{ "cells": [ { "cell_type": "markdown", "id": "0caa765e", "metadata": {}, "source": [ "# 25 · Modal Muscle Actuation\n", "\n", "How does a soft creature *move itself*? Not with an artist painting muscle\n", "fibers, and not with a hand-rigged skeleton — but with **its own natural\n", "vibration modes**, used as actuators.\n", "\n", "This is the idea behind **Modal Muscles** / *Actuators à la Mode*\n", "([Benchekroun et al.](https://www.dgp.toronto.edu/projects/)):\n", "\n", "* A reduced **skinning-eigenmode subspace** $B$ carries the deformation, with a\n", " handful of reduced coordinates $\\mathbf{z}$ so that $\\mathbf{x} = B\\,\\mathbf{z}$.\n", "* A small set of **displacement modes** $D$ — obtained for *free* from a\n", " linear modal analysis of the shape — act as **muscles**. Dialing each\n", " muscle's amplitude $a_i$ drives a **clustered plastic stretch tensor**: a\n", " per-element rest *target* that the flesh tries to match, while passive ARAP\n", " elasticity and inertia resist.\n", "* No painted muscles, no user rig, no training data. The actuation space *is* the\n", " shape's own modal space.\n", "\n", "We will:\n", "\n", "1. Build a 2D **caterpillar** creature (four legs, fully triangulated).\n", "2. Ask *how does it naturally move?* → linear modal analysis, dropping the\n", " rigid modes.\n", "3. Treat those modes as muscles and **float** the creature in gravity-free space,\n", " contrasting the kinematic actuation target (left) against the inertial\n", " simulation (right), and plotting how the modes evolve in time.\n", "4. Drop it under **gravity with contact** and wiggle its muscles into a **gait**,\n", " tracking the center of mass as it crawls.\n", "\n", "The whole modal-muscle solver lives in one standardized simulator class,\n", "`ModalMuscle`, built from **flat simkit functions**. The interactive counterpart\n", "is `examples/interactive_demos/014_modal_muscles.py`." ] }, { "cell_type": "code", "execution_count": 1, "id": "40d383c8", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.257664Z", "iopub.status.busy": "2026-06-09T05:43:41.257509Z", "iopub.status.idle": "2026-06-09T05:43:41.821896Z", "shell.execute_reply": "2026-06-09T05:43:41.821663Z" } }, "outputs": [ { "data": { "text/plain": [ "{'divide': 'warn', 'over': 'warn', 'under': 'ignore', 'invalid': 'warn'}" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%matplotlib inline\n", "import numpy as np\n", "import scipy as sp\n", "import scipy.sparse as sps\n", "import matplotlib.pyplot as plt\n", "from matplotlib import animation\n", "\n", "import simkit as sk\n", "from simkit.clustered_plastic_stretch_tensor import clustered_plastic_stretch_tensor\n", "from simkit.fast_sandwich_transform_clustered import fast_sandwich_transform_clustered\n", "from simkit.solvers import block_coord\n", "import utils\n", "\n", "# sparse @ on some scipy/numpy combos emits spurious 'divide by zero in matmul'\n", "# warnings; the arithmetic is exact. Silence them for a clean notebook.\n", "import warnings; warnings.filterwarnings(\"ignore\")\n", "np.seterr(all=\"ignore\")" ] }, { "cell_type": "markdown", "id": "54938e84", "metadata": {}, "source": [ "## A creature, not a rectangle\n", "\n", "We build a little **caterpillar**: a horizontal body bar with four stubby legs.\n", "Rather than load a mesh from disk, we triangulate it from scratch — lay a\n", "regular triangle grid over a bounding box and keep only the triangles whose\n", "centroid falls inside the body bar or one of the four legs. Dropping the unused\n", "vertices leaves a single watertight, conforming triangle mesh." ] }, { "cell_type": "code", "execution_count": 2, "id": "d1838f32", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.823022Z", "iopub.status.busy": "2026-06-09T05:43:41.822936Z", "iopub.status.idle": "2026-06-09T05:43:41.854923Z", "shell.execute_reply": "2026-06-09T05:43:41.854720Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1719 vertices, 3058 triangles\n" ] }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def caterpillar_mesh(nx=70, ny=34, W=4.0, H=2.0,\n", " body_frac=0.34, n_legs=4, leg_frac=0.5):\n", " # A staple-/caterpillar-shaped triangle mesh: a body bar + n_legs legs.\n", " # body_frac: fraction of the height taken by the top bar.\n", " # leg_frac: total fraction of the width occupied by the legs.\n", " xs = np.linspace(0, W, nx); ys = np.linspace(0, H, ny)\n", " XX, YY = np.meshgrid(xs, ys, indexing=\"xy\")\n", " X = np.stack([XX.ravel(), YY.ravel()], axis=1)\n", " i, j = np.meshgrid(np.arange(nx - 1), np.arange(ny - 1), indexing=\"xy\")\n", " v00 = (j*nx + i).ravel(); v01 = (j*nx + i + 1).ravel()\n", " v10 = ((j+1)*nx + i).ravel(); v11 = ((j+1)*nx + i + 1).ravel()\n", " T = np.stack([np.stack([v00, v01, v11], 1),\n", " np.stack([v00, v11, v10], 1)], 1).reshape(-1, 3)\n", "\n", " c = X[T].mean(1) # triangle centroids\n", " body_y0 = H * (1 - body_frac)\n", " in_body = c[:, 1] >= body_y0 # the top bar\n", " leg_w = W * leg_frac / n_legs\n", " span = W / n_legs\n", " in_leg = np.zeros(len(c), bool)\n", " for k in range(n_legs): # four legs hanging below the bar\n", " cx = span * (k + 0.5)\n", " in_leg |= (np.abs(c[:, 0] - cx) <= leg_w / 2) & (c[:, 1] < body_y0)\n", "\n", " Tk = T[in_body | in_leg]\n", " used = np.unique(Tk) # drop vertices no triangle references\n", " remap = -np.ones(X.shape[0], int); remap[used] = np.arange(len(used))\n", " return X[used], remap[Tk]\n", "\n", "X, T = caterpillar_mesh()\n", "X = sk.normalize_and_center(X) # center at origin, unit-ish scale\n", "n, dim = X.shape\n", "print(f\"{n} vertices, {T.shape[0]} triangles\")\n", "\n", "fig, ax = plt.subplots(figsize=(5, 2.6))\n", "ax.triplot(X[:, 0], X[:, 1], T, color=\"C2\", lw=0.5)\n", "ax.set_aspect(\"equal\"); ax.set_title(\"our caterpillar\"); ax.axis(\"off\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "c2904e77", "metadata": {}, "source": [ "## How does this shape *naturally* move?\n", "\n", "Pluck the creature and let it ring. The motions it settles into are its\n", "**natural vibration modes** — the eigenvectors of the generalized\n", "eigenproblem $K\\,\\mathbf{d} = \\lambda\\, M\\,\\mathbf{d}$, where $K$ is the elastic\n", "stiffness and $M$ is the mass matrix. `sk.linear_modal_analysis` returns them\n", "ordered by eigenvalue (frequency²).\n", "\n", "The lowest few eigenvalues are essentially **zero**: those are the *rigid modes*\n", "— ways the shape can move without deforming at all. In 2D there are exactly\n", "**three** (two translations + one rotation). They carry no elastic energy, so\n", "they make useless muscles; we drop them and keep the first genuine\n", "**deformation** modes that follow." ] }, { "cell_type": "code", "execution_count": 3, "id": "d8b6372e", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.855877Z", "iopub.status.busy": "2026-06-09T05:43:41.855828Z", "iopub.status.idle": "2026-06-09T05:43:41.881330Z", "shell.execute_reply": "2026-06-09T05:43:41.881144Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "eigenvalues (frequency^2):\n", " mode 0: -3.6066e-13 <- rigid (approx 0)\n", " mode 1: -7.2885e-14 <- rigid (approx 0)\n", " mode 2: 3.3790e-13 <- rigid (approx 0)\n", " mode 3: 1.2494e-01 <- muscle mode\n", " mode 4: 3.0425e-01 <- muscle mode\n", " mode 5: 3.7463e-01 <- muscle mode\n", " mode 6: 8.5344e-01 <- muscle mode\n" ] } ], "source": [ "n_keep = 4 # how many real deformation modes we want\n", "n_rigid = 3 # 2 translations + 1 rotation (2D)\n", "E, D = sk.linear_modal_analysis(X, T, n_rigid + n_keep)\n", "modeset = list(range(n_rigid, n_rigid + n_keep)) # [3, 4, 5, 6]\n", "\n", "print(\"eigenvalues (frequency^2):\")\n", "for i, e in enumerate(E):\n", " tag = \" <- rigid (approx 0)\" if i < n_rigid else \" <- muscle mode\"\n", " print(f\" mode {i}: {e: .4e}{tag}\")" ] }, { "cell_type": "markdown", "id": "18a8220f", "metadata": {}, "source": [ "### The first four muscle modes\n", "\n", "Each surviving mode is a whole-body deformation field. Below we visualize them by\n", "pushing the rest shape along each mode. These four fields are our entire\n", "**muscle vocabulary** — obtained automatically, with no rig and no painted\n", "fibers." ] }, { "cell_type": "code", "execution_count": 4, "id": "338949cb", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.882415Z", "iopub.status.busy": "2026-06-09T05:43:41.882366Z", "iopub.status.idle": "2026-06-09T05:43:41.942120Z", "shell.execute_reply": "2026-06-09T05:43:41.941915Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# a per-mode visual amplitude so each mode displaces a comparable, visible amount\n", "scale = 0.35 / np.abs(D[:, modeset]).max(0)\n", "\n", "fig, axes = plt.subplots(2, 2, figsize=(9, 4.4))\n", "for ax, mi, sc in zip(axes.ravel(), modeset, scale):\n", " dvec = D[:, mi].reshape(n, dim)\n", " ax.triplot(X[:, 0], X[:, 1], T, color=\"0.82\", lw=0.4) # rest\n", " Xp = X + sc * dvec\n", " ax.triplot(Xp[:, 0], Xp[:, 1], T, color=\"C3\", lw=0.5) # actuated\n", " ax.set_aspect(\"equal\"); ax.axis(\"off\")\n", " ax.set_title(f\"mode {mi} (lambda = {E[mi]:.3f})\", fontsize=9)\n", "fig.suptitle(\"the shape's first four natural vibration modes = its muscles\", y=1.0)\n", "fig.tight_layout(); plt.show()" ] }, { "cell_type": "markdown", "id": "29b9d6f2", "metadata": {}, "source": [ "## Modal muscles, in one paragraph\n", "\n", "We keep two reduced spaces over the same mesh:\n", "\n", "* **Subspace $B$** — *skinning eigenmodes* (`sk.skinning_eigenmodes`),\n", " mass-orthonormalized. The simulation only ever solves for the reduced state\n", " $\\mathbf{z}$, with $\\mathbf{x} = B\\,\\mathbf{z}$. This is what makes it fast.\n", "* **Muscles $D$** — the linear modes we just found, plus the rest pose as a\n", " final column so the activation vector $\\mathbf{a}$ can encode \"stay at rest\".\n", " Activating $\\mathbf{a}$ defines, per element, a target **plastic stretch** the\n", " material wants to assume.\n", "\n", "Each timestep alternates two cheap steps (`simkit.solvers.block_coord`):\n", "\n", "* **local step** — per *cluster* of elements, a `polar_svd` gives the\n", " best-fit rotation for the **passive** ARAP energy *and* for the **active**\n", " clustered plastic-stretch target $K(\\mathbf{z}, \\mathbf{a})$.\n", "* **global step** — one Cholesky back-solve in the subspace $B$ that\n", " balances passive elasticity, the active muscle pull, inertia, and (later)\n", " contact.\n", "\n", "The next cell is the whole solver, packed into a single standardized simulator\n", "class, `ModalMuscle`. Its `__init__` runs all the precompute once (subspace\n", "operators, muscle operators, clusters, reduced mass, the Cholesky factorization,\n", "optional contact operators, and the constant gravity force $b_0$); from then on we\n", "only call `rest_state()` and `step(z, z_dot, a)`. The `local_step` / `global_step`\n", "pieces are kept as named methods so you can read the passive (ARAP) and active\n", "(muscle) energy contributions where they enter the global solve." ] }, { "cell_type": "code", "execution_count": 5, "id": "ab82d9a3", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.943143Z", "iopub.status.busy": "2026-06-09T05:43:41.943079Z", "iopub.status.idle": "2026-06-09T05:43:41.948028Z", "shell.execute_reply": "2026-06-09T05:43:41.947848Z" } }, "outputs": [], "source": [ "class ModalMuscle:\n", " \"\"\"Reduced modal-muscle dynamics: x = B z, muscles drive a clustered plastic\n", " stretch target while passive ARAP elasticity + inertia (+ optional contact)\n", " resist. One local/global block_coord solve per step, all inside subspace B.\"\"\"\n", "\n", " def __init__(self, X, T, B, D, l, d, *, mu=1e6, gamma=1e6, rho=1e3, h=1e-2,\n", " b0=None, contact=False, cI=None, plane_pos=None,\n", " alpha=1.0, max_iter=10, tolerance=1e-6):\n", " # B : (dim*n, r) skinning-eigenmode subspace; reduced state z, x = B z.\n", " # D : (dim*n, m) muscle (displacement) modes; activation a (m,1).\n", " # l : passive cubature cluster labels; d : active cluster labels.\n", " # mu, gamma : passive / active stiffness; b0 : constant reduced force.\n", " dim, nT = X.shape[1], T.shape[0]\n", " l = l.astype(int); d = d.astype(int)\n", " self.dim, self.h, self.alpha = dim, h, alpha\n", " self.max_iter, self.tolerance = max_iter, tolerance\n", " self.B, self.D, self.contact = B, D, contact\n", "\n", " vol = sk.volume(X, T)\n", " J = sk.deformation_jacobian(X, T)\n", " Mv = sps.kron(sk.massmatrix(X, T, rho=rho), sps.identity(dim))\n", " self.Mv = Mv\n", "\n", " # ---- passive ARAP, grouped into clusters ----\n", " mu_v, gamma_v = np.full((nT, 1), mu), np.full((nT, 1), gamma)\n", " P, _ = sk.cluster_grouping_matrices(l, X, T)\n", " A = sps.diags(vol.flatten())\n", " AMue = sps.kron(A @ sps.diags(mu_v.flatten()), sps.identity(dim * dim))\n", " PAMue = sps.kron(P @ (A @ sps.diags(mu_v.flatten())), sps.identity(dim * dim))\n", " self.AMuPJB = (PAMue @ J) @ B\n", " L_passive = J.T @ AMue @ J\n", "\n", " # ---- active muscle force (clustered plastic stretch tensor) ----\n", " AGammae = sps.kron(A @ sps.diags(gamma_v.flatten()), sps.identity(dim * dim))\n", " L_active = J.T @ AGammae @ J\n", " BJAgamma = B.T @ (J.T @ AGammae)\n", " self.K = clustered_plastic_stretch_tensor(X, T, d, B, D, w=(vol * gamma_v).reshape(-1, 1))\n", " self.fst = fast_sandwich_transform_clustered(BJAgamma, J @ D, d, dim=dim)\n", "\n", " # ---- reduced mass, stiffness operators, projection bases ----\n", " self.BMB = B.T @ Mv @ B\n", " self.BMy = B.T @ Mv @ X.reshape(-1, 1)\n", " self.DMD = D.T @ Mv @ D\n", " self.DMy = D.T @ Mv @ X.reshape(-1, 1)\n", "\n", " # ---- system Hessian + Cholesky factorization ----\n", " H = B.T @ L_passive @ B + B.T @ L_active @ B + self.BMB / h**2\n", " self.chol_H = sp.linalg.cho_factor(H)\n", " self.b = np.zeros((B.shape[1], 1)) if b0 is None else b0.reshape(-1, 1)\n", "\n", " self.num_passive_clusters = int(l.max()) + 1\n", " self.num_active_clusters = int(d.max()) + 1\n", "\n", " # ---- optional ground-plane contact ----\n", " if contact:\n", " if plane_pos is None:\n", " plane_pos = np.zeros((dim, 1))\n", " Se = sps.kron(sk.selection_matrix(np.unique(cI), X.shape[0]), sps.identity(dim))\n", " self.plane_pos = plane_pos\n", " self.Je = Se @ B\n", " self.JeQi = sp.linalg.cho_solve(self.chol_H, self.Je.T).T\n", "\n", " def rest_state(self, X):\n", " # Reduced rest state (z, z_dot, a) projected from the rest pose X.\n", " z = sk.project_into_subspace(X.reshape(-1, 1), self.B, M=self.Mv, BMB=self.BMB, BMy=self.BMy)\n", " a = sk.project_into_subspace(X.reshape(-1, 1), self.D, M=self.Mv, BMB=self.DMD, BMy=self.DMy)\n", " return z, np.zeros_like(z), a\n", "\n", " def _contact_projection(self, z, f, z_curr):\n", " # Velocity-level ground-plane contact, in the spirit of projective\n", " # dynamics, folded into the global solve: any contact point below the\n", " # plane AND moving into it gets its downward velocity removed.