppsi7gpLaWLMDkdswy9+8Yt1fUlPiZ/85Cf07FxGB7JT1IHkcfr2sU8rQ6W/QhRFmETUD7YQV2JfgLeAhpGFdZb+cSX777//Mx7DGrfTvPfdGsxo82oeffRRvvOd7/CyLV+CaikqcQnnPJGStJ5KXAKkdlIKY0ITEpiAkACjNW/eYz9+csUPmTdv3qiOC+C1r30tu83ag0U3PE6rmWO0RhWQNXLqgzUKCvGCSgIJFA2l5iP8NUCJNEMlMPklE/nLX/4y6mNcU8ybN4/Zs2fTt7nEjdvCEVaD9k5LYQKDNsLHiioRQTkg6g1RocSi2dSivWHl7EEe/ekSPvrRjz5vlQ7/CQMDA5xxxhk8+vulZEM5OlBk9Zw8y2nUmtSHa+RFLkX3doiFSQxhFIhKpM2G98ozaedxXHPNNeud53ue5/z+97+nd1aVZFJMWA7IR8QyKiiH5I2CqBrikd2UCQ1BJSCqROJYgZKTyHDBjef8iU+eehqzZs16xuMYlf5/h0bQaDRGtaB6xx13sMH4CVTLZWId0UpTAmVo5SmRCXF4NFK8DIwhMoE8sYwmLwo2nzSTXWZtvVZilUqlEhdccAHJ/F6G/jFEbUmD+lATpy3gpWuC1LcI2yaHtOs8SHdNBaBLmolbjufhhx8e9TGuKebNm4cep9qWxgHKKfLhom1WKAuP1gplxEZIaVEEmLIm7AsI+gyN5Q3+eMZfuPDCC9e7zMHRxLve9S4O3ecwHvzxfNLhjKyRiXHfcCb+aJUApem61Boj/6sQD63OgywZHzNnzhxGRkbW9SU9AdZaHnnkEZLxEcWIlaDgXhFR+sKT9MfYwoq+uGHBi7VOUDLicZ9oTKy5+Zy/8rIJr+Ckk056VuMYlQWrY2872i36hx9+mOm9E3GFEycAJYzawrl/dqV026YZj7XtNrsyaK2JdMAW02aulToWwHbbbcdRRx1F+nhGGAUoL7o6Feh27p6IhF3qcIVth81awjgUcXju8S1PaVzCLbfcwty5c9fKOJ8NRkZG+PnPf05QNYSxeDrZwqGCdi6f0eSNXCapVvI7SjqEZLJwubojXZWz04Y7c+ihh74gd1cdRFHEpz/9abIF4jbrvKexokXUFwkVJHfo0IBSQqgtRBRvCydf8rzAuQKsIqgE/OY3v1mvSMXXXXcdC4cXStxdWfTERdOiAi1JSIWkeqNAhZqgouXBHIijh3ISRjP4yBCnnXYa1Wr1WY1jVBasTpRPb2/vqE7KwcFBpvZNoJVmFM4RqoBa1kShSNvH0FIYEwUBRmmsdyRhJC4RSkh7/eW+teqdPTAwwODKOkVuCXtDyuNLXZtgm1rpIAbC/M2bYupmC4tq6zCVU2y4+3QaWw9x3HHHrTe8rMsuu4zv/fa7bP7OWYRRIAuSE1qGcK7E/8pEwrfJs7xtzufwBrQSb//6kgbTp09f78Jy1wY6KcdFTepUUTUkH8klcDfW2FZB3sjxFnkABwaNJm8J8924kOqUCnt/ZXeOPekYbrvttnV8RYI5c+Zw2GGHMfXV46lOreBT2tph3Sa/FjgrXeFO7c4VDpdJw8WEBl1SZGlGq5HS29v7rMeyxguWUqrLpTDGjKptSqlUYqheIzQBRV6Qu4LeuEIpiqnECc45VjVGpCPlJfOwZTNppRuD9Y6h+shaZZLvuuuutB7OMCh8w2GbIkHxuSeoGOkWtj2RlFKkqzJsU7hMFEq0mVi2O2pLbnjoen71q1+ttbE+XSxYsIAzzjiDGW+YSjQgPu1RJaRnag9JnBAn4hZbpIVEvTVk9yhPUoXyCpfKsXHJQ0vZcsstn5c2Ms8U48aNY6uttqK5oiU625bULINYTC+9gzAJugEdzVUtskYmX+y6xeHwXljgm759FmedddY65+g55zj//PNJtg+YsvNEgshQnpRQGWh3BZ3BhIGUPFw7IQjQus03C6RcUGQF2dKcSXbKGjVeRmUWNRoNYPRsUDvYcsstWbB8CWmW00ozAh2Q24KRZoN62sSDFOK9pJIYrQi9wWhNmmcoD/9YNIfNN9981Mb0VGPccMMNWfbAKnwk+XwudyJZyj1FITWtdCilOdySVq9z7RqGuHOaROPx7PCerbn00kux1q618T4dXHXVVTTG1yhNTAAvdRcn2sjyxBJBEFLprYiYNdb/vJ7CY73k7xFAsdIx75ePvWCY7f8NURRx5JFHsuRvKwmMhpIiCDVZPcdbhwoVWZbTqqUMLRoGLQ8yE2mJPfNS2tBlxWaHzOKqq67i3nvvXafXtHjxYr72ta8xabfxEtmnpHjuvagYyuNKJFFCubcEWqRHLvfSGQ8UzlrIpD73wC8eZv/9918jW6FR2WF1FqzRNqXbddddebSxAoDx1T4aaZMkjAiNIQlj4iAUwzzvSfOMrChoFqkwaZVi0cql3Dz3bvbaa69RHdfq6Ovr40Mf+hDzr3yc2qKGRJ9Zj3OerJ7SWNVgZLBGVmSESYBDAiqgLYgtjBToI8+k7Sby61//mqVLl6618f435HnOH/7wB/q37CEom/ZYwWft7k871TqqRCQ9MVElwrRTrr3z4MC1ZDfxwK8eZK/t93pe2wo9Uxx22GGoxYaRuXW0UjRXpQRlQ94qaK5q0Biqk9ZTwpJ0jzv5nmKmLbvUVq1FMiFm2n6TnrVv1GjhrrvuIpwZSM4obVKolWaSsx6lNElfjNYyL1Sg0CWxmyqaBS73hGFIY3GTR66czzHHHLNGm5pRoTV0iu6NRmNUC4UbbLABb3vb27hrwYPU0gaFs6yqD2OdpZW3U5jzlLTIUV66lZEJsc4SasNP/nY9J5xwwlrn/hxxxBG8+tWvZvGtS0lHMnzDk42kFL4QJ4vcYYyYHppQSK8mNKIny3JUoDGBJhonC8G6XLCyLOOvf/0r1Q3LKMRCyGuIekNsW5ZDx+VXtXk4XoqrBB5CcStYdPPjPHbFCs4999znTeDIaGDGjBl85StfYe6vFzE4dwSVIUe/NCPL2k2KNo/JWdcuCYhbry2EVKqULAxTd5jCAw88sE493++44w76Nq2gY40pGXCimQ3ajsPeOtJGJvVL60iqcZvSYAhKQvKuD9W59ey/8aETPrzG1uCjciTsHGFGu+iulOITn/gEtyy6n4eWLMQ5RzUuk1tLPW3KsdBDqDVZe9HKixxrHTc/eCffvf13fPCDH1zr9ZOenh6+/vWvk98Lw/Nq+LpDOUU2KGMxkbi6KVQ3wty0I8Ci3gilkKTglmL8zv18+9vfXifFd+89v/71r1m4cKH487d9jnw75UZa2ICWJ2inLW8icRoNS6EYtmnH7ZfczRe/+MXnrXf9s4VSiiOPPJK3H/BOFt6wmNTl5M28m9PYaVR0tZiRIQiCblajcm3RtDH0bVzlmmuuWati/v+EBQsW8Itf/KLr2+9SJ4tV2XSdVl3hiSri1hDEAa59bHSFxySGoNcw99oFbKa3HBUe3qjssDpPgKIoRr0Vu9lmm3HppZdy4U0/5d5HH6GeNkmCkMREjDTqpFlKM8ukoF1kaKW5+cE7OOays7jkkkueMynIxhtvzLhx47AjBQ1SVCLtfxNK+9dZ1+0cKqPIavJUSodTfAGqkC/97h9+KZf88GIuv/zy52Tcq+Mf//gH73rXu5j1/6ZRmVxCo9tSIiPRZlrEzeBRRlwmO82ETsoxCqJSROPhFnvsscdzfg3rA6IoYs8998RmDleXUBJvnXjce4/z8qUOoqC72wIR0rvcy6JV90zbcQo9r0047rjjnnNeVpZlnHbaaTzIP9hg7ylEUSg0nUC38xsUSutu6Iizvm0v4whLUvLQSBdx6LFhNthgg2dNZVgdo0ocbbVao67EV0px0EEHceWVV/Lj+2/kuzdfzcNLHmVVbYj+cg9pltJKWzRaTeYsfZSzfnkpH7/mYr5/5Q95y1veMqpj+U+Ioog99tiDZi0jiAw+92gjDqTaiMZOh6rtIeXEFz91eGGEyOJQNkQ9EXt8akc+9alPPacWykVRcOaZZ9KzV8K47fraISOapDem3FdGZUokJE7qUyLNEZdJrY34txcFUSVkaI58uZ4PPl9rC9tvvz3pwzmqIhFvWV0cLShEa4iWGg9e5E1ZLSevF/8UyePI05yt3roJd+d/52c/+9lzOv7bbruN7135PTZ49RSCUkBYCYnKIeX+MoEKiCsxJhFKQ9tYtO17JmoPExuc99imozavSZZlo3K0HZWie0dZPjAwsMYD+nfv8aY3vYmbb76ZjV+1Ix/+6f/wuav+lwuu/QGX/+m3fO26H3L8d8/h4K99mJ6dNuKWW255VsLKNcXrX/96Vt43BJlvc1La3ULrcJklHc7wSuxl0loqHJXItGtCIpAlgHHb9pPNaPDrX//6ORt7R7Q+YccB4Q0pTVAWiYVC0Tu5l1KlRKm3hMsdaS1tc4qkZqUQh8m8VrDoL4/zhje8gYkTJz5n41/fMGvWLKZOnUoxVECoCGMjPLa2P5pNxbG2NZjRHBS9qSscvkDkTl6Y8D6ELV67Kd/61re6fMe1DeccF1xwAQM795CMj+XBFGningjvPOWBMqGJiONYDAkVBKUAmzqslUXYF2Kvkw3nPHbLklGzfx6VBatel1TkFStWrDV2rlKKrbbaigsvvJDFixdz/vcuYbd3vo7ND345e7zzdXzmm1/m0Ucf5etf/zqbbrrpOmFV77vvvkxwk1hy3wqKlTnkbeuVUOG1oznSZHjpCE4LT0xHSvzw2wXsoBRgEo0CNj5wBr/97W+fs4LrX//6V5ItwrZFiHyxglgWK1d4lKFbp0j6YkrjE0xgKHIpwjtvUUaTryq477KHnpPa4fqMSZMmceSRR7LgusX4lsM3PEVaiGA4t6R5RrPVxJJ3TtLotiWRdUV3N66MYvJu47nprzc9Z82YkZERrrjiCsbv2C8nhECEzCaR9CeXiwmlCQOqE6tobUhrGVFPgEZssdGyiN37owfwmR+1+vYapzd677tdoPHjx6/1hSIIAqZMmcJrX/taXvva167V93qmmDx5MmeddRZHnnwk46b1EVQCqU/ojCLQFCOWnqlV8OITlA8XxH1R10Y3rxWYisaHnp7JPTzwiwcYHBxcazvXDoqi4M4778RUJLU6aBeFi0aB6QmIezuyG5HjJH3trl9F/Psx4iaZD+XcfsndvPst72bPPfdcq2Ne36GU4gMf+AA/+MEPWPoXsedxLWgOpaAhLIWSLhW2vdMKiUXz1hObWOKxAJzUC6sblZg9ezYbbLDBWh/7Aw88AEDcF8nDNvPoROHzdiE9MBS5JQrE8jgMAslbjDQ+kIcdBSz802LuuVBeyznXbjys46J7ZzAgO6wXsl7s6eDtb387Rxx2BPd87xGywYx8KCMdSuUJFWlc5jHtsM2wNxD/c+fbvtdtmUPL0z+jl7nhQ5x55plrPXT15z//Oed+9Vw2eMVkWawiTV7L0aEmXZVim5KA5K0jqoRtV1VxjYx6Q4IwQIeGuTcvoPeR8ZxxxhkvKirDv8P06dP5+te/ztJrhxh5vI7LLTZr16lyibBHKbKhXDqHWjqtUph3QiT1HmMNWxy8CSeccAIPPfTQWh3z4sWL+eAHP8iEvfvaflby/ZYc0naICloyKQOZu8qIF5r3gPJEpZB0ZcoNp/yTQ2atXT9qWMATjoEv9gUrjmOOPvpo3KAjcwW+3f71bQ6WiXU78qkdYe48KC/CYqVwNfnA4/6Yl39kV87/9vn87ne/W2vjXbx4MSeeeCIz3jSF3llVoVrEEWESUjQlCcVlDoWQcTueXgS0Wc0O6yVqvbUs413vetdzsgt4vmCfffZh9913JxvMsIX4vXsnjqTee/GSSqSOKaz3dtPKCgeOQhFWQjY+cCbskfGJT3xirT3AnHOcd9553GvvZPo+U4jLEZXxJeKeCBOYbkfY4cibucxd+8/vv7deCu840ixre6gJkiQZlRLBqHYJq9XqOpeVrA/oxJllQznOSrcwiI04SmRti1wvZv3OO2zqKJo5eT0n6UvEpdMVVKeW2eVDL+Gss85aa5l1//u//8vK6nL6t+rpBgRoo+mZXKV3Yi+lnhJBEuCVxJnZTFwmlIOgHTSBBussyx5Y8YKzQF5ThGHINttsQ2s4I07EpUM7cRnxotrCedu1lM4bBVkjw7YsQRSinLDgwyRg04M34sorr1wrdkkgIudvffdbzHzVBoSVAFMScnMYh1T6y5SqZckdbYinf9GyXY83bUTsbpQBrxmZW2errbbqdopHq+M9KgtWZ6vn2pqyFzsmTpzI6173OgbnjAhRtBC2eGer77Unb4oTZWtVKvbKVj54VziM0uBkiz1998nc9o/b1opFTqPR4Oc//zmTdx8njhJKSVRZjxj0uZYjKSdEpQjldTdcQhklaUmZRTmN8lBbUGfpjSvWOHDkhYh9992XlX8aImvm4hWlQMdCEbHW4VJAQ3O4RVHkKCflgbyRi5JAiQNCMi5m43duwM9+9rO10oy59tprScc3icaHQsUJhNya9CUor0gqieROlmPpZrbNB10mig2bWWwq7gz3Xnk/b37zm5k2bRogxgijcfoalQVr9cjxF/uREOSp+p73vIfhe2vYmiUMAtKVKQqwLUdjuEmatcQmN5Z6VlQN8W37FnTbR8vLcWv89v3ccsstoz5J582bx9///nfCnlCcFrQIW9OhDPjnhA1KAXE1ls5QyeCcRK7bzOKsRTvNvVfM5rjjjnveh+WuDbzqVa9i+rgNWXHvIFEUdInDOlSkwymtRoPa0AjeuW6HrXP01qGWe20taM+Gu09fK46krVaLm266idK0mLyWkzekARBVQvJaDkq6mzrQJP0xYTUgqBgZqwas2GOjYdGfF9O6q5DvwPAwIDGBo8EgGBWm+5IlSwARzj5f4rbXNl7/+tfzyh32Yf5vHiUfzkkqMelIRtpskbdyYbx3uFca8mYuRm6FFCdd5lFAUkrY/I0b85GPfGRUwwmWLVvG2972Nvp3r9IzvULQFreqQInQNUAWMgVh0naObO8AgzjAK4/3QiKd/4fHGLyhznHHHTf2wHoK9Pf3c84557D4luXUFjWwdYty0BpukeWp3EvbdqX1SupChdS2bG674SZoT9+sHh61C0a1GWOt5dvf/jY/ueXHTNllInFPTNwXYWIt7rKIpAjd3mF7keoopdBGEVUjgorIuJqrmtx67t/43Oc+x7Rp07reV3Ecrx87LK11d1B5nj/jnLEXKkqlEpdccgkz48159PbHaaxoSEDFiBDrbC66LK21+CNpoTroQGN0gM89+ZDF5o5pO09iy5M25mMf+xirVq1a47F57zn77LN5sHiAGa+ZJrsnY8TlopOx2LTSZqetum9HzpvYQLt1HfVFNB5vcMtn/8Z3vv0dttpqqzUe2wsVhx56KB9938f4x3fnMrK4Tn15UyQ6RpowWkttSI7bshAVjaIdzmuxdY9OA8r9Zfb81K585Xtf5sYbbxyVsd1111186NOnMPWVE6lMKFEekCOga7YTbxKR2vg2Hw/TqVu3x98qUKGiPKXE7RffzUE7HsIRRxyBMabr5+WcWz92WEB321cul8eesKthgw024BV7voL6/AaNFS20VrKTURD3hjjrcc6itcF7pJDZtKS1FB1q4n4hcjrl2eBlU7jz8b9zzTXXrPG45s6dyze+8Q0m7z6esEd2T0Ec0DO5SpwkRLE8XXEAXvIVjWgdpVPUDottWJqrUnZ+yc7st99+azyuFzLCMOT//b//hxtyWJz4iBUOirYqonCUJ5VQBuJq3O0i+xxcU7qHyigcltKMmB3ftx2f/exn11gk75zjkksuobx9RO+sKlpplNGEcUDPpCo9/dXV7G/EQdQXSGRdGMoD1miUkxLB4tuWcvLJJ9PT00Oe5116S7PZXD+6hM65rjSn1WqtUyuM9REHHHAAjcczklIk2/xAuinOeoqWqPhtLh2irJEJ1cGqNuVByf10nqASsNVbN+N73/veGrtQ/vGPfyTYUtG/Ua9QKjIHSIcqSAxxOabSW8GEQduxQbqDnSOAB2EyBwGr5g6y1157jXpi0gsR06dPZ7vttsOmVjrBbfa4pK5COpJ1OW+2ZUlrmXi9F20LHwNCJoGJu/fzxz/+cY1zABYtWsRll3+bSTuOx5QNYW8AzhP3xkJZaTnKlTJRGInXFRodKbF1LixeOXRssGnB0MJheFwzc+bM7ut3FqnR2siMqnYiSZKxHdaTsMsuuzCtugEjyxqENiCtZ8JfakfZ25ajcDm1pbU2OU8mpjLyVDOBQQWaIs+ZstsErrv9Wq644opn/WC4++67+cIXvkDvrIqkmbQJi65wKK/QTkzltDbEFdGKqai9UDlJrsYLVaO1KuW+Kx9k3333HfvcnwZ6eno45JBDWP7nlfiWk7CUQEnce9tPKk1Tmo0WDte1odGhlogwwGiNdZYoiZl+wCQ+//nPs3Llymc1nkajwWmnnYbaQNK6TaBJh0Ufmg5mRJWIuD9uJ3troiQSJYYVsijtWquzFh1q5l+7iDe+8Y1PaMJ1doDlcnn9II6OTdT/jPHjx3P88ccz9xeLKApLZEJR6StPY2WD1LbI6hlxR+7i5GjorSxWLpegSuU0SU/Cyz+1C4e///BnFVAwODjIMcccw6qNlzJ1j8lEpQifCoNZa4WOJIU4iKRuYiJpWwftoImiKLDe4gpPPpQz77pHeeWmr+JVr3rVKN+1Fy4OP/xwoscrNBY1Uc5DBjZ1pEMt6sN1slaGbpeBlRKnV4yXnYoD6x0UCoNh12N25HePXMMXvvCFZ1wfcs7xzW9+kx/84XI2PnRDKgMlbMMRJgYTGpKBWGRl7bCJIJZFVWuNiQ1Rb4hrW0sFUcCy2Su49/LZnHrqqU+gNq3u5DIaGJUdVudIOFr0+xcajjrqKPbd9TU88Ks5BFaCKIqauE/m9bxbw9BBO+beOnw7XRkHxbBtP+UUk7Yfz7ZHbM7HP/7xZ6zev/zyy7lj1d+YvtdkwnJAlISUBhKiSPSM3nvxvArbPkftxoBqC1nDSiB8MudYdPNi5n73Ub74xS92P/8x/HdstNFG4jP1nYXUl7eoL20wvLSGwxGWDMpA0XRim+1BBbq7y/WFpxixBLE8QOJJIbt88KV89atf5b777ntG45g7dy7nn38+G75hCpWBMkEcUOqLicsJWEmsNpF4ntnM4vEoLTSLoBzg2qG6KoDhRSP85Qt38PkPnckOO+zwlO83WvXtUVmwOitqb2/vepWltr6gv7+fCy+8kGBBicfuX0aYBDRHUlSkJfHXeXHzdO3iqlZ47SkawoQvTShJJqP3FDZn5uunc8OtNzyjtOiFCxfymc98hmmvnARtfy5xBtGU+hKSqESpmqCVxubi2x3EbckI7TABC3ESYXTAn8+9iwu+9o0xZvszhFKK97///Xzwgx/koV8uwOYWXYgYOqvl0kHOLGE5FEoDIu2yDbFPNqEEgqDkwVadUWKjt03nq1/96tOmFDnnuPLKKxnecCXVqRWyVPiAOjaESUCcJMRRImESLSt2N1qJDZIGrEiKwpI0hR65aj57TNuTE0888QmFda31EzSl68WR0HvfJbGNiZ//PaZPn85+++3H8II6raUtyj0JOm933Iwma2WSEmwt9eUNilRSR7zzbZKhJoxC4mpMWA7Z5cPbc8ghh3DHHXf81/desWIFRx11FM1ZI0QDIToUL3bdbgAUDUuQBBgdUOpJxH/eWvGn19Ladu1gDWcd9UcblHV5rDP4LBFFEQcddBAuc+SNAhUrilrR3dGiIBvJ8F4K8fXlDfK0wASBOCLk0ojxFqx1zHzNBvzgxss566yz/qs0znvPRRddxMc+9jEmbDOAiTWmfdxUbS2jDjSVcWUqfRVMIHPB5Y4gMRQtS94sCJJAxNypZfnDK3nb297WzXZY/b06Nays7Qq8phjVGtbY0eDfIwgC3vSmN7Hk1lVE1RByT2El8tvaNok0tDRrTYl/KuRpFCbyFAvLIc46spU5cRCz4b5TmPWeaRx99NH/MSjWWsvZZ5/NzY/+kc3eNIveST0EOmjXRMQ/PCgF6FARxAFaS1KOmPdp8uFcoqcCjc1EQzb714/w+te//gnF1TE8M+ywww70t8bRWNqCHIqswIQa2+a85VlBs9Yga2WE5RCtxStLakqKIBZ1QhzG9E6v8vJP78KXvn8ev/3tb//j+/7973/n2GOPZeP3bcC4bfuJwggTGoqGRQeGfKToWnmbQFOeUCbuibslAm8R2++WpUgttSV1Fv1uCbvvvvu/vNfqPKzRIrmOypGwsxVtNBpjO6z/gP32248tN9qSBTctRqWKUAcYFHktZ/jxEdJ6KnYdWrynxCdLUDTFliQqRyI4VjBz/+nMVY9wwQUXPGU9yznHjTfeyJcv+DIb7DeZdpIUcW9MFIYYpdse3ZJUrEybYd3uTiV9CUEiDHibWowyDM4Z5oHLHuGEE054URv0rSnGjRvHRz7yER778zI5FmqNqzuyek5mM5r1pljMKOQ4juyovGqTNes5Gg0W0FCZWmKb/7c5H/zgB1mwYMFTvueyZcs45ZRTmHLQOKobllBWaqfVCRWZV84TVgPCUoC14l/lczkGBhXTztAU0bYOpHN5z2WzOfnkk9loo43+5f2KomDcuHGAEKnXix0W0GW3jxFH/zMGBgb40pe+xGO/X8Hgw8MUac7g3GGyVoZJJAZMYswV1ltsJro+27K4zKG96PhQ0pnRZcVOH9iOz/7vGXz2s5/9F37Wtddey8EHH8yst06jNCER0a1WKAdxf0xSLREnMWElxLl/doCUkbCJIssJeg1OiWC3OZjyh8/cyumnn85uu+22ju7iCwdHHXUUu03fg4W3Po5KwaaWdCjFFRaUUEeU0V0HDbwkGLVWpqI7zb00aiyYRDPtZZNgz4wDDzyQe+655wnvtWTJEg466CD+vuqvjNu2HxMG2MxSmihUpOq4Cn2T+jA6IKvlmEC3s9zaTGEUqp3yrCOpaT549SMUt/EvncEOtNZdN+Jms7l+1LDgn344rVZrrOj+X7D//vtzySWXcPcPHqE1mBJPiNtRWo6gbPBKfLGM0iityZqpdA0LqR+ptuO/L0ClmsrkMnuevivnXnoOZ555JiMjI1hr+clPfsI73vEOxh1UZeJLx1GqlohKERiZfBpNWAkIg5AoiIlKIXkzxznpXKIVKhDhbRiGBBXD7B8