\n", " dim, h, alpha = self.dim, self.h, self.alpha\n", " Je, JeQi, plane_pos = self.Je, self.JeQi, self.plane_pos\n", " z_dot_tent = (sp.linalg.cho_solve(self.chol_H, f) - z_curr) / h\n", " Pp = (Je @ z).reshape(-1, dim)\n", " under = (Pp[:, 1] < plane_pos[1]).flatten()\n", " local_vel = (Je @ z_dot_tent).reshape(-1, dim)\n", " ci = np.where(under & (local_vel[:, 1] < 0))[0]\n", " if ci.shape[0] == 0:\n", " return np.zeros_like(f)\n", " idx = (np.repeat(ci[:, None], dim, 1) * dim + np.arange(dim)).flatten()\n", " JeI, L = Je[idx, :], JeQi[idx, :]\n", " v = np.zeros((ci.shape[0], dim)); v[:, 0] = (1.0 - alpha) * local_vel[ci, 0]\n", " p = (JeI @ z_curr).reshape(-1, dim)\n", " bb = (v * h + p - (L @ f).reshape(-1, dim)).reshape(-1, 1)\n", " if L.shape[0] >= L.shape[1]:\n", " return np.linalg.solve(L.T @ L, L.T @ bb)\n", " return L.T @ np.linalg.solve(L @ L.T, bb)\n", "\n", " def local_step(self, zc, a):\n", " # best-fit rotations: passive ARAP + active clustered plastic stretch\n", " R_p = sk.polar_svd((self.AMuPJB @ zc).reshape(-1, self.dim, self.dim))[0]\n", " R_a = sk.polar_svd(self.K(zc, a))[0]\n", " return np.vstack([R_p.reshape(-1, 1), R_a.reshape(-1, 1)])\n", "\n", " def global_step(self, zc, r, a, k, z_curr):\n", " # one Cholesky solve in the subspace, summing the reduced forces\n", " dim = self.dim\n", " pd = self.num_passive_clusters * dim**2\n", " ad = self.num_active_clusters * dim**2\n", " E_inertia = k # inertial target\n", " E_passive = self.AMuPJB.T @ r[:pd] # passive ARAP pull\n", " E_active = self.fst(r[pd:pd + ad].reshape(-1, dim, dim)) @ a # muscle pull\n", " f = E_inertia + E_passive + E_active - self.b\n", " if self.contact:\n", " contact = self._contact_projection(zc, f, z_curr) # ground-plane push\n", " f = f + contact\n", " return sp.linalg.cho_solve(self.chol_H, f)\n", "\n", " def step(self, z, z_dot, a):\n", " # Advance one timestep; return the next reduced state z_next.\n", " h = self.h\n", " k = self.BMB @ (z + h * z_dot) / h**2 # inertial target\n", " z_curr = z.copy()\n", " local = lambda zc: self.local_step(zc, a)\n", " glob = lambda zc, r: self.global_step(zc, r, a, k, z_curr)\n", " return block_coord(z.copy(), glob, local,\n", " tolerance=self.tolerance, max_iter=self.max_iter)" ] }, { "cell_type": "markdown", "id": "94a5c7ef", "metadata": {}, "source": [ "## Building the reduced model\n", "\n", "We assemble the three reduced ingredients once:\n", "\n", "* **`B`** — the skinning-eigenmode subspace, mass-orthonormalized.\n", "* **`Dms`** — our four muscle modes, with the rest pose appended as a final\n", " column (so the activation can hold the rest state).\n", "* **`l`** — *spectral cubature* cluster labels, grouping the triangles into\n", " a handful of clusters so the local step is cheap.\n", "\n", "`limit_a` is a per-mode amplitude ceiling from\n", "`sk.limit_actuation_dirichlet_energy`: how hard we can pull a muscle before the\n", "plastic target becomes unreasonably stretched. We scale all our sinusoids by\n", "it." ] }, { "cell_type": "code", "execution_count": 6, "id": "08a3155f", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.948919Z", "iopub.status.busy": "2026-06-09T05:43:41.948871Z", "iopub.status.idle": "2026-06-09T05:43:41.974057Z", "shell.execute_reply": "2026-06-09T05:43:41.973855Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "subspace dim = 48, muscles = 4, clusters = 20\n", "per-muscle amplitude ceiling: [0.48 0.394 0.298 0.248]\n" ] } ], "source": [ "num_modes = 8 # skinning-eigenmode subspace dimension\n", "num_clust = 20 # cubature clusters for the passive local step\n", "\n", "Wmd, _E, B = sk.skinning_eigenmodes(X, T, num_modes)\n", "B = sk.orthonormalize(B, M=sps.kron(sk.massmatrix(X, T), sps.identity(dim)))\n", "\n", "# muscles = the 4 deformation modes + rest pose (so activation can encode \"rest\")\n", "Dms = np.hstack([D[:, modeset], X.reshape(-1, 1)])\n", "\n", "# cubature: group triangles into clusters for the clustered local/global steps\n", "_cI, _cW, l = sk.spectral_cubature(X, T, Wmd, num_clust, return_labels=True)\n", "d = np.zeros(T.shape[0]) # a single active cluster\n", "\n", "limit_a = sk.limit_actuation_dirichlet_energy(X, T, D, max_s=2.0)[modeset]\n", "print(f\"subspace dim = {B.shape[1]}, muscles = {len(modeset)}, clusters = {num_clust}\")\n", "print(\"per-muscle amplitude ceiling:\", np.round(limit_a, 3))" ] }, { "cell_type": "markdown", "id": "0dad5f55", "metadata": {}, "source": [ "## Floating in space: actuation target vs. inertial response\n", "\n", "First, no gravity and no ground — the creature **floats** in 2D, driven\n", "only by its muscles and its own inertia. We wiggle the first two muscles\n", "sinusoidally.\n", "\n", "To *see* what the simulation is doing, we show two things side by side:\n", "\n", "* **left (the actuation target):** the purely kinematic shape the muscles ask\n", " for,\n", "\n", " $$\n", " \\mathbf{x}_{\\text{target}} = \\mathbf{x}_{\\text{rest}} + \\sum_i a_i(t)\\,D_i .\n", " $$\n", "\n", " This is the muscle command — instantaneous and weightless.\n", "* **right (the simulation):** the actual reduced dynamics $\\mathbf{x} = B\\,\\mathbf{z}$,\n", " where inertia and passive elasticity *lag and smooth* that command.\n", "\n", "A floating body conserves momentum, so it can change its *shape* freely but its\n", "center of mass barely moves — the muscles let it \"swim in place\"." ] }, { "cell_type": "code", "execution_count": 7, "id": "f9914b8d", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:41.975102Z", "iopub.status.busy": "2026-06-09T05:43:41.975051Z", "iopub.status.idle": "2026-06-09T05:43:42.166215Z", "shell.execute_reply": "2026-06-09T05:43:42.166012Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "floated 180 steps\n" ] } ], "source": [ "# --- a gravity-free, contact-free modal-muscle sim ---\n", "sim_float = ModalMuscle(X, T, B, Dms, l, d,\n", " mu=1e5, gamma=1e5, rho=1e3, h=0.02, max_iter=10)\n", "h = sim_float.h\n", "n_steps = 180\n", "\n", "# sinusoidal muscle command: amplitude (x limit_a), period (s), phase (x period)\n", "amp_float = np.array([0.9, 0.6, 0.0, 0.0]) * limit_a\n", "period_float = np.array([1.0, 0.7, 1.0, 1.0])\n", "phase_float = np.array([0.0, 0.25, 0.0, 0.0])\n", "\n", "def activation_float(t):\n", " return amp_float * np.sin(2 * np.pi * (t / period_float + phase_float))\n", "\n", "# operators to read off the realized modal amplitude of the *simulation*\n", "Dm = D[:, modeset]\n", "DmM = Dm.T @ sim_float.Mv # (4, dim*n)\n", "DmMD = np.diag(Dm.T @ sim_float.Mv @ Dm) # (4,)\n", "xrest = X.reshape(-1, 1)\n", "\n", "z, z_dot, a = sim_float.rest_state(X)\n", "sim_frames, tgt_frames, a_input, a_realized = [], [], [], []\n", "for i in range(n_steps):\n", " t = i * h\n", " a_t = activation_float(t)\n", " a[:-1, 0] = a_t # last entry holds the rest column\n", " z_next = sim_float.step(z, z_dot, a)\n", " z_dot = (z_next - z) / h\n", " z = z_next.copy()\n", "\n", " x_sim = (B @ z) # simulated positions\n", " sim_frames.append(x_sim.reshape(n, dim))\n", " tgt_frames.append((xrest + Dm @ a_t.reshape(-1, 1)).reshape(n, dim))\n", " a_input.append(a_t)\n", " a_realized.append(((DmM @ (x_sim - xrest)).flatten() / DmMD))\n", "\n", "a_input = np.array(a_input)\n", "a_realized = np.array(a_realized)\n", "print(\"floated\", n_steps, \"steps\")" ] }, { "cell_type": "markdown", "id": "7b98b2e0", "metadata": {}, "source": [ "### Side by side: command (left) vs. simulation (right)" ] }, { "cell_type": "code", "execution_count": 8, "id": "ea3c8609", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:42.167195Z", "iopub.status.busy": "2026-06-09T05:43:42.167140Z", "iopub.status.idle": "2026-06-09T05:43:43.417621Z", "shell.execute_reply": "2026-06-09T05:43:43.417338Z" } }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "allpts = np.concatenate(sim_frames + tgt_frames, 0)\n", "lo = allpts.min(0) - 0.15; hi = allpts.max(0) + 0.15\n", "\n", "fig, (axL, axR) = plt.subplots(1, 2, figsize=(10, 3.2))\n", "def draw_float(fi):\n", " for ax, frames, title, col in [(axL, tgt_frames, \"actuation target x = X + sum a_i D_i\", \"C3\"),\n", " (axR, sim_frames, \"simulation x = B z\", \"C0\")]:\n", " ax.clear()\n", " ax.triplot(frames[fi][:, 0], frames[fi][:, 1], T, color=col, lw=0.5)\n", " ax.set_xlim(lo[0], hi[0]); ax.set_ylim(lo[1], hi[1])\n", " ax.set_aspect(\"equal\"); ax.axis(\"off\"); ax.set_title(title, fontsize=10)\n", " return []\n", "\n", "anim = animation.FuncAnimation(fig, draw_float, frames=range(0, n_steps, 3),\n", " interval=60, blit=False)\n", "utils.show_video(fig, anim, \"media/25_floating.mp4\", fps=24)" ] }, { "cell_type": "markdown", "id": "5c769eb1", "metadata": {}, "source": [ "### How the modes evolve through time\n", "\n", "The muscle **command** is a clean sinusoid (dashed). The body's **realized**\n", "modal amplitude (solid) — the projection of the actual simulated motion\n", "onto each linear mode — lags and rounds it off: that is inertia and passive\n", "stiffness filtering the command. Undriven modes (2 and 3) stay near zero, but\n", "pick up a little energy through nonlinear coupling." ] }, { "cell_type": "code", "execution_count": 9, "id": "5eb4b72e", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:43.419228Z", "iopub.status.busy": "2026-06-09T05:43:43.419162Z", "iopub.status.idle": "2026-06-09T05:43:43.453751Z", "shell.execute_reply": "2026-06-09T05:43:43.453564Z" } }, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAr4AAAFbCAYAAAAz5o3ZAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjEwLjksIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcvJkbTWQAAAAlwSFlzAAAPYQAAD2EBqD+naQABAABJREFUeJzsXQV4G0e3PTIzU2zHcZiZqWFsmqbMjH8ZXsrMzMzcNE0KSQppgw0zMzqGmJlJ7zuzGnktk2xL9srZk0+xYLW7mp2duXPvuecajEajETp06NChQ4cOHTp0tHE4tfYJ6NChQ4cOHTp06NDREtANXx06dOjQoUOHDh1nBHTDV4cOHTp06NChQ8cZAd3w1aFDhw4dOnTo0HFGQDd8dejQoUOHDh06dJwR0A1fHTp06NChQ4cOHWcEdMNXhw4dOnTo0KFDxxkB3fDVoUOHDh06dOjQcUZAN3x16NChQ4cOHTp0nBHQDV8dNsOWLVswatQoeHt7w2AwYOfOnXjqqafE8zMVq1atEr+ff9s6Tp48KX7rV1991ejvXnvttYiNjYWWwN/B37N161Y4ct9bsGCBzffNa8VrpqNt4kwft+sbl9gubJ+WhH49bAvd8NVhE5SVleGiiy5CZmYm3nzzTXz77bfo0KGDzVt3//79YhCgkaVDhy3wwQcfNMlYb+tYv369uNeys7Nb+1R06NChw2Zwsd2udJzJOHbsGOLi4vDpp5/ixhtvNL//2GOP4aGHHrKp4fv0009j/PjxmvMQ6mg62G8qKytbzfANCQnRPZi1GL681+j1CggIqPbZoUOH4OSk+010nHkoKiqCi4tuOjky9JFLh02Qmpoq/lpOkBwgPDw86v0uDZ7i4mL9SpzBcHV1hbu7O9oKjEajmCDbKniteM106NACCgoKWuxYnM90w9exoRu+OpoNeoTGjRsnnpPuQA4UPbJ1cZP4+o477sD333+P3r17i0n077//Fp/NmzcPgwcPhq+vL/z8/NC3b1+8/fbb4jOGo7l/YsKECWI/DfFneW4+Pj44deoUZs2aJZ5HRUXh/fffF5/v2bMHEydOFLxkUjN++OGHGvs4fvy4OG5QUBC8vLwwYsQI/PHHHzW2S0hIwJw5c8S+wsLCcO+996KkpKTW89q0aROmT58Of39/sU+237p166ptk5eXh3vuuUd4ttlG3OeUKVOwffv2Bq4IkJiYiOuvvx7h4eHiu2znL774wvx5SkqKGLzp0bMEvXls1/fee6/RbaDGa6+9JvbDSIAlHn74Ybi5uSErK6tWLp3kC3Mfn3zyCTp37ix+x9ChQwWX3BI///wzevXqJSalPn364Ndff7WKN8zP9+3bh9WrV5v7k+y7EryG9913H0JDQ8W1Pe+885CWllZjP+xfS5cuxZAhQ+Dp6YmPP/7Y6raTfGJLCk9dHHH2306dOonjDBs2DGvWrBHnbXnucmH5/PPPIzo6WrTPpEmTcPTo0Xrbhfft3LlzxfOOHTua20aenyXHV57/2rVrcdddd4m24iL4lltuQWlpqaBLXH311QgMDBSPBx54QCwOLM/zrbfeEn2V58m+y+/LPiKRk5ODgwcPir/W4K+//hL3lxxT2Ics73P2H447bE96/6+88kpxD9lyLLFFG/F+YB5FcHCwOFeec20cbjnG/vbbb+J+kGOAHGfV4PmwTdjmvM9kv20I3D/boLCwsMZnl112GSIiIlBRUSFekyc/bdo00bY8b/Ypjk9NgbwOjDLOnDlTXNcrrriiUX3o999/x9lnn43IyEjRNvzdzz77rPl864Oa4yvHqboejR3zm3M9dDQCRh06mon169cbH3nkEY7Qxrvuusv47bffGv/55x/x2ZNPPineV4Ove/bsaQwNDTU+/fTTxvfff9+4Y8cO8R1+NmnSJPEeH3fccYfxoosuEt87duyY2D+34fF4HD6Sk5PrPLdrrrnG6OHhYezVq5fx1ltvFfscNWqU2MeXX35pjIyMNM6dO9f47rvvGnv37m10dnY2Hj9+3Px97js8PNzo6+trfPTRR41vvPGGsX///kYnJyfjL7/8Yt6usLDQ2K1bN3GsBx54wPjWW28ZBw8ebOzXr5841sqVK83bLl++3Ojm5mYcOXKk8fXXXze++eabYju+t2nTJvN2l19+uXjvvvvuM3722WfGl19+2XjOOecYv/vuu3qvB885Ojra2L59e+Mzzzxj/PDDD42zZ88W58FjSUycOFG0iyV4TdgOsl2tbYMTJ06Y25WIi4szGgwG4yuvvFLjGJ06dTKeffbZ1a5Thw4dauxr4MCBxi5duojfzv2EhISI31ZaWmredsmSJeI4bEOe2+OPP24MDAw09unTp9o+a8Ovv/4q9tejRw9zf5J9l79DngPbin3k/vvvF21z8cUXV9sPj8Pz5HEfeugh40cffSSuubVtJ4/F360G92HZfz744APx3tixY43vvPOO6B9BQUHGzp07G8eNG1fjuzx/9kVe+6eeesro5eVlHDZsWL3tsmvXLuNll11m7jOybfLz882/l9fM8vwHDBhgnD59urjPrrrqKvEe74cxY8aI/sxznzVrlnj/66+/rnbMG2+80eji4mK86aabRPs9+OCDRm9vb+PQoUOrXW95LNnP6gO3Yd9gX3j++efFefE4PDfL/fE4/K28fp6ensbY2FhjVlaWzcYSW7QR++ptt91mfO+990Rf4nXkdrwH1OB77Gft2rUzPvvss2I84j3Ha5+enm7ebvfu3eK3xsTEGF988UWxLfurHLfqw3///Se2mT9/frX3CwoKxHW7/fbbxeuUlBRxX3B8fPXVV42ffvqpuBc4BzQFvA7u7u6iv/M5+8o333zTqD40Z84ccQ/zfDg+co7hb/m///u/GseyHEO4Hec1gveDvDfk44svvjD6+/uL+a2xY35zrocO66G3pA6bQE6yP//8c7X36zJ8OfHv27ev2vt333230c/Pz1heXl7ncbh/S0OgPnDg4vYvvPCC+T1OZhxcOCHOmzfP/P7BgwerDWrEPffcI95bs2aN+b28vDxjx44dxcRYUVEh3uPEYjkJcAKgMaQ+38rKSmPXrl2N06ZNE8/VhjP3OWXKFPN7HDzl5NEY3HDDDWLCU09wxKWXXir2yWMRH3/8sTi3PXv2VNuOEzsNvca2gaXhS3Cgp9GlxubNm8V2crKqz/ANDg42ZmZmmt///fffxfuLFy82v9e3b19hEPCcJFatWiW2a8jwJWikqA1GS0Nl8uTJ1a7VvffeK4ya7Oxs83s8Drf9+++/q+3D2raz1vAtKSkRbcKJvKyszLzdV199JbarzfClgcHvSbz99tu1XndL0Cio7ZzqM3wt+zWvP+8zGooSvL95vdTnyvbh97///vtqx2F7Wr5vreHL68MFx/Dhw41FRUXVPpPnSGMoLCxMGMbqbWhI8hhPPPGEzcaS5rYRIe9dCZ4/z119vxI8Do2qo0ePVlvM8H0a5moDkMY8F6kS+/fvF/27IUOLvyEqKsp4wQUXVHufYyC/S8NYLi75esuWLUZbQF4HLlDUaEwfsmxH4pZbbhELg+LiYqsN39rAhQnbb8WKFY0e85tzPXRYD53qoKNVwDAPQ9NqMOxHrta///5r8+OpE+54nO7du4uQ5MUXX2x+n+/xM4amJf78808RSh4zZoz5PYbZbr75ZhHmYrKd3K5du3a48MILzdsxnMXt1KDE25EjR3D55ZcjIyMD6enp4sHfzRD0f//9Z07y4rkwPJaUlGT17+S4vHDhQpxzzjniudw/Hww1MjwsqRLnn3++oDv89NNP5u/v3btX/KZLLrmk0W1QG7ifbdu2ibCkBI/H8OK5557b4O/h9xn2lRg7dqz4K68R24YhZoaIeU7q/kWajC3A36kOW/IcGBK1pHAwfMs2VqM5bVcbGDJmv7npppuq8QwZ6lW3kxrXXXedoJWoz59Q93Nb4YYbbqjWVsOHDxf9kO9LODs7CzqI+vikGjAETCqPus8ylM/2WrlyZbVQN/fZkJwaxxHShZhca5lnIM+R7cn8hNtuu63aNgyD9+jRo1Y6T1PHkua2EUGagATD97yfeT1roz9NnjxZhMol+vXrJ6gecp/sw6TmkJ4VExNj3q5nz541+nFt4G8ghYd9PD8/v9r9TQqI7PMy72PJkiVC/cdW+N///lftdWP6kLod2Ue4HduRtA3SaJqKb775RiTLvvLKK4KO15gxv7nXQ4f10A1fHa0CGgmW4OTTrVs3zJgxQ/ARyQGrjZPWWHBCI59ODQ6QPIYlD4vvq/lgNG44iVmCg5H8XP7t0qVLjf1ZfpcDIHHNNdeIc1I/PvvsM8EnldxFDp40RNu3by+MJ/LKGjJWyD0lV5C8WMv90wBSJyKSb8eBd/78+dUmLRpUNIob2wa1gRMjs/+lcc0JnhMUrzEn4YagngAIadzJaySPzba3RG3vNQUNnUN9fbo5bVcb6vq9vGZ18ZmtPX9bwPJYvJ8I9mHL99XH533Bfk8eu2W/pVEl+2xjIBdb5Lg21J61XSMavpbXpzljSXPbSBqP5IjzPMgZ57l8+OGHtfKdLY8jr73cJ8cKJmB27dq1xna1tUddC1PuY9GiReI1rxUNYZnrIRehF1xwgcgn4JjDBe+XX35ZZ/6DNWB/Z5ur0Zg+RF4/ufpsY45D3Ia8bsJa7rglaODeeuutgt/MnAD1eVkz5tvieuiwDromh45WgXrFLcEBi4MHV71MSOGDAyS9eV9//XWTj0XvSWPet0wosSWkN/fVV1/FgAEDat1Gei7pQaIXgola//zzj/jOyy+/jF9++UUYjvXtn4M4B9raQM+PxKWXXioMYrY7z4dGMI1hTlC2AJNH+Bu430ceeQQbN24UyUH8HdagNa5RU8+htj5tLeoqFmBNso2W2rAx95r6+Oy3vP+Z8FobLI3N1oItxpKmthETGGfPno2zzjpLeBUZYaKyBsfI2pJyW+K60wjngov3Nz2aixcvFsabOmIki6jw3ufnHN/p1Hj99dfFe+pIjbVgxMhSTs/aPkTHAI1xGrzPPPOM8IpzIUGv+YMPPtgkWUUuJmjc03FDY9byvKwZ85uzENDROOiGrw5NgSFZhun54IBBLzCzWh9//PFaPar2BrOzqXJgCRkOk0U6+JfeWU4q6nO0/K4MPXLQZSiyIXByYxvwQY/FoEGDRIZ+XYYvB3dmOdNgsmb/DKsx61l6ZA8fPiwUF5rSBnWBkyDPn/vgcUgB4fW1BeSxa1MpaEi5QMKefcratpNeWMtiEZYeR/XvlaFUory8XFAn1Iua5qIl7zXeF8uWLcPo0aObtYCw3CfB+7Iu779sT14jKjKowffsUYSnqSCFiQYaDUe19B8N36aAYwXbWnok1aitz9YFLtCpvJObmyvubxrCNIgtwff44PhFQ530HKr4qKkjLdGHqJBCygEdCFxESJw4caJJx+U8xd/Ce5fH5/hmeV7WjPm2uh46GoZOddChGXAwUoMrejmRy9UwuXRES1WTolzO5s2bsWHDBvN75GaRSsABXvKUuR35pmppIfLFuJ0a5JtxIKQskZoXJyFlsmi4Wobc6M2gB7U+zwC9PPQ8cJLkhF/X/iXIvyN/jB4bTkJceNAYbkob1AWeD8/rxx9/FDQHSkHJ69hcsD0Yyia3Tt2elCcj99ca8Fzs1Z+sbTs5OZLvJ8E+YNl/yPuklBULftDYlaCXy9bUhZa812g88fdSUsoS/J3qc7BWzmzq1KliEfjiiy/W0AmXXk+2J++rjz76qNp9xWjTgQMHBNdXK+A9xMWIOgrAxQ4ly5q6P977/D6jMBL83TSurQUXtmw7RuVITVNznQn2S0svs/R8qtuc1BR1LoC9+pD0hKvPiXJy9KI3BaRwsL04vtVGd7J2zLfV9dDRMHSPrw7NgCt/ljym54X8LXq73n33XTFISk4kn3OAYKicEx89H9yek5c9wMQYDmj0sFJ7k7w6DvD0DtC4lOE2JhtR95a0DCZz0VPLss2Wq39uz1AY90etSdIMmAhCzVAmX9ArwHAgEy7YBkyW69+/vwiF0ZtADVuGCOvDSy+9JPbFpBmeF40rtitDedwHn1tOXKRGcODnwGtZhMTaNqgLvDb0Tr7xxhvid6nDoLbACy+8IHiD9PSwPTnR8lrQIK5toqltYiJP8rnnnhOeQZ6vpfevqbC27dgX6A2jt53Xh9txIaI2bgkuTMj1vvPOO8U5crKn8UONWE6utvTSsl2IRx99VFBiGFanp95WixY1GHpm5IFGKmk3NFp5PHq/uFiiR1EmjpL6w+tMT2d9CW68l1g+neMKdVEZiqdnfdeuXWJRyuvAY3As4f54DuRnUuOax+PChFrcWgGNcN5D1ILlb2EEiBrC7LO7d+9ustFGY5V0JEZl2N845rI/WrtPRqF4DuwnNGQt72+2M8cWcmrZRzkGcOHG68OFoQQpVkRTy9Fb24eog8x+QCoY70neMxyrm0IB4eKahjY9x7we3333XbXPOa5aO+bb6nrosAKNUIDQocNmcma1yXQtWLDAOHXqVCEvRCkeahlSYub06dPVtqMOJDUppcRLfdJmlKOhjqMlKBNEGStLULpGrS8r9YMvvPBCY0BAgJCaoXampW4mQQka6uVSEod6s5Rnk1I6ludI3eLzzz9fSFNRk5LHpa4k9R4Jyk9RE5RanJRk4m/gc2p8WgNqZ7KNqeXr6upqjIiIEPrIn3zySY1tc3NzhSQTz7MujWBr2qA2OTP1NeNn/C2W0lL1yZlRUssStckJUUqKWrxsS8o7LVq0SMgs8b2GQK1dXnOem1oSTMpPWcow1aatW1u/aWz/4XaUTuNvoHYntar//fffWvsP9Xt5TG7L/a1bt07IxlEftqF7sr7rZAnqiFKyivKDammzuuTMLNtK3v9paWlW3Zfsn/wd7I+8HpSqo8ZtUlJSjWNZc/4E+wL1drlPyiWyvX788cdq2/z0009C75jtSU3kK664wpiQkGDTscQWbfT5558LaSyeJ/s299mYMdbyuhGrV68Wbc4xl+Mq9W9r22d9oC4vt6d8oyW2b98uNKE5nvO8Ob5Tp3jr1q01zs0a+cG6rkNj+hDvlxEjRohtqL/Mz5cuXVrjXmtIzkzeY3U9GjPm2/J66KgfBv5njYGsQ4cOHY4ERgfIm7OHPJ7WQJ4hfyvVOOhN06FDhw4dtUPn+OrQocOhQW1QS0oAE1gY0q6thK+jg3xVS38FOc6kSLTF36tDhw4dtoTu8dWhQ4dDg5xAZkuTT8dkNyY+MVmJGp1M8GMyWFsCjXpyT6mVyt9G7vbnn38uePDkl6uLVejQoUOHjurQk9t06NDh0GCiChOxmEDCDGkmXzERiEl+bc3oJZh0xWIH77zzjjkRjkmV/L260atDhw4d9UP3+OrQoUOHDh06dOg4I6BzfHXo0KFDhw4dOnScEdANXx06dOjQoUOHDh1nBHSOrxUyQazIxQpALV0uV4cOHTp06NChQ0fDoNoNC6Qwybm+wkq64dsAaPQykUSHDh06dOjQoUOHthEfHy8qn9YF3fBtAPT0yoZkacGW8DAzM51i9A2VgtWht53e51oX+v2qt53e7xwH+v3attsuNzdXOCql3VYXdMO3AUh6A43eljJ8KVDPY2m1c2kVetvp7ab3OceBfr/qbaf3OceBI92vDdFStX32OnTo0KFDhw4dOnTYCLrHV4cOHTraqIemtLQUWj4/lpumF0nrHiStQW87vd3O5D7n5ubWrHPQDV8dOnToaGOgwXvixAkxWWk5A5vnxyxsXTFHbzu9z2kbRg3drzR6O3bs2ORKlbrhq0OHDh1tbII6ffo0nJ2dRaJHa3tn6jvP8vJyuLi4tPpE6mjQ205vtzO1z1WaJGY5xsXExDTpXHTDV4cOHTraEDg5FRYWCi1LLy8vaBVamUgdEXrb6e12Jve50NBQYfzyfFxdXRv9fW26AnTo0KFDR5NQUVEh/jY1DKhDhw4dWoYc2+RY11johq8OHTp0tEG0tldGhw4dOrQ4tulUBx3NwvZTWTiSkodQX3eE+XqgQ7AXfD0aH3rQoUOHDh06dOiwN3SPr44moaS8Ao//thfnf7AeDy7cg+u/2opZ767FsOeX4/ediXqr6tChw65YsmQJxo8f3+jvXXfddejXrx8GDBiAoUOHYvny5XVuywSaESNG2FwdIzY2Fjt37hTPb7zxRqxcudJm+x4yZAhWrVolnv/f//0ffvjhB5vtW4ft+yNRUWnEv/8uEwmpb731Vp3bkbvP60tlhbaIvXv3inuDoGza4MGDkZOTY/Pj6B5fHY3GqYxC3P7DduxJrNkhi8oqcO9PO1FeYcQFg+uula1Dhw4drYE333wTAQEB4vmOHTswadIkpKen16p+8eyzz+L222+v9TOZ6NNcfPbZZ7AXHnjgAYwZMwaXXHKJMKp0aAeVRiPyi8uRVViKxNQM3Dv3QZw1aSqyC0uRU1QKPw/XGiH99957D+eee26DJXnbAjw8PHDVVVfh9ddfxzPPPGPTfeuGr45GgbSGCz5cj9zicvF6YEwAnj23D0orKnE0NR9PLdqHwtIK/N+CXSivrMQlQ2P0FtahoxXx9OJ92J+Ua7f994r0w5Pn9K53G07gzz33HBYtWoSUlBTh1dq/fz8WLlyI3NxcfPrpp2Zv2bfffotXX31VPKcc2yeffIKoqCghnn/33Xfj33//RWBgIMaOHVvtGPweDQNu5+Pjg3fffRf9+/evcS7S6CXq8ybR4/TTTz/htddeq/Y7nnjiCfz555/ifPn8vvvuw65du8T29A7zHJh888Ybb+DHH38U58PM83feeQcjR46scRzu55577sGcOXOEN48GNZGamoru3bsLb3BycjLuuusunDx5EkVFRZg9ezaeeuopsd369etx2223ie/Rgy2/T4SFhaFz5874559/MGPGDGgChZlAcXb199x8AJ8woLwUyE2o+Z2gTsrf3CSgvLj6Z96hgLsvUJwDVFYAXkENngIXMpb98cCBA6I/sk/Yuz8WlZbjZEYhyiqUSMILj83FzXfdj+V/LRHzZ1xGIfw9XREd6AVnpyrj9+OPPxbXUoLnzL7DyATBfnDrrbfi6NGj4i/7EH8r+wr7V1334oFafjv7GqMid955J/744w/hZeYi7ddffxURBfazefPmoU+fPqJ/XnbZZeJe5n0wYcIE0d957K+++grfffedUGKgR9fd3R3z589Hp07KNeW5ff/996IUsmUfvfTSSzFw4EA8/fTTNs1Z0A1fHY0Kx8xdsNts9N4wpiMenN4Dbi6KN2RQTCA6hnjj2i82o6C0QlAgyPed2bed3so6dLQSaPRuOpHZ6u3PyX/Tpk2CWkCvFQ2BjRs3iol07ty52LJli5gY+Xzbtm3CuHj++ecFFeCvv/4SBsehQ4ewb98+sb9p06aZ971u3TphZP73339iYl2zZg0uv/xy87aWeOihh/Dzzz8jKytLTPi1eXR5PhTJt5SEo+eUnxE333yzMHhoLFDu6aabbsLbb78tfgO9VTSKCf7Oa6+9FgcPHqy3jbZu3Sr+0pA566yz8Nhjj4nX11xzDR555BGMGzdOGByzZs3CggULcP755wtv7pdffonJkycLo4iGhho0ttnmmjF8jy4H9i6o/l7sGGDUnUBRJvD3wzW/c/lPyt8N7wMZR6t/NvJ2oONZwKmNQHEu0O+iJvVHGqlsf/YLe/bHwtJynEgvEPMpseyPRfBwdcElF56P1f/8AWnf5RSVobQ8H7HB3nB1cUJ8fLwwTLmQIdgPeN40Cml0EoxcEFdccQWuv/563HLLLThy5IhYkNGA7NChg9W/XZxDTo6gGzDyQaP37LPPFgYzjWUuBnhsfoeLycWLF4v9UmmB+6RxS8OV4P5I7eH9xHvv5ZdfFkY8DWp+n+1LLzbvGTUiIiLg6ekp2o0Gtq2gG746rMbX609iZ7yyUr9xTEc8NqtXjW2Gxgbh2xuH45rPNyOvpBzPLtmPiT3C4OGqh9l06GgN0COrhf3TQCPo1SwoKDBPisOGDROTM0Hv5vTp04WRIT1YDHNyMuUkffXVV5uljDixf/755+L577//Lryuw4cPNx8vMzNTeEc5cVripZdeEo9ly5YJOgANFUv5t4SEBISHh9f4Lo8r8dtvv2HDhg3Cu0vweJJSQBoFDaWMjAxBiaCRVNf5qEHPGg0MepNJw2Bb8bfTOyeRn5+Pw4cPC0Oa+6bRS0ydOtXsSVMbD/SuawZdJgHRg2t6fAnPIGD6i3V/l0ZubR5fImaE4vG1Eq3RH9Oz85BSUIkKo2L0OhVn45sP3xAe1AA/D+EoYpK4j7sL8kvKBXXwaFq+cChZ9kf2J3pXpdFLhISEiP6zfft20aeJrl27CroLjW9p+F5ixW+XdAPpKea2NGzpzZXb0lNLkAP/4IMPYu3atWIBSE8zDVW5Xy6+aPTK51z0EmzDiy++WHh7CRrq3Idl/+Vv1w1fHS2O+MxCvLr0kHgeE+SF+6d2r3Nben4fm9VTeHxP5xTjq/Unces4ZZWqQ4eOlkVDNISWAidRQhqGfE2vFV+rw/Nq1BfeVH/GyZZe0RdeeKFR50SD8Y477sCePXuEZ0sNenppWFiCk7/6uPQYd+vWrUbJaHpjaTiRfsAQsL+/P0pKSuo1fNkOF110ES644AKz94vHkF5j2YaymEBtBq1lm/E3NGRstyhIRaiLjuDiVkVrqA1+kXV/5uHf7P4oX9ujP9LTezytQHB7iagAT2xcvU5490kpkB5belQz0tNw+9zHkFFQKugQpD54eHjW2h+tgeV5e1j52+mtluBncjvLbbnwo7FLLzK3YaRDfa51fa+h87RX/9VVHXQ0CN7ED/+yR6w+iZcu6AtPt/o9uBcMikbXMGWC+GDlUUHY16FDh476QG/S33//LaoyER999JHwenKypJFKriA5kzQsGd6XIOeVn506dcrsgZK0ATX4XfIfJTZv3iwmbEsvKUHlB3rVxPcqKpFVoIxhMkRN0BvGsK2cyEmd4P45WfMcWVKVkB6uhkCPF7/z6KOPmt+TXjZ6qCXYPvSC9ejRQxxbqkLQg33s2LFq+yR/szaus46W64/lFRX4a+U6s9FL7m6wj7vw7NOTTz4tHxdeeKHw9NNgjgzwFN5fqaLkFxEj+iqjBgT531yckVIhQcOZlIFBgwaZz4f9kV5UUmfshaysLOGZpYFLvi/pC9aAbcht6aWmnUH6iBr0rLM/9+3b16bnqxu+OhrEol1JWHtU4Q5dOrQ9RnUOafA7Ls5OeGhGD/GcnOD3V1rwsnTo0KHDAgxnkjvI8DINT4ZnyZ8lyJ9l2LZXr14idCu9ZAR5tq+88grOO+88YeT17t1bJN5YgkYKPXE8Dr9/7733Cq4sk5Ms0aFDLIJDwvDn6s04cDoX8VmF4v1DybmIyyhAXnGZUIigN4r74vnSKKIBw9AtE4gYDqYn2ZoqenFxcfjiiy8EdYL744N8UoIhZRowPG8aAfQIk0LB/TIBj7+D71O6TG3k0phgOJntoqP1+mOvXr2x6BeF1xzu54Eg74b7A72f4X7u8HZTGKkFFU6YMGkyVqxYIV6T4kJKBQ1cXnseh9EH2V/YL/gejWnyc+UizB5gkh+9vbzvGKmQ1JuGMHPmTHF+NNRJpbA8RxrsjJgEBTWcsNgYGIwyjqKjVsgQFUnekodiT9BTwVUds3FrS7hoabB7zHh7DQ4m5yHExw3L7x8vsk2t/e4ln2zE5hOZcHN2wvL7x6F9UPVEkbbcdo4CLbZbck4x/thzGim5xegT5Y9BMQEiNKi1amRabDt6G0+cOCE4deoQo9Ygw/WcwLV2XalIE5deiF9/WYCtG9bikeerlB3UoBHDh1bbjt5Keh750NE6fa64rAJHUvPFsZnr0iXMB06NOHZpeQWOpOQLXvD+XTvw7QeviaSwM6HtLr30Utxwww2YMmWKVWOctfaantymo16sO5ohjF7iutEdrTZ6Cd4cD8/ogfM+WC/kzt5ZfgSvXqSH3HTUPbAu3n0a32+Mw+aTmbBcktPwfXxWT0zvo6uE6LAfSGs4mV4gqF1TZ81BTmY6Qrzd4O/lJmgO2UVlyC0qE2FrLszYTcN93TVnvBM0AOh51NF6Y1pidpGZp80xrDFGL+Hm4ozIQE+RZ9Or/0CMnzZLUAPaupZvcXGxUDGxNHptAW24KHRoFp+tPS7+erg64fJhjQ+VDIwJxNReSibq4t1JIjyoQ4clODG8+NdB3PXjDiG9JY1elYSlmEBu/W47Xvn7YDWepQ4dtkJpeaVIQJL5DFzoP/3w/YgM9IK3uwv8PF1Fci+9dq7OyvSZmluMlNwSs3GjJTB7PzKynoQwHXZFVmEZCkoU/jc5vexDTUGAp6vZ6TTt/Mvg4q6hZEU7gZ7c//3vf3bZt2746qi3WMWqQ2ni+YDoAPy0NV4UqZDhm3KT+HZDuHy4YjAXl1ViyW5FaFuHDgkasQ8t3INP/lMWWeS/3TA6Fs+d20eoh1w1sgMmdA+Fp6syXH2w6hiu/XKznjCpw6ag4UqvGhOJCE9XZ5HEy4IClkYtQ9adQryrjN+8YmTqCbw6VGBEgIsigv0kog5KjLpvUbtX9KWCUkG3kWA0IcLfAwYongAutHQ0Hbrhq6NOSEOE8KKuYHG5+Wact/kUnlq8D3sSGq6jPbZrqPmm/3lrvN7iOqqFle/8cbtYVBGxwV5YdMdoRAd5YeWhVDER+Hu4Cq3Yr64bZlYKWXMkHTd9s9XqxZcOHQ0tvtLzS1FQWm42bH09XETp9fS8EmH8WsKdxm9olfFLXrqsxKVDhyhAYeoPYb7u1SqwSYO3sKRcRLJKTBEGGsucYvOLy5CYVYScwlKzEoS7izMCvRWvb25xmZBH09E06BxfHbUiPb8Ev+5IFM97tfPDe5cPhJcpu5SY0CMMKXkleGvZYYzsHIzrR3eEk8WNLcEb/vxBUcJTt/1UtvAaM1SoQ8e7K47izz3JoiF6RPji06uHCKmfCd3DMLZrCLqEVeex/XLbKJFsmZBVhC0ns/D28iP1akrr0NEQaHRQb5wFdwgm4nYO9TEbKoxuuZuqU3JbGrwSNEbI2zyZoVTiovFrzwReHY4BGrVpeYpX1sXJCYFebrV+zgUVF1mSHy63E1zywlLBJ6fTycnZYDagSZ/g9+n17Riim3BNge7x1VEDvKm+33gK5SYe5ZPn9Kpm9BIdgr3xwLTuuGFsR2w8noF5W+Lr5bhdODja/PznbbrXVwewLylHaDwT3cN9ce3oWHy0+pgINceGeNcweglWNpp/80jBeZOG8zqT1J4OHY0FPbRcwNO4NScgBXpW885Jw4T9kgYyPXlqkPfr56H0x6zCUuGt03FmI6+4XPQpgmpIaqcQ+xkLU9DoDfV1F5JlbqaFlQT7HznBdAIwosDvVFYaRaJbkMk4Zr6M5A/raBx0w1dHNXBwZ4W2HzbHide9I/0wrGPtGnqcDKjpe8WIDg3qEnYK9cGQDopW5i/bE/UQ9RkOGhxzf94tFlcc5K8cEYN/96WI6AG9aPWBGc5fXDsEJicI7p63w+xd0XHmYMmSJRg/fnyjv3fdddcJTVbqrg4ZOhSrV64wh6RpVHBxJcGqWiNGjBCydeyXTDBiIQuWk1UjUpWtn5hdbA5PO1IbspACdYfrqqqlw/q2lOORs8GAIJ/qcyP9SYwc0CBmshuLZFCWS2o3UxtaQi7ASMNJyStGYlISzp8+wbxIo6qILRAbG4udO3eK59SOlgVRbAHq87IkM/F///d/Qmu6teFwhu/7778vLhIz/lgHm5V3rAHFzGmoybrTOmqC4ZWPVx/HjlPZZvI8K7A1JNPDsPT0PhFiu4z8ug2Qi4e0Nw8K/x1RkuZ0nJn4aNUx7D+dK55fMCgKqw+nY1z3UJzd1zqpskEdgvDQjJ7mSeGhhbvter462g5oWOzevRur1m/Gi6+/iztuvEoYtiIBKaB6AtKzzz6L22+/3azRHODlKowV8n6l8gNBjx09d9J5QKqYoyE8PByjRo3CN99809qn4tCgF1ZyxWn0kuogQYOVxiwXSj6qBRb7JA1PPliMxBLkm1Nx5LEnnsbtt9+GUFNFNy7ApGfZVguWzz77TBjj9sADDzyAp556SlRka004lOHLSiSsAf3kk09i+/btoirJtGnThIB8fWAlHa40WE1FR91YfiAFuxOyzQR6LjZn9bdeM3VXfDYe+21vnYP+zH7tRKY0MX9Lgn4pzlAcTsnDOyuOiOddwrxFyK9vlD+uGN6hUVqoN47tiHP6Kf1z+cFUQbnRoU3wuj7//PPCWUHHxW+//YYXX3xReFO7detm9ggR3377rfDI8sGSromJieaqa7fddpuolkXPpKVXit/j/lkFiuVZd+3aVeu5BAQEiL/03pYW5UMI8ZqKUaiNFOqIcs5hlTSJjRs34rwZk3D2+JEYPGCAqJxFsDzyudMm4qKpY3D5rEn4Z8V/IjTNuYfHe/zxx8V58dzXrVsnjBt691gZbO/evWIfbAO+poQTfzurcdFAv/baa8Vz/jbZFnv27BHeRVaFY+UwVomToGFBGbNzzjlHfDZx4kRkZmZa1YaXXXYZPv74Y7R1cCFTW3+kd5Jt05z+KL29Sxb+hHOnjDf3x63bdgiqDBNyG6v5TLqNj4sRv/2yANNmnYtgU4S1f/tAPPLY46K62cMPPyz0fVlRjufD87355ptFOWXijTfeENsNGDBA/GWFwNrAfsX2INge0hMdFRVl1tRlWeKLL75YHId987HHHjN/f/369ea+zeiK2iBnoZ/OnTvjn3/+QWvCoZjRvHC8qGxMWTebFUxY5vGhhx6q9TtcWVxxxRV4+umnRbnB7OzsFj5rxwCJ9L/vTMKYriF4Z7nCuxzdJcRcK9wadI/wFfI/P22Jx+0TutT43MfdBTP6Rgiqw4pDqSIr1ZI7rKPt47Wlh1BWYRQLq9cvGiAGdUr1WGY9NwROHo/P6oV/9iejpNyI5/84IBQhtFhIQAv3tyU3lfceOYb0JJ3OKarxHfL4CSZsSYkvCfIPeT83Bj4+PqKsKUvonnvuuXj33XeFIfnrr79i7ty52LJlizAC+Xzbtm1ioqVxwtDrX3/9hU8++QSHDh3Cvn37xP7o9JCgMfnjjz/iv//+g7u7uxjrL7/8cvO2avD3PvzwQ/jtl4XIyMzE6598Aw9XF+HNVYPnwxC0l5eSrEbjkRFDljgeNXoMYKwUBSJoWJx//vmilO2wMRPw+9LluOemq3DWngPie9yGBiq9x59//rk478WLFwsvH8vhcm76+eefxbYHDx7E119/jQ8//FAYyzRaWba1R48ewvP81ltvie/QWFu6dCm8vb2FgU5PLcvEciFBsJ3ZhsHBwaL6FY1ZGkb1tSHB86SxzQpY9qhU+vLml3Ew8yDsiR5BPfDgsAcb3R/fe+89sYDhtWhqfyQDgfzeHVs2YtmSX7BmjdIf2S+vuPIKLF+3tdYkcNovvN5cqNAA79SpU41t9u/egQ6xsSgxusLF2cl8/5VW8npvFvuloUsHH/sivcu0l95++23xG1hKmI5DgvcdF1Tsb/WB7SEpPzTe2YcIlv1+5JFHRIEJGrazZs0S7cZ25KKLZZTZH2ngfvXVV9X2OXLkSNHmM2bMQGvBYawODi7sfLLh5aqNjVvXyoV45plnxCqDZe84GDaEkpIS8ZDgAEAwFMaHvcFjKET2lpXFKSotR7dwH4T5uAsNQWJ2/3aNOg83ZwMuHhyNT9Ycx56ELPSO9K+xzbRe4cLw5eSz5nAappiKWzhy2zk6WrLdDiXn4Z/9KeL57P6R6BPpazZUm3J88uSuGhGLz9aewJ7EHCzbn4xJPW3Xpxyxz8lzkg9i1aFULNpVXUN7RKcg3DS2E7IKSvD04v019vP5NUPMRWxY1EGNG8d0FHzsxoAeIp4PjauCggJhkPE1vUZHjhwRz1esWIHp06eLogt8Te8nx3BOrpwsOXm7uioGKh0gdHpwO3qo6OGlB0+ChmphYSE8PauL/WcUlODeR57CY089h58X/Ym3nn8SM1euFgqp6gTd+Ph4Ef6X79GT1b17d4wZM0bZwOAEHz9/7N2zR8xFU6dOFYbP8JGjERwSirUbt2Jkv66ClkeDQP52Glz0qvE1PW/ff/+9+Vp16dJFeAjltnzNY8pt+Tv5vKioSBgxNFJ5bJ7rjh07xO/n5zTCgoKCxHMaw/QQ83l9bUg4OzsjMDBQeDXtURmMRu/WFMWYsifqS7SWn1n2Rxpssp2b2h8//vQzGGHEqn/+xMH9e839kZzvrMxMeDhV1OhnpJa0b99evEcqJ43I2hZsvMaREeEiIkvbWebVnHvxFUL9IdDLVfQP2kN0EhLsJ+wf3Dej5C+88AIyMjJE2WEa7er7Qz1eqJ/Ti0xPNw1zUiDYVvzt5IRL5OfnCyOa0Rvue9KkSeL79BDTiFfvj/fU/v37m1XwRe7P0i6zdhx2GMM3PT1deG/ZaGrwdV2rFq6UucKWpG1rwNUWV+CWSEtLEytre4MXjh4CXlTJK2sJ8Ga8pI8fnvz7hHjt7mzAoFDnBmkklujgZUS0jzO+WH0Y94+PgYvMQDKhm3+lMJBLK4xYsiMO/UMMDt92jo6WbLc3lyr9i1e9rLQEHy7bhwv7hzVrnxf18cP3G51QVF6JpxftQ+8g0nRaxuurxT7HECzPi5OzDDOO7hQkFhlqeLs5i8993JzwyIxuNfYjv3vNiPYoKa8+oTDU2lhOISdEfkdtZHFMV5+rnMjkviUXUH7G1/IzaeDLz6688spqIX/L30EUlFaIRX6otyuScosxYux4vPT4A4g7vA+hgwdX+x49dTQc1Ocij0cISam8MmQWKI4S+X6gp4tYzJVWVCC3sFTsR/0dGsLqc+L14mvuX72tPIfatqUDiIYtPZY0vC666CJhxMi2UH+P5yK/V18bSnCe4z7tkeTWNaCr3Svc8Rh1nTuPLfuUZX9Uv25qf2Qki+BIcJWpPyqlrUvh6myAn1fNdm3Xrp35vVtvvVV4Z2lU0luvBq8pr42Hs3J8T1MOsKeXj8it8XUziHNnPhMNUDXYN0jZ+ffffwV9gQ69kJAQYcRKw13+ZtlG8jX7FiMdXKjyfUmdoCORfVkNLsTkviTY/9TtxHOx7NeNhWx/GvHy/KWR3qYM38aCDcDVGF3+vMDWggOKDAcQ7CBcjYWGhtol9GMJXkx2FB6vJSZS8o0+X3dSlBVmcsaa48oigV6zju2t5/eqcdNEP6w8mIqgkBARxrbEqC6JoiLchrg8hITwdxocsu3aClqq3ah1uuywwjUc1jEQRZVOmNo/FmHN1HSm2fy/8QV4Y9lRJOSUYENiGc4bVCWfZ09osc9xcuT4x4mcDyLEzwUhfrWXOeUmnT3qVmWJDrKN5rY8H3lOcsKSf6Wn6KWXXhILbnrZmGjD9zhR0nvESZ3jOidnci/Z9vwePao0fMm5jImJEdeFHi5O8hI0QDLzC5GWlIDgHl2FMb9nxzZkZaSju8lTpcbAgQNx+PBh8/sMIdMwoUeNz3kMp7JsxHTqhoqKSsHx5Dke3rMJ6Wmp6NG7L3LylQI/ch+Wf2n8y9+gfm75meVrLrboCaa3jp47euAYduZn7Ifq7/E1H3xdXxsSNLj4mhQPe/Tnh4dXRWxbG5b9sba/jemPX339jdmInn3ubNx58/WiP0ZERgsaedyhvYgYPqyGAUfjTTr0Fi5cKJ5bOvgs+yNpS+qiKky0LDcaxH3w+uuvC2oLt8vKyhL7Z9SbBiuvq4uLi6DSqNtA/ZzXn32Nz2+55RZxP9HbK8GIAD2/r732muCTE0lJSeJ+IK+Xv4lGMbdZtmwZjh07Zt4fwf5KDrDl/dbYa8f+ycWB2vi2NMTr/D4cBDRe2Xhq9zrB1xERETW2Z2MzsYAEf0s3uHTzk2RtCXZoPiwhB4+WADteSx1v/ZF0bIvLwow+7bD8YJr5ZpozMKrJx28f5I2rR3Ws8/PJPcOF4cts/L2n8zCgvZJs4mht15bQEu328eoTQspH8ksphdctwjaLyRvGdsZX6+OQWViG1/89gjmD2jeaM9xW+pw0fORDK6jtnCyfM1GGHFbJ/6PTgc4Lfkb+IkPAvXv3FpMvjU/S3/gZ+YevvPKK4Npy4uUkz/Asw9YSeaykVVqKe2+/GemZWXBydoanlzfm/zxfeE8twRCtDMvymNyGfOT7779fLCzYzuTtDh8/BR9+9QOeevwBkUTNyfezr3+Al7ePCG+rf2d9f63ZRv599NFHhcFFmgTnMXKB1e1b1/7qa0OCvOHzzjtPzLVtETRMLdu8vnZuTH8cOGwktm/bJrabMXlirf1xxIgqKg7B90ltIL2S/Yl2zqJFi2q9b9X9sXO3HsgurM7ZzywoExxw8oVpJMvFDs+DCXj0PpN6ERISIry36jao7fmpU6cEV5fGLPdHkIbDKDr7HR2EbB9uS645jW22DxNCafDTy8v7jyIEct+SPkIHY3PGJrk/y3HX2jHYYLR33MGG4EUjH4xJEdKQ5WrkjjvuqJHcRq/H0aNKkpYEMw85YJHszVCAm1v92rPS4+vv7y9W2C3l8eXqkis0e0+kzDp+9Lc9iAnyxv/Gd8YNX20R2fHMdt7y6OQaotpNUYlg75psweNlIs3IF1eI53dO7GKzylst2XZtCS3RbknZRRj36koRCuRCJ8THHS9d0Ff8tRU+X3sCzy5RuKrU+Z3Yw/5cXy32OY59J06cEN4daz0grQEZUpZeJnuDHl/mFnDCO5KSZ66EFeFfuyecYMIOM/zJvawLZeWVouxssE+VBjCTAQ8n54ljsRqXrau52avtaAgzaatnT0UqsK3BXu3GvnXgdK6QBGXSGXXrCZYkdnVxMpe1bi7U/ZEavtRBLy2rEFUHqRncs52fzSKo9mi7v//+G99995142GOMs9Ze08ZIbSW4wuBqi1mvBw4cEERzclSkysPVV19tTn5jY3Clon5QVoaEfT63xuht69gRn4XU3BKhwUvtwTWmCljTeoc32+glqAW8aFdSjYzwdv6eojAGsexA4zjEOhwTn605Yea/nTcwClN6hdnU6CUuHhINLzdn8/F06JAQHGyDQVCvWIBCoqHCO+Q30gisL2mGhg2NXjWti8UuWNGNYFiaBpHWwegp59S2avTaE6yiJq+x7FN8nZZfIlQebAV1f6SDiosubw8lcF9hNIrz0DJycnKEB7q14VCGL7MuySt54oknBEeESWtcQUg+DF3zlN3QYR3+O5wuJMg6hnhjzZF04Q0hpvaqSR1pCqjYQMmy2krKysx7rpLpLdHRdkGB9YXbFd3mUZ2Dcc2oWFwyNMbmx6G3jUY1sf5YBuIyqisR6DhzjV6OMSwlLLLrCxXDl545loBtCIwoNuTNZ9+z9OrR00tUOoBBQnAepQScjsYjq0C5vvS6yvLV7G+MePqZDFNbQfZHdxcnuLs6wd3ZyZzMS3UHrdtwkZGRrX0ajmX4yoseFxcnODHMaFXL1zAEYKkZpwY/k8LMOoDbJnTG9WM6mmkJBG8m6vfaAtQIHRobhH/2pdTweEzuWZXJv8J0bB1tE//uTzFryDIUJ+Xy7IErR3QwP39rmVIkQ8eZDUazyiuMIoqVq/K+NuTtbcpxUvOqlH98PFzMPPMsCz6mjraD8spKs1fX38tVUA242MktLhd9gJq79gDpBhF+HvD3cjNHF3gejhBdaG04nOGrwzYoKq0Q4TiGm3mjrDioUA7Gdg0RRShsBdIoWMlmb6KS3SzRJ9Jf8OsIne7QtjF/a7zZw3YsLb/WYgm2Ag3rwR0CxfO/9pxGcZntJZl0OJa3N6e4XIxp9O7KRRcNUumZsyUKSyrMJWTphQswGST5xeUoq9CO1rMO24HGJrV7CdIP5CKI86o9+pil8UsjW1ZEdZToQmtDN3zPQDDR6N6fduJoar54vTM+GxmmCYGKC7YEqz89cnZP9IuuXsyCq+JJJq/vhmMZwhDX0faQkFWItSaqS+dQb8QGe6NXO/smiV45QqFRFJdX4uv1cXY9lg5tg0YoeZA0QEjlyi9RFkIBXm42TwIiv5y65fQqS/A4BA0jy8p5OtoG5PXmYsrbVE2NTqVAbzeb5Mo0BBrZ7NeS7qD3s4ahG75nIJYdSIGXuzNig73MryUm9mheMYHa0DnURxGxtgjBjOumHKu0ohJb4xTZHx1tCwu2JQiem6TRTOsdYfcMfkrzBXgqExCTK3WcuaBWL40PD1cnM7eXCLIoT2wLsF/T40dJSOndpTHsZgp1W8pP6XB8UBlJ0hy4uJLGJ/uc9P7aGzS2yS2WyZU63aFh6IbvGQZ6PTafyMSYLiFm7pHk9/ZvH4AwP/vIH33y3zF8u+FkjZKp0gai11dH25sUft6qJLVFBXgg3N8TQ2IVGoI9wQlAJs/tS8rF0VTrqvnoaHugx7WdvzKmSTUHhoU93ewjYe/tRqknmPXQaQxLry8TfUtMNAgdbQP0tJJeQPiZFtvZhaXCC9tSoLHt48HiJsprne7QMHTD9wzDjlNZglYgE9hOZRTicIpCeZhsB2+vRJivB7aczKombcYJQcqaMQtfR9vCumPpZsWOi4e0x1UjOthMz7IhXDK0vfn5F2urL7h0tA0sWbIE48ePr/Nzel1lwQIaoowsEQxBExTSZ6EGiv7XBZZXZfU3a0uhkj4RGeBZLZM/QOVdzjKFxXneMtGaKkUsCGArXHjhheYk7/feew8vvPCCzfatozokrYDG56p/l2Lc+PHiPVZEtRbso6yAxtoCLAjBimd1gapVI0aMqCGvx/wJnoNZ3aGR0YXY2FihkkXceOONogqhrcD7h8IDBAu8/PDDD2ht6IbvGYbk3GJ0i/BFuMmzq6Y5WBaasCUoY0W+3fa4bIv3FQN8d0I2cnVSfpvCfJO3l2G/a0d1xLCONatj2QsUkJeLqiV7ksylRHWcGeD1Ts0tNucuSAOFZgFD0NQTZdGjmTNn1rsfGo4sA0v9d0tQzL82cHEnq1TJCIRMPqI30LIvPvPMM7jiiitgD7C6GCtt8ffqsC2MqkQyGp7k+DLKxcsrub7W4J133sHu3buxd+9e7NmzBz/++GOd27JS4O23315DXo+Jm3Q4+5oWXCxoUVGP9nR9YFnm+ozv5uCBBx4QRj6rurUmHKZksQ7b4NwBUZil4tpKwzcqwBM9ImoO7rYCKRQ0uNcfS8fIzsHm9/n8k/+Oi1K2W05kmvV9dTg2GFVYtl/pWzRAD6fmCWm7lsQ5/SMF1SG3qBwrD6W2SCU3TeKvh4DkPfbbf0RfYMZL9W5CQ5AlU1mOlYUS6GVl6dWFCxeKakssTCS9t99++60oE0uwBCoriUVFRaGsrAx33303/v33