/wht3PoxTTjllbHc1Cujr6+Ob3/wmPXPHsewfK8nzHK89yreJw/hu0wMPWSsXcm8cYHRbHJ85gjBAeY1xAVu/ZXPyHRt84AMf4J577sF7z4IFCzjxxBOZHdzHZm+ZRXVchXJ/iWQgIRsS3lWH51XuLxNXY1whVkhFbiXp2YrrKEYW0qF5Iyz836VcddVVTJ069SmvrxNaAiJ+Hg2MyqybNGkSMFbDejrQWnPYYYcxZWAKqx6toepCwjOBIa+LpixPc5ojLRpDdfCKvFlIyq5GjgCFQuUiQiV0VCaW2Ov0Xfmfn57PEUccwYc+9CEOO+wwxh1WYfy2A2IemBiS3pjABG3DQOn6BZWgnSkYESQB+UghEy1z0qUsHHlR4OqeB77/CMcee2xXOzqGNceWW27Je97zHhb/bRlaK1zdURTiimBzJ4VtWzC8dEToBU64TypWRD2R+MBbj7YajNSXNn/zRgxuuoyXv/zlnHnmmbz61a/mdwuuYcY+0wjLAcm4WI78pZio2pZ/FRJHhoMwDkn6xHBPEgaQNdPKYuoDz/w/LOLQQw/9j6neqzcA1qsdVqdLmOf5Ojfw896zatUq7r//fm644QZuvPFG7rvvvrUakPFM0dfXx3vf+16W3LAMWzgi3w5+cI4itZKi4sUvSyklyvlId3PtbCoeSaZiiCsSBtE3q5ddP7QDt9s/88P7v8fWJ2/CwCZ9wq3pjYTTZaFUTSiVSyivKTKLbTp0KC4RJjLEA5HUSbyw261zoD0Lb3yMffbZ50UXjPpc4B3veAeNBRmtVSLhIhenDt82cqytHBFZTrtjqzRopaWz2LTi9ODFi04HhiiO2PKdm7LVKRtz/q+/iHt5i41fN4Oe6RVsy4mqAWnoxJFQWUxopGYWqK4/e9wfCf8qUNAW5nvvaS5t8eDP5vDWt771P5aAlFJdyVYn0XpNMSrWCqvzP9alpmzBggVcdNFFfPvb32Z42QpmDkwlNAHLRlZRVALe+c538r73vY8tttjiWR9prLVkWUZRFARBQBzHz/i1lFIce+yx/OAHP2DZQ6uYvt0kXGohluJ2VBZfb1WAj9tWM4a295TBVHT7CSxEXaMMPvD0blhlm3dtwdBjw6hYUlo6xmu5yXG5JyxH3YBUZ4Wc6HJPWBJiqtYKYnlqeycxZdmqgru+/Q9+fOFPxrza1wI23nhjjjniGH70x+9ReWMJrTXNoRTlIRqI0EqTN3OMDjBlg1Ka1nAqrqUeomqEzRG6SioPoLxeMG2XyYzbqo/hZSNoI8nj/bP6yOtF13gvqZZQiAxMuXYiTij1KGWQwBGtyOoZqiXmk7dfcjeH7nMYL3vZy/7jdXnvuxuY0TL2HJXUnE5hbV0RR/M854orruDoo49mp2mbcdzOb2DjSRswodqHCQJaRYZznp/86Xpe+o2X8rnPfY4TTzzxGX35Vq5cydVXX80f/vAHbr31VhqNBmEYsv3227PPPvtw4IEHstFGGz3tp8i0adP4n//5H17/ptdT6ompTClBpgjHi0ja5o44CeUYqDytoZQwCfGhp2gV3e6dCGNlsuEhjEKS/hjrCnGFjOTPeyf10hpJKeoF5QH5UoRRQNbMMW0SqQ4UXoFrOYKSwVpP85GUGz53Cye89ST23XffZ/kJjeE/QWvNmWeeyQOHPsA/fn8nU3afQDgQESiNa1l0SWMSg1fiWNuqNcEq4mokVIi0AKNIRzLCciAE5DCgyHKU0gQmIEgM9RUNwlJEdVyFVi0FpfA4NEGXV6W0dIq9kFnwsUdZMXN0hee+786m94HxfOEXX/ivmxPnXPc7Nlonr1HhYXViqGq12nNejLXW8sUvfpGTjz6OD73qbRy/z1vYbNpMxlX7CCMRbvYmFWZMmML7X30o3z3qdL517tc47bTTnpa0pcMK3nvvvfnQ0cfTvHsh797yVXz8FW/nhF0OZqtGD5d/6SJ22GEHzjvvvKftBKmU4sADD+RH3/sRD1w5H9uyRHGAGxGtHkoeBnmrYHDREM5bfDsqSQfCg3G27VEViA2zw2GtJYxDlBftoVIa5TUu9SRJjI4VNncSIIA8nYU97YVp3V7kfO6JSxGzr36EY95wPJ/97GfHHBnWIvr7+/n2t79NPLeH4Tk1VJuCYq3D5Y68KRy4rJlSZLabYCM/A94TV9q7feUJIoNCOoyVgTJxb0zPxJ5uEk51oCJUFjQqEKZMVI1EadFOwwliI82dQLI1Rx6rseyqQf7v//6PGTNm/NdrCoKge/paU4eR7muOxous7un+XONXv/oVX/rM2bznZa9j86kzUVoTm4gojISfEpeJTIjFEQYBm02aydff8zGOu+wcZs6c+R9dMtM05Utf+hKf/OQnOXavN7LL2w6mr9JDKYwxxhAYg91wEw7Y/uXct3gO/3PeBdx+++184xvfYPz48f917J1Fa7uZ27H0wcVs0DsZ3atxuQXnqa9sSIBpGKK0FFW1kQw7FBIaEYnTo/egvUIrTZiILUzRyomSCIzswMIkxPhABNUg1jFOFijlhFXv8bjUCaN9WYNFv17Ce29979hR8DnAjBkzOPXUUznl3JOYsNUAQX9A4Ww3GbxRa6A8xOUYpXRXqmOthQyCpB2/ZoG240cQG4LE0BxpUeor4ZT48Guj6ZlQJWvk6NDgEZ0guu3LVrdtdr3BZmKD/cDVD3HMMcew9dZbP63rsdZ2H3IDAwPrRy6h9767UGmtn1Px88qVK/nIRz7CyzZ9CbMmTKOVp5TjhDiIKGxBKYiJTEjuLIEOiMKIUBum9Y3n9DcezXnnfIGHH374KV/bOcfFF1/M18/8IucddAyv3GJHKqF0QU0QYLQhDiPiIMbi2X7Dzfny//sQI/cu4Jhjjnnauq5KpcLZZ5/N439eQdbMiExAUAqEYW5FnhNWAtlNWQmvaNVS6QwFYqiXN3PiaiSZh5FoDk1gpAOkDT6XsE6FHAOT3lhsmesFykjr3OWWoByQ1TMptDvFzZ+/jeOOPn5ML/gc4t3vfjdb9G3F/OseI12V4lNPnhWMLBshHWm1ZVLSPXTe0xxuSopNrFGhomgW2JbQHRTtZB4grkZiHFlqh7R6cM5T6k+k+6eQsJRMjAODHkn9ti2LUpqFf1xMfhMcccQRT/sUtbpsb3h4eP0gjj65E/Bc4mc/+xksr7PdhptSTSpUozKNtEXuCkpxLH5S2lAJE7RWxEFIHESgFbttsg07jd+IH//4x0+5yN5xxx2ceOKJvGO3/ZncP4FmlhFGkXRpPARGFsBKqcT4ah+lJGFCdYBPHHQk9/7xr1x22WVP+zr2339/zjjxM9zxlQdZ/vAgxcqcwhVtC12F99LZsYWlOdxsB0aAK6ywpAMj3tsa6QYiFjE+E2Z0pa+CK+TB4qxHoTBGi7C2HTOvI4MvnCyWgzm3X3Q3Lx3YmU9+8pNjZODnED09PVx22WXoOQmP/305dqTAZ44gNphQS2iJAhUrWiNNvGoHlzjIRwpJWHYetCxCokcFg+y6KUCrtqjdtRenkqFIrSQ6IfMD79GRIqwGPHbDUm78+F+49NJLn1HIiDHmCYvbekFr6NAI4LntEBZFwRVXXMH2M7ZgQnVAajzeE+qAKAgJtOivWlmKw1MKE7yDwgtVoCgK9tlqZ6666qp/OV875/j617/OG7bcg22mzKKepVSTEpUwob/cQyUpd8mdzrn2MTQkCSP6S1VOPuAdnHvuuSxfvvxpXYvWmlNPPZVPf/TT3PvVR2itSClWFOSNHKwIj5WHVrMlxVDvuq6VRUtCWb0Sz22xAZEkniAJiEohXnnCUiDM6UCEzxg5EhbNAu2M2NzECh3Ag7+cy3bFjnz/+9/v1ifH8Nxhxx135Oqrr6b0UD+D9w5DAYES7/ciLVB4GoN10pqElYalAO88aSPFphYda/JmAUphIvG3CpKAolmgtJbmjfPoUMt8MYryuNI/50chD70wilhy1zJuP/Merr/+evbZZ59ndB2ruxHD6HjnjcoOqzOoSqXynBXda7Uaf/3rX5k+MAHrLShFHEayGNmCtJCjTRiGhDqQjkUkP4cmpBSV2Gb6pvzlL3/5l5DHhQsXctlll7HrjC1JogStFNZ5mnlK4R3OO+IwElfOICIwBpQiDAKiOGLzKTMxgym33nrrvxn9vyKKIj760Y+y7777Mvc3j+IT0Ik4UqJgZOUIRasQTWEhxda0Lix4hSJPMzCeuBJ1mfNKa2Eq5xYTBehIVPnOOoyWuKmwJ6RVS0U/VnMs/ssyFv10KV/5yleYPHnyaH9sY3ia2HHHHfnk/2fvvMOsKu7//5qZ0+69W1l6kSIICIgKKvYuxt6CLbaYr9EYY4kt1lhjojEajb3EisYajb3XWLBgBUUQkA4Lu3vbaTO/P+buRpMYKZeS/Hw/D8+jlL1zzj1n5lPen/f7zDP54vnZtM3PV5Q97fdazFvnJSejQBqSJCUqhjgZZU0r4koeKEFHtvMH4Ga8ikGrItMQgBCkJUsgNhhUxpYY2g1/i81F3v3Tx/zmN79Z5s2qHe1+D2uUVX37JmWNIVcNcbRUKtkxFG3wHNfm21qT6rQy+1RZG4JEJ3iOS5pqMp5Pqq2fXo2fIef4FIvFb/zsTz75hL41nele38TiYiu+6xG4nmWJV0JmVyk8x0WKypiLcnCUIkkSenXqyu6jtuKxxx5bpmvKZDJcddVVNBS78tVr8yAxFJeUyc9uwwkUaINyLIFUYx9E6dgp/rglAWkNTjG2IC8kKEehPAmpnTsjNTiuY40lBLZt7guifMy8iQt4+3cfcNNNN/3bYdbvsWpx4IEHcuQPj+STm6ZRWlTC9RRJPiZaHHZEQsJYjlZUjtCJrWvqdn9DDQir1a8jS9yUwT+K9VIKnJzTkVKaGOyOZYiWJEz400Q277MlRxxxxHJfQ/vws+M4a0aEZYzpSAWrVVhbGrR/ZhhHlKMIYwzFqITnuGRcn4wXdBDilFKU45DUaLQ2BI6HFIIwjigk4b+Q2ubPn0/32k4sDgsIAzk/gxQCz3EJXB8lJUJIoiRGVjS20zTFczw8xwNj6FRTv1zjCEOGDOHBBx+k05fdmProDEpzy1Znu9IV1EKTpAnFlhJxIbZ1QynQym5ATmAHpJVn5WNUZXRDJ1bBVGWkpXOkxqYNDngZl+kvfMVbF03kygv+yH777fd93WoNgOM4XHrppRyx3xF8cOvnLJy0mHJLZDeqitGq8AxhoWzlXsqWe5dECVQeaVVxOkIZlGtdutMwtZZ8GVVp5liSqD3cFG3TCzx78sts5GzGTTfd9C86V0uLr+thxXG8ZkRYQogOPtOqHM2pra1l2LBh5MMiYRwhpaAuqKEUhRSjMi3FNhKdWtsiBEJIwjgiTELCNKYcWzKp7/v/ousURRGRTqnP5KjJ5CiWS0RpQlu5SDmOQNioDUBJReB6+K4H2EKn73rUZ2qW24Jp5MiRPP7442zeuC2TH/iSNEmJFoXEcYIQUGwu2NqDa6+t3FbuePCMNriBlbAVlRZ1VIyRTjvrxtoy6YpiW9KW8sUz01nyQInn//YCRx555PeDzWsQ6uvrufrqq/nDmVfy6dXTyM8r4uVc0pKNjMuFMlEU4WQVwoEoqpQJjLUES8oVeW0jOgrwUlREAFNb51S+JGqLiUsxpbkhL130d045+HRuvPFGunTpstxrdxyn41laY6zqjTF4ngfYqGdVFd5932frrbdm2qLZOEqhjemIeJS0xcQkTUm1JtEpqU5xK/5/xtio69UpE9lpp53+ZcPq1KkTAmhra6O1nMdIcKXCd63wvhSi4+dQ+Vxd+ZwoSSgnMTMWzVuhGtBaa63FVVddxYadR/PVy3OJCwlK2xEJ5UocT4LWtnBqrFJlGiUk5cSO7KSVrmBsjQV0ajtAYTGqFGjLmMQw5flpfH7lDK699lrGjBnzfWS1BiIIAo4++mguvfRSJt86nYWTFqN1SrgkpLS4DJFBOJaWIKSwnePAShpLYecAjTBW68yXxHGCG7jE5dSO42DTxQUfNfPs6a/w872O57TTTlvhIfevm6dWS+yxKkdpe5fN9/1VSm047LDDeH3aR4Rx1EF6lKIijCckvuPal1lIkjTpqDkJAwuLS7j7rac48MAD/yWiWHfddZm8aCa6MluXdX0MUI4joiQi0VZf21RcRFzlEqUJcZISKJes6/PxV18wevToFdoAevXqxYMPPsiu/ffind99yuy35tM2M28L76EmLEa0zWkjjmPiQmQfzESjkwThVVIGAWmkkY4drpYKpBLMe2cRz5/0Ou5LNTz44INsv/32K/JVfI+VDKUUxx9/POP/PJ55d7cw+e6pLPrY2oW5dS5xMcGrcSgsLqDTlLg1Iina1FD4AoSdHVSO1W2P8hFexpKI48UJb131Hm+dPpFTDz6ds88+u2qBx5IlSwAr010NVCUlbH/h8/n8KiWObrDBBuy77778feoHLCq0EKcJjlIUwhKFsIwRhkK5RJTERGlsIyFjcJTDQ289T9M6fdh9993/5ef279+ffoMH8d5Xn1MMI5rbWhBS4CkXT7nkyyWEtBFWOYpIdILverjSFt8/nDGF1z9/f7k7K19H165dufHGG3nsgcfoPKUXXzwyg9Yv82htbbicQOLE2I1Kp3a+MDJE+RBdMeSUjqCwsEjYViZpS/ngxsksuLON3598BU8//TRbb73195HVfwFc12X//ffnrbfe4ujtfsHHN0xj0UeLKc4uIQwU5hfQUUrge3YqouIhaKIUQqvEYIRBaHADRZxPmP/BIv7202fZba29efvttznjjDPIZDJVWa8QoiOyqtYGWJXh5/aoKpvNrtL6h+u6XHrppeywww7Uz5jE5gNH4jiKOr+GRCfESYyjHMIkwpGKMI0xScRLH73FFS/dx3vvvUdNTc2//NwgCDj77LP58YEHs1bnHnRrbKIchdRla3CU5TNFUYyX8Uh1SpxAqlPq/RzNxTbueP0x9j/iEHr37l2V6/Q8jx/84AdsvPHGXH755Vx88cV02rCWbiOayPbNUtM1S5CrjM4kKcoT1qqpLcbrJIlaIhZ+upj57y9ixstz2H3r3bn40YuXesTie6xZWHvttTn33HPZYostOP300/nkzUl0HtaJbkOa8Hp4mJylQKC0HZYvpYgaiUwMOtIs/KKZ5olLmPXeXBqXdObPl9/GuHHjOpSDq4Wvu+ZUa7RrhVf49ZO5XC5XTWx+adG/f3/uueceDjjgAPIfFtllvc1RCFzfQ2uD4yjCOMLP5FjUuoQH33mBv3z8Es899xxDhw791p+75557st8hB/P6i++yVpfudK/L0BoWyHlZsson6wWEUUhNLgupIUxiWoXkyQ9e49np7/PmX66v+ubd1NTEhRdeyOGHH85TTz3F888/z+O/fRx/XUW2a4bGvnUIIwjzEfWdaii3lZn/5RIWvryEnXfemR1H7c4+5+7D8OHDO+qOazriOCZJEoQQ1j/x+4YAYAvaY8eOZbPNNuPtt9/moYce4sl7n2S2+xnd12oi1z/XQYEptBZp6F5PflaRz5/6kq5uN3bffXe2P217dthhhw7qQbURx3FHKhiGYVVmCYVZwRzOGMOBBx7Ivffey4gRI3jrrbdWi/Lo1KlTueyyy7j9hpvZdMB6bNBvMN0am6jxssxtW8RHM7/giYmvMnbP3bj00ksZMGDAd/7M2bNnM27cOMIvF3LQpjvTvbEJT7nUZWqIdUJdJmdpFI5PpBPufuMp7nz/GR544AG22GKLlX7NWmtmzpzJM888w2effcbs2bOt4J/v09bWRq9evejUqRO77bYb66677n/NJhWGIX//+9958MEHeffddzus2Ndff30233xzdt55Z/r3779KNq+2tjY++OADXnvtNaZPn04mk6G2tpZRo0ax8cYbd6jtrgloaWnhvffe4+WXX+bzzz+nUCjQvXt3lixZQj6fZ+TIkWy99daMGjWKhoaGlV4GKJVKbLrppkycOJEjjjiCm2++ec3YsPbff3/uu+8+evTowdSpU1ebVHKapkyaNInHHnuMJ554gjlz5hDHMb1792bnnXdm1113ZciQIcv04i5YsIDTTjuNv9xxF3utvzUbDx7B4C59SU2K73gUo5AJUz/m/refo8eIgVxyySWMHj16JV7lt6P9qxRCVOU0W9UwxvD+++9z2mmn8fLzL7Dz0E0Ztc5Q6oIcaaxJ0Nz7+lPMLCzkhFN+yVFHHUXnzp1XylqiKOK+++7jsssuo/XLefRs7MLaPXrjug4LFi9m8tzpzCot5uyzz+aII45YaetYEWitvyFIsKqfhzAMGTx4MNOnT2efffbh/vvvX7M2rMGDB/Puu+8uN9GsmkjTlFKpZGVgHGeFin5xHPP3v/+da6+9lqeffhpRiFi7ax8+mv0FxTRi55135vDDD2f33XdfI679vxHGGP7yl7/wi1/8grEDN2T7YRtTE2TxlUfGsym4Ixwik7CgdTG/f+w24s5Z7rnnHvr161fVtTQ3N3PGGWdw581/5sit9mCdbn1Zu3sfylFI4PvU+zWUdMScRQu46aWHiboE3Hjjjd/XBP8JxWKRddddl+nTp7PHHnvw8MMPrxkb1rhx47j//vsZMGAAEydO/LeF7P8FJElCc3Mz8+fPp1QqIYSgqamJXr16/dekW2sqHnnkEfbcc09OGrs/I9Zah+65zoRJSNbL4LpuZTzKFm5d5ZDohCufGs9XmTLjx4+vWoTT1tbG4YcfztTXJ3LYdrvRvbYzGccHJcj6GeqCHMUopFOuDmMMURxz80sP81bbl9x///2svfbaVVnH/wIKhQLrrbceU6dOZdddd+XRRx9dM/Sw2l/WNE3/p4uijuPQtWtXhg8fzkYbbcTo0aPp37//95vVCmL+/Pmceuqp/HjLXenVuRtSC+a2LcRxXVzHxVWO5bwJScb1rDqmdPjV7j/Gm13gmmuuqQqdxhjDDTfcwMQX/s6Pt92TWpUj6wQ40iHnZxBGUI4jav0sWmvbkc7m+MXOBzKmbgAnn3wy5XJ5xW/I/wi+znSvra2tys+s6miOUqpqYvPf4/8f3HzzzchSiRE916ZHTWd86ZLzM9R5OevPKAQ1QbaycYGSEs/10GnKcTsfyEXnX8DMmTNXeB1Tp07lvPPOY58Nt6HRr6Emk2VR0XLwHOHQmKvDdzxcx7EGJMoj0SlJmnLkNnsx6fV3efnll6twR/530E5nWFrp8O9CVcKh9iL79zK632NZUSwWueOOO9h64AZIT1qSrpAII3CUohiFeI5LObYD7q7j4Lt2oqI2yDGs1wD2XG9Lnn322RVey5NPPsnAum50rm/ASEHOy1CXyeEIRZTEtBbzOErhOi6+srJCNX6WjOfRlKtn9w224o9//ONKJ0+30wVmzJjBtGnTWLhw4VIr3K5KfH00p1qZV1WYYl+n3a9Kpvv/r2hpaeGjjz7i9ddfZ/78+QB07tyZHXbYgQEDBqySlnW1MHPmTKZ/9gU9Bm6OYxQ1Qa5DBihKYlzHIdXaijIqRTmJqA9qkK4gHxYJXI8tBm/IU089xRFHHLHc16215oknnmCD3uvQrbYTwkApLJP1AqI0pt6vw3UdXOUgDCglSVNNYlKyjk+cJuw4fAzX3fArFi1atFK6hm1tbTz88MP85S9/4ZlnniEMQ3LKI3EEw4YN44gjjmDcuHFrDNVCCNEh3VQt5+eqbFg9e/YEqueM8T3+PcrlMrfffjt//OMfaftyHj27daN/U08iE/PWkmYuOO8c6hqauOCCCzjwwAP/KzqWixYtoj6bQSiocTOY1OD4dj5TSYUEfOVanXkg5waUo5CM7+M7HtIIutZ1YtbHbxDH8XLXE/P5PM8++yy/2HofkiTB8z0kglin1AU1GGGIk4SaIIujFHGS4DgKX1qDEyOga10jXmSqvmEZY3jppZc48cQTKc1cyMaDh3HOD46gZ9fOBDLACMPEaZ/x8B//zGWXXcZFF130b2dkVwfaB6irpeJSlQ3r6wJ4/y0n+38b5s+fz0knncRLDz/J3ptsx/ob70lTbSOBcpGuNZgoxyEfTJ/C6cedxKOPPsq1115Ljx49VvfS/yPy+Tzd67sSCIdyoYzyPTKuTzEu47luRazQkKmkgVpawcY4tmNXaZpS4wUsWbJkhV6K9uZRGia0hgVircn4AQ1uHcWoTKNbh+d5aK0JkxgpJI6yhh/SCKxUpMAXTtXTs7/+9a8ccMAB7LHuZuyy+27kchkUikwQECgf6QiGdOvH7htvxcRpn/OjH/2IlpYWjjrqqKqP2ywLtNYdiqPVwgpvwVrrjkK7qnyB36O6WLJkCXvssQfvP/0aJ4w9iC0GjEQJhSscXMcj52VpytbTq7Er2w/fmMdPu4rMrCI//OEPO1jiayqampr4bO4MHCQh1umoWC53FNxzfoY0Te2zhbVkT1KrTd6+cSwp52lqalqhbq2UkpqaGqSUNGbqrQCkFJSjMsYYkoo8EdjNLXA96wJeySqMMaRaM7u8pKpd4zfeeIMDDjiAozffk51GbkJiNFJLMm5Azs2ghEJia321bg1bDd2Qp069mqvOvYRHH320autYHgghOiIsY8yaI+DXngquCSHo/xqSJOH3v/89cz6dyk+22ZNONXXEJqFLrrHiBOQhUZTjGAeHmkyWxmwdZ+39E3qWfS688MI1OlXv06cPiYKwWKbOy+ArB0cqipFVIMiXiygpKxr9aUXhVUOlW5gazSuT32XbbbddoQ51LpdjzJgxfLZwpp0U0CnCCALXR0orv22wCreyojabauvKlGq7ic5ePJ/a2tqqcsLOOussfrjuVvTp1A0fj06ZWrJehjCOMVjqQF0mR32uFoXEUy59O/XgzH3+jxNPPLGjxrm60F6WyOVya4aAH/xjUdVqXX6Pf2DSpElceeWV/HjLPagPaoiThPqg1jqioFDSGrpmPB8jQAlV6bA5/GLnA7nlT9fz9ttvr+7L+FZ07tyZAw44gIlzplEslSlGZdrCIkma4Dh28yrHkVWINbqjU9guzLi42MpT77/OTjvttELrkFKy11578fHsqYTadiatJRw4QgGGOI0JPB8EFclshzhNSHWKkopXPnuPXXfdtWrDxC+99BIfvzaBDfoPIef61OZqkNJmMZ1rG/CVS22QJYxjlLTmqJ6yEuFj1h7BNr1GMH78+KqsZXkgpexICZMkWTMiLPhHl9D3/VWu1