X3O5XTX4PRqq3M7L2xuPPPsqJowaoig7mAxfGiQ0TCmLyUqev/zyS73nzTKs//zzTzXPGLVI6RFjGVh6Vh9//HHhPWb5WXrt+J1yFy/88vM8fPHxB+L90vIK3HLfwxg/ZYbgHatx7bXXCl36e+65B7NnzxZ69ER2drZoN1aooseZBZx27dolqlZRxpNtyCpaBw8exPXXXy+MW54TvdQSLNQ0depU4WVjcYrWRvILL6DkwEG7HsO9Zw9EPPJIvdvQcLTsjyyKxf7IdrSmP2bnF+Pph+7DxjWrEBwchAnjzhJ5LFQQIY1Q3R99fHxExVmW77UE983+I4tqRUTUrqPP685ywKxlIMH+wYjBn3/+Kc733gcextMP3ItD+/fCWF6K0aNGinPgvt944w1hVJeVlcHV1VUY3CNHjqxxHO6HfXHOnDnCWysXeKxQyf7Nvp+cnIy77roLJ0+eRFFRkVgcsj2J9evXi5LF/B5LFqsXiKxwyRLbvKdkGejWgG74nkGgxmSQl5uZ20t+Evm+UlfX3klHozuHYN6WU4Lr5mXi2NEYcnEyiNKLpDvohm/bwKpDqSgy8RnpAcnIt592b104u287vPSXMsl+syHuzDV8afTGrW3tsxCTP7XXly9fLiZKGgIbN27Er7/+irlz52LLli3C68Xn27ZtE8bF888/L0Kvf/31lzA4Dh06hH379on9TZs2zbzvdevWiUn9v//+g7u7O5YsXY57br0ehw7sq5ZsRm/vggULhOFDI7M+wzc+Pl4YQZyo1cjIyBC/g+MlaQTe3t7YvHmz2SNHg/r5V9/E8LETcOM1V8HZ2QmHjhzD6NGjMOqsicgtqjuPgoYYkZ+fj3HjxglDn7j//vuFoU+DjIY824Tt9+CDD+Kqq67CrbfeihtuuEF4DGmsqAtR0LjhfrVg+NLoLdyyBVqAZX+kgbh161ZRFtia/vjhRx/h5PGj+HX5RvRo54uZM2YIfi29v5b9cc2aNeKayL4rwUUfDe/ff/9d9EuCCxwurizB82GJXi+v6uWvSdfhZ8T1N9yIwcNH4slX3hZSes88eDfefvtt8RvYT7hvgvcdF1xcNNUHtoekWJx11lnmyrjXXHMNHnnkEdFHadjOmjVLtBvbkef+5ZdfYvLkycLAtaytwP7INtcNXx12BwdLCvrTq3v1yFjx3qbjGcLgJMZ1D7X7OTDUPbRjoJB6keAgwaS6bXFZOs+3DeHPvclmJQcWCmAiY0ujfZAXBsYEYMepbLHAKyuvgKsVlbraHOiR1cD+5WROw4yl5i+99FLxetiwYThyRCk2Qm/S9OnThZFB0HNEKgBDo5wsWZZeesbo5WQYn6DhQG+oLGhEQzc3O0t4yXJKlONzWV+YkyE8U5JzWB8SEhLMVUHVoMEgnQTk6dI4pqeQoHeXXmF6lk/FxWHu7TfhdFKi8MzyfBLj4xDg26ve49KQYGna8847T/xeeZwNGzYIrx1BLxuNdxpO5GbynAhyRMeMGVNtf/Qg8rdoAfTGauUYzemPvEYrV67AORdcigBfT3h5euC666/DZ599Ljy+lv2RyMzMFNfN09PT/B73wwffpxFOD+qoUaPQo0ePGt7huvoj7wMJLnCC1m/AN5+8L3q8sbxEGMbEjh07hOGekZEh+iMXkZbnUxsYbTj77LNFZGPixImirXgv0mCX4EKN+6MhzX3T6CUYbejUqVON/shoT2tC9/ieITiWVoCUnGJcObyqshXLFBOuzgYM71hFP7AXpKYhPb7kvMnJg/xfGr4sX0yBeVtXVNLRsiCXW1bjiwr0RP/oAHNme0vjnH6RwvCl129HfE6L8ow1gwZoCC0FDw/F0yknYr7mpM/XdfFl64tCqT/jwp5eKHpgqdubml8iCuQwmpSTrSSm0RjdvXmH8F6RWkCkp6cLYyEtLU0YBWrQs0bDuTZPofq49LxygrfE3Tdfi0efehY3Xq14XwMDg0TFUY5/9VHO6b2Njo4WnmP1cWhcM9QsX7PN1LSGutqMv6Eh46al0BAFobX7o3zdUH+kRrhkDMqqac5OToLnywQzdX+sD0FBQaI/XXnlleI1F02jR48WHlxLw9ea/miAEe9+/i3axSjGZpdQH3i5u4gF2fnnny8M+aFDh4oFk7+/v+iP9fUNuQi74IILhMeYryVHnV5j2WYS5CrX1WZa6o96ctsZAnJrmc3cs10Vj3fNkTTxd1BMYKPI+M0tnnHfT7tEBS8JNeeXXmgdjo3/DqehwCTn5O3mjNFd7L+oqgtn92tnlvlZuk/xQuvQLphU8/fffyMpSdFf/uijjzBp0iRhjNCL9N133wmOIidyhlMlSFvgZ+THuro4oZ2fO3bt2F6D5kDPFT1V9KzxQQUEciQtjV6ie/fugtdIr1hdIA/yzTffNBug/CvD2Tk52WgXFSN4nzy37Ows8/fqSjyiN5G//cMPP6xxnJdfftlskGVlZeHo0aPw8/PDwIED8c0334j3eey1a6vTWshdrY1bqqPp/bGorBIjxozDH7/Oh4eTETn5Rfj4UyX6YNkfCaowSNqAJS677DJxDOkVJm2mX79+Nbbje/Sq1gdSDb744G1zPzmVnCb6CY1N3jMxMYrMIxdr1uCWW24R33n00UerGdpsl5deqlpQs33okaanWvGGK6oQy5Ytw7FjxzTXH3XD9wwAB156VId3pG6uwWyA0gssyxS3FKipyeIZlDaToOEtvcG6rJnj4889p8VfDxcnPDKzF/pFB7TauVC9ZJgpqW7B1gQUtaC+po7Go0+fPiLZh+FlTvTkRpLXStx0000ieatXr14inC+9tgT5r6+88oqgB/Tr1x+9e/fGvHnzqqk5SM+ctaA3i55cJh7VBXJs6UFjSJvnS6kpKQvFhKk7brwKQwYPEmFmGhAsNEBIipklnnzySWEoMPzO3ydVJ2hc00vG93gcLgLi4pSqhDR6yX9m29FLTC6mGjSqaODrsF1/ZJGI8y+/BrGdOmNg/76YMP4s9OzTt9b+SCNP9sfa8OKLL4prxGPx2rFPkW5hCfJ7SXWw5AmrwT7n6+2FS6afhQunjMYF58wQCzwukEjx4X4HDx5spgvVB/avL774QlBs2O+4wKIhTFB+jwY1z5n0GnqTSaHgfpmAd++994r3mVSpNnLpLSZNgu3SmjAYdZ2feiFDAuRxsfPYG1wZ0svA7EdLyZKmgvSBd5YfwdUjOwiZJ2L+lng8sFAJS/x++2jBs20pfLcxTpRJfvXCfmZD/PJPNwqjl2Vtl99ftzZnS7fdmQBbtht1mgc/u0wkTs7sG4EPrhiM1gb722O/7RXPnzm3t5njbgtosc/Ru0MlAE6UlqFILUGG68kJtFVibX5xGdLzSxEd6CnCzgeT84THl7kEcuxrDOh9oxeWmsFNBROepL5qQmYhMgtLxeue7fzEOdqz7cilpLFCg02HbfocJcv2nc4V+wr2dhO6zfFZRaKP2ZumxwQy8tPff58c3trBIimULZWLPvYzW+inG23QdjTw6Qnnwx5jnLX2mjZGah12BW/Gp2b3rjbw/2eiOTD81yfKv0WvwOAOgaKK0ol0xeNMjOwUXMVFzq3JY9LhGFh7JF0YvQQndS66WhvT+7BMsvL8j92KN1pH2wQpNu6uTkK5xpLm0BTQQ0ZvlrUFLCxRVFqO+MxCc0ED6XWmMSzvE3uCyhSUV9NhOxQIjrbisffxcEVxWaUwhknrsjfIt+3Zs2eNAhZquLs6I8TH3fxaag1rATk5OcIT3trQDd82Dt6gHHjVjn3epOuOKoltLF3cVK9DU9Et3FdMRHGZhbXyfLecVCTWdDge/jDRHJhURC1frxaYDBoCJ4GBpojG3qQcszGko22B4xoTK6VUonrCbyzNwTJrvrYCFtaAhQU49MoSxrLCljg/k0fOnqDkG6khOmwH0hwIAwzwcXcWyYqcQyVdz96gBnVD0SV6eCWtRp6vFnDJJZcgMjKytU9DN3zbOo6nF+CpRfuqJZNR1D/LVNJwTAvyeyU4SLx0QT9M6F5VIpleZzdTOGariv+rw3FAg1IWrWCoeUD7AFG1SguQ+tAFJRVYbjrHto4zjcVG3Wj+ZLnYyjVN+HzdUqWyaxvreA9Iw5cljWn8yvM7065RW0Ceql9RycHfyxWhvu5218FvDMorK0Vfk+fLCENbgrGZv0eXM2vjYFIbyxh2CqmiOaw5qtAcpMe3NcDVMT00pRWVYmLgo1+0P7bGZWFrnO7xddS+VmVsuGBQh0BoBZN6huHVpUpG9IHkPEzv2w5tFazKxEmYEl2hoaGampDtyfEtLimDCypRUVaKoqIKsxqDh4d7rTJQLQUXlCGnsAwFrkbFEHaqQE55Keh6yM5zgqfJQ93a/OgzAc1tt9LyShQXK/3K3cNQrV8VV2iHUsAVoFNlGYzlFeCSKys3H97urs3cpVETfY7nwbGN58CxrinQDd82DHaQ7XFZwgCRqz9izWGF5tAxxFuI/LfWuT36215R2IBllIkhsUHC8N2flCv4b9IzosMxsPJgqvl5mJ+78PhqBd3DfUVZ7sTsoja/sKL0F3VgKS/EjG6tgmMAuYoM29pyIs1LU6pSZpuiWgY/d+S1kseX4AI/q7AU+emuYsFPlZ3UHMVgKslyga+Hq2barq2jue1WUFJujpbC1x2plUbwn6TXaAm5xWWiXDtRlOnSZJ67Fvscj88xTmowNxbau1o6bIaErCKk5ZUIuTAJ8i7pmWtpGbPaOm6nEG9hmJsNX5OHkEo/O09ltwoNQ0fTscJk+PaN8se9k7tpajJgf6PXl6WLNxzLwN7EbPSJ0o5hbmtQa5PSX9S81So4iVICKTg4uNmKGEyiJMXSz1PJqp/78y5sP5WFMB93/HDziFafqJnkpvbsPv/lZpzKLETfaH+8dcnAVm27MwnNbbdnFu/D6sNp8PNwwc+3jhLVULuE+WBOd2UO0xL2JWbj1eV7hbHOhf8HVzZPYadSQ32Ont6mGr2EdmYmHTYHJ4N2AR6iTLEEvV2kFxCjW4nmIDGoQwA2Hs8QKg7UW6XagzrBTTd8HQdMoDySqvDIp/YKb1F5PGsxsYdi+HJh9d3GU3jpAu2doy3BiaE5k4O9wYmUExjliJo7kf619TROphfg2Tl9hKfrrwNKOfaJvUNbvUoUQcUlenrpNaPiRI/oYGyIy0PKoSyUG1waHd2yZdudSWhOu/H6/bE/AzlFFRjYMQyZxcCJrFLMGRKiSdnA3jGhiAjyxX+H03E6PxslRudmeX0r21Cfc+yz11EvaHw8N6evGGglaGgSdICwoEVrQiS0uTiZPdCsLMfVM9HWw9FtDSsPpVokGWkvmWJEp2Bz4hMrGWrxHHU0HjRIqAs+MCbAXDlQFoiY3EtJamxtMNJ2//yd5rHurG6h4i/PkxEIHdrH7oRsszYurx8jCp5uztUcS1oC82ZuGKOULubtIOd+Hbrh22ZBiZXswpoaqnKQ7RnhhwAv+4ptNwR3F2chrs0qchJDYxWv745T2WbtSx2OQ3OgvA/VHVo7tFzXRCCTOU/nFONkRpWcng7HxfG0fBSWlJujDMsPKH2RuqrMIdACaCDR27YnMUe8ptNBqtjI0vE6tI2Nx6ucMYyW7k7IEbQutWNJa+gd6Qt5evoCqwravWI6moXNJzIxd8FuoWspQa4Pb1ZL3dzWxK3jOuPGscqqlBjcQZmoKP9z4HTTRON1tLw3Sw6qgV5urVqiuCGQ50uUVRixeFdSa5+ODhuAxqSPhws6BnuLxbKMPoztGioW11pB3+gA7E3MEZEG8t+HmBb5a44oycY6tA3pMY0J8hKJsteNjsXZ/bStDuPq5Axfk5qD1O7XoRu+bRZ7EnLQOdSnmo4qw2wyBMiwrxYgRb9lUQHp8SX0QhaOAdIGSsqV68coAr0gWoVaO1odadDh2FSHISblmu2nss1qDnKRoxXwvqCmqow00DAnWMGSHHkd2gUXVFtNhZVkFIGKSNGBraOKZC2oMRwb4i2eMwcjVa+KKqB7fNsgaEQeSM6tYYBsUPF7h7Uyv1eNt5cdwXcb48yraVluUfLhdDgGzYGVgmKDvdAhWLuTQZifB3q18zPr+epwfFw0pD2uGhkrnktvL8e4CT20Zfh2DvWGh5szjpqSQM/qFlKjhLwObWJvUq4ohy2dRr/uSMAqVV6DlqFOEl+v88kFdMO3DeJISj5KyiprGL4yVNM70q/Zmn62RIS/uwhXMgRIbqj0+tLjqycgaRu8PlK/d3CHAEFb0SK/Vw0p47c7Phu7TmW39unoaKZyjZrOtfqQYkD2i/I3L6C1AnJBXzy/L6aYEu6YZxHi41ZNW12HNqFODBvaMQgrDqaZIwtax8w+7SBl/Bmd06Ebvm12Mgj390D7oCoZn3w1v1cjNAeJvlEBorIRdYdlIQsiNa/E/J4ObYLhsySTGP/0Pu00KWNWlweEpJ9vNymRBh2OiXlbTuHNZYfFc4Zx95/OFc/HmVQTtAY/U7EKLhhJzZDJluuOpevJvA7C7y0pqxDJlFQlcgR0j/BFp1CF7rDuaIbuTNIN37YJTuzPz+lTzfNGfhK5cFri90p0DfeBu6uTOeNZFrIgdFkzbUOdmEP+uCN46IfGBpm55bwvHOGcddQExzNWeewdqRggLCwgMU7F5dYSSsor8Oive0TysVrWjNzfXQl69EGr/N4tputFNQ7OU97uLqIAkyOAZbIvGRIjnrNy5SmdT65THdoaGPbjwzLcLPm9DHkwVKMluDo7ibAfKRoEJc7cTYYJK7jp0C7WmriJvu4uSM8v0TzNgWDC5zBTVCE5t1ifCBwUx9LyhaKIpHRJw5c0rv7R2vTGUWWC451c5KuLCOlyU47B72XklHRBeuwdBVJBRHp9z3ToHN82Bg6e983fiVJTlr2lBiHDMzLcpiVcOzoWd07sIp7TGyfDSDvidcNXq2Af22TyhDB7uJ9GjY366A7FZZXm5DwdjgUaIL4eLiKhkl45GX3gtdWytioNdSlrxoqVMgwtnRM6tMvvHd4pCBcPaY+pvSPgSKDUn4vJUN98Qu9n2h0ddDQJ9CR0CPY2h3KJvOIyMdBqkd8r4evhKlbQMuw8wMQVZShTnbyiQztg5SLqLUsvm5ZlzCwhuZWymIUOx0NeUYnoc4wy7ErIMVfVGq9Rfq9E3+jqsmajTJrqW09m6WOdhg1f5sxQvowRyY4OQnOQCPB2Q7sAJedns8lZcSZDN3zbEOj1OFiLjNnWuCzN8nvV+HztCXxrkjWT5UfJG92XpBjtOrSFtSp+L5M++HAUUNIs2FvJqNc1VB0MKfuAHy/DdcuH4Prt5wPLn8G+HetN6YraTWyToL46K7nJcW1kJ2URRi1sVqzUoTX9XkVWc0THYPy157TD6ssPbK/YBUk5xUjIOrN1o3XDtw3heHqBkDGTOqUScoXHSMdgFddHa/ByczaHAKXHl9AnA21ijakSEPVJrx0V6xD8XglGF0aZvL4MkZ/SyxdrH7mngYU3AR+OBg79CRgrYcg6Aax5HVfvvByfur6BvhGeQqtZ68lGT8zqhRl9lKpf6rLKOt1BW9iXlCsUkWRi29J9yQ67UJ6o0rXe4qDGu62gG75tCKczc9HeORMxAYony9LwZYhGi/xeCZ5fRn4p0vJKRElIqcO5U+f5ag6Un9tjykKf3DMcwzUcSagLY02GLye2HzbrsmaaRmkh8M1sYM984dmtNDhjX/BUIGqIeZMpztvwksvH1AqD1kHjnAYwEezjjh4RvuL5Bl1nVVNQ0wI6hHgJigrnKUfEtN4RKp5vFs5k6IZvWwj7zbsCeHcwxv3cD08duxhO350HVCrJbeTH7jYZKFqq1lYbuof7Cq8htTj5V9IddI+v9kAhdBN7Rkj7OKIkmLqikZ5Rr3EsfQRIV/R6jd1n4tXOX2PP8NeBm5bjn8n/YHulkhjbO/1vQX3QOgpKyvHSXwer6A4mni8X+YWliodRR+tDymm28/dAVkGZUOQgVcUR4enmYrYBtuge38ajvLwcy5Ytw8cff4y8PKXsZ1JSEvLzFTkqHc2DU2GadV4LbvPb/4CDS4CMo0ClacA8uQbYPc9sNJZVKPuSEk5aBXlvHUO8cNBUSlbSHag9SC+wQ8ABDcDm0BzoQYjPKnQomoNEZIAnuoQoYXFqW2YVlLb2KemoDQeWANu+VJ53GI3UGZ/heFkQBngki7f+TnLHDaX/h5NGhTqAtW8AWz7TdFuS1pWaVyxC6cSozsoijGO15JS2SVRWAGmHgXztl2jmYn5bnOI0GtQhEAdO56FLmE+1xHFHw6AYherIstksdNWoeS37FJxzE9rEHOfS2C/ExcVh+vTpOHXqFEpKSjBlyhT4+vri5ZdfFq8/+ugj+5zpmYLiHPitfhyG4Big/TCg4zggoH3t2x5dBpzeJZ4WhA3GhvJumFi6Ek75ycCyp4Ges6ut7LSm31sbWPJWllOWHl/pCZGlPjUDDt7HVwGlecCQ65Vw7J//B7TrLyZoRPRBW09sIx3FkdQcBEoLgOOrgYTNeNwzFdfgbBQUFSFz2WsI7D8O6DAKcEBDvs3yehfdqTx38wOG3ICCFa/i5rSt6Hx6EIx9h2Lt4TT0czqBz6Ofw7NZDwKF6cCfDyj3YFhPaBFcKDIX44Cp0hw9cYxCM4qy/liGubBFm8Hp3UDcOiBhK1CaDwR0AGa+ohhRRVmAl/bmJi6GqU0uiyr1iw6Aq7NjjwtSOo+gbUD6Q73IPgUcWwkkbIEhPxW+paUwnBoITH4SjoxGL13uvvtuDBkyBFlZWfD0rCqJe95552H58uW2Pr8zD27eyB98O4xhvZTJeenDQNKOmttxwPjvVdN3fPHPgHfwV8T/YJAdksbvurfNHCUmIGmtdn1toK4lCwwQHGik/bHjlMa8IBnHgL8fAg79AZQVK9ejskwxmkg/WfEssH8R2iKYCCar//i4OzsW542T7LKngJ3fA87ucOs2QXBG/YwFKMlMBNa/A6x/F6jQw82aAI3eItPivdsUwfEtzs3AycgZcB11Gw6n5MMlPwlXOC/DpS4rgQu/AAxOgLEC+FfbkzPvGyZKkWPOxb7ULm9zPN/ME8DK54G0Q0CXScCUZ4BRd1YZVhxHs7THsd8WVzXnDOkQhMEm49eRMa13OKTpbpWsmcEZSN4tnDnG8Y8gf+hdMHaZonxWmAkkbscZ4fFds2YN1q9fDze36glUsbGxSExMtOW5nZlwckF5WF8gbJJCXVj3tuLVjRxYfbuTa4H4TcrzYTdiV7oBPdv5wtDvUmDzJ8JYNq5/B0klHQAEap7fqw4vffLfcVFffHz3MHQL88WhlDxtJbil7AdWvwz4RwPjHwLclcQUePgDA68EBlwB7J5vMq7cgO7T0db4vRKB3m7mxBzNg4uTNa8DJXnA9JeA7DgMXP8Rtrmvgisq4JFgYMo9kLxXmZCnvQC4VB/ndLQgErYBR/9Vnve9GAjuAnSZjF7Rg9GJ2t6uzliz8ziSEIJny6/En+5rgP2/K9uS6nVkqRKR6TRek5eN9w275KHkXAzuECR4vizKQS323OIyTSciWwX+OHougjoCU58HQhQedjV4BgCegcDyp4HxDwMhXaEVUAaU8HR1RmlFBbbFZYrr5MjwdndFhL+H0C6vl+fLey+8N+AfBcx8TbmOlZUod04FwkzqEIeXAgcWAcNvBTqNQ5v2+FZWVqKiomZBgYSEBEF50GFDcNIdex8w6BrldYGq4sqa10zbeCJ/4M3CcyBkzJycgGkvio8M5cW4C9+L545i+DIEyMxZaehKugMnBKlF3OrIPK5MwhMfrzJ61eAg0f8SYOhNCl2ljUFKLvm4u+CyoTGi+IhDgNeFlJSYEcAPFwNfnQ2Pw4sRbMiDn6EQbhUFCm2FPLYtnwLfnGumEuloBWx413TdnIEpTwPjHoAxapB4S0aF1pq45pX+sfA5+zmgvFhxGLiYNKX/eUzhlWoQVHO4b2o39I70r1ZciMPcZlOlTYcFk6s3fQwcWKy8rs3olc6CSU8AflFKlIyLTo1gm4lrzVyTZQdSsb6NlPrtb8qdoXQokyxrgAbtf68Ax1Yor+uiffW7RFlUbvxA+U5bNnynTp2Kt956q5qhwqS2J598EjNnzrT1+elwclY6HkNBS+5WQuxcjdGTQQy+FkcKFMqJOeTcYSTQ+zzxdI7zekQiHcM6Oo7cFH/H4ZQ8IR4uE9wYDiQhv1UhSf09ZwETHgFcG9AL7TpZ4a4xJESOWxsAPfJSAYEVp84fHA3No6IM2DVPuQ6cjBffDaTuVz5zdsfugEn4onw6viifgZTIyUqonDi1HvhiukI50tGy4HhH7y0RGAv4RIhxcOm+FDy1aJ/ohyXlFeaqWqzEZ6B3avLTSjh99N3Kd5P3ALt/0uzVo9ErjfihsUFmuSl1mVyHxOG/lDmKhm1DcPMGJjwKhHRTkhg1kDzFKoCHU6uSrI+l5jsWpcsKPd9Ko1J9sxpSDwBbvwC6zwS6z6j+WUVp9WtDJ9uwm5Vt+R1+t60avq+//jrWrVuHXr16obi4GJdffrmZ5sAENx12AlfEfGz6qMrb6+QquFIDYwLxyoX9RNjZDDnwk3/ts0/o4joKSNlgIY6TGQUYUC3BrRV5vpJTLT0YXJBYi32/Kpnmao+9AxdJSTUpbEQGeKC0XJHN0zTY/nsWAt9frNw/hGcQMOlJ4L4DODXxPTxTfjWeKb8Kb4U8CdyxVfEMkw1XVgh8f6GSSKqj5cDrZKysGss4yVLg4XQufD1chMOFHMzissrq0nQ+ocCAy4HRdwI+pmTY5c8qiacaBJUd3l95VGTYUxaQ5YyJTY5cVjYvGdj1I9BtGtDxLOu+QycCrzMXLhpILGVOibTxwv3dRbSxZ2TbMHyn9KxKEt+i7mflpcp9xwXIoKuB4myFJ//1OcCbfWB4PgJhX48E1r2lJAgTvFYDr1ISuulYaKuGb3R0NHbt2oVHHnkE9957LwYOHIiXXnoJO3bsQJjkftgR77//vjC0PTw8MHz4cGzevLnObT/99FOMHTsWgYGB4jF58uR6t9c0nF0ULg25h0ck7+0ihYNjCpupURneD2lQjMaZHo7lbYwN9hbSZvtP56FrmC+83RQjs1V5vif+AxK3AX6Rjf9u/0sBFw9FYkkD3ozmQO2JOpScj0qt/56sk4q3N2k7kLhFeS+iH3DLaoVG5B2M4apoyPa4bBiDOgGz3gQuoCSWQfF0/HApcOiv1vsdZxKKsoFtXyvPmf3PSdhUPvZIap7Z8yaVRTj3jjYVI6lGR6KjgMhLUgwxDYL80e1xWThoUneQJeWp70uvo8OB4wFzTOjp7X9Z475L2pi7j2JApR5Ea4LXRMLJYBDJh5H+2q4IaC0Cvd3QNcy7Go/ZHB0pzFDsjFMbgA/HKEYu576ceBhghFNxFpzIx367P7DxI4XSwkUp+dmxo+EoaJIgnYuLC6688kq88sor+OCDD3DjjTdWU3iwF3766Sfcd999glaxfft29O/fH9OmTUNqamqt269atQqXXXYZVq5ciQ0bNqB9+/aCquGwSXhMEgjtoagHEN2nC0/Bo7/uqVFG8XBaAVaUD1A2K9wBlBXBkcrJ3j6hC87qGiKqG8lM2lYrZEElgO1fA7FjgKjBjf8+Q3lDb1SML0r6ODAkzYETNmXMZJhWkyC3c/17wOmdisQV0edC4PqlQECMebNQX3ehz0mk5BUjPtN0r/S9EJj9jmL88p77+Vog/Uir/JQzCtu+AspMHqVJT5k9gIwAMRJkNnxN/N4+kf4IUke7CHqtKCcoOfj0ZJmK+mgJ5Me3D/ISRXtkWVwZht7qiEUGykuUNh92S8NUsLqw8wclQsYk1FaCNAi7hfuI/jatT4RDapXXhfZBCgd+56msqtyZ6MHArLeB7d+I/AeR60BQYarPhTCOvhdlgabkw4I04O8HgeVPKa/ZNrz2dO6QjtkWVB0WLbJelmn27NmwF9544w3cdNNNuO6668Rragb/8ccf+OKLL/DQQw/V2P7775XELonPPvsMCxcuFLJrV1+teBEcDjL8R8SOFZ6C5JxiBHhVTzCiVMm6ygG4BKvgUlkMnFgDdJsKR4GaT0W6AxOqyPsl15dJVS2KrV8qCTYyybApiB4CxIwEdnwHtB8OODtIQpgK5FVuNCXdsL/1jNR4MisTZZh1TC8Gwet3ztu1hlKZWEQOeW5RGdLyixETbEqOorcx8ySw9nUlcYryWtf+aQ6967ADH5s8bCIgFuij5CoQlC7jQqtDkJcoNkL1A8sKfGa4uAPD/wec2gSUHFKqvh1fIVQhtKjuILmWQ2KDxGKfxgjpDpNUYWmHAI3dMfc2bx+kqvyxTTHARt6OlgYjCzK6SBUHcq/bGsZ0CcWKg2koLKvEoaQs9CrZpdBSVj6n8HUJZ3dg2vOK08ZggLGyEhm9b0JY+jo4kT6Uc0pRnaIzjteMcyQdA5StY4I9o9QahVVnNmfOnGqvufKxLFEqV0O1KT7YAqWlpdi2bRsefvhh83tOTk6CvkBvrjUoLCxEWVkZgoLq7sgswsGHRG5urlnNgg97g8dg29Z1LMPJNUKHzxg5EEaPABxOjhPlFEkHUH+HWcFrK/uiDC5wRTmMh/+GUYODfl1g2c4F2xIxtmsIBph4b1yY7jqVZS7v2di2axKYIc5kJxpAbj7N8xrR8CrOUQYIDXmfrG23Iyl5ZkF38iy7hvq0yD3RVBh2zYMhP0U8N3aaAOOMV5VQbC30jOEdA/HtxjjRx0rLKqr/rgmPwHDkHxhS9ogQYCVDuUzqsFefO0NQa9sdXQEnUhP4OQ0o1fWa2jMMg9pzLDBi7ZE082Uc3Tm49vbnhNz/MhhWPAuDsQLGjR/C2GkitAaGnf/Zn4zU3CJTQRg/7IzPEdGVuvqVJvsdufQ+YUrhkObAI0C5bls+g7H72dWiM82FNe22PykHhaWKHdM51At7ErKEYlJb8viO6VI1hybt/Bc9cxbCGL8JTiaj1xjSDcYLvlAkzUz3oGg7gxMqe50PRA2B4bNJMBRlwrj4bhgDOyoOnaE3w7D0YRjpaGsFiTNr7weXxu6MpYoffPBBvPDCCxg5cqR4j4bnY489Jt6zF9LT04VRHR5efQXM1wcPWscH4nlHRkYKY7kuvPjii3j66adrvJ+WliaS+ewNtnVOTo64OWnYq2EozkZY0k7xvMg3FhV/PY1dWTPQJdS7Gt1D8cylowCeOOzeB71LdqLy4N9IGzxXE4kD1oDc0bWHTsO5vAiDoqs8i+sOJqKzb0Wj265Z6HKp8rcOSk3j4AEkn1YE9qnxqwFY227/7q76/f0iPOGLQqSm2v+eaAo8934P/00fiOcMz2WOexXGjLqTIzv5Vo1xf+6MQ6x3ebWJzjDzcwQvOA8ueYmiKmJG0BBU+EXbr8+dAait7QLWfcg7BEYnV6SFjYGxlnsutTgX/+5VwrDuLgbEeJbVSXdzip4K/7Df4Z6yA4ajy5B+eCMqAjpBSwh0qsCcXgEoyMlEZaEz+oR5CMOXPN/j8adFkRhLaK3fcW7y3/YDirucjWJPG2jx+vSCn5M3yjd/h8IBN8JWsKbdVu2r6ktZOXl4f1kqnpwW26YMXx+jEe7OBqFP7H7oNxS184Ln6lfEZxVeYciY8RkqDaHV5rzqbecF1ylvI2jJdTBUlKJy3hXIOH8BKn0j4R3QA87bfkSud/cqhZwWQl6edfSYRvui77nnHkExGDNmjPk98my9vLxw880348ABbUpaMAFv3rx5gvfLxLi6QI8yecRqjy+5waGhofDzs39WJzsXbzAer8aNeWCjIJgTHl3Ho/zAHwgq7IzBI2ciLKzKi00uXHqBwgPOi5kEHNkJ5/xEhBkyNVvCszb0aZ+LlGIjenaMQlTAESRmF+FoVnmdSZT1tl1TkBOvVB2iB6MxKg71wVgJw98Pwhg9VBHa1wCsbbd9aQo3PtjbDS9fPFi7E0FOIgwbXhJPjZ5BcL5qAUIb8BqxR3UNO44jqflYvC8TN0/saaGEEgac8w7wwwVwKi9EyIZnYbzyF7FAs2mfO4NQo9+VF8OQaOLAd52G0OgqA/VEegF+2hKPm8/qJPi8O5MUOTrKNEZH1ld2NQy44GPgA0VPO+TYQsXzrzHEqlQBJ/Yx4LttKSL6EFfojAntw+w/1jUXO5bC4O0LtyEXwY85DbbAuHtEkpxPgO2S5q1pt8OZSeZxrtTghn4dvGs43NoCukX4wiNpM7wLTsHz5EklKuLiAcNlPyIkqm/DbRc2C8bK12BYcg+cizIQuv0tGC/6Chh2FQz/PgYPQ1aL2xv12XbNMnyPHTuGgICaZfv8/f1x8uRJ2AshISFwdnZGSooSupTg64iI+utNv/baa8Lwpbe6X79+9W7r7u4uHpbghW6pAYadq9bjnTDpibp4wKnfJXDJOIY7i/bCLfqyattujatKAgsacA5w5HXlN7AKUkRvOAq6R/hh8e4kMQGQ50vDd0d8tmifuoyuOtuuqaG7jCNKUpvNrr2TUBUwUPC752zAzcQlbWU01G6VJs4h0TvKDxVGA9xY5UyL+OUGRYlBeGpfhSEo1qqvDe8UJAxfVs06cDoP7YMsJnAPX8AvWiR9GE6sgoH3U9eptu1zZxiqtR2VHOR163chDKr2PJJagPisIgR4ueF0bglOmRIQR3UOabjdw7oDkYOBpG0w7PwRBhaeYcUwDeFkeoHglc4ZGIWhHat4vptPZGFSz9rnN830u+JcRe6vx9kw8B6xFSL7V68AZyM01G5S0WFg+wDEZRRiZOf2rd/GdsDE7qEIStmAyIoEGCoVjXzDue/D0H6I9W035DolYXvPzzAc+B2GZFOV2dnvwkDaSwvD2uvU6Ks5dOhQ4RFVG6B8PnfuXAwbZr8qVSyRPHjwYJGYpl6B8LWkXNQGKk88++yz+PvvvzFkSN0X1CEgi1aw8pSbJ5z6no+Awjh4ZVWnesga3EwC69xzAEB5JuLIP3C0FSmzuOMyC8UgRKTllSAppwXC67lJwKmNQK85tifp9zxHmeAd6HpQzJ0KIkRKTonQU9Uk9vxSVcq7xyygzwVWf1UmsXChtcYklVUN9NJ3HKskfRCU+tFhO2z/SvnLqmtdp1X76FByHjqH+sDF2cmsLELUxfevgXCT54lqERqUNkvLL8HiXUnILiwVSg99TJqxDlHI4vhK5S8LGdga2fHAXw8ABbXcj3ZAUnaReX6JDfESiw9KarZFDDaVX44wmBxlo+5UlGwai4mPKTUFiOXPKH9p9JIiq1Ft30YbvlRQOH36NGJiYtClSxfx4HNKhH3++eewJ2hwU5v366+/FpSK//3vfygoKDCrPFCpQZ38xoIajz/+uDhnav8mJyeLByvNOWQlI2pTEqba818c80eqa6Sis1eL4TskNlB4DsyTCA05SnM5CJi9ffHQ9gjycjOXLiZ2toSsGatG0SvU0Q4EfVZz4zU8+IciAeMA2KgyNhhq7hquyH9pChxkWd2QoI7o2W80ylOkzt7eEU8Be4skOHoT+l1cpeVMrUs+dDQf+WlVUnE9z64WCWG0gfq9XAgT0vDlwl4aiA3irLmAq2mfVFbRmP50N5NxReUKtZ7v3qRc5BVrXM+XC8wpzwAedqACeocq97Ws4mdnsCiKRI92fugd6YfoQMcp/tQYDPTPw0XOiu2Q5dFeqZ7XFLCy4mCT4hHLHDOxjWAp4zWva+5ea5LhS0N39+7dWLx4Me666y7xWLJkCfbs2SM+sycuueQSQVt44oknMGDAAOzcuVN4ciX/5tSpU8Iol/jwww+FGsSFF16Idu3amR/ch8N6e4lO44Ws17pjGTjZ83+K4LQJlDY7ZdL0NU/kXacof5lQFbcejgJ6d6b1jhCC2yztKct5sqqOXcGBljcvB3QXOyWg9TpXMazzqvqrlrHFVLee6iHdI3zh5aZBqZqVLwAlJk80eZy+jePlRQZ4mnm9qbkltRcQiD1LCeVRmYOhP8r56Gg+SOPi+ERYeOlJcSoqrUD3cF9T4q5i+A7rGCTGCKsnZ3rsiZS9wOldmrpq/l6uCPf3wKGUPDPthqDHsVqRAa2B1b6Y/0CNeXvJo7F0Lg0qUipayPAljeuc/pG4b2p37eYyNAfJe+H788XwMiiOl/e87wBcm2Hgc2Hp4lnl9aWxy4IWlO1k9UuNoUmzFzsCC0Hw0dK44447xKM2MHFNDXtyjlvN8PUMFBzRwwnKINAptoMy8LCEoJs3NqtEz6UYOtqTgiJE0ICErYKL5ShIzS0WGr7n9IsU2r7U7rR7BTfKlo24VUi22A0MBc3UXpJNbaCxIftVoJeb0B3VHCiavu1L5Tm96fTMNgFDYwORuLMIxWUV8POoRWuZtBeWM+ZgfvhvGI4shcuAQ0ALVK1ss2Chgh3fV3nqO1eXHAvzc8c9k7uhY4i3WNTTEJbay43C6Huq8iR2fg9EKgV+tIJuYT44nJxn1vPlOp+0Gxr6E7prsH/RuCENocskhb5lL3SdquRbnFxj97lLGr59ovzE4pfe3jZp+K59E8g4Kp7OLx+H71M64JFKoxIhbgp8I5Q5k/tN2CzGRnSbrjgJNIhGG77PPGPicNQBemN12GGAkQM2RaadnMUAyZAzdR9xfLUiOn3eR9h8QvGGuLk4meu+i0o6zK5M3Q8kbnWoy5NVWIZFO5MwsH2goDvQ8OWjrKISrvZKrqKX19oa880FS1BT1owDh0ZBY4PcaiIq0FN4fDWHFc8pmsvE5KebnAzDxKLfdiYht7hcFExhuLMGyPNlqXBytI2V8N75GdBzbDN/wBkMUn4kT5QGFItPqODu4mwey5rE75XoPEGpvMjS47vnA1OebXp1MTtgeKdghPt5iIUmF119ovyxOyEHm0xFYzQHzieMWAV1tu9xSKFgAaCkHXY1fAtKys0V9FjJ8alF+/D4rF6IDbGRSoVWkJcCHFgsnha7BeH54itQjEox3qkLRzUao+8GtnwBlOQAa99SPPUaRaMth19//bXaY/78+YJL+/rrr+O3336zz1me6cg6WVV9qoMiI8eQmNkACe+jcEXj1mPLiaqMVE4YZnDgIBJ3KKVcHQT08rg4G8TvHWBKcCspr8TB03n2q/bF8HVZccssaFa9BOy3vjJia0ByxglOBANjAqEpJG4H9v2iPKf0XDM8ecNUPN/Hf99b94ZcrJjKV3sc/UNZwOhoPCgHt+sHJRpF9D7f4mMjPltzXFTVIxj9Ifw9XUVRgUaBiyFZCaw4Gzj0p6auGI2OGX3bmT2MMmLHhT6pbZrD0eWAb7uWkaxi9bDxj9j1ELsSss3le9m/WCUwxlTat03hn0eBCsWRkT3mCeRAydfY0dzcGUajqfJAxG8E0g6jzRi+O3bsqPbYu3ev4NVOmjQJ997bzFKFOmpH0vaq51GDxJ85A6IwoYcp/OUdLCb74oP/VnHEJM3B/D2T4Vuap5TvdBDQc90p1EesRtUG1854O/HeKFHFREILr5NdwAmu0wQgbm3LGNpNxBYTzYH8Xs3RHLh4WPak6YUBmKGIsDcV9PQEmsp/09OdYapUVwOsCGfKZKb+pWHHt8067pkKl6wj5pAr3HxFGXY1TucUCy9vSXmFMIKlx5fjm1NTwrLdZgo5SHOSm8ZwLC0fe02lmGWCm+D5qihsmqGnUD2FtJSWoAIwasnkUlL67IRtpjwGOaxwLGhSH9My8lOBfSYHZURfhI2+Gr6mAimybHazwAqnEju+gVZhk1gxCzuw2hkVFHTYAQzxEE4uSglBAP3bBwh5HzM6T0Re4kFEG9LMIdtqkB5fImGLQ10mJrXQ8O0Q5IkAk1HS7NVpbWDyBDnQ5Ky1FK+LfFQmiJxar/nENj9PVyzYplTM0gxEFrFJ1YQlMyP6NGt39LZJmZ/swjLzQrIG2g0QCVNG//bK6z3zNVWG2lHgdmpNVTSLVASLZFK2P68Jx7rj6QVINVFuGk1zMB/Q0zyGir6To63+vPJgKhZuT6jG8yWkhramOPVMXGopShhxci3w221AqX2SpWQSYWywF5JyirRJ6WouVr8MVJqSdqc8CydnZww0jXc2MXyDO5uj0tj5ozK3aRA2I0mylB0fOuwAU5liEVJy9RQeuPXHLHQNIwchocxHGL4kqA+yDEezbj2Ttggadw4E8vtGdwlBeSXQP1qhO+xMsIPhKw0oC6+TXeETCrTrp4QNNYjUvGJRNYvwdHXWHt/NVGZTqCywMIENMKxjoJlSs1XlBaoGJpRy0WIqhGAg1YHhPR2NglNxtih5KtCtunYvcSw1Hx2CvUTYuVn8XjWG3mR6YtScpi+9jPGZSnKloHNoVc+XdKLzPmnZQiChPc2UPluDknnS8OsT6S841t20KNnYHFAukBxcovMkZaFJJ61JKvR4WoHQkbaZ17cwHTj8F9pEcts777xT7TXDT6Q6fPvtt5gxQ7tkZocFvUjS8DVlSK44mCo0LFm1yAxnFzxZeSN2VxZgQHt/eLu71Jyo+X1mxjK5w4FAb4/0btPTvfpwmrhJKTfFycFmYAIhPeP20KOsD5zwT+8GKsptXyyjmVAbfvS2c2LWDOI3VxmbbEPK59gAaj3fLfV52hjm3TUPRoMTDMZK8RwdRtnkHM4YqCMrXUyyiyow0iMX8dLwZVKv1L1tEvpeBPz9IFCcoyS5jf2/lovwNICuJsk2LjbJ+R3RMRh7E3OxJyFHJF/VGNdbA2w30kVagg6mhqD0DVQ89V0n23TXrNiYV6zwqEd3DcFlw2Jq6ng7Ov6l8IApKjXlafPbaicZI6lmCmVT0Ws28OdcJclt+zeKdKfG0Oi76M0336xRIo61m6+55ppqxSN02AiZxxReLhE5EOUVlTiRVoDzBkVV2yynsAx7ThfAHaWYFFPHIE6jjoYvs3FL8gF3DRkxDeB0TpEwdGUFN2J3QjbGdg213UHGP2wumdqiYJKUKVFKq4ltzgagQ7C3qF+vGUgNXXJtG1msoj5QM9rD1QnFZZVoF1BP1r9PKIwj70BpaQk8EtYp3DlyjDWkFKBpnFwL95OmSAcNGgvdZRoe5w6IEvrKav1eypg1i3vJxSU9XkyIZL4DqWSm3InWRqS/BzzdnIUhJgzfTsH4bO0JlFcahdTWWd1sON41FVwssN1aQ46RNLT/XlXyMAI72KVwRd8oRUGkTcmYUbdaJnP2Pl/weyXoTJLYHpfZfMOXesCUk9zyqRLJZPW9ABMlzFGpDidOnKj2OHbsGDZu3IgXXngBvr5tkBOjFX4vETlQlO+llJel5406q1yg3u3yC2aV1VEKVya40Tul3q8D4N/9KfhuYxz6SYk2ZuHaWs+XFdVaS1aM/OIjyzRX5UYmtlFmiZw3zUwG6UcVGSyi/QibXjcmVFI+zyoueecJKO5hKvNJD8eRpTY7jzaN3CQY1rwK1yxTYhs1Py3AvkaKE5VdWNEsw1Qye0RzaA4S4x6qbshpBPzNY7qEwM/DxZyrIW85TdAdGJViBdDIVlookFvvFQzkxNt0t1vjlHGOiV5frD2BP3Y7RmEhq7HqZdMTAzBZJgMrYNS0vak63UZbccnNSW5GRTNbY2i04Xv99dcjL69mwgdLB/MzHTaGNFApnxTWW8j6UL+W5XzVkGHA3cauaF98qPbsV3WCm4Pp+XYJ9cHp7GK4qyRmbFbIgnSSvx8B4lsx6Y96mFwhpx2EVsBSqQdMupazB0Th+tF2qs7UFGx8v0oCi54fGxvkMjmUnrdfTMlGdcForIBRVj3a9ZNNz6PNgjzNouzqRQosQCUDRnWIDaqchkYXrqgNYd2rypHvXaAYdBrBpcNiMN5UsEIt26aJBLeUPUBpPhAzonWOT2/97HeBWFMClY2w3eTx7RsdICKLkfVFehzS2/tHFT0rMLZOGUdK50lJt2aBeStcpEj1FI1JqDba8P36669RVKRUzlGD733zjXblKxze8KVWr4ubqCQzq3+7GqU6pTegsN1QuJDHU5tyA71iMgvdwRLcpIf7eFq+OTSzMz7HNjwsGpuklLBqVGshpJviydBQSentp7JF5SiZ8EVPqCaQnwbs/MHE+wsDes6y+SFYwU1i+YHUerd1yU0AAkyTCYtasOS1jvpxaoOSqMSFA6+hnCRV+HNPsplqI/V7Q33d0TnURgmWMSY+dkFa9ZLwrQyOaUnZRWLhSQzvGGyOcBWWtrKBHrdB0e6txXhqMTBfhfKPlFSzAVic52SGohTB+ZXQVC6DrRKA6e2dUnsBsmGmEtmkdx1JzbOd19fVS1lg2uha2QpWz2S5ublCtYE3JT2+fC0fWVlZ+PPPPxGml+20LbhKkjXlTYlt5B/O6hdZbTNmYh5IVjxzfbt2BEK7KwNUbZBcUgdLcOOE5+vhIjzespBFen6JuXxps0ApMa8QIKQrWg30WFKOi9qYGpHFUid2rTqUpp1kD3rGy026x0GxSrvZGEz4kOU7Wc2pPi9IabshVXx5SgXJYho6agc5f+RosjAP0XWKotGqAlUNqKNMA4QZ9xtN1cvo7bUZ3abvBYDBdNzd8zRztagm8sTv+8y80xEmo0TyfFsV9PaySExrUp44Dv35f1V6tM2Euk2ZPBjh7wHf2sqVOyJoPxxcojzvc0Gdco+DLBLcbIL+lwH3HwLmvN+y6h+2NHwDAgIQFES+kQHdunVDYGCg+RESEiJoDrffbqqKo8M2YAJBmUmzMHKgSGDbFpeJUup6qcAQmLRJhOi50NEz1s4XlXQHhtZzEh3mSrHfDesYLGSNqFohsSs+p/mLi1OblNBda/NXqQjAjGkmH2oA5I0TIT5uIuSqCX5vRRmw9UvluU8EEDNa4WbbGJwAe5ukpFjEIjGr7gVWWVg/wCcc8DBNHge1VRFMc2COgU84DKbqUcZaaA5UbeFCiyoHXHgw/NxsGTNLcKEb1El5fmCJZrxSsmKYrFY3TMXzbfXyxeMeAPqaOO2tBTZGu/4K19gGi3EpY8aFLnfXtS16e1kDYOJjdW7WOdQH3qZCFptsxSV382p5hSRbqzqsXLlSDEQTJ07EwoULhREs4ebmhg4dOiAysronUodtE9v2JuXgy3Un8M5lA+GmWrNIfq+rswFDKEbtNhXoVnMyqZbgRpAO4V9dHULLuHx4jNkb5OJkEB4QVnA7u1+7pu807RBQkqsNGargLkCXyUpWbCuDlbIkh5rSeTRANIFDfwEFJurB0BuA7jPtdijeS7sTcoTM0b6kHMQE11G+1MUdxqjBMJAuU5ylKKc4mGpKi4KcbFPbGDkhUw/ZAkfT8uHl7iJUDv7ac9q2/F41KLW05nWgvEhJlux/KbQAerr3JCr3X4CXG3pE+Am+fasmuOWeVuhyWlgAc7w+ukzRpg3t1qxdyap4XOg+MasXisu1xUdtMlL2VXl7g7sCAXWrYDg5GYR+MZ1oMqG5LcNqj++4ceMwfvx4oeQwZ84c8Vo+Ro4cqRu99kCiqVQxNRNDe+BISp6Q9vFyq75ekYMhKQCUwhFguDzzRM19cqUsw3uSRuFAoNebBm+Pdr628fiyKMiMl6s8P60JTijDblKq37QyqBsqIwv0fjK5UBPY/rXy190fGHlHsyu1WVPIgj4lecvUiZ7nAoNNyb2UxNMQZ1RTyEtWkkhNBVvKwgcC7jW9Qu38PTClV7iIMsiFPY1gFrOwKYbeaC49LXSYNQIavqm5Jcg18Xwl3WFXQjaKSlvBMGMFLmofH1gMTYDFLDwCml3xkk4U6iTLcD8NQMv51WGx9q2q553G1aATWYJlwInE7GLbFLJwdMN39+7dqDTxDsnz3bNnj3ivtocOO3h8I/qJbFZmmFuGYTILSnEwOa9abXeBE6uApY8ooXPL8AMTqYhkx7pe1DB+YOEubDyWYeb5MguV7zcJjGvR2GSihha8GPKcGMKrbdHSCjQHWTCgk60SipoD8kJlhTtWjko/ZNfDsWSsxOFkJexcJ4I6AoOuAlxM3vrDf9v13BwWLD6w9g0g44h4WRI9us4iIrP7R4p7Wya4UcbM5nQbv0ig3yVVBWzo1dSI4Rvo7YaM/NJqY3tZRVWFsRafi5iMqFYGak3QiOswEihqXlvsTcxBqWr+eH+lSV7P0UH+/N6FynMmI/Y4u8GvDFaNdzZTTHJkw3fAgAFIT083Px84cKD4a/ng+zpsyGVM3qM8jxwoMnyTc4rR2VK/94SqjKfa8JVJbKxuZQkpXi337yCgkkVssLdYAMjSxUVlFULjs0k4vRP466Gmc/topNojEY2KBYeXaiKxLTrQAy+c11fwDlsdlMWREmaV5UChfcO+IT7uZoN/0c7Ehr0gDLtKUX1eP40kKWoGYlG3oRqVp6R9TcNXJOuezhVG776kXOSVlNuH5iAx5Poq7rE0FloZXGy+dlF/oWGslpsiWoXuwOvGUDkXClrBoGuAMfc2axdbVYltFVpJ3rUF1r8LGCuquOxqimMdkM4kos5S7WeS4Ut6A6uzyefHjx+vUchCvq/DRqDElin5g4ZvYWmF4CB1s+BayjCgm7MTBnWoyswU0lxhveowfPspf/NTgLwUh7pk9IQcS8vHQFN98WatThlyZfKgWyPC+PTGrnoJ+GYO8GJ74IVI4JMJwKK7gB3fKyHB5oAeLSbakX/dStqHVDCQEwITCttbaEa3CqizuuPbKr4aw+PRQ+1+2KHkzHPcSy/AIVNkpU5QaUJyIshDPu1YRWLsjuw4ID8VKFDGLKNnEMpDeteaZf/mv4eFlJ6UMbN5Ypsa4b2r6Ba7taXDzFA8Qe9vjwjf1jF86YRJ2t562r31jZU0Vk39qTmKDqTRpOWWtA0ZM95jwknAjtMJiD1LifQ2AH9PV3Q0UYl2xOuGr0hckyEmPq/vocNGUNMQ2vUXlbPum9pdeKHUWHNE8cTTEKzhlWNYigoBlsUsKC5d23EcAByYsgpK4e/hCl9T3fomVXDjgElJN7aRNeFTKmDMuwL4Yhqw6kXg+EqllDSTYjgpkHv6+23AhyOBI/+iWaBBR9kgqnq0Amjgybr1bOuELJOySGuC+rhUIpEeDEr2tYDusixkUWHkvZZW/8ZcUPqpkkVb2WuvOVA7nPkKksIleIc1IwlUMyCXl7rR600L+/ZBnogOtNMCjCWmQ7pXjYepB6AFrDuajnvm7RSVOtV0B+Y1tCjPlzrHnoHaoTmowcXw8qeapO7AZH1ZuKJHO79aK6I6JDZ9VCX3eM7bwPCbGz3e7Y63USELjcIqFveiRYus3uHs2bObcz46TDBIg5QTRUg3YXyE+XpUKyJwKqMQx9MVo3Zc91pquDO8wczXgnTAzbumx1cmuFFH00FAqgcN/PSCUvRr7491RzOa5vHNOAoUZzccAmK4euvnwLKnFUNXgjzp9sMUge7kvQpthJ9zv99fqJRg5aDTlFK6VHdg4gYNBSbftTDUWb2kkmgi2UMmtbmaJqYWmoTVIWZ1WLROA4qLFlJoaCyQ5zvhEfufpKOA9wIL8exX9FeNnSbWuhkjOkw0oiEiM+7tRnNQa/ombqny+k5+Cq0NJjKzDeIyCtAlzFckuH21/qTgpO6Iz0aXlhJaIb1hlipRSksgbY9qHCxhHKCo/lgLFq2QZbAj/DyELrysCuqwKM4FNn+mPI8aCnQc26j8lUExgZi/NUHQi7gAZZn6tgirZjSqOFgDeoUrKtqIFEhr47TJ8A3vjXI44bklBzBnYBSm96kypFYdrqooNb6bUuKyGnxCgbNfr/k+dU/9ogFWnHIwnq+fhyvevWygyL4lz5eG7+HUPOSXlMPL1alxihmkONBzWJ/Ru/jOqrAR0fciYMqzgF+7muHATR8rNAgawDR6vpgOXLOo0QOyGKgos+TeOoOONHy93ZwRFeAp+IatXqlNetH7nAf0u1ih8bQA6GkM83VHal6J0Jal0kW9FeyiByuGEw1fLipzk7TFi2xNsMysujJh5wmAyTGlVm1hQhcXuCxXTIoXMapziH3PrfsM5d7lYnj3z8DEJxrMgrc32gd6ir52NFUxfEk7kqDsVJd+LVBpkp5Uhs59w6FJiIqm7oqToJHjrFxUEecPihKyca4WFVEdDju/B0pMCe3BnYDt3wCDr7H664NUdMntcZlt1vC16ipT0cGah2702ghMskjZqzyP6IeErCJTGKZ6Zj2raRHhfu7oaZL3qjNMb1mLXtIdHIzqQNDoZeKLJONzbKb8VqPAKjb06tQSajUbvUvurjJ6/WOAKxYCF3xW0+glnF2BUXcAd25T9k1knVCM3/QmZAr3mKms1lsYDP9JwzfMj8ldGgj9sRKaTNQYeCXQ8SzA286GkGoxL8N/NMIaVBChx3fUXVWvdbqDgrTDSvIfVR2I0B7VaSEmUL4rNsRbCOrL/AW78nslmLgl1W7oEIhbBy0k8zK57aiphCwXoN1NOR42KzLQEDKPA4vvUq6dFsFxl+Wuafg2kd/r5caiSAGOT3PgnEXnCxHYESgtVCgqjUCXUB94mSiTan59W4ODL2/aJpxz4mAgx5No11+E/lhVJibIu1rSw/pjCr93XLfQumV+KAH1x31AmgVvTdIdOLAxPOJAoJzPnT/uqGbsU9+yUXB2AQLa12P03qOsluUkfdMKoOvkhvdLz8gFnysas0RuIvDldCBlf9OKa7SwRz4+swgpuUpSpbuLszBAWh275yt//dsr7ZF9qkUPL+kOjCok51q4KC1B3jFr1HubIjDN5Xu3Fez5WaGryGTbzrXTHJhI+fisXsLIkxNvpxBvkeNgV3D8nP0eYHDRVJIbjTGWbpaQer6kdxVbVPC0C5hky8iYFnTO6wJpT0xSptxaIyCpS30i/fDxf8eR0tC9rXUc/VdxtsgIBsunN5IS5sRIqqky6ra4titp1iTDd/ny5Zg1axY6d+4sHny+bNky25/dGQrXdJWR2q6fMHxlsocEtS2Ly5SBb1xtNAcJhn+8gmuuiNUJbtK77CDgJMiQc35JhcjGJXY2pr74ob+B/16tOyGCyRKSU8qkl2sWK7SRxkyiU58Dxpv4nQx7/3Bx47OPWXWnhUX11fq9N4zpiMFqpZDWQMYxIHFrlbFEznojJ7jmYkhsVRvM3xrf8BfyVPSGk2tbTZ1DM2ByLZNsnd2qPPd1GL7kWTLqwMqBUlKJ+r0tgrDuQLdpyvP9vwNlrW8IzejTTsgJSsgEt9IKI/adtkhatgeYABw5sO7ImBYQOxaY9aZCebASLEMuS0IzwsAkNyojOTSkt5cLFZ8wRb+3CTSroSZKTWJ2kaAetUU0+kp/8MEHmD59Onx9fXH33XeLh5+fH2bOnIn333/fPmd5hsElfZ/yxOAMhPVGUWkluob51kpzoCd4TNeQ+o0wavrSeFAbetUS3ByL7kBjlxXqhJ6vie7QKI9v/EbFq1ubl/zgn8C6t5XnDH0Ko7eehUVd4L7HPwhMekJ5zeSLBdfWpJzUB143Gn7NFGlvin4v+b3nDYxCqK/1k4ldsGdB1XP/aCXpj8l/LQiWi2XZZuLPPaeFYdYgqDNMkG/HZLczGRxf2B6yOAQN4FpKhJNG8tive7HsQCp2nMpGicmjaffENjWkxjDLmB/+C60NjnOkPEgMM9FuiO0JTdQftxbk9jK6okU1B8uxlo8i6+cAdaJqgJerkIvjw6GpRMdMxX36XapQU5oo9zhIJRXaVmXNGm34vvDCC3jzzTfx448/4q677hKPH374QbzHz3TY0OPLELurB+6e3BUXDYmuto1MbGMnpf5eveANQGUH6mhaGhGEgyW4kdbBEPyx1Hwzz/d0TrF1oSrSOlIPKklIluAg/9v/lOfU9bz8p+YndYy5D+hzofL8xH/Asiet/27koCqvSwtB8nvpBWk0fcTWEOTt+VVJLDkJymKghavscXEpdaPT80sbpjuQu8qSqhLHV+OMBsPl5NCyCAIRM7K6yowJ8aZcBvJa1fzeahUp7Q1q+tIwV1NsWhlfrjuBeZsVek+wjzu6hfu0jOHLxExyRFnmvg5UFhSgaM9e5K9ejexff0PmDz8gd+k/KNq5E2XJydYtEm2BYyuB328Hyoqs2pzJgYSrM/NFoA1KV3Ow+ZOq58NvAWa+BvSc1aRdDWxfFeHiArQtotE6RdnZ2cLja4mpU6fiwQcftNV5nbkwGuGabuKDtusnJgIXJ0M1Dm98ZqHIMCfGd7fCG8kMeIY9GGpneV6C+yPdgcZY8i44Gsh9+2d/Ci4fVsXT3ZWQgwEhDRhF1Nxl9S9Z2U6ChSd+vk7J6iZmv1uN18YBvCwxEUU7dsJYWgInX184+/nBNTISru3b182xFtzBdxW+bsoeYMN7Suiwr8kYrg8efkBYDyBhG9DFCn5xM8Ews5TH4685kpKPwaYCDq0C6r1SHo6gPBwpOY3IULYlWEKXmtlMcGNY9Ox+VdXHar3m1Kilx5Bcfd5jY+/DGQv/KMDTH9j8cb00By5kucggrUvye1mivUWjDjTKyc9mghu1ozlmereg4V0LnAwG7D+dW20hwGqV+5ILUFJWAU93O4XoWRZ8zoc1Fpql8fHIW7Yc+f+tRuHWbUBZ3eFwl7AweA0bBq9hQ+Ezbhxcw8OVvBNGIKl6wmiAOqLFMY/JalGDFIcNHTTWLlgYVeA+rSi0scVEo+kb5Y+k7CIzd9ohUZwD7PpRed55kqJz3gzngL+XKzqHeuNYWkHrVAnUouFLnd5ff/0Vc+fOrfb+77//Lri+OpqJ3EQ4FZsGgoh++HVHoijf+eQ5VRWOVh2qkjFjYptViVzkQFneDKQ7cFKmB5SGn4vjhHom9AjDpJ5hwinoZICo8sSEjwEhgQ0bUwyVW2a7rnimiks67GagtyLhV3LkCNI/+RSFmzahPLWq3dVwadcO3sOHw3vUSPhMnAhnHwvvAavmXPod8Ml4ZZBffA/QfnjdyXVq0ODNS0ZLQF2m0tXFqUZ57FZJiBIwKDJyXDCEV/EdWxJDVFzn/w6n4+x+DXDnGB5mH6Phy2p/5CU3goPYpkCVky2fV72uy/A15TJQOF9y9ke1FL9Xgt5NGls0fGlI7f8VGHojWnuRz+IphaXlQlN7eMdgfLMhTvB8OeaN7NKI/ANrwfmAyVEqz3zxwYNI//hj5P291OqCERwzc5csEQ/exl7R7vALT4FfTBGc3erYB+ckiU7jlfGYC9/6eMakozH5lTKVDRi+zA2RC4khsUFiDuUCy2HBEvcyGZ7e3n+fADqOsy4Zuw4MbB8gDF9G/SorjSLp7Yw2fHv16oXnn38eq1atwsiRI8V7GzduxLp163D//ffjnXfeMW9LGoSO5lVsO3Ygv4bHQ/J7+T7LGFsFGr0M8zOMR6F90/4FOMBR9aGekJbWIDmXBMs4H0zOExWNMLABw5eTGFfIanCw3GDip9PbMPU5EcJLe/8DZH7zDVBePy+3/PRp5Pz2m3gY3NzgM348/M4+Gz7jx8HJ3XTt6Gk/72MlyY06v5QIuvKXhlfm1D5tIWwx8d5IKWRlvFYN/zEhbO/Cqjag55uPVsKAmADhjaRRllloRVlq8sNp8K17S6nuRzWDVpCna3VwUe0ZUCVj5h2q0FZqQWZBqehzlJlikYYWkTGzBBep5B8zGY88310/acLwpZ15LLUAfaP9MVzlndx4ItM+hi/pVevfER7f0vQ8pLz4EvJXmK6hCa5RUcKL6zV8OFzCQuESFASDpycq0tNRlpKC0rg4FG7ejMKN61DJe8YIFMaXoDA+ACk7/ODXoQSBw8Ph2YX6uxwHjQoPnG0vkyCPr1IeTNKe/DTQ+7y6x0wujE+sVozyesbV3Un5Zrud/Wt0l5aRRrQLmKsiaQ6UMOP8tfULoEfznJCDY4OwYHuiSKA/mpYv5tgz2vD9/PPPERgYiP3794uHREBAgPhMgqFf3fBtAlR82/Kw3ohbcwznDarSu8wpKjOXKR5fn4yZJUrygV9vAYbfqoRhZdUb9XEdyPAlFmxLEKtR8nxp+O5JzEZlQ54IFoVQF4ZgstniuxXtZCdX4PxPULhjNxLnPoDyZJOn1ckJPhMmwGvoEHgNHgznwCBU5uWiIicXxQcPoHDjJhRu2SKMZWNpKfL++Uc8nHx84DtlijCCvUcMh4EZ4wOuBHZ+pxgC1oqLk2tHjrZaicOOHl8WrSCXsFULV8RvAvJTlOc9zwV2fK94fVop7ExPGxeZuxNyBCWkQdA7NepOxfCVXqwz0fDd8hkQ2KHKi0dvbx2FIR6e2VMkuL21TNGM5dBG72aLgx7GilKFlpSwWZF8bEU5LxZQ8fVwER5xGr4sW98l1BtH0wqEuo9dcHonjN4RyJr/O1LfehvGIhN31tkZfmfPRPD118O9e/da5x/XsDB49OwpVGmCs9fAGHoKxZmuyD3lidx4b5QXGmCscELOcU/kHM+FZ39nBF5xOXynT4eTm5vC0+V8xIUv73s6Cph/seA65T0WZaqtIiapGRxXOVbWo8KzI1HhRtOJWVZeiX1JOegd2QLFQOwBqtywf0pvL6keTIqPqH1x2ZgKbupCH2e84XvihEknToddYGDH5do3qBPiC10Fx1fteftrz2mzN2T2gEZIlbj7KCtCZphLwze4q1ISmXW9ybUaCIcCJc1o7FLZYd6WeBHCisssRkRd+WiUKGLmr9rYJO9QetnH3IuCo5mI/99tMBYrCUyeAwYg4sknlIG8GpTFCA3a4GuvhbGsDAUbN4mQXt6yZcIIrszPR86vv4qHc3Aw/GbMgN/kS+HpswKG/CRg6aOKIdAQ5eHQn8qAds47dkvsIndVhv9Yvefsfk0otWxLsAwpYXACAmMUL0YL8Jzrw5AOQcLw3ZOQLXiBLClbL3juvlFAXqLiicKjOKNAfizVTJikS+9pPTQHcuhpRFHBQOqTU02jVTLtWaBm4FWK4UuwkhsVWloJbJe7J3erFvkb3ilYGL7bT2ULTXeWcbcZKCe3Yx2S/jiN4qN/m9/2P/98hPzvVri1b2C8KslTEs043poWMJ69usPztocR1nkyCrZsQ9aPPyJ/xUrhsSzatUs8nF96GQEXXYTAyy+HK8vB8zHxMUXSceULQFGmIvF4co2iudxrdvXjMqH0/E8brLi3M1GhBfSK9MOyAynivnZYw3fTR8pfV29gwOWKpFlot1qTRxuDrmFKIYvCsgqsO5qOy4d3QFuCgwvXtUFIIyyiH06mF5iTPSR+25ko/nIQbHQZT66IaUBJXVFyf5kUoD6uA4EE/NTckmr8LCZ81ImT65RBWSI7HljxvPI8qDPynUch/tb/KUavs7MweDv88H0tRm9NGFxd4TN2DCJffgld161F1FtvwXfKZPE+UZGRgazvvkPctTfj2OJgpO7yRXFqkUJ5aMhL3W6gIi2UZ5KDsgP2JheIMD5xdt9ITOzRiiVK2R4HFlclG2WdVPQoW7ls6lCTni9Vtr7bqFJIaaiylAwdq/vemQDy6RnCJl9WzdmsBQu3J+K1pYdQUFIuFhctLmNWW8SBnFFi9zyrOa32ApUu1PSuESZZM0q+7Yq3XeY9I1Zpb7yA4+9uR/HRJPGea0wMYr76CpEvPN+w0UsZrU8nmY1ewXOnh/bm1UJlwODmAZ/Ro9H+vffQZfkyBN96i3AKEBWZmcj4+GMcnTwZSQ89jOJDh5To3LCbgNs3A73PV/ZJqtr8q4FNKiUDggYvH/XoLxdxgZ+izBH9owJEeexOoc0zElsNohKiScKMRi+NXyYAk+7QTDg5GcyKSXsSG1kVtS1SHbgyX7BgAVauXInU1FRRqliNX375xZbnd2ahIAMGVvpiO0f0xfjuoaLzyfrhFJTeeFwJbZ3bP1IYxY0CbwiGipgpH9q9KsGNkzJDS7yWrVyfvjFQl5j0dHVGUVlF3YZvYaYi59br3Kr3/noAKFO2z4+8CQl33iMGfhq9Ua+/Br9a1EusgZOHB/ymTxOPitxc5P27DLl//IGCjYp+cFlKBjJSfJFxwBdu6/fAd9+t8Ln4Vnj27weDcy2eGy5OnFwUQ6IJguTWYJfJC0JQRYSRhlarW5+yr0p6r/tMIGmnVZna9sZgVSELWe60XngFAWE9geyTSqJU3Aag21ScMTi9Q8kwP7FGeU1ub20haiqIpOYhwNNNyOmVmxZgLc7vVYNUB54rPdYMJdMQbsU+yEIC87acwqz+kYKKpNbzpTQXPcDNRdGePTj96GMoOXxYecPJCUHXXovQO++Ak2cD0Q1ZnnvBDQo1QSoM0ANbBz3JtV07hN1zD0Juuw15S/9B1vffCxk0qkTInAnvUaMQdN118B4zGoaLvlQ4vpScZDLXX3OB/GRg4uNVkTAq4Kx9Azjvo+qUNhN2xGdDVh2PDPQU0oQOK2WmljAjPYeOrLPfqFps26Bwz/rjGTiVWSQolr7uGi5i0kg0ema75557cNVVVwnKg4+PD/z9/as9dDQDalmxiP4ixKUO9S3aqazAiTkDa9a5bxBUM2AVN7VKgOT5ciCR5Q4dBOSgUnrlZEahkKUh9qdUlfesBlFEwCThJnUfSSGg1yTyXCS++Lli9Lq4IOrNN5ps9FqCkmcBF5yPmC8+R