vC/DGMMN910Ext1X5uuNY0oqajJZJFSIIXA93ziilQzwkZbaKx7j3Lo3dCNgzf7AXfffffqvZD/ACklRx55JA9Nfp0FhRZcoWjM1uApl2K5hFOR1g2UC1hHJEcpSkkZbTQPT3iB3uutwwYbbLDCa9l2222ZHxWYuWA+c5YsJNEJjnRwlJ3Hy4clUpMiDMRpSpjGBK5HlMS0lPLc8daTHH300VXLNB555BFGrT2ExrpaaoMa2gp5cp5NkTWmw1fAUQpHKALHByMIHA/PcRk7Ygz33HPPaiOzaq076tvtXM0VRVVSwvaWZV1d3fdpYRURhiFPPvkk63TtR1slNfIdj3IckfECPMfBUy5KKLSxnBfXcZAIK60jFDuOGMPLL7+8Rke/m222GT//+c954pM3aCm2UiiXKEWh1a8PSwgExSikGJaI04S2qIAQgjemfMjvnr2Lyy+/vCqic7179+bqq6/mqufuxXEcwqRMKSoxu3UhUgqEgkJUppxa5VmdpDS3LUFKwR+euJOxe+7G5ptvXoU7YhtZf/vb3xjZZx2kUCRCU5+tJU5iaoJshzS3qljNpcaAsIdVoq0r9JCe/XnjjTeqpva5rPjnJsgakxJ+nen+fZeweli4cCGTJ0+2LXzPs12zyohKWtGPbyfmZRwfIQSlsEyqtW3JpzG967vw4Ycf0tbWtpqv5tuhlOKss85irTHD+eML99NayJMkIW3FAtpoiuUCAkOiYwpxibZikUfeeZHDbz6PO+64g4022qgq6xBCcOCBB3LYz47iksduZ1G+FRR0relEkiakSUqSJMRpTKo15TQCKTj3oeuZ5uW58MILq9aVC8OQOXPmUCiXKBSKyBTKaUSY2NqVMVCbyVkPQa3xKuNLxhiUkHjKoUtdIw1+bqkNfasNpVTVjXircnfbQ87p06evcrv6/2W05/y+4+G7LvmwRKZymqpKLcNKVNualRBUPBrBUw7aaDzXdqyq0Wo3xtDa2srs2bNZtGgRWmu6du1Kjx49qKurW6HDqqGhgZtuuokzzzyTc/58M9sMGMm2wzemIamhJpOjlIQIDdMWz+XZD97kC7OYJ598kp122qmqh6TruvzmN79BCMG1193GFsM3YZPBI+jXtReekiQkSBHQUmhl2qI5/OnJe2laty9/uf0vHXzEaqC9geA6LmESUSNzuEKRGk2UxmSUojnfQtf6TigpraJuEmGMAxWvzCgKcaRabdSGNE07aljV+o6qciXtu2i3bt2+TwmriPY0J0oiSlGIEg7Kdwg8n1IUEng+rrJfYapTHKnQaHSFia2EoqVgI6sVYRobY5gxYwY333wzN910E3PmzGHdLn1JjWZRvoVct0YOOeQQDj/88BVSK6itreWKK67gRz/6Eddeey3H/Pl3NPm1ZB2PiJR5hSUMGzaMww47jBtXogZVNpvl97//PXvttRfnnXcet999Gdv0H0nXxs4gYEF+MdPnzcHtVsdZvzuXvfbaq+oKJa7rMmDAAFpKbQzq0odAeWisgm6aWg/KhkwtcZLg+RnaysWKSbDGVQ7FsERbWGRhqbXqUc7SQinVoeleLbpTVTTd20+DanUCvodFLpdjww03pFAqkXV9hARHSDCachziui5RGlObySGFQBtjUwOtbeqSxLSVCvTo0WO5We9JknDHHXdw8skn0z/XmVO2Hke3hibqghoybkBqEprzbTzy5IsMvPBCrr/+eg4//PDl5iJJKdl4440ZNWoUv/3tb/nqq69YsmQJruvSvXt3evXqtUoY/EopttlmGzbddFOmTZvGu+++y9SpUwnDkB+svTZDhw5lyJAh1NfXr5TPz2QyjB07lslP/50x/YfTXGzF91xq/BxB4NnISSoQkKQJruPgKgUICmGJnJ/h9SkfsNVWW600CeSlwYIFCwCqFuVVRdP96+6u36N6aH9on/jzfazdozdNsgGA1BikkmAMrnJoKxdwpCLjBeg0JUpi63odJTz+/qscccQRy/WSp2nKlVdeyTmnncHR2+3FyD7rUJurIetkcB0Xz3UJnBzdG7owrGd/9hq9Lb8++2JmzZrFmWeeuUIESqUUXbt2Xe1zcb7vM2TIEIYMGbLKP3ufffbh8D/fw1fN81mrczcUkoxyEQbKlaFw3/MrulxRhWtvSwRxGnPna4+z75H7rTYF4K+bULQ7P68ReljtiOP4+5SwyjjssMN4f84U8oUiKSmlJKSl1NbhtZhWPBKFgCiOiOIYT7okYcS0hbP50ysPsv/++y/Xg/LYY49x+bkX87Nt9mFYr4EYBBkZIIStmaSpBmFfEhAM6zWAq350KjdedhW3337799H2CmKzzTZjkx9sy7tffEw5KpNTNrLCGJyK96ZOUwQQp4l1dBYGDDw58XVmyjYOOeSQ1XoN7UFMtWYJq8p0/14Lq/oYNGgQ55xzDvdNeI5yqYwjpDWJlS6B66PjFG00pIZiuYhJUvKlAkvaWrj8mfGcccYZDB8+fJk/d968eRx99NGM23g7hvToR2NQS+dcgyVzKoWQgsZcHVk/g6gwvl3l0K2hE1cdeionnXQSM2bMWAl35P8fZLNZzj//fP6+eBpvTvmEMIxsTTLVxHFEnMTEsXUd96ULWhMnMZ/Nmc6Jd17GxRdfvNrqV2B5WO2f77rumkFrMMZ8o6D7/alaXUgpOemkk1hniw25790XmLd4Ib5ymL9kIcVSkVJcJomsUawrHNqKeZqXNHPJU3fgrN2ZU089dbmi3ueee45uScDw7gNoDGpIhaEQlkFbCoWnXBKdEsURmSCDECCEREnFiN6D2Lb/SB555JGVcEf+/8KwYcMYP3484z98kXvfeY4kjtGphiQljeKK23eCjmPypQIPvPksR9x6HhddcSk777zzal371zeoapWLqpK/tdew4PsNa2Wgvr6e2267jbU2H8FvHr+N96ZNRqcaozXKQCkqk5Qj5i9eyBPvvcJP7/wtwbBe3H333f9SFF6aIdQkSbjrrrvYuN9QwjRmcbmAKxzQhjhNKFS4XkIIcn6GchTiKAclJVkvIPA99h69Pbfccsv3ksFVwHbbbceECRMo9s5x/mO38NcJzzNl7kzmL1lES76Vz+bN5KlP3uLEuy/j7s9f4e6H7+enP/3pGsGJXLx4MbAGCfhJKTtSwe8VR1ce6uvrueWWW7hnp3u4/PLLueGVvzKoS2/6dO5B4LjMXbyAv0//mL6DB3LBdZez++67k8lkMMYwdepUXnjhBT744ANmzZqF1poRI0YwZswYNttss47Wczvy+TyPP/445+5wKLXKR7qelTPxAwLPJ+sHCCmJ08RqnAc54iQmShNq/AyOkAzu0Zf333+f5ubmqvKT/tehtWbBggVMnTqVefPm0draSlNTE8OGDePee+/lrbfe4s477+S85+5mzpw5gKWDbL/99hx42rH88Ic/XGmdy+VB+94gpazKBloVWkP72IeU8vui+0qE53kceuih7LPPPnz88cdMnDixQ8t8dJcuXDhmDOuuu24HJ2jGjBlcfvnlXHnllYwdtBF9Grsyols30jjlo7++xP033s68qI3f/OY3HHTQQR3/rqWlBYCMHxAnCY1OHS3FVuqyNbbIbwyuELYL5HiU4pCsa4eCy0mE6ygyFcLq97OlSwdjDB988AG33347f/7zn+mmM3Rv6kKpXMYAb86axJZbbslJJ53EjTfeSBzHlEoljDH4vr9GjsUJITrs9ZRSHT6JK4KqbFj/fEJ/j5WLmpoaNtlkEzbZZJNv/TsTJkzg0EMPpXfJ46ZxJzOo9wCkFGSCDInR7D1mB6SQvPb5RG644HLefPNNLrnkErp06dLxkOUcH9cPKMUhnushK8oJjuOglCTjBIRJhKusO0qcxCAgTTWxtl2h70sE3432FPxXv/oVoxv7cfrWB9GnUzca/Cye65GkCYVigYmzpvDTAw9n53F7cvHFF9OrV6/VvfT/CK31N6gta0TRXQjR0bL8/jRdM/Dmm28yduxYts7156fb7kun+k6U05hykjCvtdnaLwlJlEZsO2QUF+x7NHNe+5hjjjmG1tZWamtrGThwIHObF+AgqPWzCGMfFk+51AZW2yjVKVIIhLBkRYO131JSEkYRnTp1WqPSkzURWmuuvfZafnbET/i/kTtz0GY/YL3eA6nxAowj8R1Fn6Zu9OrWk13X35I7fvJr8u99yRFHHLHahpqXBe1zxoVCYc2Rl2kfISkWi9+fqKsZbW1tnHbaaYyqX4sx66yP1ppckEUbQ2JSejR2JU5TfGXlh0tRxFpNPTlv358y++1P+dOf/kQul2O77bZj+pL5pEnCkmIejKEYhRijrVJBpehOOwtLCMAQ6YRCVOL1zyay5ZZbVs2P7n8VL774Ir/4xS/4+Xbj6NPYFQfr0JMJMmT9DKnj0BKXqcvUkM3mGNCtDxfuewze7AInnHDCGh0kCCE6mi5BEKwZERb8I7JaE/Po/9/w8MMPM/+dyew5YnO0FCjfJ9GaKImtPZYw1pFGJ9T4OXK+jzYpGS/g6G335Te/+Q3Tp09n33335Z1J71OIQzo5PhhD1gtI05QwDEm1phiWCeOQOE2Ikog4SYjiiEK5zF2vPsaRRx75PTfvP6CtrY3/+7//45DRYxndbyi5IGPlYjyPYlwmNZqawKaFkUnwXBfh2ubHxfsdy9MPP8arr766ui/jW6G17mDZr1G0hvaoKpvNVo3R+j2WHUmSMH78eIb2HUhQW4eASr3Jju0IIYjiGG2M1dWKQjzXt15/ymX93oPYvu/6PPPMM2y99dZ02ngor33+PnPySxAG0jjCERIhJK5UeEohlSSO7ShQFMcYA7e/+gjdRg5k++23X923ZI3G888/z7wZX7Fen4G0hkXCNLEbvBA05OrJBRkM7V6MHgbIuD6+H9ClrpHjth/HNddcs8ZGWUqpjgBmjdmwjDEUCgXAci7WBO7H/6+YM2cOzz//PCP7DKJYLlV0kwzlOCTSVqnTUQ4CQEJjrrKpSQfP88j4AVusPYInn3wS13W59dZbeSucxTvTPqGURJTDkHIUUigV0GlKHMeE5RDQlMslHCV49v3XeHTqBH73u9/9V9iMrU4888wz7DBsE9yKBIyumFuU44hEJ2hj/jHU7rgEnkcxDgnTBNf12H2DrbjvvvvW2FpWmqYdclPtjZwVRVUjLN/3v9+wViMWLFiAjBJczyfjBxgM+XIRISWu46CkIkkTa5yQ2DTRgDVXSGJ816NPQ1cmTpxIuVxm0KBB3HXXXdz64XPc+frjJGmMjiJMkhKXQ8IwRKSaMIyZ27KQPz7zF85/4U5uuukmRo4cubpvxxqNKIp4//336Zypw3VckiQh4weUkhBHqQ6ZGANkPb9DuM93PTKejzaa2kwNvWs7d/Cx1jQIITr0sKq1YVVFreF7wuiagSRJKJmUGuWR6hRXObjSQQpB1rUpYaJTq1Dp2QcoTmIynqUuGAx1tXWUSqWO1H7UqFF8+umnnHXWWRx4xwXsMXgMI3oPpH+33igDC0utvDN9Ms99NoGtf7Ajr7/+Ouuss873B9d3IE1TPv/8c0YP3YpyYpVLa4VASoXnuFYmCHCUAwhLHRGSNE0RrgsaAtelR0PnNdrKrV1WRghRFbWGqojUtOepq0tt9Os3or17tSpfmCRJaGlpoaWlhSRJaGhooLGxsWqnytLCdV1qHJ9iEuF7AYlO8T0PjB2pQUAuyCKFNXPIeAFxEiMFSG3Q0tpq9e/f/xtr79+/P7fddhsnnWQNWl9//XUefO8d8vk8gwcPZpt9t+XEHS9mww03XK3Gne34+vNQjZdkZaDdBzFxNY5yqM1mMQKa8y10q++E67iW11bROJPKIdUpQtpaoRIKrQ3lJFqjU+/2ta0xAn5CiI4cOp/PrxJagzGGJUuW8M477/DKK6/wxRdfUChYobpFixaRzWZZZ511OoTgVhaxtbW1lXvvvZeHH36Yxx9/vOP3fd9nxIgR/PCHP+SQQw5ZZe7Lffr0IVbQEuYJPJ8euc6QarSwLjsZL7Bi4ECqNVEcEbg23RBCUo5C3p/5GWuttda/RM2O4zBq1ChGjRpFWqlfaa1xXXeVb8z/jCiKmDJlCk8//TTvvPMOnueRJAmu6zJjxgxGjhzJhhtuyFZbbUX37t3XiM6l67qsv/76LJi2mHV79UcIQZjGNNTVohzLZTPGdKTrYJDCq/yeIdIxcRrz4Zypa/ToUzutoVp+Dyu8YWmtvyEPuzI3rEWLFvHiiy/y3HPP8be//Y1FNfNpGthApkuAyiomJRMRXQS6bHjq+cdYeFUzQzqvy+abb84Pf/hDRo8e3eFEuyIwxvD6669z4okn8tXHU9hvo+255ZAzaaypw3c8Wkt5Zi1ZyAM33MmNN97IH/7wB37wgx+s9BelU6dO7LTTTkydNoMB63anVCoS1Dd2KMG2lQrUZ2ssxcGxPKxEV2yr4ogkTfnbxNc448qL/+PDpZRa7S99FEVMnDiRxx9/nJdffpkX332RTkNq6TSknkxDhqSYkqYp7rouXy36gpsvu47SUTG7jt2Nbbfdlj322IPevXuvtuhLSskuu+zCpaf9mo0HDyerUjzlUo4iXOmilEQgaaipBQ0Ya+KqhCTj+sQ65ZXJ7zNy5MhVdiAuD9rft2p1MqsSv7fXO7LZ7ErZsOI45sEHH7ROtvE8em7Vhfpxtaw1YF3cjIubcXEcRVxKwAi8rItUCqUk8z9eyPOfPMGdx97OkJp1Oeecc9h1112Xmy9mjOG+++7jFz85hj2Hb8GxP9yZ+iBHTZDF930Uks71DfTv1pvth23M619MZN899+bi313CiSeeuFJ5au1SND/ccRe2GrQBSEWSxDRkaymWS2SDDKU4JON6dmhdSOIoqlAUHB5/7xXasoYdd9zxWz+jWCyyZMkS8vk8Uko6depEY2PjKn3xP/30U8444wweee4Rum7cSMOgOrbccwMynTKkwuBnPFzXJSzYupybdVh7l75EC2OmTP2Y1+97mV/+8peceuqp/OIXv1hp2vDfhR122IFj88cybcEsMn19lJK4uJTjMr7r4jmKQqlkzVs1IMAK9mvy5SK3vPQw/3fKMas9wv02aK07lFyqVSqoytvTvosWi8WqnrzGGCZNmsSPf/xjDjjgADJjFaNOG0bfHXrReZ1OmLjC9TASiYOf88nWZQhqAlzPQWUkTQMbGLhrf3a8aEvUrgnjfvRDTj75ZKZNm7Zcm+tbb73F/vvvz17rb8lmg0aCsF+G61mTAM+zrjZZLwABo9cayqMnXsE1F1zGAw88ULV7823YfPPN2fOwg3jq07dIyyVcYTetuiBnJXQTTao1cZLQVsqjpKRQKjB51jR+/+SdXHXVVf8i+qa1ZtKkSZx99tmsu+669OrVi8GDB7PJ8A0YNGgQ++23H88991wHvWVlobW1lVtvvZUtttiCt4qvsPnF67PugQNZe4c+qBqHxGgcoZCOJIk1whd4OR+TCpycS65flrU268XmZ49i099twE3PXseee+7Jyy+/XBVXoWVF3759Oeuss3jsg9fQkSaJdccbWYrLBK6HkIJE2/qj0FZNNB+WufetZyg2OBxwwAGrfN1Li69H4tWSGaoKD+vrEVa1Cu9hGPK73/2Orbfemofeu59hvxxItw2aCBp8HM8l2ylLpsl2vqRQuL6DNBKkQIca6UgECr/OI6gNkPWCtbbqxdZXjOGO125l6NCh3HXXXctEaGtra+PUU09l31FbM7LPIHzPoynXgAG0MbYQiq07lNOoQ3O7U6aWX+5yCD//+c+ZO3duVe7Pt6Hdpmp2TcxfP3qduc3zSFNNa7GNJI4phLYD6AqJRFAoFfl0zpf88t4rOeaMX/6L5Xtrayvnnnsu66+/Pu8+8Az/N3R77jvsPJ762eXce+T5/OEHxzCoJcNBu+7Nj370I6ZMmbJSrmvChAnstNNOHH3eUTTtmqPv2N6orEIoOx6UqcugI43KOphE4GZdlLAd0kxDxnapUqzVO9B5vUY2PWcUi4fPY4cDtuPII49k9uzZK2Xt/wknnHACa683nJte+CuzywuIdUySpLjCYXGx1U4SxAlLCq20lgskacKj77/MZS+M5+abb6apqWmVr3lZ0B5ZVYtJUJXh5/ZdtFqa7qVSiVNOOYVzrzubbkfUs8HRQ+k8tJEktHGx4yuMNjjKxck6OIFCuQ5CCUykUYECY2fbdChACaSx5qOZHj5bnLMJm128IUecfDhXXXXVUrPzn3zyST59731G912XMLUW4QgIKvZKylEoR+E7Lhk/ACGoz9bSVFPP9sM2ZkTTWtx7770rdG+iKKKlpYU5c+bQ3Nz8bzfcLl268Le//Y1uWwznjEdu4MkPX6etWCAKy2SFQxrFzG9ZxKyF87jhxQc58JZz+dmvT+X000//Ruiez+c58cQTeeDqW7lwx8M4dst92GjAcDo3NlGTzZLJZtlg7aGM22QH/nLcpdTPCRk7dizvvPPOCl3jP+PFF19k7NixzO3+JRseM5Suo5rw6l2ksZkSUiKkRHoKQhAOmKj96BBgsHrnKbgZB8pY8pkyDNlrANv9dnNeaX2BcePGrfQD5Z9RU1PDXXfdRf+NRnDfc8/y7peTUa4iMSlRHJOYlFJcBm2YtWQhF//tVv7w9wd49tln2XDDDZf6c9I0pa2tjSVLltDS0rJKJlJ0xb0JqBq5VZgVLDoZYzj00EO588476du3L5MnT16h3bRQKHD11Vdz+umnM+TYftT1r8XLuTiei9GVDctRNu3LepTzZVzHRTkK4YJyHKQjMIkhTVK8rA2rEZCU7MstXMsJWTK1lZfPfYs/nHkFP/7xj//jurXW/N///R/z35rEzhtsRiBsCtiUradzna3hZIMMvuOhjaYuk7NkTOWihKQch7z46Ttc9/GTvPbaa8vkZKK15qOPPuLpp5/m3nvv5cMPPyQMQ3zfZ5NNNmHnnXdm3LhxDBgw4Bu1pHK5bI0kLr+cT97/kAH13end2IVEa6YunM2khTM4+OCDOfXUUxkxYsQ3/m2appx99tm8+OcH+cmWe1BfWw9KkvF9Atcn62csM9vzyTgeidEEjsudrz3OU4s+5v7776d3797L/gD803W/9dZb7LrrrnTZq4amoQ24dbb+lsYG4YKX8/ADH6UU5XyIl3Erz4DECI3juhg0aVkjFLieSxzH+IFPahKicozruxAZ3rz2PUbJMVxxxRWstdZaK7T2ZUWxWOS6667jsssuozZVjOo/hB71nfGUS6Fc5tOvpvHs5xM48sgjOeecc5Z6fXPnzuXpp5/m0Ucf5bXXXmPOnDn4vs/o0aPZfffd2X333RkyZMhKqa2Wy2WGDBnC9OnT2WOPPXj44YdXuNZZlQ3r4IMPZvz48QwePJj3339/uW2FFi1axLHHHsv9z91H/z170XlEI2lZEzT4uL6Lch3iKCbXmEWkAsd3iaMYx1E4nkNUiJGOJGjwEUYQlxMc3xomoAxRS4KTU0glSKMUx3OZ+/4CXr3oTY7Y80guvfTSb+0ilkolBg8ezKZdBzG0b39849G/c08C1yfnZ0FAXa4GV1qTBiUVDdkaSlFIxrFcqM/mzWC7y37G7Nmzl7qz09raysUXX8xvf/tbdh60EZsNXI9eTd2o9bOkRjNpzjQ+nDWVxya/wfnnn8/Pf/7zf+HlhGHI9OnT+eCDD1i0aBFKKfr378/QoUPp1q3bv607vvLKK+z3gz341bYHsVa3HkjHIetnMRhqsjmEFOS8DEiBr1xrhOC4lJOYSx69ldwGffnTn/603DXNNE259957Ofjgg+m/fw86DWzAb/RsRO04uDUuxoB0bEnA8RxMChhwsw6O7xKVrXej4zuEhQg342JSG4HHhQRjNFIqUAbhQNyW8NYV7+N8HvDQQw+xwQYbLNfalxfGGBYvXszLL7/Myy+/zKxZs2htbaVXr16sv/767LzzzvTv33+p7mkURdxxxx2cccYZjMj1ZIMBQ+nd2JXudU3kcjXMalnAEx+8xvOTJ/DzE47n1FNPrTr9p1wus8466zBz5kz22Wcf7r///tW/YQHst99+PPDAAwwePJh33313uYhsbW1tHH744Tz92eMM2qcffie/gx3r5Vx7ikoH5SpKbSWyDVn8rI/WqU0FYkMSJdaCKlAIJW3a6Fk7KpNoaD9hoxgVKHSkMZGh7asC717zIQdsfjCXXXbZv/XTa25upqmpiaO235MR3QdSn6lBoqjxM2S8AEc5BJ6H73ooaRU3HeWQ8fyO4eB8qcBmF/+Ydz7+YKkckhcsWMB+++1H25Q5/GjTH9A5V0+X2sZvyM7mvABlYOLMz7nx5YcZvN3G/OlPf1oh+kaapuy22250nRWy64Zbo4VVHw38ACklnudTl8nhKIfUpCip8FwXUoPnu3w6axrjrjqNyV9+sVwic8YY7r33Xg464iDWPag/XTdtIi6n1kg25+C4Ljo0BDkfLTVCC1zXQ+UkcTHBdVyMMmBMJXKw5QGjbUpoBEghSMMUEQgcz7GzkeUEB8VH931G6ZmEJ598kkGDBi33fVxRtNeDl5UIXSqVuOiii7j2d3/glB0PZnifgTTmatFS4Hk+nudawxAhmdOyiDPvvYqagT248847qyoKGIYho0aN4uOPP2bcuHHcc889q9+XUGv9jRdoeUJLYwy33norj77xV/rtaoupJjE4noMwtvaAAJVReDmPTL0tokrHPmxRSwRKIBwBCtJYk5+fJ40S4kKMlII00ZCCcATKlZjYIJUAx1A7IMPGp67HjY9cx0MPPfRv19ieiytHYnyDxvKaIh1XXlppX+DKSIzGngNhFBGlCRJBMSrTEhaX6ksrFov8+Mc/pvj5HI7dcm+61zRS42dwHYfYpNRksmgJmSDA8Tw27D+UC/Y+mtZ3pnLGGWesUPNj5syZvPLsC/Tt3JMlbS0IqUiNqWhqGYSAYhyijSZwfTKuj6ccAt9Hp5rB3foydr1N+dvf/rZcnz916lQOP/xw+u/ag4ZBtURtMV7W0ld0pBESW8PyJJm6DEIKpC+RSKQSSE/gZVzSWJNEFeVTQPn2ENNJSrk1RGUVjqMQAtKyZZxraRh+8CD8LQVHHXUUxWJxue/jiqL9fVqWl1xrzR//+Efu+NP1/H7f4xjec22UkrTFZcLE1sTSJMUREtdxWbtrb274v3MYrBs59thjaWtrq9r6jTHfeA7XCD2sry+iWFy6l/HrMMbw/PPPc+qpp9J9085g7M90Mg5OxqGuew2O54ARmESj0xQv49nPMYC2p66JDToxdiNyBW7GtelBjUu4JLIPtatIoxQTV25maBBK4nguTp3LiCOGctZZZ/HGG2/8yzpra2vp27cvkYwppyFhFNFUX0dtkMNoQ5TGJLoSbVQGjY3WxGmCqxzCqEyp0tpdGlG7e+65h1effI591t8alMR1XZtqS2GdaTyf+kwNSipyQZaairjb/225J3+7/s889dRTy/Q9fB3Tpk2je66RrBeQravFVw7GGGqCLGBwlUvWt7QNAI0h1Zowie1LoROG9VqbF154YZmpI7Nnz+aXv/wlwUiHPsO7QkagcookSnFrPBzPs82XGBzXRUmFchwwoDxVqW9p0jhFKoFf6xEVI4w2YKxKapxP8GvsM6S1Qce2eu94yh56rmTouEG8Pe8NrrzyyjVWvuXf4c033+T000/n2C32xfV8UgX5OKQmU0M2yOJKF+k4SKmQwtZ2O+Xq+NmO45j/4RT+/Oc/V41LKYToyFa+rtywIqhKpa19ITU1Nct8sc888wy77rorTTvV0WX9Tng1Ll6ti3QlJrUPU64xhxtUbjIKN+Pi13kgBMpXkNoCrOMppCNI4xSdaJzAISrHSN8W4YWxf5YmGiUVMpBIJZG+TSPX2qQnme0c9txzT957771vrDMIAnbccUemz59LFCZooTHSkJrUdgodDzAIBG3lIlESo6nMsRmDkYIvm+ew5557fqdscFtbG5dffjmHbbYLPZq6kWptNw/X1gYdx0EL+8JqAVoYpFKEJmFgr34c9YMfcc4553zDfm1Z8NVXX5FB0b9zT1oKeZI0wQAL80vwXQ/PsTUrJa2qgCMVojKgm3F80lTTpbaBBQsWLNNDunjxYn7+85/z0rznGL7XQCJfk4aaNDEoX6Fjy3PL1ASojEInGmMgqA0QCpJSiptzMRiMAZ1o4lKCkdZoNiknRIUYJ7Aa9EkxQUeaOB/j5myq6HgKEoNf77L5yRtz3nXncsEFF/xX6LwlScJ1113H2AEbUhdkMcIa3AKUopBYJ0gpCBzbuHAdt2JuL+hc08B5+/6MSy+9lPnz51dlPcaYjsHsTCazZkRY8I90qbW1dZk2rJkzZ3L44YfTabsauo3ujFfnkeuSBQ1SCoQRSM/m2kFdBiS2gG4sgc4YjU41bq1r+WChRqeGcj5EeoKoEFNqLoEQSEfakzY1lhaB6RAYS4saUwLhSvrt2osu+9VxwgknfGMKXgjBgQceyN8nfkCLbqOuLkdrWCRfLtmB1DRBCUUhKuFXXmgpBJ7jkqQJ+ajEPW8+zZ577vlva2Rfx7vvvsuXk6cwsFsfPEdRl60hwVCMQxzHtQ+aECgh8FzPaqinMbV+lnISsdk6I5kwYUKHo86ywhhDkMlQjEOENqQYlJT4rk+cJBQj60uYao2jFNpYCkGcxhgJvudRjsNlmh/TWvPrX/+aJz95nP5b9kQ6EqfWIajzMKUUKQUSGxF4GQ9p7ItoUku2lK60XWRj61PKUejUEOUjdKLRiSEshShXobVNi+IwQRuN8GztC0wlAjfEcUrDoDp2/uPWXPC7C3j66aeX616uSsyYMYPbb7+d7YZvjFASqRTlJKJzXSdSk1Z0/BOiNEYKSaJTHKkqNveCDfsOYVC2W1VpKe1je9UilFeFONpet1pWOsOf//xn2poW03n9TihP2vkpJfAyPiYxuDkHNGhtcBxFriEL0tgIybHhu3AEJgZSgSZF6xTl2fXkm/MIBDrWRAWrQ64TG/4rx6ZsRhuScmprIJ7ArVX037k37y2ZwMMPP/yN9W666aaM2XpL3p0ymeZCK5nAx/MdlhTbKCalSk3HoxDaTasUhSzOt1BOYp7/+G2+SJvZa6+9vvO+vPHGG2yy1rpIISjokNTYDpwQAs9x8CpzgEoqBAbP9ch6AQmahmwNfRq7suu6m/Hyyy8v0/fRjm7duvHBvKkEyiHwfNqKeaIkwRGSjOfjSmW/dyHsZmUMUtgaXpzELCm3UQ4jhg4dutQb1rvvvsv111/PwB37kOmcsYRQIfCbAvzGAOlZDS+hBEYbvIxr/47EFt09FySY1CBdSVyOQBiicoRyrA6YcARxPkYqSbGlhBCgI4NSEsd3bHoYGaQjUSjiYoxb7zLq+OGccsopyx2xripMmTKFtWo6o6TACIjTBN/3rbKsY1Ng13EIXJ/UpDa4EBC4Hqm2BrtDevTl+eefr8p6jDEdh3OpVFozUsKvE0eXZabpk08+4dJLL6XrqCaUp1C+Qji2wCiVoL5Hva0tBQrlSut0DEilEBp0anA9Fx1qTKxJTYIxEBZCwnxEYVERJ6tA2i8ijmO0SDum3aUnMQLSSON6NkVwXNsyV4Fi2IGDOP/885kxY0bHmjOZDH/84x9578tpvDt1EkJAKQ2pzWYJHI8wiUiNRghoK9sxFS0Mb0/9kN88cwdXXnnlv4y9/Dt88cUXeELRkK1FxLbQ3xYVyXoBcZpSjkN8x8VVDlGaWgEGAY5Stk0P5ILMcpMg11tvPSKjmdO8AFcqJAJPqY5B6ahyIseVVDFOE8pJaMdikEgjeW7SW2y00UZLtWGVSiXuvvtuumxWS323HK5QaGkIOvmkZU22PkuQC1BSIoyNnkxq8HOe/W+jSaIEqaRNcJQgDW3klcQJYT4iNhFRPkJlFMUlRZLQrl2Iyt+vRFZCCIRjywTZxgyOp+g/tg+fzviUBx98cLVJKC0Npk+fTteGTtTX1tCaFHEclzTVoARRagUaMRAlsa39SUWcJFZnS6cIBBv1H8aiRYuqdp3tWUqaplXhelUlwsrlcgAdkiPfha+++ooddtiBzCYOuR5ZhIQ0TJGOQLmWLW4SuwH6Wd8yloWwHBpPIlwB0hAVI2QgSZKUuBgjXJueGmEIS2XKbSFJnNK2uA0wKMe+zFExpriwSLg4RKdpR61JpwblOvgZn4a162B0xIEHHthhLAowdOhQbr/9dv76wd8Z/9pTxMJ2IfPlIkhDOQoRWJPRfFjkL28+wzHjL+OKq//4H4eKvw4hbPdzVttCfM8jSWydqBiVkUJQF+SsWqiBGj+wkYI2NgpSCg10qll+t5quXbtyxBFHMGHuF0il8CuKl2maEKUJiU6J0wRHKpLUdkWTNKWl1EYhKjJpzjTemP4pW2+99Xd+Vpqm/OY3v+Ha266iy4ZN9jsIFCjLo5MIlKdwXY9MQwav3sUKeNn0ULqVDrAE6Sm0MKRljRGasBSCA6W2EkmYoLUmvzBPWIxwc1YqWkhLb0iTlCRMMQno2HaU0yTFCFCuYvMzRnPsL3+2RqeGWmvmLlpAc6kNVWmUOEqhhMSRNj1UUlnpZQRKSFR7duRaQ9xyHHUYI1djPe1opyitKKoSYbWPhyzNaE4Yhpx99tmUerfRa4tuZLsE+PW+HUcopejUstl1rHGzttvmuh46TqFyGjpBhckcQVyMMUojjKK8uEyaphQWFpCuLaSXy2Wkbx/wuJggHUESxWijUb4lHEpX2C6isXWztGRwfZeh+6/Np/pDLrzwwm9wYnbddVeefPJJ0q71nHPb9dz++mMsDlv5fO4Mvlw4i49mfsG9bz7Nsbddwt9mvMMzzzzDQQcdtNQnTL9+/VhUaqG2JkPg+7iOohSHtlaVxB0mpaW4TJzYqDFwPOr9LHEcEcYRn8+asdxMc6UUxx13HI98/CrT5s3EReBIRSG0KZHWKYlJKSfW9qt9PrEcR7SU8lzx5N2cccYZS/X5TzzxBBdddRED9+lDY986ajvb1FYF0m4klTqlMRov5+M6no2iBIiKIYbK2U0HA7gGnaZEbTHltpAoH4Iyto6lU1JdeQaKCTrVhMUy5UJIXE5QrkQEth6GAolCpIJya0jvLbsz9Bdrc9RRR/HVV18t131d2ejevTtBkCERhhrfGsLMbVtElCa2Zisl2mhibWt3cWrfW200qU7J+RlmL1lAly5dqsZ8by8TVavzWNXhZ/hu3ZtXX32V2+65jS4bdsLJOPj1PpmGgGxDhmx9BiEljq+QriQppUhH4tW6uBmPNEzsKaht3cRkKl2kSDP/nYW8+Yf3+erVOaRJCg4UFheRLiTFxJ6gUUKpWCIOE4QWtguZapJCAgbSxJCUUhxP4QYO2c5ZNvzJulx22WV8/PHH37iOjTbaiPvvv59rx99Kzbr9OOGeP3LUrb/hiJsv4Bf3/4Eva0POuvISXnvtNbbccstl6pBstNFGvDl7EqVimYWlJXieS41v6zpKSnQlfAf7sCU6JUwimoutRHFMHEe8O3My66233jJ8k9/E+uuvz+nnns2trz3GrJZFlMslMsqjHJVtFKsN5TC01l46JtY2Lbzt5b/h9GrkuOOO+85rzufzXHLJJQzYoQdNgxsptJYJPYPXyUe5Lq7nojxLWRDYCFu4lk/lBA5pkpCUE6RSyMBy6qJ8RPP0JXx812dMGj+F0uIySWi7g1EUdZQDUIKobM0eMAbHt/VSYSxdRpc1adlGXV6Ni040vTbpTjoo5Jprrlnu+7oyMWTIEKYsno3RxpYnpKZLTSNpauk2FWogvnLt7Ku0TRFtDEYbSlHI3z//gK222qoq6/l6MNPU1LTmdAm/XsP6T90ArTXjx4+naeM6q7SgbJiYhHZjcn2XbG0WFUikI6BSCIyKEQaNV+9WiH8Go3TlpSnx3nUfUn5Cc+IeJxM9J/ji4RmUFpWJShFxKSFNNOWWMlEckYQJTuCQRPYzpbKjO3EhIY0SpGvraE5giYcNA+vptUcXnnjiiX+5nmw2yy677MKNN97IvHnzWLBgAbNmzWLu3LmMHz+effbZZ7mcjzfccEMaahqZl19su5txTJTGFMMyjqNYUmgjqZBVE52SpDbdCSNrDPHsJ2+zzgbDGThwIGAPlba2Nr766iumTJnCrFmzvtP0VgjBySefzMEn/pRLnrqdL5vnEsYhjpBEkX35JYJ8WCCOYz6bM53z7rueT9IF3HbbbUtVq3vnnXd4+8036DKgkVIU4WQVaZxiUk2Q88jUZfAzXge9pf2XQNiWvWOlZNIoAQnF5iLzXlvEy8e9xaGjfsxIZzQfXvMZ+blFwkKEMZY4nEQpheY8hZYipCCVbfjEUUIapsSl2PK4Knw+6dqalhe4jDpiJNdff32HucKahP79+7PNNtvw7tRJaKmJoph8qWjnaJOUchQiZUVbHQiTyPIRK42zz+dN583Zk9hyyy2rsp6vy8vMnz9/zdiwhBDfaP//p1BywoQJPProo9T0zlUUFSAp2kKuFfwReJ6LwrEkQM8+wMq1IzlGG5ycItUpYUuMjgzvX/0pm9ZsxVNPPcWvf/1rnnrqKQYlQ5ny4HTcjEMaadsdlClRa0SUt3U25Sl0rAkLIWmUIgPbKVKuRLrWby9Tm0Gg6DG8GzfeeCOfffbZt96DTCZD586d6dmzJ9lsdoVC6sbGRs4880wefuMly6avhO6B61EOQxIsU1lrTTksW7utMEShaC0VuOrZe/nlL39JNptlwoQJnHjiiQwePJg+ffqw/pBh9O7dmw033JCjjz6aN99881sldoIg4JxzzuGCKy/ld6/cy2+fupOXJ7/H7CULWJhfzKezp/Lel5O45LFbOebWixk6dlMefPDBjo3yPyGfz3PTTTdRs14W7RqEBte3xgvSsTJBUkmUcPByPhpLBsWAEbYTKDxho2UjMTHMnbiAGbfO5dFHH+WCCy7goYce4uxjzuXDiz+n1Fyy84LFhPyCPMIXOIElpCZpShTGtmMcpujEIJUkiTRSWZ4SGoSCoJdHsVOeO+64Y40rwHuex6mnnsorU96nEJaIZQIKjNQox/LkynFEISwRpjESQZzYmcolpTZueukhjj766KoqmLY34jp16lSVtLAqw8+77rorTzzxBCNHjuSNN974t8PPs2bNYrfddmNh/9l03aCJNNb4dR5ejYsUkqAhY1UXXIXruTiBA1hqv9G2UyZ9CY6hnC8TLo755KbPWTsazF133UW3bt06Pmvq1Knsu+++TNGT6L93H9zAIaj3bevdc8nUBqAFuAZHVTqDnmPnzNoL8CaFFJIoJiqGfHzX53SZ0Zsnn3xypWnEfx0tLS3st99+yDkt7LPxttS6OXJeBkcparwcmWxAsVwmcFwcoSDRpEnCrx++nk4bD+biiy/m97//PXdefS07jdiCzdYeQb+mniQ6RUtBISrx5tSPuO3vj3PMCcdx2mmn0aVLl29dz4wZM3jiiSf461//yquvvtoxwjFs2DAOOOAAxo4dy/rrr79UnWKtNaeccgo3PPonho0bSKYhIIxjnDoHlbXGr17GJ8gFCGNrSm7gEpUiW1/CdpKNMIT5EJGFmc/O4Z2LPuL+++9nn3326TjN4zjm/PPP53e3XUK/PXtR0yeLchVe1sXLeHiBh+t5hEtChCvINmRsiulIvKyN6IUr0JEGYUiilMVTWnjlV2/y17seZeedd67K910thGHIUUcdxfNPPsZJWx5Ejy5dqHGy+K6PIxWe5xI4Hko5ZHz7TsRpwp9feZTn5n/ME088QdeuXauyliiKGDZsGFOmTGGvvfbigQceWOHa2ApvWFprDjjgAO67775vHX7WWnPCCSdw2+u30GfbHmS7BFZVoc4nTTRSSjINAQqHTF1QkYMRuFmnMj6hbdqoKuqL2jDl0el0/aQ3d9555zc2q3Z8/vnn7LjjjoQj8/TYtCt+rYcbuNafz1OUWsrUdrajLY7n4Nf5SCnRiZ3mT8IEhB2gTZIEmQqePu0VLjryt/z85z9fkVu21JgzZw777bcf4cyFHLLVLvSp7YZQgowb2E5hmlDjZjBxzNyWRfz64RtYa7P1OOecczj++ONRs9s4eIMd6N+5B4U0pqGuniRJ8F2X2kwNSZrw4Vdf8Je3nmZ2EPLoo49+Z6E8SRLa2toolUq4rkttbe0yq3O88cYbbL3VFgw7am06920gzmjiOMGr9wnzEZn6AC/j4dcEOK5j5wNdWeFJpTi+QxqlaKWJo5hwQcRTh7zMCy+8wNZbb/0vqUcURfzmN7/holsuZOhPBpBtyiBSQVDnI5UkTVKkUHiOZzezjIeTrYz8OJakrBxFlLfzh1qnTH1qBoUHUl599VU6deq0zN/tysSiRYs45phj+PCVv7P/RjuxTs++1KksNZka8nGRLnWdCJRHLshQiEpc8+xfeHjy33nhhRdYd911q7aOr8vLjBs3jvHjx6/whlWVlLC9ExDH8b/NU6dPn85VV11Fry264de5tthe66E8RW3nGrJ1WaLW2NazytbKyK/3rKZVnKICiU5TcKyq5+KP25jywHQuueSSf7tZAQwaNIgrr7ySBX9fTKm5hA5TwnxIqVii1FayMrpRShKlOL5LUrJGDSbBkguRJOUUjMDP+qRpykZHrs8f/vAHFi9evKK3banQo0cP7rvvPtbbYXPOv/8m/jbxVb5aMI9SVKYUhyxqXcKELz/m2pce5Ce3Xcxm43bh6quv5txzz8VMb+bozfagU109sQDH93Adl9pcDQ219Vb73PMZtdY6nLX7kQzSDRx33HHfOfzqOA6NjY307NmTLl26LPNmpbXmqquuommLBoJ6n7wIrbNxg4eXdanvWoeXtXUrq39myY1Gg1QCp8ZBK43whKW4hJJ3r/mQ00477VubG57ncfzxx7Nxn02Y99pCCnMKpGFKuVCm1FqyUZQSOLUKFSiEa3lZ0hMk+ZSklBCXY1TGsZMV0qX/DmsxW81coZnNlYWmpiZuuukm9j7iEG596VHufPlxPlswg4X5ZgLHoSXfytT5M7n3708x9rKfMadB8/LLL1d1s2pHey1zjRrNiaIIgFwu92+L7q+//jreWg7Kr/gXJtr+ijTSlQQ5n4YeDfg5D6Fs1yIuWGaykMLKgtQ74ELzpCW8eOrfueLcK79TcXH33Xfn3ON+zRd3zaR1Tp5yS0i5JSINNdKXKE/iZhzKrSXQwv55axkhbVQnpaqkpgK3xqNpcD3z3Nm8/fbb1bhtS4WePXtyww038NiLz5Ab1Z/fv/kg+1xzOntccRL7Xf8rLn3jAeo2XYe/vvgUV155JU888QSfvPoOB2+wAxkvoC0qY6TAdz1SNNKx838IS/VIlaBLXSOn7HIIX034lJtvvnmlXs/ixYt59NFH6TGsMzIncV1FkqQYXdmUXIXreXieTVdMYovs0rV1JJMYpCOIiSi1lJl4y8eM6bwFZ5111n9s+DQ0NHDdddeR+7yB5k9aCUPbkOlo/JQSotYYJ1CQQtQWU5hfsCohrh3h0rGd2RRZgZN1GLTrAB566KE1rpYF1mfhwgsv5OEXn2LgDhtz2av3c/jN53Pgn87k0BvO5bA7L+JtMZeb7r6Te+65h8GDB1d9DV93fp43b15VfuYKW1kYY77xoPzzl1cul/nrX/9KtkeAk3GIi0kH78rNuqQljVdjPdi8jGdnAIuxNY6MU9wah6SYYFxDubXMZ099wRmnnMGRRx75nTu2lJLTTz+dRYsWcfuEm1lr5152RtEBHaYkMsXxrCRMGJZBC3u6V8T+gwafJLSigGgQWUm39Zp46KGH2Gabbb5zJrBacByHMWPGsMkmm3DJJZewYMGCDsXRpqYmampqEEJQKBS44oor2GvEpkSuIVWCjJ+xRFwMruOitSF1rEmGkgpXOzjKoY5aTh77I8674QaOPPLIpVKUWB48//zzFFQBFUgUgiRJUbWVx1Dbh9zNWJfjdiZ6Uk5R2O9E+pafJbSg+dMlpO9Kbppw0zes5r4Nw4cP56abbmK7H2xH/To1uIFDXIrBF3gZxxbxCzHlfIjrudYdW4J0bMNHOrZKgBZIJE3DGnjkikeYNm3aUumbrWpIKdlggw1Yf/31ufjii5k7dy7lchnHcejSpQv19fUr1fjWGNNR02xoaKiKqW1VUsKvX/TXNyytNb/97W/56xsPsdYOPW2q1+CRhFYxIQlTlG/rRU6F4S6UtK1kX4IEHVrpEpMYCjPKLHm+wFFHHbXUubDruhxxxBEsfj1PcVYJHdsB6SRMCVtD2hblSbHSF45vO5eO7yB9O80vKt044QlMZOg/di3ufP7WqspwLC2EEORyOfr168fgwYPp168ftbW1HQ/Bhx9+yOeffEo2k6E2yFGIy+QyGcpxhJC2uOq6Dq7jIiv/jxCUK8oSw3oPQDWXmThx4kpZ/3vvvccvT/0l6+7Tj5r6LGFqeXVpOcXNuujUmoekJW05eNJqnqnAzpjiYDuFymBi+OyRLzjppJOWqUg8ZswYttl0G+a9vdBORzgS4UJ5cZmwEJJvzaMCq5uVRtpSR8oxwrFqOsKVVuooNWQ7Z+ixWxd+/OMfs2TJkpVyz6oBIQQ1NTUMHDiQ4cOHM2TIEJqamlaJS3e7W061bOCqmhL+M2l04sSJ/PrXv6bfLr3wal38eo+gzrfF9rJtUafl1HbmXGlHKSpzcRg7NqGNrWmV50S8c80HXHjhhfTp02eZ1jdixAh+edwvmfG3OejEEFeoDbZ+oTtY0mmljR2XLDFSOAKtK/pZZTu606lvA2NOHMUvfvELpk6dWo3bVzW8+eabjOk3jM4NjRSiEhrLQncdh7SiMx8nCUmaorXl3niVoepckCWXzTF67XV59913q762crnMmWeeSdS9jaaB9SRZTaZHhqAhwAkcO7GAHdESSqACGxUKaekHyldIV6CykjSv+ez+qQyT63PIIYcs0zoymQwXX3wx0VuG/FdFHF9RbgnRjn0e2g8zWZlfTSLL29OhTaOTfELYViYuJXgNLhsdM5IPW9/ntttuW+UH2H8D2muc1YiuoEoRVvsUe7teONjo6pprrqF+dI7avjnLXq9ET5m6gIYeDXhZz8rHeIqkEKOU7f4Ix07kSyWI05hUprx11fscvs2R/PSnP13mC5dScvbZZ7PH6L2YdO9UUqEpNZdwa2246mQd0tjW1dLYCoNLJYnzCUkxJS4l6FDj1XggBZ3WbaT7dp248847V/T2VRXNzc0kSlMsh6QKlFBWQSFNyXkZWstFvMrQNBh810NWlCfDJCZJE7rXN/Hll19WfW1vv/02T73+FAP36kfsalKsHFC2PiBTk7E1K2xpQDiiIhdjDUPSRKOTFJMawraQWW/NpfRsymWXXbZcNlebbrop11xzDV/eN5uFkxaTpPZnO1kr8Kh82TGuJRzbOUYKe8gikMb6AojEqkWM/vl6XHzxxd/gI34Pu0m1U4DWmAhLa92hH97Y2NgxpjN//nweeeQR+mzXg7gtIS6lFeea1LKVHUu29DM+TqCQvqoYCkiIhe3aKctmTualLHm7jZNOOmm5HXnq6+s57bTTiL5K0GWNyqqOgdfy4rCDlCiEJC4lFBYUMVqjfAcvcFGBJC4kVvIGw4Dd+jF+/PiVbh66LBBC0Ojm8HyPejeHtWm0LkOLi7b7F6UJURIjlbIqkMZUBmDtgHkSp1W3oTfG8MADD9Cwdo60aCNqN1AoRxJFCQJBrnOWTF0GJ3AwqT04lGNFHB3PQTqKOIpBwrQXZnD88cczatSo5V7T/vvvz/Yb7UB+dhGhK7NuqcCrcW1hX0mkK0njlGJziXJz2UalrpVjVrIS9fnQtE4not4l3nzzzSretf9+CCE61E6q5U5dlZSwnSkdBEHHTvrll1+yMFpIXEgqAms271e+REiB67rIQNgowHVwMy5JYtvH2qQ4tY6d94vgy+dnsv/++68wA3fddddl0+GbsuSLVsLW2L6jSnR0L5MkYcmCJSSxnT1E2CFbIwxO4BA0Wq9B5Th0GljH5MmTmT59+ordvCqiR48ezGttsUKCaQmE3aA8x7UmBBWagKNUxbMPojSirVxEKkkYR3w278ulYqovC8Iw5I033qDb6CaQBhFqSm0RxrGKscZAnE/Jds7gZ30rj10RWdSJHX7WqUYGirglYf4LzYwdO3aF1uS6LgcffDDzXlpkmewKkIa4GJOECaWWEqVCibBcRjh0EJzTKK0cpnakRzoKlZH02LArEyZMqM4N+x9EW1vbmqHWAP8I95LEcpnK5TLXX3+9/TNljU/RoFzZUZtKk8S2ibMVpYT27lBgh5+TckxSSMnPKvLRXZ9xwgknrHCRMJPJcMYZZzDzvnmkFXncpBJN5RflKeaLtq2NVbU0lRcF7Akc560ahUbjBh5Noxu4+eab1xj53NGjRzNh1mRKUYnEaJI4QaepHWyNQ7KuTbsA4iQmNRolFIHjUi6HtJYL/P2Lj1ZoaPrf4YknnuCTTz5BuZLS4hCyilz3jD0oDLg1Dk5GkoQpSDrm95yMNarVoSENU3RJ8941n3D88cdXZVPdY4896Jfrz9wJC4lbY5KSjf7KxZBCW5FyS4m4kCA9abuJCjt76EqEtP8tDBgMjf0auOOOO5g2bdoKr+t/BVrrDumpNSrCal9MqVRCSsmf/vQn7njsdkb8fBBBg09QGXTW2k6F218V1c/EDjinJrU1rhqHJEowKbTNyfP8Ka9x2bmXsf7661djqYwdO5aTjj2Jmc/NtRIkxZAkTWznKbWt8zRNMBXOEgZ0bDtG0hPExZioLSKKIzY5YQOuvO0Kbr/99qqsbUUxfPhwRo4cySeLZuAYQTmJ8ALrSk1lgt9xFFES27qNtmKDYRqjhWHK3JnU9+zCiBEjqramzz77jJ/85Cd026WOhj61BF0D0kJKlI8RYNU2yhqBRMcak9ralhBgEpAZSZSWEZ5g8n1f0HNJH84444yqpK0NDQ3ceeedLPpbK63TCxSXlCi1WTcg6QrcnItyJUkhxQlcdKxxAtd6XhYS0jQljQzl5jK9x/RAbxBx4oknrvHKpKsK7d3JamKFNywpZUd3MJPJMHXqVM4880zWGtsdN+eQ65bBJMY6NbsuTuDasQdX2TkwITo2ClFRjJSBRHgw94P5bDlsK4455piqFe0cx+Hss89ms65bsuTLFkgNUWsMxrbQ00QjUUhXVTTjDU5geThxMbFcLc/D81zqeubY+ISRnHnmmVWz4l4R+L7Pueeey72vPE0piskoj7gcEqeVDQpDW7FAqlN85YKwhhlGG1ryeS559FYuueSSqj1kxhiuvfZaTKcyXYZ3wqv3CBo8cr1zBLmAtKRxa52O1E8qgeMqhIN9Mh3TYSaSX1Bg8q3TuOWWW6o26waw8cYbc/nll/Pl/bMtMTXWUJHR5msZjE4rNdioouTgSJJiWvHN9HGyDiMPG8rjbzy22tjvzc3NvPjii1x77bWceeaZnHvuudx888288847q20Tbc8+qkWhqKovYWtrK/fccw/01NT0ydkvuJyiXIVf55Opy5DNZXGMC9iJ+zSxF6RjTVK2UjDWaUYw7/VF7LXXXsvtJP1tqK+vZ6ONNqL5o1YQVhBQ+dLKJmsDHpjIIF1F1BoRtoYVyoPEYDXlkyjFqXHouVE32rKtvPbaa1Vd4/Jit912Y+9xP+Qvbz+L1pqMH9BSasNoTSkqk6l0BsMkpq2cRyFY1NbCSeN/z8a7bMuuu+5atbXMnDmTm2++mV5bdCcpp4RxDK7AVBRZsw05Aj9jpY+VZbprbQfe01CDsQaiIoBwXszgQYOrXl8TQrDttttiyhUp7SghLMSgBGmq7fPo2OmLpGxluE1qLeKkp3CVa30vTUK2S4YNjx3O1Vdf3UH1WRVoa2vj1ltvZbvttuOAXfZm/G+vZdELHzH/uQ949Io/s9Pm27Dpppsyfvx4wjBcZesyxrBw4UJg2f0evg1VSQnbJVXDMOT666+n84gGS1UoWQ6VkAKdaAS2nhXU+vg1vmW2Vxya2yVUhQEdagqzisx5bT677LJLNZb4L9htt92IP7HdKJMYywCPUqK2CB2mlItlWuYsITUJwqkYcEYaKSRejY0UjTTIrKLf1r14/PHH1wgejuu6XH311fQZvS7nP3A9n82ZjjRWfz2OEhblWyC1m5cSii8XzObch6+j5waD+d3vflfVw2HChAnEXpmG3jWoTg46st+zxFJJgjofDOQaa1C+AxKrrZ5qhLQ8KJEKCCUf3PIJhxxySNUPL7AKr1uP2Zr57y7CcRVerbW0T0pWmTNsDSk2W92vJIytTrqBNEwwwsoXmRSMNqy1aS+ee+65qlllfRdmz57NT37yEy497Ty2bRjMHw46gV/vdRQHbrYzh2y+K6ftchgPH3sphw3cmhN/8jOOOeaYVUZylVJ21LBKpdKawcOCfxiDzp8/n/nz56MyytqKB5bX4lRs4YUrEEpCZUbQzVqzVDfrgmOLrWmiMQm8/+ePOeuss+jXr181lvgvGDVqFNtuuy3TH5uFzFhWuzG2m1kqlijmiwi3XcgvsR3OQKGFfZmUaxnZJNB94668++67a0zxvXPnztx2220cePxRnPLQn7jrtSd444sPaA0LLGhbzCdzpvHq5Pe59LHb2P2qXzJm75247bbbqppqAUyaNAm/n2ttpLTASJtqpXFFzbOc4GQqlmu+FW1UvrLTBaUU6dkIfN6bC0mnsMwk0aVFJpPhlFNOYdFbLSQF2zhq11GLSxHFQpEkTTp4WEpZnpZylY28pcL1LRVe5RReX4fZs2evlLV+HQsXLmSXXXbh05cmcPR2e7HVkA1oCGopxmWEkDRka3E9j84Nndhr9LY8fOLltLzzBSeeeGJVHZ6/DV9XHF1jbL6EEP8SZgYNPjqudNUqxDvpChxPWTXHKLURVYXJjLKdw3JYQmjBpIem0DizC8cff3zVtKX/GZ7nccUVV+BOyzD/jYUkUUpUiigsLhIVY6uNlVaY10JY0wJhc/G4HFecaqwtGNLwyRefVM0eqRqoqanhoosuYtKkSYwatxMvtX3BgTeezY9uOpfDbjmPh2ZPYODOY/j000+56KKLlksZ9T9h7ty5PPzww3g5D1GrSMqWf9fBsndUxTna+kw6rmujcWVfepPRGDQLP13My2e+yS233ELPnj2rusavY8cdd+Toccfw2fjpFOeXCFtDolJEWLCGFcpVdlxMYcUF3YotXMaWN0xCR4TYqX8Dt9xyy0pNv5Ik4eSTTybbGnPI1jvTlGu0dVYMtdkahJQUUysJrQGEoEd9Zy4Y93MmPv0aV1999SrJCNpH9VzXXTNoDV+3owbod2APanplyTQFeDUeTsZBx1Z33bQXMlPTkQbaUwvblVMSIw0f/HESt912G507d17R5f1HDB48mDvuuIOvHpxPUk6sekOtA9pUbKIMQgDCmmLoxHQYdQoEOtWkhZROAxoZcdwgjjnmmFVysi4thBAMHjyY888/n+eee46FCxcyd+5cFi9ezHPPPcf555/PkCFDqk4ULZfLnHrqqUyKP2bADr1xMg5evYvK2OaFX++BMOjUEBesJJFObPlAVYxzHc8hNSlfvTabE392IrvvvntV1/jPcF2X888/n170objImmrg2M2z3ByiMtZujtQ2AkxikMI2jnRqSOOEOB8jjGDT40dz+xO3rdRJiA8++ID77xrPD9bfnCa/AaEEwpUEnos2hqwfkPMDHMfBcVRFClyS8wP+cPAvueyyy1Y6BUMI0aGN922qtsuKqphQtLO9O2/TQG3fGrw616odNAYEWR8/G1ghf51W5G+tDK4lZ2IPWWENLJunLKFHjx70799/RZe2VGhv4UdtMVEhJs4nOFnLtiatzBWm7SeD1QNPY03YFiGl1X9HaHpt1o14aGmVnVzLiiAIaGpqolu3bjQ0NKyUWlA7XnnlFe68707W2rI72jEI31IEarvmyNRmMKHdrBzfsfI9Fb0rpSyJVGPs4HuiWfhRM5tuuulKi7S/joaGBrbddltKs8tIz2r9kxjcWpe4mJCEiS1piIr5R5KgAmVpGcZ2uFVGkusZsOkpG3LGGWestFrWddddx+h+69JQU0vJ2G57KYxQwsF1XcqJnc30Hc/6EQpIdIoRgiG9+rNV7+E88MADK/VZ/fps8RozmgP/0HFvGFiH8mRF28gK3TsZF8938Txr0WT1OezojRAVpnNqO0JSKua/s4hdd911qUwMqoHu3buz+eabs+jzxcRtliSYRKmttwiD8qxDdFyKCdtC0tCuOykmdnQnqFA1ah1GHDyYm2++eY2e3F/ZMMZw77330mOjTjR0rsFB2tQ552BCCGoCMjVZahpqMKlBeFhTkVRXUkTQpMRtCdG8hJZP89+pe1YtSCnZcccdaf6w1UbWCSRhipNROJ5CJ6ZSe7OHW3FRCR1plG8bBMq3m1eaajqP6IRcx/DII49UfZ0tLS389a9/ZZ0+a9laMdYXsiFbazemNKUmkyVKE4S0Mj3GGDKubxsEGPbbZEcee+yx73S5WhF8/ZCJomjNKLprrYnjmGCgh5uzWthxPsbJOraAqi0B0A1cgnqfoC6wNloZq4WF+IfKaGlmmcn3fcGhhx5atR35u+C6LkcffTT5z0r2pQGc9sKv0JTzZYr5EmE5AmUVHdJQ42acjjUarDFlba8a8pklK02e5b8Bzc3NPPTQQ3TZqBEdQCqsYmhUsAa3OraHgBB2moBUWOsuT1VOe4MuWWHHL5+dyU8O/8kyq3OsCHbYYQe6Jt1Z+N5i29mWELVEFBeUMMLQOr+V/JICSZQgJOjIpofKUwgEbmC7nUZq+mzRg+eee67qAn/Nzc3Mnz+fft170louEjgetX4O13GIkwSlFKWwjKscXKWI4sg6DRmD73ikxjCkRz/eeOONDvmXlYWv87DWiBoW2AK2UO3qoJZfpVyr0IgQBI0+jmc7hu3SIXgGmRFEpchqD5VSJt75Mfvt+EPGjBlTjWUtNfbcc0/G9NyMr16aR7k5JCknlFvL5BcWSEViJWa0wSQaJ6NQnkJlFGlsi3JGGjAS5QoaBzby4YcfrtL1r0lYsGABzc3N6NQQhbElY1akRaSSqEyFcwWYVON4CifrWKMHY++zSBTNHy7hw2snc9xxx1VtrGNp0NTUxNlnn81XT8wnP6tIGmriMCaKI0ptRUSAPawkeIGH8hUI06GU225JplxF3Vo1fPrpp1XnZEVRRM7xKZSKdKqrI3U0paRMPixZL1nlWNPdOCJOrOaZlLIjglVCEJuUMAxXOi+r/ecnSbJmRFjlcpnFixcTNNrRBeWrDg6WEyhr4lBI0amxpDtji5ZpqHFzrjV/8CRTn5hB3RdNXHbZZav0AQVLy7jmmmtwP8uw8JNm2uYXSGKb8qWxtgz8SvFdIG3BODZ4OdeesJFBk6JjQa5bhnfeeWeln1xrIowxTJw4EdkgcT0H17d28O0RVZSPO6SQlScRSmKEQaS2gYEEbQxhqcyrp7/NrbfeyvDhw1f5dRx++OH89MCf8sVfZmCEIQ6tR6ExNlrUsfXEjMvWD1In1pBXIOy4mbFGv5mmDJMmTepQLKgWXNelkITWBdwktBYL6HZbeiUpxSFREndsUI5UtlEkJNqkSCmrzkD/dzDGdCi52Prkao6wtNZcdtllvPzpi/Teuge57llbj6jMC6aJ/eJkxr7wQglIsaliRaVPGw0KwmKZ/fffn+7du6/wRS0Phg4dyr777gsJNgKEjk0JwAkchLLmBEmY2ggyqlxfhY+TpDFr79qPu5+5c411B16ZeO+99zjssMMYvHMfvHrPbkQK4kJMEmn8Wo+kmNhmhbQ67Y7vWFciIWzk6gvKzSEmhB/+8Ier5Tpc1+XII48knp1SXFS2ZFZtHaPTcor0rdNS+5ypNeStZBVG2w5nWVPbOcegw/py4IEHVpX31NTUZH3+MJjYUJPJgrQF9nISYoyVwHaVg8Yy+IthmTRNkEKijWHO4gVsvvnmVZ/1+2e0a7qvEcTRd955h/N+ex4D9uqD8q1hQ65rhmxjlmxDFuXYmcGklKBTy2KXSmKMRjiVelA5RQnFzJfmMHLkyBW+oBXBeuutR35WCRMbkmJFvrmckIaJlR0pJchA2jmyUkoaG5JIk5ZSBPahretZw2anjbaqEDNnrtbrWZVo9/+r2zRD/Yb1GAeyDQGZuoBMvX0WdGprU8Zo0qI1IUkrm3+SpsSFGIRg8ZdL2GGHHVZqJ/O70K1bN3zfRwrrQJ6UNTq0Es5xISaOkoodnaW66MQQFWPClpioNUZJhXYNg3dbmynRZO6+++6qra22tpZddtmFL+Z9hUBQ62cxGtrCAhnXt9FsmlQ2qRSk6JAT0hiKUYkH3nmO3XbbbaVHWO0jOZ7nrd4IyxjDHXfcgdtF4Td4uDUV0Wtj3U2C2gDf9RFGIqV9mZFYJ9oUhJQdIXTbzALRFykbbLDBCl/QimDLLbekbUKRsDnEySnLtzGmEg1YJrYOU3RqLcOMNpjYpo2Oo2y6qAzdR3ahx9jO3Hvvvav1elYl3n//fZ595wn6jukBqa1ZJY7Gzbg4yqG2qYZcQw1+jWfNUB2gMo5lUoMUstKwSfj0L1PYfvvtq84PWxZ0796drbbaivlvLQLXRoPlJREIkJ7tCqaRJcMWW0rExZi0rCtOTJbWI1xwmhQbHLkuV155ZdW6x1JKa5b63gQWtCyipdxKxvdQShIlCUmSkqaJTcelJEoikjSlHIekacKk2dO5561n2G+//aqynv+0zvYNS2u9eiOs5uZm7r//fnpvY80901Dj13tIx+oYSSVwsy6Z+gC/3kM4WOGz1Fi/wbKu7LiCj++ZxJFHHvmtHoOrCoMGDWLvvfdm8eetli9mbN0FICpElPMhrc1tlBaXcTKKqBjhZl2cjLLzZRXmtlSSfjv25t57713mWlY+n2fy5Mk8/vjj3HDDDYwfP563336bxYsXr5H8rnY8+uijuI0ueAKVtd5+dpxJonxJ+9KVss7OyrPjW0JYwqOJDUJICtPKmC8l48aNW63X4zgOxx13HAueW0K0KLJO08bGKXEhJi5GlOMyxbZipU5X4WdpW+ZQGQWpVdDtum5XPp//GZMmTara+jbeeGP2P/xH3PPGs+TDEotKS3CMpKXQilSCwPWRCFqKbaRxQikqIzS0FPJc/+z9nHPOOQwYMKBq6/l3+LprzmofzVmwYAFz5syxp6U2+HW26I62PnI6saeskALHc/CyHpkuGXABZewJoAVfvjCTwmvRSh3DWVp4nsepp55K66tF5r+7qGO0KL+wQNuiPNq1hUoZWK5ZtjFjbc48idCiwzBBo2noV8+ECRNoaWlZqs9evHgxN954I2PGjGHMiA045Yif8dAfbuGC40/noF32pm/fvpx33nl89dVXK/MWLBfSNOXDDz+koV8NsqLQITwBqlJMN9bbT1XGcaQrkb71RTTCELaVcTIOpQVlXvv9m1xyySUrdQxnabHTTjux5557MuvFeRTml5C+oDCvSFgMyS8ukoQJUomK85N1+RHSbl4mNpb2kGqcRkn3EZ356KOPqrY23/e54IILqO3ZjUfffoUkjWkJW6l1M4SlMoVSgTAsU+NkMKkmUC5fLprFOQ9cSzC0B6eccspKf9++PrZXrVrZciewxWIREYgO19w00khXWVOJjLJhvhLWqFJbrpUR2p6sGYnrC9q+zPP3X73Lww8/zKBBg6pyQSuKTTbZhGuvvI4jjjiC3K8yiDYbxmYaA5JygkwVJjKk0orQKU9iJJXRDUFUShAeKCUQGUFzc/N3Ro6TJ0/m6KOPZtYHn7PT8E3YYP/d6dWpK4603BUpFdMXzuHpR15lh3vu4fLLL2fnnXde7Rt8O5Ik4YsvvsAMFURhgtAaV4KUCmM9Paxmfgp+rWc7asaO4WhjpY+TOOHDuz9lt5F7cvjhh68yHt5/gu/7XH755eyzzz7Me/cremzWBQMoYxU7wNaudGKo+HrYQ1rbDdmSNFOMFgS9gqq7LHXv3p2HH36Y448/nsv+eif7brAto/sNoUu2gSSM8V2HfKENbQzvzpjETa88yqZ77sDvf//7lV5sh3/Y0sE/FF1WFMu1YbW1tfHrX/+a+pE5vDrLwQJscbKU4qgUr86zaUDF+UT6Eh1bBQfbKo7RsaFTp05sv/32a8QDCvYm77bbbgB2ILoQk2kMKjwsg5NzcHIKJWUHCz6JE+tOE+oO6VydGhrXq+N3v/sdV199dccX98+YPHkyu+yyC+vlenHoXofTJVOHlB5KOWS9DKlJqQtydKvvxPp9B/PyZ++x3x57cetdd7D//vuvwjvz7bjvvvv4aMpHDN6iLxqDcgRe4OAGqkNp1pXSdocdgQ41btZq+AtHoJAII1gyq4WDfnVQx/zZmoABAwaw6aabcs/7dyJciUhBODaK0rFG5Wx9tj21la6dh01K9tokkjRO6D6sC1f/5moOOuigqlI1+vTpwy233ML999/PFVdcwT1vPsuI3msTeD7dsg3MaV3EhC8/xelaxwWXXsABBxywymhDWuuOsT0pZVWsvpZ5w9Jac9111/HMp0+xzrh+uFkrD2MSW4Nwc1bJ0lo02fTAlYK4La50DFPLbHYU5dYyY8aMIZPJrNBFVBu5XI6hQ4cSLm7F6+5ihCGNNVJotFfpCmYFSZigHGlldOK0IwVOS1byd/PTRnP/afey1V+24ogjjviXz2lpaeGEE06gl6ph99FbkvECkApVGa6WSiKFJDGaKEloyNSy07BNUFJy2GGHMXTo0Krrry8rJk6cyPHHH8+gcX3o1L+eBI1f46EjDY6wno8IXN9FKCuJ7ATWzk060hqUKod4SUJ+epHevXuv1uv5dxg0aBDRCzHRkqgyHC9IygmZugxxKUES42U80rBCf3BsvUtqSdgW4WQUvTfryZKDWzn22GN54oknqropNzQ0cOihh7LOOutw8skn88Tbb3X8WZ8+ffjjnTcxduzYbz00Vxa01h0pYRzHq6foPn36dE499VR6bd7VnpjK1m0yjQGZugyudFHK2iMlZWsqYIS1RxIZy75KY42J4cvnv2LMmDGrtRv075DJZNh6661Z9NGSSkRgrGuKY6VQtNC2ZuVYc9WoLf6HHnkpxalRyFqBl3XZ4OgRnHvuuSxevPhfPueee+7hywkfs8vozRFI0kST8QJKaUQ2k8FVDlkvIBdkaMjVYQSkRrPHBltxwjbjuPjii6s2Bb88aPeejNcqUdMvBy4EtR7KUdT2rsMVHrnGnNVHq2i0O66deEBYigsahBEsmtJMTbFupReClwejR4+mvCi2z3HFO1F5ijTROL5DHMU2zZVWjiiNbPqrk9QqUyirmjpwj758mH+/qvOFcRzz3HPPsfvuu7PL9jvizM1z6Kid+NEGO7LX8C3QzQVOOukkbrrppn/7DK5MKKU6NsnVpjj67LPP4nSR+E0+QaNn29cVsTUppZ0ZzGXIZAO8Oivij7B+f2kpJUlTpBGUm8tMvX/Gau8GfRsOPPBAWt4qWDEJaSPFNEotGTaCsC0i35wnLsckYYpObBpghCEtWjcav8Gl84gG5sSz/8Wzrq2tjT/84Q9sut56NORqCOOQWFutqKxni/lRmnRsUmES4TkuRgmKUcgeo7fhpSef5fPPP189Nwgr2HjbbbfRe7NuFb0wW2SXvsTEGifjoKRDTWMO5VnrrqgU2afOgEht80KHhk/GT+G0007rEINckzB69GjWX2t9Wj5vQws7F9jOdg8LIWhIdEKxpUQSx6Ar9SsDGIEXuB2E6b5b9eGuu+6qynxhqVTiV7/6FTvssAOdF6T8Zu+f8cudf8SBm+3Mz3cYxzFb78NdPzmfczY7kHt+fz1bbrklkydPXuHPXdY1AlXrcC/ThqW15umnn6amfxbpWOcQ5SuCBr+DJCqkHQB1sg7KUR2zdzg2f1WenR5/8/L3OPnkk1lnnXWqciHVxiabbMK4ceP46tm5HZ2uNLH1qnxrnlJYwlR0vpWj8DIuXq2HF3iWFe9IdApunaLvdr3+RfN98uTJfPXFlwzt1x+dGHK5LDk36Phiy3FkDU4NZLwA13Gt3byfw3EdGrK1bDVwfV555ZXVcXsA7JycjPDrPBS24aDt9ApppPF816oJ+I49uBzbnEBa7lWaWKu1ee8twPnc5+CDD15t1/KfkM1mOe+885jz4kLKC+yGG7ZFtM3OkyQJhbYCUTmscI2s7r9y7XOvdUoSpXa+NiPpOaYLL7300gpHO3Ecc84553DDNX/i13scyQ822Jyu9U10ytVTF9QgHEVDXT21tbVss94m3HD4Gfyg1/rsvffeVS/+fxuMMR0bc7UGwJdpw4rjmMmTJ9M0rKFjyNmrdTsijPaXzWAqQpKmUs+ynRThCUwKb171Lr1a+3LqqaeuMcX2f4bv+1x44YV0W9ybeW8uom1OnrY5eaJyVBl2tZGXlhoj7ChSe3SRhEn74BFCC7KdPT755JNvfGmfffYZXerqaWsrWGlmY7+KYhyS8Xw8x0VIiee4RGlsZXu1dWXWqaZTro7Bvfvy6quvrqY7BJ9//jl+L7eiGivw6l3crEMSWgJlEqW4ORedGLysJTYKJXAcFwKIRcTiz1t4/oTXufzyy+nVq9dqu5bvwtixY/nZ/sfy2R1fUpxbImwLES4YR1vPgthYUqyyxXjpVpR2K2M7RhsUCr/RIx/nO8wZlhcPPvgg46+9lVPHHspaTT2QQlGbrSE0CUYKtIAYg+f5JDqloaGR43Y6gLE9R/KLX/xilZhRfL1LuFoirPnz59Pa2kp+VtE+iJGuFE+FFeTH2oonxbRi2yRRjrQk0sBBm9Tad02Yz7nnnkuXLl2qchErC4MGDeLEE09k8WctxFFCpkvQISeiIzuS4QWW1dyR9oYpTtap/D0I8xHZXhlmzZr1jdZua2srjdlaPGnF1eIkIXB9O06hNVkvQAlJoi33y3NcNIYkTVBSEUYxjX4d+Xy+6vIlS4MkSSwRUhurKhtp4kJC1BajHNtBxVjKi1CW1pBEGlIwRuNlXVzPJT8/zx4/2IO99957lV/DssB1Xc4880zS+ZrC4qI1UxWgyxqvxq1cn1Uj8Ws8K+onqSjTVizCwtR2kQVMmTJludeycOFCTjnlFMYMHkaXhkZyToAjHcpxRGo0Uko816Muk0MpSeD5RJVa50932I85Ez/n0UcfrdKd+XZ8PcJa5RtWqVTiuOOOY3HnBXTdsAm/3rPWXMXK1HfGAW0LjU7GFuOT0E6ztxfeHd8haUsxZbFGEAOXBn369CFuThGpwMRWCRNpB7nbXWCEFBVNr8o/0pVhaQFSKRr7NPJJ8UPOPffcjiK553n4dR6ZWg9t7CldjMt0rWu0KZW2PoKptioA2mgC1yPWltjkOQ7FsExdXd1qiVIffPBBrrj2CgaOXct2f5MU5Vmdc11xnDEGopbYWqdRUWhwBLj22ZCBoNhcYq211lrjGi//DrW1tXTq1Ik0X3EEV6IiMQRBo49UVkVXpxqhsNLaqbHy2qkGBxzXZcOT1uXQQw9d7tTslVdeQZUjhvcfVFkHeI5D4Fs6jHIqaqkVhQYpFaYyhVEb5PjJNntz4403rnTTlDRNaW5uBv5Ba1hRLPWG9dBDD/G3lx+l99Y9cLMOJjXU9MiR7ZTF9a3AvHAqu2qq0ZGNtsDKiaSxJQuWFpcozwpXmyrDsqJ3794k81M7rB2nFcsyK5EjXJsKWd/CxLoYJylRPqo4wxgUDtlOAZv8ciRX3fVHXn/9dcDye6Z88RXNba14gYtUgkQn5MPKVHtlzg4M+bBIajRaGwLl4nkehbDE53OmM2jQoFW+Yc2ZM4ef/OQnDDigF0FvHzcQZDplCAKfIGtdvqVno2uVsY+YEeYfEjJxRfcqlSx4Z3FVnaZXJjzPY7PNNqPcXEYYablW0rqBh0siokKEFLbbq2P7DiTFhKSYIlKJErZ+N2CHvjT9oI5zzjlnmaNjYwwPP/wwQ3v3o0dtZzrl6km1JkoTJILA9RAIoiTGVY6VkjEpnrLcq1SnbDhgKE8//TTz/l975x1oV1Wm/d9aa5ezzz235aZCSAIhEDpiEAERkDJgARQLyiggoA6gHyIII86AIBYCIwwqOOKIdQxiwxHpAwICGjqGACEIBNJvPW23tb4/3n0OAVFTLhDkPn+F5HJ2Ofuu/a73fcry5S/HbWpDa922lxm1z1ybH6rX63zlK19h8l59mFDjV3z8yBMejVOUoohSFBGWQ/E7cqwRkCqUBqyUz0//33Mcdthhr7pucG0xc+ZM9tlnHwb+NIxywivyCia/za24q0YeeS42ylk9k55FJgRKExpM5FGZ0sHWH5zBueeeS5qmbLfddtgOn2YSo63Gcx7lqETucuppTDOJMUUPyze+3D9rSW1Onmb014e44ZE/8Ja3vOUVvyc/+9nPcFMSeqZ3olCkiRO3jrJPWA6pdFXEux3IGzIt00W2o3JgAuEyDT01wqo7Bthnn31e8WtYH3iex3vf+176FwyTxikuk2lh2shwTlogcS1GAVmSkTYSsU4ueaS1DJcVngkezH7PTH70ox+tszttkiQsWLCAaZOm0KRJf22IPLMYo3EoPG3IbE5nqUxuLUaJINo6ER/72qOvo5sZPZNe9uzENXtYo+W8sVbE0UcffZSHHnqIWbtPaz94LRdDP/CLfXuIQhH0yts+b9r2Vier5aIVW9Hk4R8+xsW/uHSjkZX8PURRxAknnMCHTvogvdt3U/ZKJNWUUmdI1pSklCDzsYmjZ9NusmaOVxJ2PxhsKpQPTxs2edNEbvzPm1i2bBlTp07lgx/8IHf+7v/o7qzQF3QzwY2jq1yh2YgphyUaqTRGrZMtYC2po9F4SnP9g3cxbbtZvPGNb3xF70eWZVx11VV0Tu1AO+lNquh5T3NttDh0oCn3hDhnsanw05TX2j5nKBSP/uQJjjzySGbOnPmKXsOG4KCDDqL3s31Un6kzYceS9KmMIq1nKJpoXxMviymVS5K3mYGJNJknOWC64NuVJgZM3LeX3/3ud+vsUjI4OEg4eXM0Bt/36Yw6SPMMg6aRxFSKxcr3POIspSOUxaLkBzRSmWZO6R4/6rys5557jjvvvJMHH3yQ5cuXo5Ti3nvvBYQk/YoRRx955BE6tg0pT4rwSkZ6EVrJyu4byMTu1oS6rS30Kq2HV2EiQzaS87tz7+KYw49hr7322uATfyVxyCGHcOCcf2LJ9UtJ62LaH9cS4kYTFclWMawE5LE0PFskUuVJJJBRhhxLEAaEM32eeuoplFKcdNJJPPrsMlatGqQn7MI6y8DIMB1RCYUksxitxdxOaeIkJdCGZ/qX8c0bf8pnPvOZV5y3VKvVuPXWW6ls2iEeVs0MZaXSQIm2riXVctZKP8WHoDfAKxuwilK5xIr5qxn5XZN///d/f828vEB8si655BKWXLucgceHSes5eZqTxAlpmuKMwyvJ7kOGD0JN0YWUS4cSF6Y9zbS3bsLdd9+9Tr0d5xwdHR0M1arU4iZDzSpJnkpl5TIC328n5OS5JfR8slz4j9Vm4SyBZqhRHbUsyuXLl3PGGWewww47cORpH+R7D/8Xt+bXcUt2HVPfOQm/13Drrbdy9dVXb/B0cq0qrMHBwfbkKy96ONpYjOfLiN9TmMATAbQp/KM1YGRKYK3jyVueYXO7JXPnzn1NNFjXRBiGfOMb32C33XZj5X2rmbB7Hx3jythmTp5Y2l60uggj0BqFFgG4r0jjDON76FJKeVyJ1atXAzB79my++93v8qHD34c6SLHbtB3QWpOpjGYOkRcWFrhV0ixFK82Tq5/jnJ9/m3cd+V4OOeSQV/xetJwzyzrA7/QxXpGKE3lkzRxjIPRDtBIKQ57l+KFkU6IdzrOMrG7wf6f8nt/85jdMnz79Fb+GDcXhhx/Op/94Cpf87GLK/1zCOY+wO0R5wtzXfjF4aOYEZR+L9O6EpOZwTlKiSl0lVq1ahbV2rX8nwjBkp512ov+RJ/B8Q09QIbYJkR+S5hnNNME3HspB5nKscxit8Y1HkqfUmg2qWZ0nhpbR09Ozwfdi/vz5HH300Ty++lF2PGkrKpvOJBxXQmuF0R5hFKI/pXn2zuUc+ZkPcuzNx/PFL35xvV+0a/VqazabMhXLZIvncie9qtwJSS6Qcb72JGDC5lJheMaXKQWGMArYcsstX7H4rtHGZpttxq677iqLjzHEgzFe2RPJkRaxs00sWZwXQQR5ERoLQYcvw0VfU+4r8bWvfa1djr/zne/km9/5Nt+64Wr+d/7vGEqr1JoN6lmTkUadoVqVMAiox01uWHAX/+8Hc9nzfQdz0UUXvSDA9pVAnud873vfw59iSDuE3uEyR5bmpM1c9I9orM1R/vN6SAnpEONG7WsokqVebcPG9YUxhjlz5pBbS25lq4uTl5MrmLPa023jR5AKy1oxg1RWC+G4bPjd737HXXfdtdbHVkqx//778/BTT1AOS2Q6xw88MpejlCbwpQbJXI6nDY2kSZpnDDVG8LWk6tzz+CPsu+++G5xGdP/99/NP//RP1Gf0s/tnd6QytYOwK8QljjAqUeoo4RkPE3rMOGAqB31tX3581w847bTT1jvzYK0WrC222IJkKJXQyCSXbVFBCs2bthjziyaMTB5KpRVZnoIGP/RY9tAKtt122/U6yY0BSilmzJiByyCrZTjniIcSMamLDCbUUFSXEhcmC7sKNfFgQt50eJ7Hjh/ZmkeyB7jgggsK6xjNhz/8Ye644w5GJpb4xOVf4es3XMkfFj/MbX+6hzsW3s/c//0eJ33/fH6w4Ba++M2v8eUvf/lVEYzfcsstfHHuuWx52DTKkyKCjoCwO8QrbLCzZlpMU61MynKRr2DB7xD/FZc7klrKlClTNjrR+7pg1qxZ2EFLNpKTjqQ0B2JqS+sStmKRbZ/SuBxZ2HOE3iNacLTTTJjdxzYnbcGxxx67Tg3wAw88kKC3m0eeXcxAbZhao0HdNgl8jyzLSbIUrTWNpCn8QGTBrDbr9DeGuOzWqzj22GM3yLWh0Whw8skno7fL2WzfyRhTmAA0c7xAdmOgiOME5YPFUp4Ssc95e/CDm67g5z//+Xodd60WrO233576wpj68gZYh/FFA6YDyZRL6xk2cTjlSNJEKA7FL6/xNM1qkxX3rWa//fZbr5PcGKC1Zs6cOQw/XpX+RGjwO3yyRo5NLUk1RRfRGiBkSYXCNV2hp5T6ozSpxLYfnsV/fP3CtgOlUoo3vvGNXHXVVdx///0cdNQHWD25xP1qFfd7q9j+nXvznz++nDvvvJP3ve99L6sP919Ds9nknHPOYcJbu+mZ1onf6ctgQSsqvRU6ujoIuyUByY8K7Zxn0KEGp4gHE9kqW82KP65m7733HvWR9yuJmTNn0mN6hcJjHV7ZI5pQEncK5cjTXAJWCkuVLMlIh7J2ypLnSX7hFgdvxuD41Xzzm99c617WpEmTOP300/mfm65nuF4jD3NMoIhtQjkSZnvLktgpR+ZymnHMYHOE/7nzOqbuNJuDDz54g65/3rx53PbAbcw8YDOZkOc5WWzxOn28wJPq0ijKfZFU2lqcOaLOEnue9ibOOOOM9WL7K7cWdynLMo488khuWX0Dm+49uU1pCIoxdtQV4fkeJjD4kYdTIkvByVh/ye+Xsnjuszz88MOv6Yd0+fLlbLvttvS+p0zXtApeh0dQCvAjnyAMZGKqi0VLg1EGvyLuFU4hLqtKkduUu790P8fs8XHOPffclzzWmgzhjaHnN3/+fN6015t4w8dnEW0WUZpQIqllRL0ljPEJwwCbOfzIF2a3Bj+S+2FCQ9qUyWpcS7j6yOu5+r//lwMOOODVvqz1hnOOf/3Xf+XSW77OlocJedYLDFoZws6QsCNEpxoVgl8K2snXJiyehSRDlcDGOasXD/LoWU+zcOHCtf79SNOU448/nlt/fS3H7H8I0ydOZmI4jnoa091RgVxRiSJRFiipci+5YR53r1rE1VdfzXbbbbfe116v19ljjz2ob9fPpJ3GoSJ5KemSwfge5d6y6Ik9X4YOWq4bFEZLas+NJ9/GVz92AR/5yEfW6dhrVWF5nscJJ5zAipsGqC+tF9FWsu1zOPJc/NnzRAIZsnqOcR4q0yTLUv5w0X2cf/75r+nFCmDChAmccsopPP2bpdhY4pxQjmQkoVFtUKvXaIw0yLFobfAiH+UpXMGO9wIPExn8ks/0g6Zy2223/VV7GK3F/WJjWKwAfvvb39K7fYWwR7h2jcEYfIhHUkD6WDpQYMAvB3ihL2/4nIKLZEhGMhb+7An22f5tr3hY7mhDKcWxxx5LfH/G8J+r5LE0uLNmRp5lVPtHqDVrItmJpbLSnuzPtBInXpWLsWXX9Aqr1Mp18nz3fZ9LLrmED33iWM668tv86anFrKwNkOYZI7UaSkEjjhnJajy05Am++MvLedxKKveGLFYg9ugLFy6kd9NOsmZOmmY4H3So21kI2ui2skEbYdtrT3p6Qdlnxr6bcfPNN6/zsdd6b7HXXnvx5S9/mTO/eiZbHzWDzs06imrKkcWyHSp1lbCxbQuesyzlus/dwrvmHMphhx22GscFkQAAO7tJREFUzie3sUFrzUknncTNN9/Mg7ffwyZ7TcKLDF7ZkFdzAieTM5da/E6PPM0xvo8JDEkzEepDZrG5o3vTLm6/914ajcYrHhy7Pli6dCmVyWURvYdKHszY4fdKXqNNLarkg3U4LNZa/M4QZRD7ITTL713Jsp+s5oc3ztsobWTWFVtuuSXf+ta3OOYTxzDj/ZvQs1UnLncQQFD2CSL/+ZKgIFP7YVF1akllMkVoS+/Mbp577rl1On5nZydnn302b3nLW/jyl7/M3F//iL1m7khHOWKzrkksq67m3qcXoitlTjjhBI455phRIWwvXboUN0kcKFwZMWxMHWk1I5wQCnG2kUOm8DuLPM9UhhNeKKTanq27+MPP/kCj0VinXuZaL1haa04++WRWrFjBxd+9mJnvm4q3gxHeTYciz3PSOJWtoTEMLBrinm8+yLvf8F7+4z/+41XNmBtNdHd3M3fuXObsOYfOWR10TqkQVHz8io8XSsiCX/JJGxl+2RM5SiJ/l8USv6SNvIlGRkZYunTpy1Z5Dg4O8vTTT7No0SL6+/vp6+tj+vTpzJo1a50WjFqtxqOPPoryLLmyuFqG1+ljiqg2nFyfUgrjG+nxBQbllHCxQnnb/vmupznxxBNfM1KcvwelFEcccQTf/e53WbjqIfq27xFWv5GqQmmFMhqv5MmWyVdSaQWFCWBhp6wxBGWf++67j0MOOWSdeGm+73PwwQez7777smDBAubPn8/ixYsZGRnhDeN35hO7fY45c+YwYcKEUSFuOud4+OGHUZ4ix2KsIamlhGUfHXrFNav2hNSl0ttWRqar1opkr9QVrhf/bp26t6VSia9+9avssssufO5zn+OeG//E9P02xS97dE3tJIgChhdXWfbHldQeafKvp/4rJ5100itieP9KoqenB9d0lHpLmFAL36YSkNdzibjyFMqCSx1eRb5EGVJolPKwaY6JFFPfNZGPf/zj/PrXvx7VimPp0qV897vf5bLLLqN/6Qp22XQr/CAgSRMWL3uG8tTxnHTSSRxzzDF/d7HM85wLLriA2x65lR2P3wrlZJgg/laKtJlKk9VDLIWUTAJbC5nNnPRtYmguT9jqPRun/9n6wvd9JkyYwMOr8jbtRyGxd5nJ0ZEmHUnRXZostgQdorv1Q5+4HpPVMkyo2fStk5n7tfN585vfvF4N8VKpxC677MIuu+zyMlzl87j//vs5/fTTmXbwJILIFzJzZwBBkT0KgCrS0x3KE1cLL/SwucNoRZZn1Jc26O7uXucB0lo13V8KK1as4Oabb+amm27iBz/4AXEcE4Yhhx9+OPvssw8HHHAAM2bMWJ+P3ugxPDzM9ttvj7dfTte0Cn7ZpzQuxGhDEAX4fkDYEeKspdRZavNKsyQTU7c4w/oWN+S46dw7+Nf3/Runn376qJzbLbfcwkknnQTLq3x494OY2N3H5O4+gjCgI4ioNessGVjJ5bf9imqX5vvf//7frHjuvfde5rxlDlsfNZ1xs7rxQkOaWKKekkxBnSPokGv2Iw+lNV5YTAdzJ4lCZYVrKOYdcjW3//qO13z/6sU4//zzOefHZzFt/yl0Tq1gfNMeSGlj8LSH7/toX+6NtRalNWk1wevy8EOPZrXJn29+hqVXDLBgwYJRIXWONqrVKocffjgLuZ9N3jQRb5yP1+WRN8WnX2mFH/n4QYAfituwCby2fMkLDfgyjFrwo8fZaWBX/uu//mudzmG9NRETJ07kiCOO4LLLLuPwww8HJLzhW9/6Fscff/w/7GIFkrH2rne9ixXz+7FW/N5d7kjrEhSbJ3lbyR/XE+LhhLSeQq5QVmHKPp7zMb0ebzxuJ77xjW+wcuXKDT6v2267jcMPP5w3d03n8+88hjdMm82k7l6UNlT8iCTP6OrsZrdZO3Lxh09l964tOPSd7+Kee+55yc+z1nLxxRcz7o2d9GxWwXgGpyHolO1f0BFQ6epE5TIJcg7IZSDjrAMtDrPKaZY/tJLpXTPYZpttNvg6Nzbsvffe1B+LQUGeiBNF6xlwRT5nFmegobaqLrZMjRS/4qGsUB6cckx9yxSGo0F+9atfvdqX9JKYP38+119/PeN3GocpmbamOOoqEVVKhFGJMAhlR6FcYXODTAkDjc1EtmQTx1N3LGmnU60LNljEpbVu64M6OztfFY7QK40W2bP2cJPGsiaN/ibNgUSE4UosPOrDdZq1mLwwdQMlaSqIlMkZcNoxflYvQ939f+H5vq546qmn+MAHPsA/7/w29p09B8/zJMHGLxGVSsQup6vcSUdYIrEplbCDo/Z6Fx+f806OOeYYli5d+hefuXr1aubNm8fU2RMhU1gseebwQ0+EzkqjSorOyRVKUUn6V6EmHk6E5Z9JEjKx4tFfLuJf/uVfRk2/tjFhhx12YI9d9mDVAwNixlhNsZkw3usr68SNmHq9TnWgKos54Jd99BoW4n4ofdCt3rU5v/rVr14VU8a/h2uvvZbJb+nF6/FE51qoWrI8RxXVowmlP2WMBiMLuDbyQrPOktVynrp9CeP6J6yX08ioqE5bkUW+72/UceqjiV133ZUTTzyRp69bSlLNsIn4YNX6a4ysHEGFSE/DKFwuomilxTY3T3IRkSuDKRnGbzeO++67b73PxVrL3Llz2cx0sfXkaZSCUJJajCYlx9OajlKE0opmlhJ4AbFNKYclDtppD3pqmh/+8Id/8d0tWrSIRCUEnT7kjrwp1scC4VcpxDpIlxR+xcOUNEF3ETJqLCpXPHzlQjoW93DUUUet9zVuzCiXy1x44YUM/65B/0NDYo9sLYNLhtEVRZLEkgqdFw1pRCyexzl5s3ihWdBKM267Xq655hqGh4df7ct6AdI05e6776Zvux6SRoruNWSIaaNYryLTz4LhH3aGsgXukK0iThLgq0tq3DX3Xs455xzGjRu3zuexwQtWS14CsmBtjG+GlwPGGL7whS+w11Z7s/TO5aRZRtJMJXShZERDpmj7e6OLSUmgZaSdiitlTsq4rbp46qmn1nuxf+6557j88svZe8c3isjVZmgli8m4cjdOKQIvwDcekR9itKZk5L8Dz+fjBxzOBRdc0BZlt7BkyRLCqT4lP0CHmrA7IKvn5Na2HSm8kpFYeicSFHLxDNOhQgeKlY+s4pFvPsFPfvKTjd4Se0MwZ84c/vM//5Mnf/AsI8tqJCOJmBY6KxmdRqggWimU1jgHfqcvci5kaqwDTdekCnEcMzQ09Gpf0gswMjLCggULaOYJpkOTNDKMkUGC8cW/X+kiBck68jwXLmEgqhAvMmRJyk1n3M5pH/3setOcRqXCakX5vBLG9hsT+vr62GeffchqOXktJ+j0C8KcGPyBVFm4Ql9plCj6AZy4XiinifrK/PhXP+LGG29cr/P4/e9/T9Sh6a10kaicJE2LsbpmJK5jtCbJUiwO33hY50htLi/G3DFj3BSChuXhhx9uf+ayZcs444wz6J1eoeES4v4EUkfY6YsrR8t5NRcWNSDTUR9Jxg6M2GbnIjt6LetI1wbGGN72trfJf2Rii+wFBps4tFGyNQplayT8vMKx1Cm5n77GxhYVKDq2KXH22We/qpmTayLPcy666CIGzGp6p3ShcpkiZWkugu/cFWJvAHEs0Vqmg8oKcdg6S1gukcUphx122Hq3jjZ4wVJKtbeErYXr9YQZM2ZQXdzE6/DIm5IrmNYz0lomDG9jUOb5mO6smYnffZpJjyd2TN1lMjucMJvjjz9+vWxr7777bnbum41SUPZDfM8nND6NpInRBqU01lniNAFkaFnyA1AaP/DojMrsPXsX/vSnPwEixTrllFOIJw2xxT5T8ScHhFNLZLklqWdFf0J6Wja2QoAMW75PIk/JY7EIHnp6+DXj2b6h6O3tlcBQIwx2Z4usSlt4ozkJk9VFepDWBlcEi6QjWcFZsux73u5cedtPuPLKK1/tSwLkhXjuueey9QdmEPQEhKWAMJQQkayei4uqk+paSOPiwmqdRRWMdxc7klpCffGG2aOPSoXV2gZ6nve66WG1sM0222AHLXG/9CnyZo4urHiCik+eZyTVRMI2kwxbTBGNMkImDDRZmjP9rZsST61z5ZVXrvM97O/vx5oMqx2VqEK9GdPMEqKgJAaAWuEVKdK5s+TO0khjSkGAc67tQtnaEj788MP85Bc/YeKefagOTdQRoHxN2BPSO60Hg4zi/ZJfhE6IG4HwzRx5Mwfr0Lli1X0DHHDAAa+LBaurq4s999yTlfetxmZWgjl83b4/ACoUeU4e5yS1RKyTY3nxG+PhRR5RX4mdjtmWL3/5y6/61jCOY84991ymHjyB7k0qOC2BM2FPCW0N3RO70XmxjHjiUtHKJm35oQGYwLD68X522mmnDSJKj8qC1fK26evre025R44Gtt9+e/bZZx+GFldpDiaY0MgbR0FzIMZah81yhleMMPJcVZrXidgmm8CgkX6XihxbvGczvvWtb63z1rqrq0vCLsISq4YH8QI5h8zmNNOEVlpkmmfkTlwoW06U9aQpVte+31Yj/PKXv6TvDV1091Sw1Zwkk0XYpQ4bWyoTOghLoYi9nWwJbFLo6IqgDhN4DC+tsvg3T7PvvvuO7k3fSOH7Ph/96EcZXFAlHc7wfGF2S/9SkdUzmgNNGiMN4nqMyy1+h4f2ZHuNlpe+1oYpu07kiYHH2xbDrxaefPJJbrjhBvre0IP1HKakyVyO1ory+AhjNF1TuihFkTwjRdiIzRwuEVNopRQugUXX/Zkjjjhig0jSo9J0b1H+BwYGXncVVhiGnHHGGay4ZUCiywdjmQwqRxon1IZqNOOmsJvLkmFojNhKayPTJGHAK/q27mHBEwvWWVM2e/ZsBtJhcZv0TOE0aUnylNzJ2Fmrotmfi0jX1x5ZlhEanyRNeWTJk8yePZs0TbnqqqvYdMsJZFjwRCdofAmZUEWajzIav+Thd3p4ZYNTtp3srY0mr1oe+t5CTj311Nekq+j64tBDD2X7yTswtHikMLIUM4DmYJNGs0GtWiNtpOSxsOKlGlV4gTSm80w0el7FMGWvCcyfP/9VvZ4777yTaGZA0BvgTJGtqBS5k3gx7Zl2gLDWWlQPKJyTgOEsTUmGU56bv4zkdrfBk+JR6WG1RrC+77/uKiyA/fbbj5OOP4knfvkMeTOntrxOY6hBXEuAlse5uE0659r5dXmatYXCNpHYsHAznyVLlqzT8ffYYw/uf+IJwihAGUVPpUI5LNERlKSxbm2xFZRJDkCcJTRtwkha58/9z/HHJQvZZZddqNVqLFq0iLxsKUUBLpAkb3kglSxKnugF0UCu8Eoigve7PfDBupz5376fycumctppp72unolKpcKll17K0PUN+h8epDEcUx9sEDdjsiST5nRQ8PGUUE+UkaGMTR3aM2L4lzrGTe3lwQcffNnzA/8arLUsWrQIf4JHcyQmT227ErTNYtKiKdwZ5DkwZYNXFqspr8PgBT5DT4zwf6feycUXX8yUKVM26JxG5UlqlXjr4k39jwTP8zj77LOxf4ahp0fwyiL8NSWDCQ0U+jtZsCBtZPLlBgbtGUgUFkcYhEzdeRNOPfXUdWq+z549m/3224/f3ncHA8kIg40qw40qKPCMKdJTkiKMICPJUmpJA5yjUW9y40N385GPfIQJEyZwzjnnUJpo6J3UxXCtjsVhygaXWdJmSp5KwKvLxE1U+QqtxLTPJrYtfH3iuqeYO3cuEydOfPlu/EaKN7/5zZxyyimsWjAoTHetCDp9qaZyBxmSnG6FDW5zJzsTiaEkzy0WS/f0Tn5y7Y+55pprXpXruOOOO7jwwguZsFUvvifBwF70/DMtjP5MerepVNi2SLw2oQjj/Q6PFQtWceBbD+TQQw/d4HMalS1hq4eV5/nrhof1YnR0dLDFFluQNXKS4VS8wZp5O1jWBKawyJURsE0saT0TCUeSYZT0snY+aluWj1/C+eefv9b3MgxDzjrrLO64/0GGR2o0VcxIVmcoqaKVJs4Skiwjs+JHv7o+SJ7L1PDeZx/hf+bfxGmnncZvf/tbvva1rzH7g5uTBjnlCSUMBhN4xEMpxjf4ZV/oGL4sTDa17SmYH0lPq9Efk6+0r5mw3NGGUopZs2aR1SXeTnuKrCF5li1dqcukdZLFKV4o00KnitCW2KIx9O0wjt1PnsOJJ57IM88884pew9DQECeeeCI9e5Tpnd1N1BsR+IG0FRKLjgxYyZjUgcEveyJ+t7R5ZyY0uARGllVHLaF8VLaErwU/p5cbvu9z0EEHMbRoRPo4nljE5nGOzZy8gazYjuRpThpn0qSu55AjXKYc8iBjy/fN4D/+4z944okn1vr4u+++O//2xS/wtat/xHCzhjaajJyRuEYja5K5lHrWZKg+Qi1uMJyM8MdFf+KLV32Hyy67jC222IKvfOUrbPuO6fg9PlFXCZWB3+PjYejo7sAYI+6VzskY3hZVgXHYhiWpp3ihR3N1zJZbbvm6rK5a2G677Wg+mpAMJbL1K3hrykhbIG2muNSBk0laVstIBlJs0+H7XhHeoJmy+0Tc7ITvf//7r+j5//rXv2bh6gVssvdEkRMlkt0QdUVEHRG+8kEpbJrLM57Ii0sXk8EsEdNCLzCsfniQarU6Kuc1qs2Frq6u122FpbVmn332ofrnJrVlDVxW9H38Ipuu0BjG9ZjmSEP4WGoNXZku3Bk9TddmFaa+ayK/+MUv1vr4nudxyimncPpZn+fMH1zG7Y/dx0hSI1Up9bSByy1xM6aeNFg2tJKf/+FmPvOzS/jceWdz5JFHsnDhQu6+7256d+zG5ZY0zEmVSIq0Zyj3RPheSFgS9wkdSnNdeUJlMGWRZGT1jMeueYJDDjmknfr7esTMmTPZYostGHx8WDIPUlEHgOQ1AmR5SnOkSXMgJk9kYtia8NoixIPAse0RW/ODH/zgFZPrpGnK9773PSa9uQ+vR+gJfkU8/K21eKFP1FmSSXEUiKIjt9JszyVFyw98tKdZ+chqVs5fPWr2SaOiVG41VZcvX/667GG1sN9++7Hj9B1ZueRZOiZGMtr1HPXVDbSOKY0P0dYQdZXwfU/SVQLxuhZRrMXzxUdowvZ93HXXXTJFXMumdRAEfO5zn+MNb3gDF1xwAdf89Jts3TeDPbbaiVraIE4SFi97lvv//Bg77P5Gbr31VnbddVe01tx55530zeoktil+6ONZcEbhlQxB5JPnFj/y8CNP+hi+FncK5wiiAJcLt6i+rMnK6wc59nfHjsoW4LWKzs5O/v3f/53jPnssvbO7cZHDdGnyxJLGGXmnfK9B4OOVioTsXCaHpqSFYOp55DalY3LE4uFFPPPMMxtsb7w26O/v58Ybb2Tbz26BsjIUSFPJ1lRaSc6kcxij8X2vLc2yTnYRnpV/d0nO778mU05r7QsYBeuLUamwWr9Qvb29r9sKC6SPddlllzHyfzGDTwyTNTJGllTJrfSPXC56Qmclfl48gp7PNnQ4rAwU6d6ki1tvvbXNPl9baK15xzvewTXXXMNPf/lrdn/PQTxgV7Ig7yfdfBwHHXcE/3vL9Vx77bXstttuEv9UrXLNNdfgT/JRXRrrO7JMuDZpPSOrZ3ihGBOikGmhp/E7fZkQaotNclwTbjj5Vs74zBn/kDYy64rDDz+ct+28H8/ctJSkkVJbXieux1iTC70ks+JQ6osrqQmlj+mywgjROlwGfo9H55ROrrvuupedNuSc44YbboCSfM95nuOKX+lWHql1VmgyvsYp106R8kID2mGVBQsLfvYYK+/oB6R1NBovsFGpsFo3MU3T13WFBbDbbrvx1a9+lRNPPZFwfEg0LsSmDi9UZM0cXTIohSRmQ9GodMVDUQQTaM34bcYx7sBOPvaxj3Httdeusy1LFEW89a1v5a1vfSvOufbb7cUPTZ7nzJ07l5sW3sCbj9+BXFmsJ4tnluR0jA9xOSTVlFJ3ScTcSqx9nRZ/dwcYT7PgZ4/wnn3fy6c//enXdXXVQqVS4bLLLmPOnDkMPDbEuG27SYZTyhMiaUoXUfaiu5MBhjYabQzOz7GxI88sXm6Y84kdOf1zn2XHHXdk//33f9nO+cEHH+S4445j2iGT6JzcQZ5ZlJWsyaA7EBVH6gg6dfu5sokVEbxn0CVJPU8GEu6Z+1D7c0erzz0qFVZLpBlF0avGGdlYoJRijz32wNWdjLCLhqv2WouFI21muLRIi86KxKE4x6WOvJGDU6hAsc2Ht+BJ73F++MMfbvA5tX4pXoyHHnqIc845h60PnQ4eZJ7FNx6+LrRiDbHwbWkltS99K+FgIfqx3KGcov5sk1133fUfxr9/NDBt2jR23HFHCdOtW/wuCZRN6yLTUlrTHI4LXp6VPEOb4xpFxJsWIfm4bbt5w8e24/TTT3/Z5DpxHPOFL3yB8ft1ssluE3EK/NAnrJSojOtAFzmTtiDDwvMcPBVoiXcrglvrq16oKx4tnfGoagm11q87pvtLYcaMGYwbNw6bObJqJoZuqW1r7bQRYawqVPx5MyeP5WE1JdP2BfdLPtt+aBZz5859WRquzjmuuOIKut9YJugJSMgIQulJ+JFPzybdVLorkm2XOryKuFDYTLyc0PJn5SvyzLLi8VWv2fj5lwvGGPbee28ay5tyr5Qiz63YzADOySRNhOOyGCS1RCROVhW9TqGRbPqWyTwWP8Ltt9/+spzrAw88wC9+8Qt6du4mx2FKBq8iW1WjPcqVMjQLd4ZAiY+/A+1p8maG8cXjLbeWpQ+tYJdddml7Xo3WzmtUeFhrhkyMURxkWvrud7+bZ29ZDgrCngCALM5QnsZaSRiqDdbIUtHfoWTLJp5JWuyUjaZ7806ebS55gfXLaGFkZIQrr7ySSbuMJyeHksIaEbfqQJM2Unw/oHOCBIwYY0gbmdjIFG4DJtS4Jqx6aDXlZZ3svPPOo36er3UccMABjCyQCiOPc5orY1m0Ak2eWbIkp1mPqa6qkowkYIX64IUeWZqhQ1FGmEgz6x2b8/Of//xlKQyuvfZa/JkeYWcg1XY1I4+lH+V3eJBD1+ROuiZ3SqVtJb7LphalNGkjk2GB0jxy5WMce+yxbW/6dYny+lsYFYvkLMsAWaxe71tCkC3YJz/5SbInHPXlDXFcVIqskZHUE4aeG6ZRa5AnUlabwAjZLpAto/aM6LS0NLon7DCOq6++etT9xm6//XaWLl2K16mlssvlBZTFufh5OXBG+DUmEt1j0BGgPAornRbtQfPAFY/w2c9+9h8ib3C0seuuu/LO/d/JqgcGyJs50fgSOImzb4w0GFw2SDwS40UeXugLvSH0xOlASxWOE0vtntld/Pa3v2XRokWjeo7Lly/nyiuvZPx2XWT1DJcUtByj8Cqe9NIiTybf1uGXfLwOD5RqS80AnGd58qan2UzN4L3vfS99fX2AGCSMxiI7KhVWa7uS5/nYglVghx124N/+7d947o6VDD1ZZfiZEeJqQpqk6EgEWMqotghae0qmQxaUQegNSiKydjh6a/7z6ouYN2/eqL1ZFyxYwHve8x62PnYa4yb0oJSWxOqg8LUKxcfLZg7nQDnpV1DEnpf6QhH3ZvDgFQuYkc7k6KOPHmu2vwSCIOCLX/wi9d+nrLy/n3ggJqmlDD83QpqkhL0BXmTaW608ln4WxcTY8z2ZJPoeEzabQM87O/jEJz7B4ODgqJxfs9nk5JNP5km7iE33nIwpApKdLfhgsWxbs6aQhbWnccgLzQQSBOuVPPAdK+5fze2f+yMXXXQRXV1dDAwMAIzaczEqPazWlrDZbL7up4QtaK359Kc/zd6b78uK+1ajA1VkGBZfui+VifLF1M8EHlpLECko4mqCS4FU0T2xwhuO35ZPnvLJdRZGvxSazSZnnnkmHW8O6d2uGzXOEHWGlLvLaM+QpxZXRKuLH7f0KVqLrPGL1OKSZvCZIVb9apgf/ehHG2U01caCHXfckW9/+9s8+9uVNFY1yTOLiYwQRfNCU5gJhcAVUe95bFGe+I3lNYu2GmtytnvfVjyw6j6+//3vj8oL7MYbb+SnN13JrCOmg1F0TiwTlkLCUiAOuarIlyymmjazRRalPB/KUwRlHw+Pey97iLlfmssBBxwAPD+Qy/N845DmOOfafas0TccqrDVQLpfZe++9SYaSYtvn0FrJdiDJcZlbw9RPYqCSWko8nKDReIUrgvVhyhsn0rFTwOWXX77B5zV//nx+de2v2GzvySRxJjo2T96Cld4OOsd1oo2RxrqV9JcszsBqlFNgigmW8agva7DVVlsxbdq0Ubhj/9jYa6+9cA1HUk/Jk5xkOBHdaTOX77xovhtPXmw2t9iGTORsLO6dypMJ8vbHbsXnP//5DR7GNJtNLrzwQibtP46wU2gLOEVQ8YnGRXR2VQhKgWQMlkzRb5UqkMK0MY8tST0hTTIGHxvmbW97W9uGqGXWt9FUWEqptvi5p6fndWUlsjbYY489GFnYYPipKnlq0b4haxb7fWcLMp4laaQi0YhzsRsJpfrCKowxZIlly3dtzrx58xgZGVnv88nznOuuu47ydiF+j98W4xqvCM5w4JU8yj1lwo4SpuSJe2ggnt3WWlAK43vgWf586zMccsghY8OWtUBvby9z5swhGU7xyx5+hy+uBkZeAraZ45QjtzlpkpAnGUprlAdBR4BLrWRDKsu4HXqIexrcf//9G3ROjz76KLfccgs9m3eRFkG/eSrZilk9k/xJL8T3A6HoKJkSKi0PjtYaYzTG8+hfNMCUjk2YOXNm+/Nb/e3RKmRGpcIKApmCDQ4OjvUwXoRdd92VPXbZg6yaoxzkTfkCrRVBdGOkwUh/VcSwODHuVwpSUEq3q5kg8ujavMKyYAknn3xy+yWxLnDOMW/ePM674Dw23XkiWV38mWzuwIAf+eBEeuFih1/ypNQPfdJGKk+LBpvkgGPkiTrPXb+CAw88cHRv2j8ooiji6KOPZmDhUKEgyIWY2Yr+MpbBZwep99dRrnCk9eT3yarW9tBic4dWmh2O2IYPf/jDPProo+t1PkuXLuWEE06gZ68OgrIvYmwQ1nrgoZyWqs8Ti+Og5BN0B9ISwJJnwtbPkow0Tnjit5KN2Rq8rLldba0RG4pR5WGN4S8RRRGf/vSnWXLDirbI1eaW5kCT2nCNpB5jsyI1pWA6G1+mhC3uFrkir1sCz2O3M97AFT+7gquvvnqdz2Xx4sUceeSRbPbOiXTMiAhMgB94oCEdTklrslWJRxJMpEUfmOXoQEnOnCe/RDZzZI2c+654mE+feMo/fCLOaOLII4+kb2gSy+9ZhfKB3Eme5VCd4eUj6FCJrbJx5LFt+2m51KF9AznozKBSxfQDNyV8i+ZTn/rUOhMzkyThvPPO46HGfWyx/2ZEXSXK4yPiwZTCU5uwOxAVRu7EIifOcLktjPmEn2WduI0+d9dyBm6ocsIJJ7SLljX72aM1LBqVLWHrBH3fH6uwXgKHHHIIJ3/0ZBZd9TSDTw6TjKRkaYbf4aGMlngwLWZn1hVkTCfkUdssBKXaw+vx6ZxUYddP7cipp57KqlWr1voc8jzn4osvpnOniPFvGocX+eiyJuwKiYISpZ4ItLzp/cgX0mDZSNy4EQNCh0UhPK0/XvQAW1Zn8+lPf3qsDbAO6Onp4fvf/z7136WsmL+a4SVVGsNNnG0Ri4t+oSsMHxGiMQaSwQRjDCbQBL0+fuSz00e34Y7HbuP6669fp/O45557+MY3vsEm+05ClRRohdGGzr4KnvGlirK2HYzqLPglH5u64gWr8Cvi77V64QB3ff5+vvOd77zADjvPc+r1OiCcv42G1tCaBKzPNuX1AN/3Ofvss5nVtTVpVRwOvMgjGUkxgSaPc7Ikx+Xghx5pPSXPLI3VzbaHkhd52ETcPyftNp5V0XLmzZu31r2BP/7xj1xyySVM2UvCTJUWJwZlFdo3hH5AqVSS6VSSS0xZJhFezjohtmpFbi0udjx947PMnTv3Hzoc9eXCW9/6Vs4++2yGFo+QxkUknHNFVJoQRl1ui3APSzycCEkzK8Jryx4uAacslGDzgzbjwgsvZNmyZWt1/KGhIb75zW/StUeZypQyXigOHGhF0O1TqoT4KsAgcW0mlGdCKZFkaV+qQJcqvNDwzO1LOfHjJ/Kud73rBcfRWrdlWpVKZeOYEmqt2+NsY8zY9vCvoFKpsMcee5AMpcQDMWk1Ja2mJPVUIt+1xIA1hpskjZQ8yfDKBm2USF9iGSXnjRwdKd74ie0549zT+fGPf/x3j/3oo49yxBFHsOkhE+jcpKNdEdnYoku6HRwRlANK5Qi/7IkLppUK2ibP24J4gWHlo6uZ0vXC5uoY1g177bUXI39qYIwm6PDRSHWFlkXBKalQmjXRGTrrZBsWyTYrT3NpkDdytnn3VizufozjjjuOWq32N4+bJAmf+9zn+Pl9P2XGflNlYm0tWTUT7atVKKXxO3z8IKDUWWr7z9tcwkiwoh/NM3mpLbntOfbdd9+/oDQ559oVVsteZkMxKhVWy00wTdMxLeFfgVKKj3zkIyy7eXXbgTLsDvBKhng4pjkYUxuqkiSJKOJzJ0x3pYoKB1wmJmmeM/RtM46d/t82nHrqqTz++ON/9bjNZpPTTjuN5s4jTNlzIkEloBSFeEZseSnY7dKbKpJQtJYppScPmvJEqG08j7xuefyqP/Oxj31sg/LlXu/Ybrvt2HHrHRlYNCxavcgQD0j0l7WWxnCdzCU4hJjlkO/JWSHuutyRVXOM9rBBzptO3Jnbl9zK5Zdf/jd/B+fNm8e3f/ktZh0xg2hiiaAcEpQCdCCBu7RsbXKH0uCVDWEllDgyX4JHbJ63t6orF/QTra6w5557vuTxWhV4EAQbR4W1pilXV1fXekdQvx7wpje9iXfs9w6W3rkSEMuO5uqYuJbQqDfIklwmcIWNrsO2HT3FB96hilGdUopx23US7K44/vjjWbly5V8cr9lsct555/Gb237D+K17UZ4iS2UyFfWUKfd0gIW8aQvnAInpMoFBK41X9LGcLby6kpznHlyG/ZMsvmNYf5TLZc4991yG/1Bn4NEh0mpG2BPQHIqpDVTBd0WmoUhftF9IYJp5m8NnPEPYIVM7Atj+mK0555xz+PWvf/2Si9bvf/97zjzzTCa8dRyep/ECCZQodYSUohC/7OEy8EKDaRFGE5kGeqFBlxTKPu/+0VjV5PYv/IHPf/7zL0katta22fhJkozKfRuVpnvrZKrV6tiW8G8gCAIuvPBCoiWdPHfHcuqrJArMKSej5JIpyIGSTuKUa4eU5rFFG0OpOwQnDVBd8tjpI9uwyF/I+9///nZyMwj/5Utf+hLnXXAes4+bQfdmFUyo25M+Zx1hsQUMKwFZLRPf8US+v/ZC6Wv8iocKYeUD/fzhnAe44IILmDp16qt1G/9hcOCBB3LcEcfz1LXPUX22Rm1VnTzPsJkjrWU0+2NkZFfIdZIca11hry3BrFmcQwLgmDC7j61Oms4///M/c/PNN7/gWPfddx/vfve7UbslTN55PE4jQSkN6U15nkelu0IQSsiIbOHk8DZ1OFUkPxmpvrM8466L7mG/7Q/g6KOPfsnrM8a0e6ye543K2jCqjqPW2rEp4d/BVlttxbx581h6zWphMKeFVQvP27a4VAIrbcPSHIllO+gsykBST4W342l0rvHKHjt+Yjb3rLqLo48+moULFzIwMMBnP/tZzr/4fLb7l83pnCp9K+0MRhXR9aE0VIMwICyXqEzpwFkZUctTIfHqLgeUTCkf+fnj/PvJZ/Hud7/71b2J/yAIw5DzzjuPXTaZw+oFg9jMkYxkMhVEosDypkX5srhkSdHbDD2UrwkqPl7g4bQj8EKC0GeTt0xiq/83jQ996ENcccUVNBoNfvvb33LooYei5+RM3mMipZ4SUWeEcojo3Sh0aEAp/DCg1FFqtyEkDakgDxfnRa7oXzBI91Pj+c53vkO5XH7J61szoKbZbI7KNHlUKqwxP6x1w5w5c9h5550ZeaqKVzbtt5gXecWilNAYaNCoNsUkD0AreZsWQuS8bvFKEhBQGhfyljPfxGOdf+JNb3oTe+21F5f++hvMPG5TwvElsavRirASEHaWUEYLa9kV+kAnXC8vlJh0m1oURcAEFq0VtWUNnrllKYcddtiYXnQU0dnZySc+8Qn6Hxoiq2V4JUNaT6XKyS3W5lSX12jWmzJJLgTJLnOSZ5g7SJHeknOoAKbsOonNP7kJnzj7Y+y22268/e1vR++ZMWP/TcWEsbAxqoyvoK1uP1dYIY3qQBNUAnmpJYWVswWLxe/0yMlYdM1THHrooX9zSpxlWXttaDHeNxSjqiUce5DXDlEUcfrpp7PkFytIhlJcLtrCtJrSHI6pj9Sf/7I1hY2ukrdpKjQHP/DQRuOrABJF0Bmy5Xunsc0pm5PsPsJOx21NZVIHpZ4Qr2TwOzxcDuWuiO6J3WgjKnvr5A2utPCrHFby5JS4oCor1s4Lf7GIDxz2gbHJ4MuAf/qnf2Kz0nQGFw2LmFgr0maK0tCoNshUipNGIllDEniMr0mrGVlD/LLSaibN+IYiqkRM2HYc+5y1O2rfhJ3PnM2kOeOlHeB7kpdYkFC7N+mio6dMUk3EMdRSqK8hiAKCrkBeXIVxY1pLGVo8wsrrB/5uH1Nr3V4bRmtAMypbwhbt/vUc67SuOOSQQzjwwANZ+UC/BA84R2OwSZ5LuKorGgjOObJaThbnJNVERtyZxCq1KMnGN6LpUh59W/UyY69NCXtDSj0hBk1YKpEO5YSdvqSZ5JIyHXRIFJPNnGwxlcYYcTz1fNM27Hv2zqUMXlfj85///NhQ5WXA5MmTOffcc3n2mpXUVzREMuVrhpYI2dJlDps+/127wmI5t2JJ7FJHWAmkVaCkiAjLIaW+kE12m0jX9E5KlRCMojKpTGV8h3TGjCJvWowydE3slGeg6F0GYUBms7ZbhwoUtgn1ZQ3u/Oo9nHXWWWy11VZ/87rW3G21xNAbilHZEraM5VatWjXm1rCWKJfLXHrppUxYugmPzltMPJSIvqyZy4Nn5EVnAk0ap9SH6lhnxUgtNMWDKgRQ4xlJZQ594ekojQk8cQmNxGK3e0oXeexIaykoRH3vGzzfQ2lJSEkbadtRIstyrMpZfv9Kbj39br5+8ddfkYip1yve//73c9qnTmPh956kMRgTD8foQBX9SxHIo1ybq9esNcWDCtnGOesgU0UMly98KjTa8yj3RfjlgCDyAYUxHlFHqf3ZXsnHeIZSuVQ02pWkkWvxZNMlWSbiWpNbzrqTw3Y+/AUSnL+GNY0RNhp7mTUb7aPFtXi9YIsttuCKK65g+OE6w09VZYycSqCms5Kq06zFVPur7e12UPblnqOe7y/kFMGthjAM8YxHEEqIRNQdidTGM0RRRBAFqMKiQVmFDoUkaHOhUGCKuZQSC+QHf/AIl158KYcddtirdp9eD/A8j7PPPpu3v/kd9P9pkLSeCf/KCaUFrcjSjDhu4nB4BW9OaSXTvixH++K0kcWZKBM8YaV7ykc5RRRFeL54cHm+j7Eenu+RjqRFX1OsbXQgz0ee5mgj5GVtFAOPDTEt35yLLrporS2PW1vBKIo2ngqrJc0Zw7pj55135qgjjmLwsWEUiJd6LcUpSLKE5khD7HGtGKg5K2/ZLM7RgTRI8zRDa5H4OFdUZsoTU0BMW25jShLiKhILYVSLH7c82MUEnayeAY7lD61E/dnjkEMOGXsRvQKIooiPfvSjLL+un/rSBlkjLyLWErI0o9loymIE7Vh4pTRJNZGmeMGpc3nRPDcSuaVyhfFl0BJEATZ3eKGhMlFcGnQopnzaKExknq/YHJI5kOWkgxn3X/EnPvOZz6x1P8o51262j5aTy6g23Xt6esYe7HWE53l85jOfwV8cserBAbJ6RlJNqS2r0ehvSq+quKUudzRHYppDsZj/5zItIldQvE39To+wM6TcF8kC6GnCcigPrpLtY9gZYHOx4fVLPtoTi1sTFFq2yKO2rMGdF9zDV7/6VaZMmfKq3qPXE97+9rfz8Y9/nGV3rUQbWUjSZkZjoC7xcLn0tEzokTVz6sM18GRyaLQuPLRaC5puD1zCSkmmxKUQ44s5o+yO9PPC+1zE7S51hN0hJhKtqWvC/EseZLcJe/D+979/ra9lzWKm0WiMSoW1wR1UpVRbv1Sr1don1qI4vDjA0zkhpXme1xZOt/5sjEhRsiz7C4rEi7leeZ63yWgtakXrOK3jW2tf8POtbdWan7Umua11zDU1ka1reCmdZOuaWsdsne+a19fCi6+lFeDgnGPmzJlccsklfOADH8ABE3bsxa/4hL0Bed2iQlA+xA3pFYadIeQSxJk2M3l7CpULF8sWIqml2NRRKntiAlgW+U3STPFDj6AcoLT0KrTToA3KV2hnGHpmmNtO/SMfP+xfeP/730+9Xn/BPWudf+s+a63bPYpW/mHr7dr6jlrX3/oZ55ykCjvXbuS3/r81v681/78173Er/GTNvMXWebWO+2Ks+T2vec5rPp8v9Ty1npHWua353YFMx7Msa3/Gms9a699b577m87Tm89X6s1KKM888k5vedhMP/ddjzPrAdEldshB0BTIkUTlpM6FZjSl3R2JBE4j9CwaU0WLClxWUFQ1B5NMciCFCosNU4dMfGfyyR9pMCUohzlpMxQjfy/eJ6zH3XPYgtbsS5l4/F2ttO1BizfNuXU+apgRBgLWWNE3bg7jRss8elZFP62QWLVrELrvsIqp/rQnDkGq1iu/71Ot1Jk+ezODgIFEUsXz5coIgoK+vjzzP6e/vR2tNb28vjUaDlStXMmHChBdsN1uf10K5XKZer9PV1dUuPYeHh9s3yVpLR4eQJlesWEEQBCRJgud5aK2pVCpUq6Lf6+npYXBwkJ6eHuI4Rmv9giTrCRMm8NxzzxGGISAT0SzLiOOYWq1GR0cHaZpSKpVoNptUKhWGh4cpl8tEUcQTTzzBJptsAsgD3fpCsyx7QT9gyc+XE/WFlCeVcLmjMqVDyv56QpplRF0lkpGUcl+ZpJ7KVCdH3ElTwFfYLCfqlZ9LmxlhOSTQPlgIK4EQAAvmclJP8CMxbzO+uE3efcm9DD45xFVXXcX1119PlmXkeU4URdRqNaIoai9gy5cvp6+vD8/z2gtI697X63UqlUr7Wlu/+HEcE8cxvb29lEol+vv78X2fRqPB+PHjaTQaGGPaC1CapqRpWrhbyt/XajWq1SqTJk0iDMO2H1QYhu0FqdFotL8bay2dnZ0MDg5SKpXadt6+72OMwfM8qlXpFVarVTbZZBOcc4yMjNDV1UWe5zQaDdI0xfd9hoeH24kwURQxPDz8gpefMYYgCNoWxtba9rPQeobX5C/6vk8URSxZsoS+vj6eeeYZ4jhl2R9XMWX3CUTdJbJGji4b8sRSrdbwyz5pnBFGIc6J9bJfEquiJBYCqgOwoI0p1BRizJenogd0zkkGZodP0ogJSgG2afE7fJxzPP27Z1n0k6cIw5CjjjqKwcFB0jQlDENqtRp5njNhwgSGh4fxfR+tdfs5SdOUZ555BpCB3GjsvpTbwDrNOcdhhx22XoZyY3hpRFuHbHPkFnjlIiMOCrW+T2V8ByoXW90szfCNL4RTDWmaEQaBsOF9hXYaS47xPLQvcWJpTR5kHYkpnNdhcLEsXjrQPPjdR3jg0gWv8h0Yw5qYecxUxm3Tgx+JrXIynOKFhqAjIOosi5OttZALd8oLjYRcGCPNeC2NdFv0vbQyKB+xau4Qaxlri11RBs2RJuXOiNpzDa751I3ESze8R/2hD32IH/7whxu8aI3KlvCss85i0003ZdmyZXR3d9NsNttbNpA3Sa1WwzlHb29v+03c2i60qqI4jmk0GkyfPp0VK1a0KzPf9wmCAOcccRy3KyN4nvvVbDbbb+1WhVStVgmCoF2FJUlCEARUq1U6Ojra29MkSahUKu3zafXkqtVq+40YhiHGGAYGBujs7GyXwa3SOEkSfN+nXC6/YHvQaDTwPK997DAMGRgYaFcLQRCQZVm7IouiiCeffJIHfnIPW757hohPU0vUG5KmCXHo4XsBORkajQrk/qbVVOxG8hy8YmrYobH1nDzNUPiokvB0lKdQuQLPoZ0h0xlJLWXxVU/T/78jHHzwwXR2dlKv19t9yVY12KqgSqUSIyMjMpX0vHYlHMcxURTh+z5DQ0NiOGcM9XqdCRMm0Gg06O/vp7u7G3h+OxGGIXEcUy6X25+bZRlBENBoNNrfX2tL1mw22z87adIkarUaK1euZOLEie3vLY7jduXcCkTo7++np6enXS11dXXh+377WcnznDRNsdaS5zmdnZ3tqqper+Oco1QqvaA9kGVZ+1wqlUp7u9uq1sIwRCmZ0iVJ0t5StuQqre1uq5XQ2gk0m02stfzmf36D/oimb9tekkaKDhVeWdwT8rQIEbFg0BhPkzQStDE4I2RTZaSXqXOIazF+h0Ln0rfKGnl7Emk6NCrQKFtiYOEQN517G/u94QCiPSKiKGJkZIRyuUwcx/i+T7PZJIqi9n3p6OgQt5Giwm1dZ09PD8cff/zGUWGtiZfq8azZw3opreGa/77mvnjNz2hd+Jo/v+af1/y7F2PNHshL/d2an/FSP7fmv7X6FmvKkV58Lmv+v60v7aXux0t9fuvP/f39nHjiifzitp+x+SFT6Z7ZicscpZ4SfiQj6jzNiboiPN8j6AhoDDYoj4vQ2pA2ErSnZcTdyEW87FR7OpQnuVAYFEW8lOX3X5nPlNWbcemll7LDDjv8RQ9xze/nxZqwF1/7mtf04mtc8///W/f8pb7Hv/fdvPhe/7VjrImXIjT+rfNas0/14mteW7zUM7Dm56zZP8vznJ/+9KeceOKJlPbUbLLXJILIp9QbCu/KaTCu2FYGaKWx2hKWAmzqUEUrTRuDH3kSymrAL/uYQMuCZZ0MXIq+1tL5K7nl83dyyZcv4bjjjvuLgJG/9zu15nW9+L5tKEZ1wRrD6CFJEs4//3zOuvAspr1jMpu+ZXIRZiqBlqXeEp7x8X1PQiRcYW3sa6yz2NjJdtLKaNovSZO9TV9wQqHI6jn3fvtBtqlKbt6Yg+jGB+cc9957L29/+9vx3myZ9rZNcakjGheRJxk60PhhgO/5hF0BaSNFofFLntAdUotfFg92lzoJldCmSHbWZHGKVuJ0u/qxAe464z6u/uXV7biujQljZtwbKYIg4JRTTuGU405hyfXLWXHvKtL68w6ltgg6dUBmpWeFciglnknKFCJZxEMrT3LyWHRoXtG4HVw8zP+ddgfTls/k61//+thitZFCKcUuu+zC//zP/1C9I2Hxr5/GlDTNoSa5tdI2iCUirFkVKkzQJQlIOLG3dplrS7qyRiapTY0cm+aQa9JmyuLrn+KP//ogP/jeD9h33303usUKxhasjRrlcpnzzjuPy778Ldz/BTz83ccYXDRElogHfPW5GlmakiUyxctTK/wsZUlrmdiGeBqni3LdKDzfIxux3P/fD/O/R9zIR/c/niuvvHLM32ojh1KKt73tbdxxyx3sO/5A7jztAf58/RLigVhoI0q2f81aLNbKxd8rT2PKRqaFWibB5ApdcPLy2LL8/hX86uhrqfxxHNdffz3vfve7N9pgkbEt4WsAzjlWr17N1772Nb70pS8x7fDJTNy5j44pZfF6L3Lkyn1ltDXEzaY0w0NP9GYO4pEErQ39j/fzwH8/wr6z9uOcc85h9uzZG+3DOYaXRpIk3HrrrRx//PEMT+ln+gGb0jGhTMfkiOFnq3SM78APfPzQA8SL3S/7Ej2vFEmcQKZI6ykP/3AhtTsTLrvsMg4++OB2aMTGirEF6zUEay033HADF110EdffcT1dW5cZv0MvndMq9EzrIuwM8Us+zWpTehqhTJyeu2s5j123mNqKGn3NiZx55pkceeSRVCqVV/uSxrABePrppzn//PO5/PLL8bbQ9G7ZSd/2vXRN78QPfMJKiPEMST0m6ikDjmQo5cnrn2HJnUupPlbnk5/8JJ/61KfYcsstX+3LWSuMLVivQSRJwsKFC7nvvvv4zW9+w09/+lO8iYZx23bjEkcap3iRR7wyYeTROltvvTUf/OAH2WuvvZgzZ85YeMQ/EJxzrFixgvnz53Pdddcxb948+tVqyn0lvB7h2JlQk6UZ9Sdj1IjmqKOOYv/992fPPfdk8uTJr6kKe2zBeo0jTVOWLl3KY489xooVKwDanKYwDJk1axZbbbXVRl/qj2HD0WodLFmyhCeffJI4junr62P16tVYa5k+fTqzZs2ir6/vNWu2ObZgjWEMY3jN4LVTC45hDGN43WNswRrDGMbwmsHYgjWGMYzhNYOxBWsMYxjDawZjC9YYxjCG1wzGFqwxjGEMrxmMLVhjGMMYXjMYW7DGMIYxvGbw/wGv3OE2VHYswAAAAABJRU5ErkJggg==", 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", "text/plain": [ "" ] @@ -671,6 +673,9 @@ } ], "metadata": { + "jupytext": { + "notebook_metadata_filter": "-all" + }, "language_info": { "codemirror_mode": { "name": "ipython", @@ -681,7 +686,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.4" } }, "nbformat": 4, diff --git a/09-Multiparticle-Collision-Dynamics/01-Pressure-Driven-Flow.ipynb b/09-Multiparticle-Collision-Dynamics/01-Pressure-Driven-Flow.ipynb index 8e68ecd..ea2481a 100644 --- a/09-Multiparticle-Collision-Dynamics/01-Pressure-Driven-Flow.ipynb +++ b/09-Multiparticle-Collision-Dynamics/01-Pressure-Driven-Flow.ipynb @@ -117,7 +117,7 @@ "L = 25\n", "padding = 4\n", "snapshot = hoomd.Snapshot()\n", - "snapshot.configuration.box = [L, 2*H + padding, L, 0, 0, 0]" + "snapshot.configuration.box = [L, 2 * H + padding, L, 0, 0, 0]" ] }, { @@ -142,10 +142,11 @@ "density = 5\n", "rng = numpy.random.default_rng(seed=42)\n", "\n", - "snapshot.mpcd.types = [\"A\"]\n", - "snapshot.mpcd.N = int(density * (2*H) * L**2)\n", - "snapshot.mpcd.position[:] = [0.5*L, H, 0.5*L] * rng.uniform(\n", - " low=-1, high=1, size=(snapshot.mpcd.N, 3))" + "snapshot.mpcd.types = ['A']\n", + "snapshot.mpcd.N = int(density * (2 * H) * L**2)\n", + "snapshot.mpcd.position[:] = [0.5 * L, H, 0.5 * L] * rng.uniform(\n", + " low=-1, high=1, size=(snapshot.mpcd.N, 3)\n", + ")" ] }, { @@ -249,7 +250,8 @@ "outputs": [], "source": [ "integrator.collision_method = hoomd.mpcd.collide.StochasticRotationDynamics(\n", - " period=1, angle=130, kT=kT)" + " period=1, angle=130, kT=kT\n", + ")" ] }, { @@ -268,7 +270,7 @@ "metadata": {}, "outputs": [], "source": [ - "plates = hoomd.mpcd.geometry.ParallelPlates(separation=2*H, speed=0.0, no_slip=True)" + "plates = hoomd.mpcd.geometry.ParallelPlates(separation=2 * H, speed=0.0, no_slip=True)" ] }, { @@ -317,9 +319,7 @@ "outputs": [], "source": [ "integrator.streaming_method = hoomd.mpcd.stream.BounceBack(\n", - " period=1,\n", - " geometry=plates,\n", - " mpcd_particle_force=body_force\n", + " period=1, geometry=plates, mpcd_particle_force=body_force\n", ")" ] }, @@ -341,7 +341,8 @@ "outputs": [], "source": [ "filler = hoomd.mpcd.fill.GeometryFiller(\n", - " type=\"A\", density=density, kT=kT, geometry=plates)\n", + " type='A', density=density, kT=kT, geometry=plates\n", + ")\n", "integrator.virtual_particle_fillers.append(filler)" ] }, @@ -459,7 +460,7 @@ " # take a snapshot of the system\n", " snap = simulation.state.get_snapshot()\n", " y = snap.mpcd.position[:, 1]\n", - " v_x = snap.mpcd.velocity[:,0]\n", + " v_x = snap.mpcd.velocity[:, 0]\n", "\n", " # bin x-velocity using the y-position, and accumulate histograms\n", " y_bins = numpy.digitize(y, bin_edges) - 1\n", @@ -1660,15 +1661,15 @@ "fig = matplotlib.figure.Figure(figsize=(5, 3.09))\n", "ax = fig.add_subplot()\n", "\n", - "ax.plot(bin_centers, average_velocity, label=\"simulated\")\n", + "ax.plot(bin_centers, average_velocity, label='simulated')\n", "\n", "viscosity = 3.96\n", - "vx_theory = ((density * fx * H**2) / (2*viscosity)) * (1 - (bin_centers/H)**2)\n", - "ax.plot(bin_centers, vx_theory, ls=\"--\", label=\"expected\")\n", + "vx_theory = ((density * fx * H**2) / (2 * viscosity)) * (1 - (bin_centers / H) ** 2)\n", + "ax.plot(bin_centers, vx_theory, ls='--', label='expected')\n", "\n", - "ax.set_xlabel(r\"$y$\")\n", + "ax.set_xlabel(r'$y$')\n", "ax.set_xlim([-H, H])\n", - "ax.set_ylabel(r\"$v_x$\")\n", + "ax.set_ylabel(r'$v_x$')\n", "ax.set_ylim([0.0, 0.3])\n", "ax.legend()\n", "fig" diff --git a/09-Multiparticle-Collision-Dynamics/02-Diffusion-in-Solution.ipynb b/09-Multiparticle-Collision-Dynamics/02-Diffusion-in-Solution.ipynb index 197afea..b32532f 100644 --- a/09-Multiparticle-Collision-Dynamics/02-Diffusion-in-Solution.ipynb +++ b/09-Multiparticle-Collision-Dynamics/02-Diffusion-in-Solution.ipynb @@ -119,7 +119,7 @@ "frame.configuration.box = [L, L, L, 0, 0, 0]\n", "\n", "frame.particles.N = numpy.round(solute_density * L**3).astype(int)\n", - "frame.particles.types = [\"A\"]\n", + "frame.particles.types = ['A']\n", "frame.particles.typeid = numpy.zeros(frame.particles.N, dtype=int)\n", "solute_spacing = 1.2\n", "cells = numpy.linspace(\n", @@ -193,9 +193,7 @@ "outputs": [], "source": [ "with gsd.hoomd.open('init.gsd') as traj:\n", - " snapshot = hoomd.Snapshot.from_gsd_frame(\n", - " traj[0], hoomd.communicator.Communicator()\n", - " )" + " snapshot = hoomd.Snapshot.from_gsd_frame(traj[0], hoomd.communicator.Communicator())" ] }, { @@ -219,12 +217,11 @@ "box = hoomd.Box.from_box(snapshot.configuration.box)\n", "rng = numpy.random.default_rng(seed=42)\n", "\n", - "snapshot.mpcd.types = [\"A\"]\n", + "snapshot.mpcd.types = ['A']\n", "snapshot.mpcd.N = numpy.round(mpcd_density * box.volume).astype(int)\n", - "snapshot.mpcd.position[:] = box.L * rng.uniform(low=-0.5,\n", - " high=0.5,\n", - " size=(snapshot.mpcd.N, 3)\n", - " )\n", + "snapshot.mpcd.position[:] = box.L * rng.uniform(\n", + " low=-0.5, high=0.5, size=(snapshot.mpcd.N, 3)\n", + ")\n", "\n", "vel = rng.normal(loc=0.0, scale=numpy.sqrt(kT), size=(snapshot.mpcd.N, 3))\n", "vel -= numpy.mean(vel, axis=0)\n", @@ -311,8 +308,8 @@ "source": [ "cell = hoomd.md.nlist.Cell(buffer=0.4)\n", "wca = hoomd.md.pair.LJ(nlist=cell)\n", - "wca.params[(\"A\", \"A\")] = dict(epsilon=1, sigma=1)\n", - "wca.r_cut[(\"A\", \"A\")] = 2 ** (1.0 / 6.0)\n", + "wca.params[('A', 'A')] = dict(epsilon=1, sigma=1)\n", + "wca.r_cut[('A', 'A')] = 2 ** (1.0 / 6.0)\n", "integrator.forces.append(wca)" ] }, @@ -417,8 +414,8 @@ "source": [ "gsd_writer = hoomd.write.GSD(\n", " trigger=2000,\n", - " filename=\"monomers.gsd\",\n", - " dynamic=[\"particles/position\", \"particles/image\"],\n", + " filename='monomers.gsd',\n", + " dynamic=['particles/position', 'particles/image'],\n", ")\n", "sim.operations.writers.append(gsd_writer)\n", "sim.run(200000)\n", @@ -441,7 +438,7 @@ "metadata": {}, "outputs": [], "source": [ - "with gsd.hoomd.open(\"monomers.gsd\") as traj:\n", + "with gsd.hoomd.open('monomers.gsd') as traj:\n", " num_frames = len(traj)\n", " N = traj[0].particles.N\n", " positions = numpy.zeros((num_frames, N, 3), dtype=float)\n", @@ -1339,7 +1336,7 @@ } ], "source": [ - "msd = freud.msd.MSD(box, mode=\"window\")\n", + "msd = freud.msd.MSD(box, mode='window')\n", "msd.compute(positions)\n", "msd.plot();" ] diff --git a/README.md b/README.md index b9497cd..9ccdc17 100644 --- a/README.md +++ b/README.md @@ -25,13 +25,8 @@ You can [install HOOMD-blue] and run these examples interactively. [install HOOMD-blue]: http://hoomd-blue.readthedocs.io -Clone the **hoomd-examples** repository and start **jupyter notebook** - -```bash -$ git clone https://github.com/glotzerlab/hoomd-examples -$ cd hoomd-examples -$ jupyter lab -``` +Clone the **hoomd-examples** repository and open the notebooks with the tool you +prefer. ## Prerequisites @@ -41,14 +36,13 @@ These examples use the following python packages: * [freud](http://glotzerlab.engin.umich.edu/freud/) * [GSD](https://github.com/glotzerlab/gsd) * [HOOMD-blue](http://glotzerlab.engin.umich.edu/hoomd-blue/) -* [jupyterlab](http://jupyterlab.io/) * [matplotlib](http://matplotlib.org/) * [pillow](https://python-pillow.org/) * [signac](https://signac.io/) * [signac-flow](https://signac.io/) -Conda users can install these from [conda-forge](https://conda-forge.org/): +You can install these from [conda-forge](https://conda-forge.org/): ```bash -conda install -c conda-forge fresnel freud gsd hoomd jupyterlab matplotlib pillow signac signac-flow +mamba install fresnel freud gsd hoomd matplotlib pillow signac signac-flow ``` diff --git a/hoomd-examples.code-workspace b/hoomd-examples.code-workspace deleted file mode 100644 index f01a1ac..0000000 --- a/hoomd-examples.code-workspace +++ /dev/null @@ -1,19 +0,0 @@ -{ - "folders": [ - { - "path": "." - } - ], - "settings": { - "cSpell.words": [ - "Bruss", - "HOOMD", - "conda", - "ipynb", - "jupyter" - ], - "editor.rulers": [ - 100 - ] - } -} diff --git a/jupytext.toml b/jupytext.toml new file mode 100644 index 0000000..88afac2 --- /dev/null +++ b/jupytext.toml @@ -0,0 +1,2 @@ +notebook_metadata_filter="-all" +formats = "ipynb,md:myst"