9fVqxD+6KPw7F/FpS7NdUXGb/8h7vLLceSscUh69FHkLV+OykLV72AyIg0oGoB2ggz/tfP3wI8mzdBWpzkQUQOVECcTV1oZYb4e5ujL8bR8s4e8XohKYKZJWdAdziB4Bil5A0JCsG6aA3m9cemFIoIjZcy4plcbdy0O9jdWwCJfktjxXasXsmDRhcPJeeaIX4dAJUm5uZJTlUVFSHnlVZy85FKz0evetQti5/2I8AfmWmf08p6dd3mV0Tv2/4ArfraKk09er/85s8TxYn+aJ7i+0gFTsH494m+6CSdmn4ucxUtg7H42cO0SwMsU7VzzOrDk3iqPfFBHk6xZ7RFMNSfa09XJcQtXMFGdag7yviK9gfAOUcqm2wADVUo2VA85oz2+3377rfDqslKbDhujMBNGjwAYirOR498Dby/ah+tGx6JDsBKK+W1HotnTabWagxocTMiNUnt11QltpDsEd4ajgAuDm8/qJJI9DqfkiXK7R9MLBefNy1Lbkt7SkC6KF4BUj38eE29XGnyQ+Hu64OQSUa+9Cr+p9vHKuYSGIuiqK8WDWpi5n7+A/H//QVEGV+gGQYfIWfiLeBjc3eE9kvJoE+A7YQJcqGwgkxhsDHp39yYrhm+Ev2LctZq3lyCPj6B0WXA3xctDw18DYAnnuIxCZBaW4VRGQTUaUq2gQgAnIupDn2mG79AbgH2/KYmj9Ri+snAF5fPeX6noNveJ8m+4MI89wSgLeZI0gClzuO9XYMbLzeZONhUsVx8T5CUS3CjlSAyK9kFcVrGIPrDEs7tL4z1y+evWIfmZZ1AWZ1rsurgg5JabEXLLLUKhxuoS8POvUQxOZ3fgws+BnuegKaBTIPqtN1GakIDMr79B9sKFMBYWClnJpLlzkf7BBwi57X/wu/YvGH68WHHWbPtSKRozbq4SZWGxFI73saPrLNBDelzPdv4N8/QdQsLsVuXvyheBjmfV+rubgkGqQhYbjqVjbJfGRxUqi4vFwsolsAG1pRZGo2c3enU7dWq9DNc2jb4Xwjj3OFKvWIGjhV6iUIWfhzL4U8v3UIqymmYpWavVHCxBo7eiTNFplMUtmITjgKWLZQIMDd/+0QofiWGsfUlVYu9mDLgCGHyd8pzJEil7hZPg9PGBKDmmeLqDb7rJZp7ehkCuXMgT7yP22g7oem4K2g3Pg8/oYcLgJYwlJchftQrJTzwpPMFxz3yN7Dh/VOTZnifK9iopVzwm7s5OrRv6o7i95Jv3OFvJzu5/qc3Cd7YoZEHQ27tXVVSg3ihLB9NElLy3UWVVHRqZJxROs5QxYxIt+dq1gN5z0rZYOlbyCVuV3ytLF5MORiOKoJEheautBFGtMq2KkjQo2tfM85W8aGtRcvQoTt1yC+JvuNFs9Hr064eO7z+B0IhtMBitkOwjjiwD5l+lSGJSKvPS75ts9KrhFh2NiEcfQdeVKxB6/31mHnDpiRNImvsAjl9zD3Ii7ofRz8Q5XvmckoSozmWx4GXTIcJkQMnXJ5Vmep92cEwJM1MxGCasd5mi5IAwqklKnI3g7+VqXtg3NqpQcuwYUl58EUfGjUfaG29Ca2i04fvUU0/h6aefRpGUN9FhWxgMqPSNEgOcOgwjvb3E7P7N4HmS+L/wBuDU+irdSmqOOmiCW35JOb7dGCc8lfWGZcjXoze7tABY8ax4KzuhHXI3HRPPqUUZencL605zETLzVbh4GhHQMQ/tx+eh24b1iP7gffhfcD6cg0yhXqMRhRs3Cv7dkdGjkXD3PYpyBKkZNoD0giinZGjdwhUm+onZQ8gkN0vdZQ0kuEnepVWyZkOvN70wKlzRMwHr3wW2f6vILRE0/qV+uAVYQOCp2b2xI45yhMp7I1qT3ysx6Gpg2nOK9rAG6A4ymTe3WOl3A02GL7FRVeK5IYOEdKrj585BwWpFYs7JywthDz6I2B9/gIdbmkIjoApQQ+BC7qcrFT40pSAv/gboOgW2hLO/P0Juugldlv2LsIcehHNISJUB/OQLOP5nGHKSghQb9/fbgLj1ipe+rLBGMjArLnKRQPSL9hfOJKvoSloDE9pk9I/cXs4jpMEJGbO+dincczA5T0iHNpT/lbdyJeKuvArHz54lPPaVOTnI+eMPVORXLdgc0vC9+OKLkZWVhbCwMPTt2xeDBg2q9tBhG7AksfS8MYwl1RyGxQahfVAD4dX6wMnHL9qUcY2qBDcH9fi6OTthzeE0ZBWUIMTHzVy6uBoO/QXsNSVdslBF3mkUZ7sgZbOLuawmk9kMLrZbLVsNlk7mBEscWw6nhDXwnTgRkc8/j65r/kOHH35A4NVXmT0extIy5C1dioQ77sSRMWNx+smnULhjhxh0mqvfS71QVjJqVY+v5PdSsJ6GIo0NGZ3QADqF+AjPJLHRJLvVIBhVkUPtybVo86COKpN0WX7WlKyrcJ1rByXMGHKW/F56f6VnvVXBojNMJmXEgYhbB2QoC+XWim5dPSpWJJ8SId6u6BTibU5wqwvGykqRWEvFGhokpFKhokIYTAEXX4zOS/9G8HXXwkADil5DekwbAitQ/nSFUpyFEUMmnnWfAXuBPGPKRnb59x+EP/wQnENNBnDCaST954G4FSEoSjMC864A3P2ACz6vkQi85qhyvxpM1JG3lh1u1ripCQmzgVcozzmfM0JBR5YNMdhUsp6FLNTRBksUbNqMuMsuR8L/bkPhVlMFVDqURoxA5PPPKfrMGkKjZ/prrrkG27Ztw5VXXonw8PCmh9x11AlmNTNhi0YI8e2GOKTkKqL5Fw6xsnZ5feCKmJ41cl2dTKvEPfOBAkpmpbS6bFRjwAGM4Zjj6QVCAWPZgdSa8j4MtzIkxAl57VviZydtbQdjmTL4M5nNxeRJaBVMelLhEFLr9J/HlWxoZxeh8OA1aKB4hD/wAAqWfIvcHz5B3tESVBYWoTI3F9k//SQebrGx8J8zB/7nzhbZ0taCq3gmzRDDOwbhvikm739r6b7SuCBYeYheDHL36hGjb2nQI04vCPvZsoOpZu9bvXD1UjxovL70SLV1CO+Tk6KIING1dt58bnE5vl56CFeM6IANJq8lvXFq6a5WBRfMPu2qcysnPd4qp8LQsyxRL9WUeM9y7Nsalyl0zTkeSpSlpiLn198ET7bslCph1WCAz6SJCL3zLnh0V93v5MsyutKQHBaPvfAmRWaQoKqCDegN1hrAQddcg4BLLkH2/PlI/+hjIYNWlOaGk/+EIKBTIUL9b4XLzb/XUClaayr81CPcS8ynscHeYtHlcBJmMooy4DIlf4COgZQ9Sll3G2NQB4VCSGw7lYWJHapHbcqSk5H89DPIX7nS/J6Tr6+ix3zxRWJe0iIaPbr88ccfWLp0KcaMablSqmcauKD/v6ndEOLrIWRE3jMlfFBv8PymqDlYgiv6vQuUm4hlYNUVwUh38LVtuMreoIdyx6ls9I/2FwYJk2Uy8ktE9TFhTLHqDxOkWIKzrADpe31Rkl5h5vWyGlurgpnPY+8Hlj0JpB8CdnwDDJHhcQX0RvvMuhw+xctQ2fNC5CW4IWfRIhSsWSsG+NKTJ5H21ltIe/tteI0YDv9Zs0Q50YYMeq7is0wh+y5h3jUmzxbF4b+rEqEoY7bzeyU5TGPggpT9jF4QZon3C25g8c+Svcw2J++QnhlWUbQmlOyoEImk3YBjq6oK5fD31wIWnGHuApPbDiQrnOlRWqA5SBRmKPckIzOUfdz1IzDhEcVh0Ao4mponkisndFcMYJYv/nFLvOiLuxOyMTjaD/n/rUH2ggXIX71a8eyawGQ1Lo4pUebeqZbrkXHcxG1uoDT46peAo/9WLVDH3IuWBiUjg66+Gv7nnYf0Dz5E5rffitLy2ce9kfv+YYScvBxB/d1hOO9dEXnIKijF3iQlEjgsxk9EVDURVWgsNn9a9Zw0B4L5DyznTM1kG6NrmC+83ZxRUFqBnfE5ZsOXnvLs+T8j9dVXRaEmwsBrctVVCL7xBkFR0TIaPcO1b98efn5NUBTQYTWcDAah3EC5rg9XHUO2yTB5YFoP26xQgzor4SC5YpdUB8JUOc6RQE4qy8iqdX13JWRXlzFj2GvzpyhMcxP6uYRHr14Ivf02aALMzPWPMSVqvFB7sQMXd5Ft7pSxD/5nn42Yjz8WEmlhDzwA965dq/jAG0x84LFnCYmitPfeR/7adbUmxm0x0RyIzSeysPJQKlqd5kDJPd9IJZyqARmzunhvxOrDVtIdOpgcBcYKpQxuWwb1RKnCIX9nPTQHqhIEernhUHK+ORdpZKdWjL5YInKQUjpbejRJ3ThqKhrQCjiaWiBKtUtuKj2+hE9pIZI//BhHJ01Gwm23IX/FCrPRy7Eh/JGH0WX1KrR75unajV6i62Tg3PeV61cXGLFY/bLynIubOR/arZqkNXD29UX4gw+g06JF8B6jLJIry5yQ+tsuHH93B/KXKJJf646lm/tXrwgvZBSUOF7hCiFh9r1Kwsykxc/2Z/4KFS1sDGcWsogJMHOkifK0NMTfcAOSn3zSbPT6zT4Hnf9ZijAmImrc6G2Sx/f111/HAw88gI8++gixGnVjOzpWHMlC+1wndA7zxZfrTphllKb1thEFQciavVuVbMIbhlWKGJq0Y4Iby/oyNMIbxy0mxmb0gm5hvrhwcDT6RlUtyMTqlNXHhPepK7D1S1QUFCFpo+IpoXpC5CsvWy/ZY2/wWkx+Ukk8LEgTlIxaQ6os48liIxzFWeI1NBTB11+HoOuuRfH+/cj57XdRLIPhP24jy4EKGAxK6KljeySEAEf9S7C8MgOBMdko8yzAfoM7Xt3nh8+P+6NrYFf0DemLfqH90C2wG1xsmC1cK5h0KKsQdZuhtAdLFDfkfWoF9I32F15xescFrWZk3VQMekYqCwpRGToWxryPYKw0wLjuDxicOsLZxwdO3t4weHq2LcoYPYB7FlR57+ugORAnM1lAwN+cNe7qbBBjnWYgi8f4RyuUFSZNbf+61QqRMMGN/Y7FjDh6B+Vl4uFDizDs8AZ4VJSh3LRdhYcbUkd3Q+bkQQgbMgpuAZ0R4FOPQUJaAPtgfXJtZUXA73coz108gUu+U3jcGgCN+ZjPPkf+zx8h5ZXXUZrngtLMMsQ/9jZ8VuzBroFK4SIPVyfEBnogNrjS8QpXMNogJcyG3VL1PueKjmOVqIQdMCgmEOuOZogS2bmbtyH3lZdQka4s+F0iItDu6adEdNGR0OjZjNzewsJCdO7cGV5eXnA1lWSVyOSEa0e8//77ePXVV5GcnIz+/fvj3XffxbBhw+rc/ueff8bjjz+OkydPomvXrnj55Zc1r0G87kQOxrp7YdGu0+Ys1Idm9LDt5EjDgsYTCa9c4ZPnS8PXxgluNHIzvvoKeX/9LYxeMcCa4NapE7yGDoXfjBnwHjG8Wdy3GX3bCd4bRd3pRTIrO/SaIzw2xu8uQvLWAJQVKF2eK1P3Ll2gKbAkJ5PvKPi/4T2F7uBvQW2hMciHBdg3PHv3Fo/whx4UFZDIu8pbtQqlR00JOUajyIbGiROgEigf9JHwiqQGAIkhxUgIyUFCcAI2R+/HosDfxWQY5BGEabHTMLPjTPQPVQqr2BzkYZcXV8mY8XezVKkGQb3UflH+ghsdn1WIypISsegoPXQYJcePoSwxCWVJSSg/fRrl2dmiEpUC08L1LypXVKlXGDiOtmsH18hIIXPH4gH00rF/OgdUcewcAiyOQ489q3gRbr51ypixcEVCTgnG9vTBbzuVwgkD2weKYg2agSweQ1pYn/OVZEsmy+aeBvxaXgqLmu7kmZ84fArtF3+DzMVLcFZ5FZ0hLhT4a4gT1vWqQInbQSD3ILBC8Xr6ufnhnM7n4KJuF6FzgIVe+6kNwK4fgJmvKXSH2kBPb6ZpLCHdQ3ocNQSfi26Ft28iMr/6XFDaKsudhPf7nFX/wSl2BOKmX4QOQZ54rEcHODlQlVIxb25SSZjJxSRzcnjtpGSinQxfGI246MhKlP/+NwymBS29vBFPPCEW8I6GRhu+b731FloLP/30E+677z7hbR4+fLg4l2nTpuHQoUNCZcIS69evx2WXXYYXX3wRs2bNwg8//IA5c+Zg+/bt6NOnD7SIrMJS5Ofm4+S6LcjftAuXlBSgQ2QQumwqQO7hAHj26wfXiNrLfjYKJMQvuUdoB4uwCekOTHgTCQ65zV7J08jN+OQTZC9YqFREqwWlx4+LB5OzvMeORdj//V/1ZItGgJrHJ9Pz0TvCSxi+9MTR22Zg0Yqd3yHnkBG5p5QB3fussQi88kpoDhyIpz0PfDlDMQI50cx+p+Z25SWKbmOAScPSAiIpbvBg8Si95VL8tvkzHFizCLGnitEhFYhONyIsu4rnxL8R2XwYMVjQyZWYYLovsK+DAds7p+OX3B/w48EfEeMbg8t6XIZzu5wLXxo1tqY50KtGr/bx1UD0UJtnKdsC7M/TypPQe/8qDEo9hJz5p5Gj4lI2en+FhSg9dkw8LAtu06MvjGCVMexGg7iJkw0z/FmshSFKUl/4tzIvDxV5+ajM5988VIrn+TByUaxOepexYnMmfNWH5uz4U5uUhBtSpsoDlEjS40/V+v0KoxF3FJTCOz4YQ3aloZubN0aGdEfRLi+4tGsnfrsmPOH9LlE4vSx7TsOXdJWd3wFnzW3xU3HOz8WkdV8i+NXVKCurkDUBsb2zAUuGGbC3g6FO6kFuaS6+P/C9eAwKG4R7B9+LAWEDqihhvPfqMnp5PdeZxiLSj0ZohCJWCwyTH0fwkb/g3+EYUvf4I+e4J1wryzHn+FpUfLYFmWlzEHjH/+AeHu5gEmbHqkuYEVK7N8J+9ky/EDc8vOVbnJWkOMUYJQ1//DEEXHihNu7PJsBgdCA9Dxq7Q4cOxXvvvSde08NHzvGdd96Jhx56qMb2l1xyCQoKCrBkiakSFPUhR4zAgAEDhPFsDXJzc0XRjpycHLtzm1mq9uRLr8Ip4RSc6rksleHBKOrZAekjuyGpbzvkoQjlleXiUWGsgLPBGW7ObsrDyQ2uTq5wdXYVr/mc74nPds6Di4c/3PpfBreELXD953G4G43wu+g7+HWeJLZp0u9YsQJJDz0sVAckPAcNgtfwYcKr5RIcjOIDB1C4ZSuKKMVVoihWCHmdCy8UnC2GgBuDv/cm49cdCegd4oo3VieI9zZeBES4l6Dkm7tw4g9vGCucxGTa8bdfxTloFj9coiR6UZfx9s1KxTk1tn0FJGxRqvDVMfBkF2fjw10fYv6h+Sg3ygAoEOsXiykdpmBc2Egkbi3ATwvWIiY3BcOdshGVmwqP1CSRJGKJYldgexcD1vSmIWyAh5sXZneejct7XI5OAc0saMOCKq92UaqbkUs58g5g7ZvK71MpOqQXpWN/xn7sy9iHo1lHxWs+sooV7hnpGOzf/h7+iPCKQDvvdoj2jRberU7+nRDpEwknWaylkeAwWbx3L3J+/RU5f/wp9Clrhaur4r2NioRrO/b1IOG1Je/NkLIThm2fCsq5cdRcVHpFCX3L8tQ04SHmg0mKRis00pk57RIeBtewMDh5+4jEEicPd8UALSsTGs8sey2MWBq2JgNXVCh0kCHfyd9fGPwe3brDa9gwMX60agUotttHY0TxGyG3d9eu6lUw7YiUtDjsfu85hPy+Hh7FVVGzXbEGLBjvhn2+nVBRFIPze43G7WNGwMfNBz6uPsLYPZFzAsdzjmNZ3DJsOL3B/F0DDLi0x6W4e+Bd8F58L9BpfJU8lhoV5cCnExQaHI2sm1fb1dCyCVhY4/sLxNPDTlOw5d9SDEo7Yv7Y6OIC/5kzEHTllfDo2xd5ZXk4mXMSJRUlKKssQ0VlBYI8gxDtEw1/dw1wVr+7UEkopITZ/QeqyhKveknRUZ70hF0OW5aYiPg77kTJgQPidbpfKAZ/+SG8eveGFmGtvdYsw7e4uBilFt48exmHPA6pFQsWLBBeW7W8WnZ2Nn7/vWZVnZiYGOEhvueee8zvPfnkk/jtt9+wS/IeLVBSUiIe6oakcU3tYnsbvst/fB/Rz37QqO/kekIYI0sHOyE5yLarLw9nD4R5hSHcKxwR3hHCiOjg20EYTzF+MfDmTWjB4U178y1kffWV+T3vMWMQdPPN8BpSO/+oPD0d6e9/gJwFC8zJGK6xsYh8/TV49KxZppYDUkphCk7lnRKPxLxEpBWlISE3FYfTk+HlVonU/FIYYERPtxJ0K6vAnC+z4ZvpJIzE6M8/g/eIEdA0kvfA6ZOzxFNj7/NgvOCL6p8n7YRh9UswMixJ7qEKpRWl+PHQj/h0z6fIK61KZhvRbgSu7nk1RkWOMq/Sn/h9H77bdAruLk7499Z+aBceBqfKSlHVqXDLFhRu2oSizVvM5ZwlUv2BpYOcsLKfAfleBoyIGCG8wGOjxsK5KdnuJ/6D07cKB6+SyTJF2TBkHEHR1OexLWUb1iWtE4+TuaZkzGb0547+HYUR3Nm/szDY+TfKJ6rO86Z3l5zpzK++RumRqolT4oh/FNI698J5l0yCZ8+egkNdZqhEZnEmMoozkFGUIf7SOC/MS0TJti9QwvaPGgy36OHCUKfnnHSSYM9ghLoHIzzPGa4nk8R1KDlyFKVHj4rISF2RE5vD2VnhHlvQ2ATkQsv0t5rHp6IEKC1UqFNUrjAYlSRFU9tyUV5hrEQlH6hEaXk5DGVlcC0qg5uJ0lUfuMWpdk7Y3tMdW/t6IifYHR4uHuK6erp4iufir8Vr9XMu+o38p5r25GsuEDm+CCeCscqRQDhlngB/hVtJAXwOLIJ3pRG+4x5FaOfJCPUMRYB7gM29X4VlhVh19B8kfvs5Biw9Dj/VeuhgFLDp7M4YNPNqTI2dinPf3SHUHsZ2DcHX1w2tc5+nck/h5yM/Y97BeSitVPpTuEcwniv1xrApL5s0py2w+RM4/f2g0lZj/w/GCY/CEWCYdxkMdCAAOLfkGfjmuuDR06uA/XurbXc6zBWre1RgXS8DUgJrXkNSRJjnMDRiKIaFDxO5D3QktRgyjsLpfeWaGofcoIz7REUpDAtvhLHfxYq6ho1RuHUbku65R8kXYVQhtCveGHE1Njx/LlyaUB67JUB7LTAw0PaGLz2oDz74IObPn4+MjJrVYiqaEfKrD0lJSYiKihL0hZEjqzhjTLRbvXo1Nm2qWRHJzc0NX3/9taA7SHzwwQei8lxKSkq9lekscfjwYfj62jC0WwteXjIfQ375CCcjgJNhBpwMNyDDD3ArA9zLgNBcoFuCET0SjOgdZ4SXah6sNADr+7rijzGeOB0EsWotM1qhMdoMBLsHI9orGtHe0YitDMLQ91bA61Cc8qG3N7znzoXbeOtI7xVxcSh8+22Ub99hXpGnXj0DB8/qiNPFyUgqTBKP04Wnrf5dzhVGPLCgEgOPK1184SgDtp/TA8NDh2NG1AyEedakx2gF/svuh+dRJVKRfuGvKA9RTUgVpQhYdj+Kus1GSUdFeo638X8p/+Hzw5/jdFFVxaIBQQNwc/eb0dXPpPqgwhXf7cex9CIMiPTGC5PDEBAQUIP3RmOrbMsWlK1cidJ16wGVN7LUBVjbS1l0nYgwIMIzArNjZmN61HT4ulp/r/iufQ7ee7+F0eCMPZf8jl1bXsRadwO2laSgpLJqEaoGjxXmEYYg9yD4u/kL7xWNFPb77NJspBanigVRXnnDJZ5pfLb3bo8O3h3EXxoxvpXuiFy5F4FL1sAlvUoX2mgwIKtvB8QP74hPjUCCSync3YrQJ8qI7LJsZJVkIb+8+VWKfF18Ee4ZLn4nvdcRbmFon+uK8JQS+KfkwykjC5Vp6ajMzICxqJieARiLi4UHUhisLi7CC2ygAcuHj+kvvcPVXpveU70Gv2elEcd+V1heiIySDBTu+QIZ5XnIyTwgXp/2CkJCSFekFachsyRTGLv13as+RUBQPhO2jAjPAtqnG9E+zYjYFMCtlmnlQDSwoj/5rAaUu7RuyJV9KNIzElHeUYj0ihSPKK8o8QjxCBFRuIbA/ptYkIgdmTuwNWkDAldux7nrykSbSCS0c0PSxeMRMORiBDv5oVO7YHHPPv/vSSzelwFPVy5iB8DFuf72iC+Ix5v73sSerD3iNc/ulu63Yk6H86tde0NpPkJ+mALn4kyU+7VH+sV/KOoyDgDnnDiEzJsJg7Ecuyo74r3YtxASvg/x2xdhwvZ4DDtkhItFlzwRDmztasDmbk6I4/RQy33g5ewl5pCx4WMxNHSoWGjZE3J8JNIu+RMVgQo/21hRhpzkzTiCEpwsy0BqUSrSi9PFvVdQXiAWbnKu9HbxhpeLF3xcfMS8F+6hjC0dfJQxzzJ5uWTxYhS+9bbZGRU/fiZu9RuHSidnfH9FD5FkqUXk5eWhW7dutjd8b7/9dqxcuRLPPvssrrrqKpFslpiYiI8//hgvvfQSrriillCJAxm+renxPZBxCLcsfhV+bu4Y0SkS3q5eikdD5dXg6pOhF07Mnut2oeLPZSjZqJJHcnKC//nnIeTee0WIlZ2fK3t6AmkUyL/ieXkJyla/gNKoISiLGY6y5U+hJO0AcgOikTPsRhEu5810uuA0kguShSFRG0KzjXj0pwpEmvIaT4QbMO/KaHjGdkSge6AwJHjenBx4gzHczHMqLi9GcUUxskuyhUcsqzAT/Zcew6wV+XA29crN3Qz4cKYTCjxrH8i5T3pc6DHLyHWDm8EF6QUVcCtMxV3LT6D3IWW7nR0NeOliJ1Saqh7xHMZHj8el3S/FsIhh2uMqZR6H4YPhMFSWw9hlMoyXm+rQm2BgiKuyDMaJj2N32m68vu117EyjdJsCeuXvHXQvxkWPq/W3UR960HPLRPR2YvdQhHgCL1w4qN6ED3p+cxYvRvb3Pwg+qhr0QNEA3tjDABc3DwyPGI6x0WOFF5iGW13tm1ucg0OfjcYGYz7+CwjBEdRc1LgYXERS3cjIkegX0g89g3rCj3J81jRjcaYI9R7LOYbj2cdFyJePuvqyU6UR4/YYcdGaSoSobOZMH+DvwU5Y3deALN+m9RUa5+5GwIPXFAaUunujjJn4KiqKtQjxDBGe6kjvSHF/MbTNxQbvL7Y1+zf/8Tn/0asp7/vyinLl/q80jQUVyvvmzzlhWrxnflSotqksE1EF3sNNhavBHSUlnjBW+CAmIAhdQ4PM450c+9zLDfA7lITAvQkI2x4Hv8TqBWoKfd2we1Q4No0MRIZ3JYrKi8SD4wv/8jxbE2Jh5dtehM0DPQLFdfJy9RKGbn5pvgizx+fF40jWEVQWF2HSTiPO3VhZzeDNbecHz1uuQ68LbhAV1v7v593oHeqKa8f1EPcsS9rf97PCwVx46wgMZEJSA6DnfeGRhXh166sixE+c2/lcPDb8MTPNzbDyBRjWvKpsz2poTMB1IKT8fB98Dn6Fn/188EVwFHKMhebPAvOMOPugF0YfAIITay6Qy8OCkDY4Fgd7+eHfoEQczVcUltRgPx0TNQaTYyaLsY73oU1RkgvDm31gKM1Dacfx2Df9KexI3YHtqdvFuM+Fti36Zyf/TmKMHRTUHz2+W4/Sn5UIOhfR4U8+idOjJmPmO0rVyefO7YXLh3fAGeXxJX3gm2++wfjx48WOmSjWpUsXfPvtt/jxxx/x559V2cqOSHVoTY4vUVxajuzMdJGsZ23WafGhw0j/8EPk/a2EdQhyCkPvuw8BF12olKKsC9RK9QhQVrZLH1XUBFh3/ZEkwMWtRuiN9AKGnONy4hCXG4eSfQdw0aeH4F/w/+2dB3hU1fbF16T33iEJECCE3nsHQSlWFHsXe8P3/OtTn7333hWfDVFBBUXpvUPovSSkJ6T3Ov9vnTt3MgkpM8nMZCY5v++7MJlMMjd37j13n33WXls5jZgB/HimAypbkYGJTdbiwd+rEaSTCJ/z0eDnaztD2z9WSC0osxCbd5SQYajL1CsPpSEzOw8ncqsw+tP7EHla8aR1DXdGzlcfYUvuHmxK2YQjOYpeSYWFHg8MfgBDQtu4kUV9lj4E7P5aeXzL8rrNHI6vQMrplXjXHVieUPu5c6Jx98C7MafnHDGgNcaaoxm4dYHSWnJG3zB08XXEv2b2N+qcE1m+7TuQ+/13KFy9po5TR54nsHKgBuv6OyDLTzkHeKOP9IkUgRoDMt5kGZDw/OGEqiGYJRsfOV7cTEaEjzBvIR0D//J8JSDOO6UExbmn4Ln1EC5ckY3OBgtZaf7A7yMdsKHv+VlFB40TqipdgWp3dPEPRWxwBALdAoVkQWzqY7dAMTHjxFWz5X1gpc6m7rZVQOQwcV2psgjKeFKKUoSER/yv29o6eDMV15oahHpFIMwnSsikVLkUNx6P5GwNftiajeERvnh9jdLh7Ze7Rum7VTZ17pUfOyYmYGzgUp11rm6DhssuQ+Bttwq7RBUG6WoQzGBfmQpo6mY2oRGTBsONWVo1U1tTWYqaX29DWb85KHb1RPGi65Dn4IisAXOQ1WUUUotSRfDK8TG5MNnkzyswX4tp8TUi6DWUNFSHBSH8vgcRcOmldVqqf7DmBDJzCvDM5YPENZuaV4rRr6wR33v0wljcM9F4x5pD5w7hgbUPILNEGS8HhQzCe5Peg19lGfDeIMXCjQVtt6+xmqbZHGQUZ+DBZW/iTMmfKDHYb08HP1weOxvTu04XsgUxJp04gYLlf4v6lPKjR8/7XUwiOU8Zj9PDIvC371msT90ozidDON6OiRiDqdFTMTFyYqu1wZxU7tv4MvYc/A57XF1x0MML5U1Mkik9pDSRGxNNak0PJzgcY4oqi0SSKbUoVWi/6xOUr8VDv1WjZ6rydamPKzKeuhl9JlyOTp6dMeC5FSgqr8b03qH49Mah6FAaXy8vLxw+fFgElZ07d8bixYuFndiZM2fQr18/FOkMjS1V3Mb3ooWZWtzG/bjvvvsaLW6j9drSpUv1z40ePRr9+/e3yeI29W/KzMw0KfA1DIAz33wDxRs26p9zHzAA4S++0Lx1F0+DAz8Di3UWUnduAMIHNPkjRRs3IvnBh0RVOqm6ZhZOXTMKiUVJIqjhDZsBBjdedA3BGTOzdwwMGLQFewQLLXGUNgDRHy6D40Zd328HB/hfPRdB990Hp4CARo9d+sFDSHnxdXjt2ymec/GpRPTHb8JpiKIhJUeyj2DhsYX48/Sf+kwHGdNpjMiSxgbYiE1PQapy46HDAy2hGPxqNMgqycJXB78ShWuqTo8D3PVx1+P2/reLQa85Xll+FJ+sPyWqwif3Csa07j64cnRPk885FmTl/rhQdIqqzs09byl6Q18HsXSY79X8RKivX0+M7zIV4zuPF1ndlhaimUrxtu3IfOstlO03sPILDUblLZejctoYaB2UjCkDVxYMieyqizcy8qox/nWlVefFA8Lx3jWDm38zdhF8p5/ymN2WxtZOyhuDNy5+5moQnFyULG5efKzexJg55D6aAjPp1CqK4lddAaz+cWPPOSqrNurXzFxyxSXIyRPBPpEIXv4fBKXEw8evCzT3xzdafLloZxK2n8lGRXmZboneEfuenmZS10Chv/5nhejaVeezc3CAz4UXInDeHXDrZUYfaDaWoZUTNa6fjlP8tL3DgYcOKN2zdFAnnF6SLvS0IhguOIvEwkQREPOzKq4sFpt7tSNGJrhgzIEq9D1aCgeDj885OhpBd90F31kzG9RaLz+QikXbz+Czm0fCWae3HP/aWpzNKRFtjb+5tXGLz/MaUhxZhqwx9+Lhjf+HfVn79CtGH2vC0XnvT8rrbloKdFXqDmwdTmYXHFqAZaeXiUmPSkxFBW7udhkGxN6D6IjOjY51FckpwgKNxeYlu3bV6X5HnEJD4XXZJTg2NgorSndjXdI6kbWv8xqNE3oF9BKuGQNCBohaAhbX1q+LIdxHrnjynnk897jYWMDL/3ntN0SERygGlZahT/cZ6NF1Mnr49RCTbGMpqigSkzSuMhzLPYaKdZsw/fsT8NIt3pwKA16/whE5Psr1y2C6qqgbUtM7wQe9sOuxuba3SmrJwJdBIwPPCRMmYOrUqcIh4Y033sB7772H1157DcnJSkW9pezMmOGlrIIBMO3MqDU+evQoQkNDceONNwo5BO3LCGUR3E9KMGbOnImFCxfipZdeMsnOzJ4CX8KPs3DVKmS89LLwESUcOIPuvQeBt912/iDKit0VTyjdlViI8pHOT5cV9YNvaPR98hYvQdp//6s4AGg0CP3PfxBwQ+MWYbwZcGlPLRxxdXQVhSZNXTz8W3J/+AGZr7wqCufUavagO+fBZ9asOrZurGDP+/NPpL/yKjS6Yixnzyp4XRqEsCe3NHgD5mDz9aGv8cORH/QBMDM/tOq6b+B9CPW0AbubFU8prZaZwbjiCywoPY2fj/9cJ2C/sMuFeHDwg2LCYCxXfLwFuxNzRZviqAAPzBseguG9olrsbUkv24Lly5H73ffC/aA+mZ08cai7MxKj3ZEZ7YMKP09xI+h5fA165KSgr39PBN28HDh3HAjtWyeQsBQlu3fj3IcfonjL1jorJYF33gn/666Fg2vTWkaen8NfWo2swnJcEBeCz29qvKioDu/0B/ISFS/O6+pKWFqKmtXhNcbHDILF/2ygoa0R15lweNEFsqrkyGwse1jxF1Wz2WMeBC54rtGX02c7u6gM//3tAFLyK0RR1re3tdzLu2TPHmR/9jmK1unaJOvwnDAeQbffDvehQ1t/o844BDCQYkJgz7fAH7pmDlcuUFqiGwHt4ni+Fa5bi6KVq/SdrwzdbziOek+bJmwJG+NYWj6e++MAXrxiILoEKcvrj/6yD4t2JYsWs5xEGNXlc8sHyrk443Uhg3ty05NYnrBcfCuwuhofpmehT/REs52nloLnOQthGfCuT15f53suJeF4o/AQJpQUQePfFRlzliIkvJNRY111Xp5o/Vzw13IUbd5c1/HGwQFe48bB+8orcKCHM1alrMWas2tEVrUxmAWm3pbXHlcqGYBSrtBYgEs0Wi16uAZhUNepYnVycOhghCXvBeK/Ba74onELOiOoLihA5htvIm/RIv1zadMHYsmFPtiVu7/RhFWweyiGhw9F74DeiAuME8kiYxIudhv4vv3223B0dMQDDzyAVatWYfbs2eKkq6ysxFtvvYUHH3wQloRWZmoDCwbdDLiZCSaUX7Cb3AIDVwE2sHjyySf1DSwYnJvSwMLeAl/97ykpQdZ77yPnf//TL0W7xsUh4qUXz3dLWPGk0ud79IPAy52UDCM7w8x47bzfy886+5NPkPXue/rlxYjXX4fPdMt1MuIyVMbLr6B4y5Y6zztFhMOtVxwqk86i/NTpOkvuvl1KEDo4H1/GvIJ5t93V5O/nEt9n+z/DL8d/0VdxM7t3U5+bcEufW0RWq63QFmdj38dD8L27A1Z5eqLK4N493Csa92v9MPCKb01qG1paUY0Bz65ARXUNpsaFiBbZ/53SCRHhoWYxdefKQ/4fv6Ng6TJUZTbcAtkpJASuXTrBJXcjXLyr4TLuSrgMngLnE99Bc9nHgKdl7OboY8vAI/vzz4VrhYroM3/TTUqfeROKWO/+bjeWH0xHiLcrtv9ninHB1a/zgAM/Kc0dHkvUux7YLfSU/uN+ILC7IpUit68GOje9HJqUU4xxr61r0fJ8U+de9hdfoICSO4NMnWvvOARcfwN8Zs5odkJjFOxi9lacIhWLGg3cqgSL9aGNXOnefSjds0dxSomPP88ukA4a3hdOR8B114k26sZK4p5ZEo+bxvVEXISypP7r7mQ88rOSsf3t3jEYGNlM8xPe+hfPA2ImAQOvFU8xAHtn9zsiIUDca2rwxrDHMb6vDfqe6zKXzOwuOr5IZC9VmMDo5jEC+w8NhrasM3aN3Y3AXW+L7+VPfBHe4+8xeayrys1F4YqVYnWr7IBSFKjCDmZ+V1wBr8svxX6HFGxM3oj4rHhhv2iYdTYGrirRRWJwVgIGpR3FgGon+D58CHA3+DzXvqxMwhrq7mlsguyfFUh/8QW9XMjBywvhL7wAnwun65NVzDrvTN+JnRk7sT11J0qr6zuN18JVMNYcMDtMbb4qteCKEKWE7cbOjCQmJmL37t1C58tscHvDXgNfFXbwSn3iydpiJCcnBN5xO4LuvhsOartethc9ugy4/Avgq2lAym5laf3WWu0oqcrORtoTT+qzKvTZjPzoQ9EowdLwNC3esAEZr74mrJ0ao8zbF90GJsK3Uwn21sRgvvebWPPvSUa9BzWfb+9+G2uTlOVrtYiI2d9Lu1/aMquuFsJs9F9n/sLvJ38/T5PMwrG7BtyFoTWOio8j7W0aaWbREJtOnMP1XypB38fXDcbwrv6oLMoz2zmnoq2uFu2SizdtQtHGTUomuJnhRuPoAOcuXYUtmEuXaPG/q3jcBY5BQS3O2tGPkppQNlThY/37ubrC78orxbI4PXFN5cuNp/H8n8rns2jeKAzv1rRGVbD9M2D5v42WFNk8x1co3tJl+UDiJsCnE/DQwUb1oOeKypFwrhgnMwvx2OKDxgdqJlCRnIycr746r4EOtZo+M2bAZ/YsuA8caPr5lLhVaa/dYyqw8r/A5neV5+/aBG1oX1QmJaH0wAGU7okXWWjqkQ0n5IYTLc+xY+A7aza8Jk6Ag5tbq+8TybklGPvqWn2nz7sm1OvOVp/sU8A//wGmPA2EGgTcOWfww4JxeCXAT7iYUOf85MgnRd2ALUD99NbUrWJ8ZIbVUGvLVQ2u2N3Y+0Y8+mMadiTkoEugB9Y+NBKFr/eHT0Umqrw7weGBPXBgV74WUnroEPIW/YyCpUtFkqlOFnjCBPjNvUpkg8u1lUJKQM1+anGqkCZxtU6szNTUwN3ZXdxjuDFoZKt4+o9rck4D7+ukU0NvA2a9Vbf51K+3Ko1V6HtuIiXx8ch67z2UbN2mf85z9CiEPfccXDo3vmpYVFaGQa/+D3A/jaiIVFQ5J4ri4eagbGbpZbVyU1uI10zu3Faf6OhosUlsEw7uXZcsFsVvXApktiH740/EzDX4oQfhPWUKNCxcoL6Xy8zs4MbAl/o1Dti6QZV63tTH/6Pv0c1GFJGffwbXmGYGVzPBGxQHFPoCl+7bj9L4PSjZE4/ykyfg0qkz3Pr2FVmd1DO/wDdDCUTeqbocp7NLkF9SKdoaNwc9Xt+b/J6Y4b6x6w0xW2eDhGe2PiOW0G7teytmdZtlMQ9HaqG5TLcycaUowjPMFDhptZheXILr4IN+Uz9WpAAcAPk/u/eYEPhuOaV8hrznj4oJhI+bEzItIM0XHeTYuGTwYAQ/8IBY5i07dBhlhw6JrXzXSlTklENbVRsgaatr9F3M6sPMmEu0EgyLravu/6goOHh46M/VqnPZqExNQWVyijhPmOFlY4g6++bmBv+rr0bArbe0KOBVGRJdWz3/z+F04wJfBk1qgjBhs/0HvqnxSkOHHZ8pX9NTtIkJ1N6zeVi0KwmerspE0svVEX0jzJtU4A2c7VSD7r0XuT/9hLwfF4r26Vy6pnyKm3PnzvAcNxaeI0Ya3xwj87BoKa6NHo9y/ykoT/gcZTlOKLt1HsqyqkWTkEb3qXsMPEeNhtf48fAYPqzVmWcmAziJCPFRlro7+3sgMsAdSTml2HY6u/nAl58bl8mD6nXL3PI+ri0oRGhVFf4vPALlNZV4duuzImi7d+C9Vk0AqFDGw2CXSQmOkfXlBCycZWDOBAWDyJziCuxKPCS+NzUuFNX56UhxoD41E06FKajZ+wMw7NYW749oD/9sH4Q++m/k//kn8n5aJMY03jPZKp4buw/6zbkCvefMwYBuJl7j6rWkdmqrz7A7GvZcbuJcKd21C+c++xzFGzfWmQiGPv4YfC6+uNlJoIeLC3r59cSBtE5wcvHGqgfHiWLcozlHcTLvpChUpgMUV1AN3aP4edgadtW5rS2w94yvIWWHD4vsr9qFhbjGxgrNrFfeL3DoM02p4KVejxfLPTtRtP8scr79rs6ysPdFFyL8mWeEHtKWqCnOhvat3nCsLkO2T28MyaTRugb/u3U4xvcMNu13aWtE8dt78e/VcR7gMg6bNczsOhPhXuGt2l9eeizE2JK6RTRo2JG24zxrKw7ozGDMKSxG8KrnlSdnvQMMvaXFnXsu/XCz0FjGhXtjeJcA3Dw6Gu7VxRY555pcHn+jp9I4oO8dqAgYh4rl76PCawgqMotEoFqRlCS6kJkT1169hNOJ7+zZcDTD9VxRWYUBz61EaWWNyFgyc9ksHHJf7aJ0qoudCVzzA+wW/i1/PqLMonZ+oTx30zKg67hGf+TT9adEwLZsfxrS8sswKTYYX98y3LK7yUK4FStF573irVsbzMJSfiMmUtHRcPT1gcbVDRp2wyuvQE1hgWjrXJVwHBVnjqOyoIprwY2+HyVgbv37wWPQYLgPGQyPgQNFkGHO+8SK+NNYdCAH71w9CD5uymT8Xz/vwy+7k+Hl6oS9/72gaZ0vOyaygNbfIHFVmKEUX7KGoPsF2DvtSdy/5n59oMnVppfHvSyKkC0Nx931SeuxLnmdGBvVQl7Dwmi6J8yOmS3cFAwDckPZx8J5IxHmUob8729GH+1pOJWdg9a/KzT37zarzKj04CHk/fSTCITVgm+BoyM8R40SEgKvKVOan2CVFwJvxgFsQNRtEnDjby3ep8qMTBQsW4q8n3+pM/nXuLjA76qrEHTP3Y0Wizd0zj27JB7f7EwXlzt15Op5ZytYLeMrsR+oH+u66CdkL1iA7C++FG1XuRSXMv8RwNEBbnGFcOsaCu0BP1SVOaB85Y2oyq5tzcqsWuh/n4LvJZfYZEWnZtvHcNB5iqYPmQ8sV/ZxX1KeyYEviw84oLK9L90Tvjn8jZjJcnt3z7tiY6EBrWvof8gK3uZaPDOjy0D3wLkDonp6X+Y+4ZNcHxYJTImaIloCs5BBFCFVlQM7FwD5ScCGNxRNHo3kwwcCJ1YANdVGDeIFZZXYn6zcxHqGeiM5txTebs6oaly6ZRmO0fZQKwZQ55FXwdnVG54YD0z8j9L5i9+tqtK38TXcyhMSUJVa26SjKVjM6T5kiOjWx+werwFznrsMLPqEeWJXUiFOZxmZNuf7Rw5XPreETXVWVuwO/i0z3wR+uEr52iNQkUk1wamsInQJ9BRBLxnVzfLtw4XV2ayZYmPmlxrgwrXrhPZWlUJQj86tZMcO0363gxauvpVw6zsArpPmwL13b7j27l0rJbMQUf5KxvhUZpHet3dkt0AR+BaVV+FQagEGNCUf4WqRYdBLtn2kBL1k3HzhSvDdjO9w3+r7hI3l9vTtmLN0Dl4a+5JwwTEnnAQfzjmsBLtJ686TeKnB7siIkZgWPQ2ToyY36JJAVh1RfPp93Z0xNNof645lAS6R0IQEAieWQ5N7Bjj8O9DXfL7E7n37wL3vcwj5v0dRsGwZcn9apCSZqquF3IsbnnkWHoMGwWPECHiOHAG3/v3PP0/2/qgEvWTEnee/EbPVUSOBgPNbxVfn54sEF1e5ijZtqpPkEjg7iyx00J131ikON5YBEV76+S6LoyfF2m4TqKaQgW8HQzg83HEH/K+5BrnffYecrxeIi4XZC2owlYp8tZgrX++kQOF+wI03CImDTcIikx2KRZ02qCf6jJ+D6B3rRBtPZjdbCkX6N/a5UWR5WUTxzaFvhO8roYk4N8IqeUolRCcxV19REEftGZfo8ivyhaVRU9W+1HXRs5aB9NCwoed78DLIHf9vYOkDQEEysPsbYMQ8xRkg9kKj/54dp3NQo1vjCfJilb8DAjxdkGntwPfon8r/niFAp6FK4Fcva03fUsoYhCfr+LpWSjVsl554VgTClclJwvWDhWv844TnZkQEnDt1gkt0lMn6yZbcDBj4FpRViYKtyAAjuhrxc2PgW54PnDsGhJzfntsu4ISMhV6ndW4KvWbqJy4NkVdSgeyiCnHOqYw0Rh5iRpyCg0UhIze6kZTGx4tNnVRVJp4VzVpUJxmi8fAQRY9OQUFwdi2CS5AnXCawGC0OritugIaFVX4ngavnWq1Y0d/dSQR2p7KK9YHviK61x5Jyh0YD37PbgdNrgXH/qv28SvOAnV8qjyNH6n3Do32i8dOsn/Di9hfxx6k/hK7zrlV3YXLkZOEmw9bfLYX2bpQwUNq1OWVzg41lWBw1IXKCaDhET2+OyU1RVlmN9ceV3zO5V4iYnE6MDUZh/iQ4JK1CjasfHDgWb3pbceMwcxLH0ctLyKj85s4VRXB5ixejcOUqVLPTbVWVUuS4cyfOffCByAZTsuXWMxYuXbvCKSQYTjs+glOlMxwCIuDg0RearCxlbKuuhjYvDdWrfkRNz0pUuxxHZVq6SA6wboFJLMP6BUNcYmLEPdz3kovhFNjyiWa/8NqxbceZbBn4SuwLXpz0iQy44QYUb9+Okp27ULJ2KSrYDtWxHE4u5XAKDIDXtfPhe/HFQl9p02z7GBouETHwnfocSuhc0NlPBL77kvNENqE1mT7qei/rcZnQkLFY4a/Tf4niCmqcCPW4hlXFzcHBnJliBrmjI0aLAoBm949Z3k1vAbkJwMY3Fbs51cqGBTcuzX9GW04p3RmcRAc7Dbq1RevJsgKDQGmGkmHKS1PssIz8jBjMusX2FFtb01+XBSEHkvONC3y7GEgBEjfbb+C7/P8Ub1vKbUgztl6lldXo08kXR9MUA30fN0fEhbedDRJ1tmI1YOTIBosz2QaaBZCGzSOENpbXW5exyteFdwJ//UuxBTux0qSJaGvgeNEt2Etk0FUiAzzQyc8dKXml2H4mB3c2pvNN3qkkCwwnKbu+qs00jptf5+WcyL849kWMDB+J57c9Lyb1a5LWCBkCV6a4sfFF/da39aHm83jOcSHvYrDLlS/VSccQrqCx6+SkyEnCLssU6z3WMHD8V/W9hMGvf/fh0J5eitIes+B58DsgfT9wag3QfQos9fm49+8vtrCnnkLJrt0oXLkSxdu2ouKkroahulo81n+thyuUlcDCxtySXmnuzUXdi9e4saI2hpllc6x0ebs5oVuQB06fK8HmE9mAdU71tsn4UjdhLNbQwUrMh7DSmTxZbBhUoNiaZR4FDixiixvAoN2zzcJMxTYl21vp3x0H3Yfjgx/jReHRH/tYRV4hlvR5U2gtHDw4KHN7eMjDookApQtsH0mzemZ1KWkoqSoRvdF5w2DnMnrsMnPCjnN9AvuITlYmD0RcmpzwGPDbXUBRupKdGX0fcPBX4ORq4JIPmw0c1cK2AZ19kZJbiuEGGSKrcXJVbaDUa7YSSLA6/pKPLGZjZkn6htOXUySbsT+lADP6G7EqEhwLuAcApTnAqXXAsNthd1APWpim6ESJVxjQdUKTPxLu646HpvTAsBdXia+HdPaGo66NuK3B4kxNQxN+FgMbMuBqYNWzStC441OrBb4kJsgTG06cqzOxp9zh1z3J2HkmB1XVNefrfLlOzYLYmCl1/dzVbC+Lprgi0QCUfw0LG4YP934osr+shfjt5G9i40oXtbYc61jQ5OviK3xgmSFmAxYWQXGrr9VV7SPZOp7tfxnwtqZ+4o+9yvno5uyACbHBYpXhsw2ncd2ISIRPegJFpQ7wOLYEmspiJetrocC3/rnkOWK42AjlNsz6lh05grJjx1B+/ASq0tNb9rs9POAcEQ7Xrt3g1qe3sCt169fPaO2uqfD8YuB7OK0A5VXVcNU1UGl3ga+fn1+zN2n1wquu1+VEYkdQL0pbszBdBWpxJlCYDnibrgWyKts+VpaMGfiGDdZn3Pw9apdTmfU1R+BrCM93DvLcLup6EaxC/6uUbG/2CWXQHnKzovUqWQTkJzfp7pBdVI6j6UpGZ3RMIC4Z1AkBnmbwNG2pzIE+tiyC4g2XrgB2GPQSNgxg1pKaytVH0oWVlNE63+N/KzpfBiM2qJtvEgZPnMAwc0b6zWl2mT8pp0RU3GcXK8HPsCg7TZSk7QfKC5Ssr6u3shrDoJcZxHMngKAeVtkN+nBf1C+8zv2Z0hEGvoXlVSI46d/Z73wbM66ORQysfe7EP4qESnURaOJcZNvp58c8LyzD3o9/X7gsMADmhJ+rYMZCaRgDXW5sF8+mRq2FHuUrDiurcFPiQkWR3+7EHBxLL4SHizPg2w9aeotz3Nz2IZCwEUjeDXQeYnW5jbDVM+gpUJOwE9UfTkdlqQOqu8yGtveVqCktg7aiXFxXGo0WiF8Ax9gJcOg9WRSXsyCT0i5r1tyM7BaIH3YkoapGK1a4mmszbreB79q1tb6mknaMamvmYVB1Ktpyhtl4tvdj8VDr6oPSnpcK/aCfh4voXsUlfV6gtFCaZUwmztZhYDHxMeDX24CSc4rtzaj7lGxw6p4mA99tp2s9F0d3D0b3EG99ta7VoAUbta2kxwUACwKZ8e02EfYMC2gY+J7MKkZxeSU8XY2odubfzMC3LFcJRoJa38DBqvBzUzP3hL6iTcDs44t/HhHLpSpDI41vFmJTpOxSbB+jxyhBIjP2DHzJjs8bbP5jCZjNZdBTP+Orsv10zvmBr7Ax86hrY6Y6crj6AP2uNOq96TlL+0d6jm9I3oDVZ1eLlS9meOu3z+aqF7XAfYP6ihUvyiJM6TRpLKuPZuhlDrN14/2pzGL4e7qIrSYvGZ67PoF26LXQcOysqQQ2vw3M/Q5tjcPuT+HgWQ1nKqduf+78sZxa+n4eQOfhgHdom451KpTTtNvAl21/JR0AZg4pdeAFppK2TwlQbJXtn+izvRzIK4MUb8OYEE+czSkVmbgDKfki49tu6HO5kvWlpyjbGfOmS/9l3tB6X9KszMHVyQEZBWXYfPIcxnS3ssdiwgYlU0biZgHZJ5WvO1k342JuKKv5ZmuiSNyuPZaJWf07mabzPbXavgJfuogwWM/WNZMJjgPC+jX5I2dzSlBZXYPEHKWSMsLPDZF+bbDiYA4iBgPH/1FcVrhaEdxTsZ5iwRir7tlRi5lgK/DZhlNwdHDAbWO7iq87+7vrdb4scLtjfL3iM0oxwvrWZuf5OTJTTQZcA7jWataNwd/NX1guclPrHSj5yivLE928+P3mHG/MhSpz8HZ1EgVt5GRWEXqE6P4mF084Zx1U7BQHzAXivwOOLAOyjiufYVvB1bqDi2t18g0lMFjP0YKGFeYmzNdNNAVJyC4R59e9k+xo3NLRYg+dkpISHD16FPv376+zSewYZgzoHDD4RsBXd+Gpy5g2m+39SHnsFaroC3XFXjHBXkjNKxVaVsLglxmndgEdECY+rjxmgQoz3rwR56coGdVG2KorbBvWJUAEvdT4tpnMga4V3S9Qgl5OuKy0NGwphkTXZtXWHVMmGM1CLaWbv4G9mx3BoGnkXUChTt/LIKKZ5daTmUVCz7s/SZmojolpeSe+NoefHZ1WUhRXlzrWU9T67ltotV3xcnUWXfBUeExVd4cdZ3JQrdq4qDAgNyymZFGbytCWN3VQYYEbNb7d/bsj1DPUakFvfmmlYlsGYHrfMLg5O6KiqkZ0CeT9QODmi2q/rsrq2OgHRYEvbRWxRdeBry0TOGqRH+s26sMZNWs5KD20AUZ2qz2/eIzbfeCblZWFWbNmwdvbG3369MGgQYPqbBI7JzBGcQdgBpEwi2irbP9UaZNKBl4Hbfep+m9xtv/WVQMwUGfzU1ZZo9e3tgs481c/o60fAuH9gMs+AZwavslwEnD6nJJpGxDpK3SWMWoWxFpQUnFUF+B1mwC4+SiZ3gtftpoFlKVg0RYzbapvtNETGB4HwgDKmpITc2R8D/xa+7URy+PMvHm4OKJMd6Okztxu4XXGDDflDiosCPPT+eJyMmqlzzMm2BOZBeXCo1tFlTsInW+qQXE6OwWyEFjtW8XVPWY91RWIECP06TbKikPpqNAlNy4eoMgcWDfJjOSgqNqJaWVwP2io0Q7oqqw6kX0/KYmDtoD3MNpTqp9B/eJJQief/YuUTLUNMFJ3fpVX1djlaqrJge9DDz2EvLw8bN++He7u7vj777/xzTffoEePHvjjjz8ss5cS68EBkQMjJQ8k72xt1bYtwUwnAz7CAJAesDT11sFKU+rfDAe8+LO5aDcwUzaJnek4+uQD2z9Tgkd2Y2oANRNCOvspRX7drR34MkigG4Xa1paWUMVGZkftAFX7lpZfipr6WbbGULXNzHxnHIBdwDHijweAvd/X3qx9m9drllfWoFinv7T7wJdwos0xRw0ief2NuEt5nHMKOK72pbYs6gSWjSxU2IpcZbNO4iRI3KI4caiZdi6vs4MgGXYb7Jk/9in3qUBPF/25xXsAvYwDvWolNZUh/YGqMkUqNkbpUiq0vurqobWh1liVf7FeoyGYoaZ/sQltii3J6Jhaidw23Upiuw5816xZg7feegtDhw4V7U2jo6Nx/fXX47XXXsPLL79smb2UWA8OiAwqawxa557dZnufAINeVdvLbBMD9Hp8uy0RG45nwd9DKTRip5l2Rc/pSvMHdans0G/Ab/co1kT1oO5UbVpRo9UixMdVmN9bFTqGCDRA7AzlJswAqsKgvacdoxZ5FJVX4/Q5I7u4qRlfclxX9GfrsOsVgwY1YKLTiBE8fEFP4SxCYkO9Eextp/peFWbm2LDDUK5Bb21XXSv3LR9YZTcY6Pl6KI0sVOhgEx2oTHA3ndAFvpRBUbrWafD5RW2UinEyaqewBbbqUT6jX7jewu2fQ+nnJTyqvTtBO+ZBICBGcXPoqmuOs+troKS2ANgq0F1Dn8Dpp4zpDcEVofABTTaHsSYhPm7iHmJYO9KuA9/i4mKEhCht6vz9/YX0gfTr1w979hjonST2C5efeVNzcLHNwLc4W+/kILStzJTRlqYezg4aHE0rFIVHZHd7yvjqs77/UR5XFClevswcnDte52X0WqSml0zoGYLB0f64ZKARxVeW0vd2HqZUJXMwp5+ti3lt5tqKoV1qq53XHDFySZJNO3x0evojS2EX8HNTV4FoSddM0wr1HCworcC+ZJ2+19pFlZYi54xiR2eonx1yk/L47Ja6UggLQU3vo9N76Zf3VdRjvCMhR3QzQ+YhxYVDLSTlvjGTSGjvRWcYO2XpvlS9lvnigcpxoNPF8gNpSMguPn/cZFtttYhvrC7rS19fOnJYO9vLRBOZ8H8N6+RZy8ICRMMJiw0wTL2vJuaK67tdB76xsbE4duyYeDxgwAB8+umnSElJwSeffILw8JabTktsCFVjpBYccQC3JViIwECPDL1F6QTGALiBJUBmAnpHKF6hSTmlyCwoQ7siZrIyiBNqwFhIUu9mywIE1eKHLTzpdGFoeWQVso4p3sOEujq2uuWExcYG89bQM8QbXq6KVln1Em0W3ujUrC+zqE0UJ9oM7LqnSlaY7TXCvWDRrmQ8+st+fXAytoedyxxUeK0xa2q4ykK5g9rBzEpZX1bauzjVvZ2P0wW+LD7alZCr7KtXCOCjm/Tu1BW1aRyBwbpg3Q5hgPvTziTxODLAHUN0dR1ZheUoLKtC92DvhnW1Wz9SdL1042A2lWz/WLmfWIPyotrzI6QPEDuz4dexMyJrOhrS/rYhU3Vd8SqqFbvQdh34Pvjgg0hLSxOPn376aSxfvhxRUVF477338NJLL1liHyXWxiu4bkOBjEO1RWRtDcX96qyc/eRpes5iPGYO66FW8gYb6LvandzBUOtbXQaUZNdmcXSsPaqsyrCinjZv645lCluptpE56PS96QcVPbKd25gZ4uCgEY4Z5HiGCYWUauBLnaFh9tAW4dKs4USYE08joP40p1jRn9Nbe3jXdhL4cuLGArGso7XP+XZSLAfJ4d8blGGZGxarvrnimGgQYqjzVROIG09mKdfd8DuVMYNL+gd/qW0bzn22U/Yn5+sLl+cOjRTXITmh0zxzzDsPuv+c3aq0blbdjAxdcqwBJ0zs3EgmPKoUuzaERwAw6DrhSGFLjO2h2MWRraez23fgSz3vzTffLB4PGTIEiYmJ2LlzJ5KSkjB3btMG5hI7gt17Bt1QO+PkAGELsFtZpW5wn/yEEuSx41wDrgBqIwsGfLzZtsvAl7D7mapTS9oB5CbW0aqp+l4WX9FS6ufdyXC0to0UAwAS3EtxDqGUhho77/a1SqTqfAvKqpCab6R2Wf3sCC2LbBlONEt1k2Aa6Tfj3at200rOLRE+vmRwlL/oqNUuoFSFhcD1Jpt6SypaVOnaqVsSHk8GfycMbM049vXvpARLQurERkT07yX0GmaBFxlq30VtC3XZXg7xc4bU+t+eyipChJ87PFwaONe4Mia8z3WfGycFatZ36weW1/qysHfL+7Ue2HEXN/w6JgcoEaPcwcYI9nZF92DPOlaZ7d7HV8XDwwODBw9GUFA70WxJamUOonGFxnZ0vtQVqv3kWUkePVapcmXb0Ea4f3J3XDywE/robgC72mPgSyY9WZs19OmsZAkAnDlXLDbxkl4hOJFRJDLhalbEKlCfxkYopPelyv/dpwDTX7S/Nr0mdDVaechIuQMDkiDdikX9AMrWYOaeHQNN8HxloV9xeTXSdTKjib1qM0V2D89frlpQRqC6OxAGUWqDkt0LLB5IUeYQFeAhupQZMraHcl/2T9uMol06b2HarKnevYHdFf9zO6Wkokroe8mk2BAh+VDpE+GLC/uGNZ2tZ+MKShvquOQUKMGvJaHEQb2OJvy78Wwv5U97/mc7K6716KZbVd1zNlfRkdsJRk2758+fb/QvpOODpJ1waq0SRBUkAYlb23pvlG5l1UpVOCY/qQwWaiFJI3QJUmak1H3RX/VQar64QGlu3q6IGqHYK51cBez7ARg/H/DvImQNKhN7BuODtScxrY+VW1Af/q32MQuheKOhBrKdFLUZQuskSi1pVbs3KR83mSJ3OHcMOHdCyQZRvmNrVJYBfz+mPHbzA/roJjHNkJhdgsLyWps9BijtCrYtZgtgehsbVt2PfUgpumXRFJe1uZxtQTih3V/PU5UFbh+uPYWJDnuRdKYccTSBObNOsVtTs72NBV12wJ/701BUruirrxpWt9uZWtTcKEJm9bkyaYmZpPgw0yWH7aiZpR95D+BpgYQedcWb31Eeh/arTQY0BFfwuA+UHtogU+JCRD1DZbVWBL+GNme2jFFnfHx8fJ3tyy+/FEVt69atE9tnn30mntu7d6/l91hiPagXdVFM+cVg0JaFN9TJqSbfMVMU/0wG481kUtjN55P1p0SLRcILlF3c2iWqwwOzvv+7RGQJ1hxVAl+2MPV2cxLLzt3VLkbW4tAS5X9m52mQz6zhX/+qmyFrJ3BC1a+z4h19OstISzOiZt342R37GzbJ0aVAkS6LPfA6fZfE5riob5jeOi/Mxw29wqzTytdqhPZWNJj1raY4TqlNZqgb5YTGwo0sWNBl2MiCwV+EcyGiNenYUKq0NNavmjm5AwOvgT2jFrUFebmKwl3Dhj27EnKa9tN29wNG3Vv7GTHrS/kc4WRFDU7NzapnauV6F73SePOeGp3EMHKEza6MTdUVuNmb3MGowHft2rX6bfbs2ZgwYQKSk5OFfRk36nsnTZqEmTMbqUqU2CeRwxXTbEI9mLpc3RZseF0JCgiXpLj0s/ndZpeG2SlqT2Iu3F1qB5d2qfNVMxj0xyW5CSg/8Bu2n87Rd7ITrUy7BaCbTpdlFc6dBNIP1GZ7GexSNkNdto0O5q1FLXDjBItLsUbrfFUngJ1WtlQyFkOtqpFFbWp3J+EqYHAetjtosXhqTd3n+HeqVlksYtrzrUV3IS7CB/dMioGLzsNWbeRzVWg6quGIn1KCoc1Lqm2P3W9ObaMiO4RtmlXp2pwhneFs8HdvP5ON77YlNj/EsD5CLeImdHiIGq37JZ8pMi1zkrQTOLBIeUxdbxMyPeGCw/scA18bJdDLVe/HvVH1i7YDTF7jePPNN0WjCnr4qvDxCy+8IL4naUfQYkW1viGsgm0Lck4D8bouUT0vUkzHVcsuesI2AQdDGrmz6plZT6LehNt11pcBx8YP9S08ubzMQo9542OsK/NQs72ES3rM3DNrGNn052bPqEusTDap/snNwvbNXDInnGBy2dyW4PKsOsnseWGt1WEz0GXg3h/2iOBXDXzbJQxS2EK9UGfzptL7EiCgm/KYxUwWXDXzcXPGkOiA867vSR5ncKimC07n1yB/0xdKsTIZdjvsmR+2K9leMreezIFFvJR+NDvJ4kSc95bUeOVrvv6CZ5XHlNWZc2WKGdy//6+2SHTa802/nkknyi+CesKWGRSprHBRSphXUtE+A9+CggJ90wpD+FxhoQkWPhLbh0t3nBG7eLVtgdv615TqaMPAjtonLpsbYfHC1rwcCNWAhFokej+2S1hlz5sta6YKjqGP5ozIelPrR31zsU4PZ/XAN7QvENxT+dyoh6S2rZ1iWOC22thGFiT2IuV/LoOqzT5shfWv1gZM7HplJCezivTWbnRWaTeNK+rDFQw2gOD5bQiXsdXjVZBcayFmIXiNq8VeKl6jbsbSmlFwRhVc9+uyztSyRgyEvcJx7OddSuA7qlsguupqOQi9olnQ2yPUCEkXA92Mg4o3teFKp+przCy+uZxW4r+tTdhQYuHfpenX+0crbaRtfIXkhpHR4n/eUdXuee0u8L3ssstwyy23YPHixULuwO3XX3/Fbbfdhssv13kXStoPYjlmXG3G19qZqIzDwP6favclvL+ilePyuZFLQAx8mfFVtYV8nJDdPtrkNsjEx8UgxOHyMacfhA6rsqYGb604joPW1DezaQW7RRG1EIptppmlt5HWm5Za/lPlJCbJagzble7TVeDbArzejvyhPI4YUtswxUj/3rySSr0ExNvNfruDNYmzm+LkkLT9/O8NuAbwCqu1Y7TgGJqSW4pl+1Pr+HR36zUQxV5dMM1hF9wrdIEJAyo75tc9ySjUTeJvGVM3gKR1XnlljRj3jYKBLjO+htn4qc8AHrpJ2t+Pt95OjEWramEoz4Vx85t3MDqzocH287bGsK4BcHFUgvONJ85PiraLwJcd2i666CJce+21iI6OFhsfX3jhhfjoo48ss5eStsMvsjYTRZ2aFVpw1mHV00qmSeNQazfD6nIOVs3IHFRiw3xw0+guGN5V0V6SnQlW7sluTULikBo5Szwc53gIc6MLRACidrOzGocM3Bx6X1a7vDrybrR3hut0vsw8VRnbLIRL4qqtmaqLtgWoTVXbqo590KQMVPzZPNE9q13LHFQ4Ec8+eX7BrZNrra8v24kfXGyxXegR6o2qaq1w0hDs+RaapB1C6nSD00rxlJa6XiPaTNsqLFhbsCVB36ltikGBlfi+Fujf2Q9RAZ7Gf27sJJm+v/Y52kFO1zXkKs4EVj/X8h3m7/7lFl1Bmwa47JPmux0y6FWLuW0cN2dHIaMjG46fs4vVVIeW+PYywM3Ozta7POTk5IjnPD1t0IJH0noMmwyohRHW4PR64MQK5fHgGxVpA2ExApcPjbSaobn7+J7BGBjppzfOV4u+2iufO1yJaq0SoIxM+FRIPWhoH+jpYp0d4OB34Oda+UVQd6UAiNkuG1+6MwcsIiRVNVrRWcrkrG9+ElBsA8UizDhtflt57BetGP0bSX5JZZ0OdvSRbtewuJTuHGw6UB96HnsG18pGLJT1jfR3F56+LPwSXfaOLRcFUrPD8zDS4Yh4TVL05UY7ctgiG0+ew+ksxSHjplFdRIMiQyh7eHBqj/NaODeKT4RSy1I/W8923GpzmV1ftnzCQhcHdSLL+xat05qD+8LzyU5Wxvp1ViSHKXmlet94W6bFBn4McgMCAsQmA952Dj1FVS3tUSsFviwEWPmU8tjZE5j4n9rZc8JmJetrArwY6Tc4rIu/vuq3vUL928LTrvijRqlOdjz+JwoTdoulP6tV1FPryIIf0u8q5f9Nb1mvHWgbY9iSd1eiCZMsdXWFYpX9uurvtoQabbVga/QDjVsvNYCnqyN83JUbd4SvG3pYc7WhrcbJUfcA3qENf2/MQ8pjXhcHLKP1dXJ0EDIbNqpRmmrUAJ2HYnh27erLYodpsGe+3nxG/M/ahSuH1i1qI5zkV+iKKY2GiRUWbRrCsXLWO4Crj/L1kruAsw1IWZrrWLlNtxLOQJb+882Rn6xIHejNbidMNci624O7g8mBb01NDZ577jn4+vrqpQ5+fn54/vnnxfck7RB2uFGzvjTZN7fFS0OwoEC1Txt9f+3NJHUvsOW92h7nRsLq8sV7kjFYV3iUnFsqtGDtkVVHMlBWWYO3quZAq+u8NzHlC8SFW9E/Nf5/yv+06BpwNVCUpSwD23FBjSnQQUR1EdluSh97tgFmcwjxg5+0rdcxs73rXlYes8CVXrUmwMYC+5KUbPfU3qHt08asPtSJcqWqoU5bzPp6hdZmfS2k36SsYQgn+AzS6L7h4ASXg8okal31ACxOcLWL5eiGoDf2umOKjvSKwZ31/tAqrN94+a8jpnu1c1xiK/X68LmrvlHGMbo8LLxGcRkyhn0/AT/rbP9cvIErvlAKIJuDReSUx9hRAfDkXiF6Gz170PmaHPg+8cQT+OCDD/DKK6/opQ4vvfQS3n//fTz1lC5DJ2lfcFmM/obWkjswm6tqqjxDlMBXhZ2QqIXk8pQJsMKXY70ajLRnuQO7GZF8106o6aIs1XXL3YiJnmetswPlRcBBnZsDsyheIcrn5uiiVJN3EEboNOWbTmY3baRvCJc2RatwXeaHxZ1txf6FtR2+hs8zeXn8hWWHhdSDNNk6tj3B4GjHZ0DilvO/x06Fqq8vj6vq52pmhnYJwOhOzkrigBZ5e74BKhTJybfVU3E2pwSndFIBe+MbnbaXsG6joWwvMbqwzZCETQ1n4mMmAzPfqm3q9N0cIP1g079rx+fAknmKGxFtya5cUGtr1xyUFPW9AnCykizNDLBotbO/u76RhckZd1sPfL/55ht88cUXuPvuu9G/f3+x3XPPPfj888+xYMECy+ylpO3pa6ALo27MkrAxRb4uSJv0OOCqG8SoWWP1reoyYQLsGOXp6iQyHZ66ZhbtUe5QWFaJdceVGff0PmFwnP6CPuuLtS9ab3mcnY/IoBuUrCUDXxYjsvq9g6AWU9LD9mh6gfE/qC658qbJoKUtoKRo3avKY9rPjTet3S5vfOt152GAp4u+2K/dw6IlWpud2djw94fcXOvwQJtGC/n67s2oRErfO5VrTicvqvDrjjU1g8Rjw1bm9kJ2UTl+0lmYsWajoeCWgW+Ij+t5mWCjKMpUpAkNyeiG3FR30vLZBCU5U/+1DIiX3K34/xLKJG5YAvSYavx+0ONcZ0lpT8wbrwT2xRXViD+b274CXxay9eqlKzIygM/xe5J2SsRgIHZmra0ZC5UsQW6CogUlXOoZdGPdJSBq1qJ1nXVMgMusHCjPnCvBEN1NeFs7zPj+cyhDP9ueNSBC2L9levWq9aRkm2dLQ79Kwht896nKhEXjqHhCdyAMXUSoLzea7lMAB92N+8Q/bWNptOd/dSefautyE/xkzxUpQd203qFCe9phYEEUgyM2/agPkwfjHlEe555RiqYswG/7MvBPfpRSHFyg7IfzuAfQyV8pQF9rh4EvnRwo4SJ3TWg4e6o2rmgRTKhUVwDJ9byYVSb/Fxj3L2Usq6kCNr4JvDdQaQ+/+E5gwSzgkzHAvh+U13sEAjctNe1+xQkTbSDtkAt61+p8N9i43MHk0WjAgAFC6lAfPsfvSdopXIJltoIw+FTdFswNPRPZHpnMfKNuVSstZuJmKz3WW8DomEBRfTpSV3HPJb+0/FK0JxbuUIIVujfw72WG+4uQJ1CtcbFO1jfreG119MBrlM+PXcn4WTIT1oFgdbnqorHZlIIP2k3p3R1SGg6gLEllKbDhjdpl1+F3mfwr/tiXKrykyfSOInNQiRikZMm5ytEQHEcDdHrSda+cb3/WWgrScGnhD0hJTVa6xRGvUGgGXC20mGTHmRyhwbYXuK+qzIHuPGxaUR/KiSgj7xnawloGr2BhBdlott7BAZjyFDBvXe1YVpimNL+gLEj9vGm9SfeT21aaVtPACS5XeOo3QbET3Jwd9eOdqsNuN4Hva6+9hq+++gq9e/cWTSu48TFlDq+//rpl9lJiG4T1V/RK5JgFOksd/6dWPzzgWiBqZN3vsyp24LWt0r5x+X+EQcV9e9L5Hkuv7V1/1bBI0a45q6gcp2vCkNP7BuVFHJyZ+bV0tpcMvF6xbcpNVL7uCMVN9VYZRupu0IfTCkwrKGJBIKmpBFJ2wqpQo1qkc3LoMrZFWsNNukDf280JY2Laabe2xuDx6ndl45pOfl9tV1uWpxS6mZOEjYisOAOfrD21DWRG3CkKplj4RiqrtfrPyB74YXsiCnR+0HdPjGmwUNLBQYOnZvUWMogWw/Od1mNNTUbYROn21cCMN5QAl3ULvpFKAfio+4AH4oGrv2+4WK4p0vcpq2N2ujLm4eKIIC9X8fhQagHS801zXrLpwHfChAk4fvy46OCWl5cnNnZsO3bsGMaNs88PTGIkzNypRWUn1yiZIXNBrdRynY7Q1be2X7oKrXnMsATEpTAfNye46/rZbzOl4t4Obg4q1wyLqlPs4d2pl1KZTFY8ZRkfUZ4P+35UHkeNVrx7aQrPzzXPSoV1Nip3oO7NJH/LHtOUzC/Z+aXSPc0aFGYA61+vteBit0QTKa2oFqspqs2R0X6q7YleM5QmO40RO6O2VmHnF0pnL3PAydWZDXCLGY1phUtq7SDpKEFP726BcNV9HitNkd+0IeVV1fhio2JhRrnaBfUaVhied612q2BXwvH/qrUwawyuZA2/Qwlw71gNPHwQeOQoMP3F5lsRN9W0wi+q5T/fxmg0mjryrtVHbff8atGIFBERgRdffFG0Kub2wgsviOck7RzOsnvolmBZvKS2EjYHa55X9L1k8hOKE4AKBzN2sTm5utVvw/7uq45kYqjez7d9ZHxLKqqweI+yJD6uRxCiAj3E48yCcoT7ucEtegjg31V5MXvT7/3e/DsR/x1QrFvi0t1oxbIhzeGZEemAGN4IuLxsNLQzYmU3ObvFeo1jVj+rdwBASB+gyxiTfwWL2ljQ16HcHBqCE3Uugzc2lorOYBpFL7rCCH9XY2BnuOIsePoGIa4svrYwSzeJcndxxARdRnTl4XSbr74nHNcyC8vF47smxIjMbkN8uuEUPllvpNVYY3Cy13mo9RtHcGKbvKtFhdu2xNjuQfqJ7uojme0r8C0rK8OOHTuwbNky/PHHH3U2STuHBu2q3GHrh0qjidZCGxn+LrWIbmi9PvL0fy3KMMsSEFt6nsgsxHBd4MssXEaB7S7JGMuyfWn63vXXjYjWP3/poE54enYfIGyAskTnpssirnlBWVYzF+xWRTcOwowFW6IyA8xCEX5uHUzmoBIb6i1WGMjfB3XyAWMZcE3tY2u0L+WNV50Q8TOkzri51qoNsGinkt3nqsr4Hu28TXFT0IGGn1tjzg28HlVv5ON/A0eWtf49mTVkUdW2T5SvHV2BkffUecmMfoonO6UDm0/ZttyhsroGn6w/pW+CcjELdhuA+l6ubnXSWWq1CsocuOph7VUqOidRamHH9AzzRpBa13DynMjCt4vA9++//0ZUVBRGjhyJiy++GJdeeql+o/xB0s7hUgxnxGp2obVFbgy+frtb6VTFgPryz86fbTPTy8GcGahW0jPUS7RSjQ2rXcpqD3KH73UyhxBvV0yJU7LlXPbjRq2vOKasNg/uqfwAJxJqoGoO2GWMbXYJO1Tx/dhhjwUbdp7FaA3MTqld3PaczTVtKZaa9sAetUEUfX0tBSewf/1beUxHCb4v2++2YOVh00klmJrUK1hkGDssvN4qS4CkbY2/hk4BasOSZQ+1vk012+zys0tTsr25A+eh3KtusMjxQW02sPyA4vltqyzZk4LE7BK9XVZjshk2JGKQxYlmq6HMgfc2M6wwmpRp5goPC7jtmKgAD9w2TllZ5KoPg992Efjef//9uPLKK5GWliY6tRlu1dW2Gd1LzMyMN5VONGTr+Q4fJvHPf2pn1hc8p3QaMqSsAEjcpJj6s6q2lShteyGCQVXna6sXp7EcTMnHvmSlU9HVuqI2Ep+Uh3//sl+0MNbrRqnRDumtfM2K7zxdsNoaqBdWLehY4KEWILIwq9tEwLODFTfVY1RMoD7DlqC7iRsFT1S1yK2iCNj1lYX2kMav3wGpe5THYx4Arvqf0rHRRJjVrqhWgvtLB3ZCh4bXWlg/pWi3MdiRkkVShDKhZQ+3vFsff45WW+z4x0UYz1A8kTVNr/PXv6WbM8b3DNLb7DGraotQhvHuakX7HO7rhquHK3ULDXE8oxCODhrhpNJqOGmnpSBlKhVW6O7JTnB7f1S8s+0cRwcNrhkeVSt3sFGdr8mRREZGBubPn4/Q0IYF5pIOQEgvRTemugQwG9USDv2m+IWq2ZFhd5z/GlrDsMAmZgrMgYeLk9Bdujo76G3NNhw/Z7ctPFV/S0Lp21yDm8Px9ELxHBt36G/El31W24WItnF/PtL6trg0facchbDLHvWpJPYiYKTpVljtDdrKqawx9UbQf25dKYIlKEit1ZjSe3nE3UqXMQfTs7ULdTIHujlM1DkIdGh4DfDaaKp4rd+c2iLCI3803D2sOXgN8zNk4Kxz5HCY+jScPbxFUFgfVe6QV1IpOm3ZIj/vTkJKnlJAfe+k7sIuqzFYTNkt2Mt8hZRMEtDT98x6WJyjfwGJm2u9u+2c1LwyfYdU6nxt8d5q8lkyZ84crFvXiGBf0nEQy6A63eaWFmR96dKw5K7apaVLPmo4o8uubVy+o6OEmZg3PgajY4L0RR7pBWU41sDNwR5IyinBb/EpegNxw5bM/JvO87SklRKzUGpnIDZIUJ0YWrpEvlEXSFOOono9s1EGs/USsfzq5+HcsoIPv0jlJiyO6Rbzyx14U/rjfqAsvzYI4yoMNdsmkppXih1nFDu92f0jOqabQ31YszDo+rrFug1l9me9DXjoVkb+eqTWAtBY6J7CFsXsmqh7X82Aa8T1fzyjbsaXTO0dCmdHZfz+ywblDnRy+GCNMpnmmHbV0KaLY28Z0wUPTOluvh2g5CByhGWtH0lprtIQit0azbCiaQtotVq46M4tFiUeTLG9+4DJR5qNKhYvXoybb74Zb775Jt577706m6SDQKse1dqMg23mUeN/lsvrP14DVJUqGd05Xyk3+Pqk7FG0o+YooKt3YbKgzdDPd72NG243BiuZq2qUGfV9k3rU0VoyKI4N827YQSO4l751quafx+BQ1MKb345PgYwDymORKfRULLGoH26sA1IH1PmqXrZH0wpEIY5JTPi/WunIHw+a93rYvQA4uao2u1ySrVzbjqZnn5boJmDk2hGNL0t3KBjUsumOm2/Tr6McaLZOc89JyLeXKS10jYVjMP1neY6QC18RgRQD39NZRee5N/i4OWOcrvDwn0PpqLIxucPCHUlI0/nAMqBtahLF8ZxWWlzNMyucsEz5LywKdcRcWYmZhPZClyBPhPnWJmBWHcmw/8D3xx9/xIoVK4SN2fvvv4+3335bv73zzjuW2UuJ7cHuaazcJ9pq4KfrgNI844rZfrxaKa4iF76q6HcbW0LPPGz2mTA9Vf+z+ABySysQrbP9svVOMw3B4H3RTiUDODE2WHSlUzmdVSySeQ12Meo2SblJ6kz0NeWF8F33pOmSh3MngVXP1nb4Gnl3bRaZAXAHLmprTOebU1Jp+uoCi0nZ+pmcWq0cX3OQcwb45wnlMS3nWFzDDJTaNc4EGHz8ujtZn+HuE2G+FZp2AQPT5lwb4mYBox9QHrPl8XeX12bim4I1EnSPYDMMtbg0asLQN5UAADsJSURBVIR42CvMGyHebsgrqWhU7pBbUmlT7ds5af9wrZLt5fh8+eDOzdrnPbv0kOkTyubgZISuJi1Y/TAKFv6yOJwyP46X7QRnRwdx/QfrmlmsOWp7tmYmRxRPPPEEnn32WeTn5yMhIQFnzpzRb6dPt9JDrwlycnJw3XXXwcfHB35+fqJjXFFRUZOvZyFebGws3N3dhRPFAw88IPZbYibo1aq23qSO7dfbmm6MQJ/ery5UfGTJ8DuBEfMa+QDPAFlHgZ4Xmf3j8nJ1ErY37HSmyh12JdpXC0/y2YbTqNBlau6fXHeZjwPPC5f1FS4P59FtAuDoonxWAxU7JdfkTfqiGKPgz9KNg1l7culHiiyFjUhOrVWKQ1StrwRjutcW+LVokjXhMd0DLbDODJ2+WEizeJ7ix00ufl+xwgrtozi3mAgLKU/rGnRcMjC8wc5aHRpOKDiRb8zaTIUFvsw0Ek5Of5jbtGRIlaqU6gJXZpenPK3/dmSAB56/tC9CfNzOf6u4WrnDnwdSYSuwWYXq2/vglB76Yt3G4Dju5KBp1N+3VWSfApbcaZm24SyiG/9vIE4nO2tH9DSQd+WWVIjJjF0HvhUVFZg7dy4crKxHYdB76NAhrFy5UvgHb9iwAfPmzWtcb5aaKrY33ngDBw8eFC2VacXGgFliJtiSkR2IwgcoX3PJdNUzDb+WWqnPJtYGvQxohYF7I7DIg5o31TrNzPTQad+YKVVbeNpqkUdDZBeV6y3M2Ld+SHRdGxwGHuG+7g0HIM7uytIaP6/JT0Grk6w4rPiPUl1sDHTzUKUMlDio/pPMSNK/V9WlSgRdAj30kxCTC9xI5LDaAs+0vcDZJiyymoPB0rL5tZ8ffbOZned50cKJ5i+6bC+5oHcHblrRGNRwlhcok4umEHrfd5VWuIT6zw+GAft/Pm9FxjHnJDQ/zq1tkkE9MYtX692bmY3PLz0/a+nr4az3WV66L80mgpPMwjK9b2/vcJ9mnUH4t3EFheO5ReAkkE4ZR5aa9/fys+RGFyOv9ud1PbxrAB6+oCf+fGAsNj46yfwylFZicvR600034aefzNixywiOHDkigtYvvvgCI0aMwNixY4XMYuHChSK4bYi+ffsKOcbs2bMRExODyZMni25zS5cuRVVV21/g7YZJ/wFu/hMIjlO+3vIe8NkkxXqJs+X474FFNwLf6ZZRCfuZz/2u8e44BWlKIQ8NvVtQWW4MXALMLCgT/6ueluuP296STGN8sekMyiobzvaWVVbj+WWHcTKziSV1VpFz0HVwgvaq71DDtqbk93sUt43mlm3ZAIMw42+ogwuKBQbf0OEtzOrDCciY7orc4UByfss0lRMNsr5/zkeL4aSF9mWk8zBlAsqix0lPtGiiyYBp2b5Uve2UxYIQe4aTy+gxwIGflVWRpuC4eMWXtZNHujQsvh34+iJFmrL2ZWj+uA9BP8+G5uRK5TXsjHjNQsWNox5rj2XisV/3N3jOXTVMqa3gatey/W1f5PbOqhMo0TU9eGJmXLNZ3KzCcsWX3VLnHLXulPRxcmEO60cVuiH9/Vjz54KdEuHnLqQ0fSJ8bXL1x+QwnF69r732Gv755x/0798fzs51iyDeektX4W1Gtm7dKuQNQ4fWDspTp04VWeft27cb3TiDMgdKJZycGv+zy8vLxaZSUKAsM6lexZaG78FZrDXeyyyw6QRnrpOegOaP+6Epy1X8QFVPUAO0Tu7QsoCj35XKE439jV6hwJRngMDuJhXymHLsugd7wsfdCUVlVRjW1R+bT2aLJWie37Z4oRqSkluKrzYpvesHR/lhRFf/On/zqcxCnDlXBFcnh8aPBU3zxz8qHta4+SPvos8Q+Nft0FSVQvvrbdBykkIZhIPBtaKtgWbdy9BsVHxHtRpHaOnGwXNAfZ+AbspmL+dvKzHlnKOt2ZL4VJRV1eBAch4GROoaFxhLp6HQxEyBhln1jEOo2fNdrWeysRz/B5oVTwk/Fq1PJ2iv+hbIPCI+W0QMUl5jotZ7yZ5k4VFMxsQEGj122d1Y11r6z4Vm2cPQnt3efBdKSpGuXggc+AmalU9DU5ypZH+51frpcAoEdJ8GLaUqnsENXndsKkCXhIRzRcLyy5CJPYPESgSlBT9uP4s5g9vOe/lERiEW7lDs8ChBG9UtoNlz42i6cn+OCfYw6jxq0TnXfSo0x5ZDy5bsaqFpa6iugGbvj9ByxVRIzuzj/K8x8dgdSMnHuaJyTLKiraGx+2Zy4HvgwAEMGqQMkJQQGGKpgCE9PR0hIXUPHoPXgIAA8T1jOHfuHJ5//vkm5RHk5ZdfFhrm+mRlZYlWzdb44Big8wSztpykpTgUZcBn+5coG/konAqT4H50MRyLaz+XGldflEeOQ/GgO1AV2AvIbDyzqikvgJbNMTT+wLlsix67R8eHQYMSDIlwx+aTSvefXceSEB1wvh7Olnj2r9OiKw6ZNyJUnJuG7DyRDSdtNZzKC5DZVNaX11H2UThmn0BW8Fhopr2PgL/vhqamEpplD6Fqw5soHnSnMMJ3yk+E69l1cE3aJH6uxsUbeVPfQoVrF/F5OpRmw2PvlyjpfzNqPDuOf6sp51wPg3qvv+ITEO7acPvVpnAY9TQCU+LhWJYjgqhs506oUldbmsE1YTX8Vs2HBlrUOLkjZ9qHqCqsgs/GD1HtFYZiJ9ODHv7dX21UlqZpYTQ+2gOZTVzf9j7WtRaH4Y8p14eRxwhhk6G5ahi8dr0Pt1PLoakohAMnp9CgwjsSNQHdkT/pTYB9Fkoa/p1uLPqqrsSO4ynw0upalhswI84fC3akC532lsOJ6B5khra/LeC5P06Cu8ok77zhwUadR928tLhnVAiK8nLQeMVP688556jpcD27HkWpSa2uXXA99Tfc8zNQ0P8u1Bh7HtgANSYeu10nsrErqQC9/RTXDWtQWFhomcB37dq1MBePPfYYXn311WZlDq2FWduZM2eid+/eeOaZRjSoOh5//HHRoMPwZyMjIxEcHCyyxdY4uXiS8P3s5mbASUnWNLim7IKW+rSLnkMNl4bY9pHdnzoNhauDI5odLmqqoVn+CrTMPA26wSrHjm0uZw5yx3sbFI3iwewaDOtlu4HbzoQcrDquSEZm9QvHtEHdzntNenwu+kUHGddkJn8fkLQKlSH94Tv4Mmh9fYClD0BTlA6ngiT4rtc1NjBAy5aoV/8AP2bkVbb8BI22CB6R3ZUMcAfBlHOOl0ln/5NignUws/y8ybxR8Geu/Braby+FpqYCgf/cCe0925u3y9r1JTT/PAqNtgZaWghe/hkCek0Ajv0FTU0htGOegqev6ftDXfypbCUhMCjKHyPjIhGkq+Zul2NdqwlRMup0YvCPNv5nIumYpLgm1dRUoyb9ELQrnobLuAcQEt606wHp3TkfGWWaBs+5W8Z7icCXrDxVjNG9jd0v88HVts1nlMJzevaOMmEfIkyQlLf4nAu+COh/ETxaG8CV5UOTsg7aPrMQ1LUf7IkaE4/d0EpXbD5bDK2bL0J9rXNPcHMz7n3aVHH8yCOPCD/gpujWrRvCwsLOm/1Rp0vnBn6vuRnAhRdeCG9vbyxZsuQ8aUZ9XF1dxVYfftDWGpx5clnz/cwCW6ue3QLN0aXK8mvPC5TNFLiEW5gODe1dWvi3m3Ls9ibl4YM1J/DmVQOESTq7BK06konbxp0fTNoCtOt54U/FL5kyhseFBq7u30m/zjPnijFnSKRx50+PqdAeXw6PY4vh0GMoHGKnA932AfHfApveAQoMGiZQB9xrBjQz34TGMNCilvvsFmD4HdA0oDFs75hyztE79ccdZ7HnbJ5o7dtUN6pGiZmo6KpXPwtNUQY0310GXPKh4shQH9ph0QVi24fK184e0Mz5GppYFlsVKXptyieMDsLq8r9tSoElfVY/vn4IAjxd2v9Y11oSNivtwme83rB/eXNoNNAc/BnlPpFw6TreqGPXK9xHtGbn8a6ffYsO8sK4HkHYeOKc8GJ+fEZcy87LFsKahGeWHhaPvV2dMH9aT6P+Ji6jL9icgBtGRSO0AdcKi5xzafuBmqoWtfMW0MbT3Q8aNoqxw3NeY8Kx4zn3zOy+wtPXIo4bDWDsZ9qmgS9nDtyaY9SoUcjLy8Pu3bsxZMgQ8dyaNWvEDITFbo3BbO306dNFIPvHH38YPRuQtLDTDW1ZeCONGgUEdDXt52kXQw0Vg15Tf7YVlfZMvhxNK8S0PqH4enMCtp/JFpXF9L60NX7Zkyx0U+TOCTF1urQZ9kqff0EsQn2MXI5zcIR20A1wWvk8cPxvIG4m4OwmglgMvkkpwuDSHovYvMOUqnND2Mt+64dK9TP9gSVNMqFnkAh8KVXZejq75fo3erUmbFImi2wZ/vFYYPR9wOAbFd0gvbX3/gBs/wwo11k40iXlukVAJ2UMFfZavInzJtwCknNLsPKw4lAxpVcIfNxsq3LbZmFHMO9FSpEh7ctasHSujRqJUq033I3MQE7rHYaZ/Rq3mbt2eJQIfKnVZie35rxzzclH606JlsPkkWk9jR57j6QVCI0v7SmtBq+39INKQai3EStq9QnppXTps/E6EnPg6uSIKJ1Pvq1hF1OOuLg4kbW94447sGPHDmzevBn33Xcfrr76akREKDq5lJQU9OrVS3xfDXqnTZuG4uJifPnll+Jr6oG5sYBJYgFY/UpvXzYzMAVWtm54XWl5O/QWq300fh4uCPdzw9H0Qszqr5xH1JgtP2Ccbtza9mWvLleyvWE+brhrQsNZaQa+7NbGv81oIgahvMsUaE6uqGvWzkp/+vHSqswnvOHBmhXn7BY19mGLOXC0Nz9fNfmx8lArzjNmNq7+vraJDGoUR5UPhgLv9gfeG6RcU2rQG9YfuH1lbdBLGPBOfkqZtLaAb7cliutFzb7tTNC5tkiad20YOx8oSFW8s00pJmQGn9dhr5lKvYSRMCPPoLexJg9T4kIR5OWi/1yp47QG7Cr3ybpTeu/x60caf+84nFqA6EBPeFoz8B12h9JsggW+pjgyFKYr3SwrijtE0Gvr2EXgS77//nsR2E6ZMgUzZswQlmafffaZ/vuVlZU4duwYSkqUmeOePXuE4wOL8bp3747w8HD9lpRkRlsSSd0BvcdU5aZ87kTzZu0qzHjQuodm3vQStSJx4T4ic0B3BDWDulRnzWRL/Pf3Q8gurtDb/DTmi/jD9rPYl2REB716lMZeDu0Fz5vWqpY3Rzo4zHqntn21pEm83ZwxKFIpMFp9NLN1AQavlSsXAJP/q7SgbohOQxWbq3nrlc9KXa7NT1auu6C6VnjGQm38TzuVcbRXmJdogRsXLm3MjIbSkpH3KLaN3IyBgfJSZvo3t+gzW7QzCW+vOt5oYDxXZ20WfzZPZH8tDc99jmtswsNY8IVL+8KpmWYVhj/LhAXHb6vCJj28T1GysP1j4yYt9DXnJJRNmSQ2gd2sTdHB4Ycffmj0+126dKlzE5k4caLVZq2SenBWu/ZFxR5p5L2N+/Xy82E3N0obes1ok8PIgXPjcWWJb1b/cHy64TR2JeYiNa9UeBHaAn/uT8OfBxSPzQv7hIn9bMxPlc0RIgNasN/M1rp4AcXZwIFFSvcotutsDN58udQ+9iHZoc1EpvUJwe6zucgoKBfdzmLqWUyZzPhHlIz7mfXK9USpQ3WFEgxHjaybYeLNd+Obin8vpREt5IcdZ5FXoqwO9O3kBzdnB9NWGSRA9ChFVsRsvDGZXgZPbBWv2s6ZiL+nC1YfzRB1AAx063Pb2G5CM8uW7m+tPC50v5asxv91Two2nVQC7GuGR4niSGNJzS9DQWll20y2qMvmfY1e2GwT7d7EfjP5Q0lL8Tlg+ovtqjWxPWM3GV+JHcGLm+2I2V1q+aNA1rHzX0Mz8JX/Bf5+XMkOtxH9O/nivWsGwdfdGbMH1GYtqXOzBbiE/NTvim2gv4ezaD/a2M2IGRDOJXqFtSILUlEEJO1QOnsxsK0/eeQNePN7yrI6b9oMsiQmMblXrTZwrbn62HOVhW1r2Y2PmVy6ojCwUs8V3oD3LQRWPKlotYfd1qpipE913bW6BnkKT9ne4c24SkgahkEsJ53Ju4CtHwHl9eyYeP2x6+Wyh5XvMdvYwgJSBolV1VqcaMTikIWJt4zpqi/8bVFrbSNJyinBM38cEo/pAvLo9FiTfj7Q0wX3TIpB95BWThpbStQIYMabStDLhkvMxteH1xybVKTuBUY/APhaTzctaScZX4mdwZsul793fKYEuCPuBGImK4UBbJV6crViuM7qdHYQayPUpTWuDlBjxoK3hOwSIXe4vY3dHbhPT/12EDk6icNzl/RFsK7tbUOwSI83kaZeY9QS7Ky3gN3fKJXnp9YCI+5S2mqm7FYK2RjqcJmWhYhSr2YyvFmrTQMY+JrtPGOb26py4OBiZfmc2mx2C2MRzqa3gfT9QO9LgT6XmiZpqcfPu5PFvpPbx3bVLTlLmUOr4OeWvFNp/EPZFz8fFgmzmQ8bXlCbzcmMW8sntZRy+bg740haoeio1RC3j+uKb7YkoLC8Ssgi2NLd3Fnf6hot5i/aK7rFkdfn9Dd5tYCuE/XbtFsd1kCQg78oSZ4eF9TaCrKAkfe/2BlKQZsMem0KGfhKLAeDKOpGmYVSl+eyjioZRTPcgM3FphPn8OeBVLx0WT+R9X1/zUnsS87H2eySNq1K/W77WSw/qBRAXdS3cYmDyuG0fPMEIMxiUMKQMh7Y+z1QnKUEvvQepWaUMohW3IA7Ogwk6CLy3baz2JGQg+LyKvMU6DDTSytBBru7vxYevQjqqQS+LGQbdF2rb8BcJleLkTr7u4uWt86ODlJW1lq6jAFCewN7vgVOrFCeU51UmOVtTC5m4nnHFu3skNYYDEBvHdsV764+gf3J+Vh9JBNTe7fAvaAJPt1wSl8Ief3IKEwy0TedgfOCLQm4IC7UNlwDuLpJxxR619NNhfh3UQJf1rxIbA4Z+EosC5dge+p6zhPegFton2Qp/D2dkVlQLnx86e7AwJcs3Z+Keye1rPintRxIzsfzOm9LWpOx8KOpzAuzw5cO7IRAI5sHGIVoPmLgV6l3EJC0lsm9QkTgW1mtFf6q0/qY4MJvzIRzar1GPWyPagZ+i08R1wm5e2IMSiur4eRwvjespIUTzjEPnP+8GYJelauHRcHdpWn3FQa+X28+I+oe3lhxDBNig8Xkxhyw8PbtlUqBXbcgTzwxo7fJvyMhuxhbTp4TbY1tAmZ+B16jbBK7QGp8JR0eLj3TBoxLgLQC6xmq6MYW70luk0xWfkkl7vlht6h25n59cO3gZgNaBh5DuwQIzaXE9hnVLUh8tmSNuXS+FqaqugYfrlMmheG+brhicCf897eD+sJLie3j6+HcYGFbnde4O2PeeEV+QxnLu6vMU4ORll+KO/63S0z2OFl6e+7AZoPwhqALD6UOcqyTtBQZ+Eo6PDTaZvB7NK1AHIsrdObtp7KKsf645Qo8GoI+m//6ZR+ScpSs2v9dGIthXZrXsm04niUKUiT2AW/4LKxUA197cKBZHJ+CxGzFLvLO8d2QVViBwrIqdAtqowIjSYv4dmsCftlt0JGxAe4Y303IIshH606KVumtgXKeWxfs0mvDn5wZhwGRfi36XQx8e4Z66yeOEompyMBXItHZmh3LKBSB59XDo+Chy0R8ucm63ossKFG7YU2NC8UdRhQ+MWj6Y1+qPnCX2AfUbRMGAwdTbPuzo2/vWyuO6xuo8BphAOLkqGm7ynpJi6BGdm9SbrPJALrdMDvMnhcPLdyLgrLKFr/fAz/Gi/OF3DgqGjfr3CNaojE/mVkkiyklrUIGvhIJW8nGBuOly/uJnuJc6rtqqGLmTiP3Y+mNF4OYk193J+v1xVzGe/PKAUZpJ9MLypBbXGF9M3dJq5hlYJ+3bL/tNU0x5OstZ8R5RuZP6ymWmg+lFqBHiHezS+cS26J3hC/S8sr0bjGNwazq4xcpjVGo66asxdSVifKqajyyaK9o1kKoy/3vLNN1vSpaKImJgS3MFkskRI5YEgkgOk9xU7llTBe9U9eXm05b/BhtP52NxxbvF4/9PJzx1c3DhB7P2EI4Zt56SUspu4INUnrosqXL9qfZrNyBAdLHaxUnh9hQbyEF4spIen4Z+urkGhL7gbaNHNsOpOjaWTfBzaO7YLyuiOy3val45Od9IutqDHklFbjhyx3i59Rz54NrBxndna2xTPSk2BCE+Li1+HdIJDLwlUh0UM+rFnKwB/w0nY0PB+4snTbNEnDp7s7vdouiD2dHDT65fohJhRu8gfGmwpuCxL64bkSUPqMWb6Ma7ffXnBC+ruSxi3oJbSVXRl65oh+mxJlmRSVpe2idx26BB40IfLni9MaV/RGtsw1bvCcFty7Y2azs4XhGIS7/eAt2nFG0wUOj/fHjvJGiZXdroKSLzS8kktYgA1+JRAeDzv3JecJVQW3hSZjh+G5bokWOE72Cr/tim77968uX98fIboEm/Y7hXQNM9sKU2AYz+tV6M7Npiq3B81M990d1CxQNDUhldY0IisxlcyWxLtePjBabMYR4u2Hx3aP1xWhsM3zZh5vx446zKKwXANMj+P4f4zH9nQ04nVUsnpvZPxzf3T5CdIZrDZmFZfg9PkVfICeRtBTp4yuR6OCyLZcAD6bmY0z3IAzr4o/+nX2Fkfs3WxNEUYY5fXK5VHzdl9uQUaAM5I9c0BNzhpjeYGBcDxvxs5SYDJdsowM8kJhTItpkPzWzt8im2grPLTskViLI4zN66TXnT/9xCGO7B9UJ3CX2Q2SAaY0fOO4tvGOkCGpXHckQjjePLz6AZ5ceEq4z7MKWXVSBpNwSfZdznip3T4jBv6bFmuWcZoaav6e3rGWQtBI5XZdIdFDj2yXQUwS6hDf5eyYqDSyYkX3hzyNmO1aUTjDTq9qW3TUhBvdNNr1Zxq6EHLGsKLFfLuijSGo4AWqtbZQ5WXU4A6uOKEVJlw/uhP6dlYxfRkEZMvLLhEZZYr/Q0oyTLVMs+D69YQj+Na2naKpDyiprRAFw/Nk8nM1Rgl4GvJcMjMDKhyfg0Qt7mW0idyCZxZReLfL+lUgMkYGvRGJAv86+OJSaLyx4yPQ+ocJWjCyJT8G6Y61vNkCN2pWfbBFZE8JMMv16Te1+xWKoRbuS9Do6iX1y06gu+scscrMV+7Jnlh4Sj33cnPCfGXF1iimp81V9XiX2SX5pJbaeyjbpZ/i53ze5B7Y8NgVf3zJMtFFnBpbZ/4sHRODOCd1EwPvu1YPManNHuRnt0LgCJ5G0Fil1kEgMGN8jWGhm1SQFg9HnL+2DbaezxXLeE0sOYsXD40WBSEs4ml6AG7/codepzR0aiWdm92lRy1faS3F5Ud4M7H/ZuZOfuyhwW34wDU/P7t2qyndzwKYFybnKasS/p8ciyEDiI4opw7yFpZnEfuG4wda/dO0wVX/LAJjuCtysQVVNDWb0D8egKH+rvJ+kfSMzvhKJAf6eLgj3da8TiPLr/zPws3z9n2MtOma8yVz1yVZ90MvuV6yMb+lS4H6djRmDEIl9M1XnjnCuqEIsHbclZ84V49P1ioVfv06+uHZEdJ22xafPFUsbs3YAM7Uc51jQa+t4uDiJjHKotDGTmAEZ+Eok9aB04NP1im+pynXDo4QlD1mwJUFkxIz1XWWw8OaKY7juy+0oKFNsoWgM//iMuBZleg2LPWLDfKSNWTvgkemx+m6BLKRsK+jP+9iv+1EhXBuA5y/tW6c1LDPRbKzCRgSSdmBrFuIppCu2DvXmdHWQSMyBDHwlknpQ38vglwbs+gvFQYNX5/QXXd3Ia38fE8VuDBSaIuFcMa75fJvoyMY42c3ZAW9dNQB3Tohp9XFnp7ZxPYLk59dOCisv0XVyW3csC6ezitpkP/63NQHbdZrx60dEn9chi5M9dmqTMof2ATtUzhlqupOMNcksKBPWaSk66Y1E0lpk4CuR1KNvJ6Wz0d56DQVo+v7zXaMQpltu+3LTGdz34x6xVFg/+8s2xw8ujMfkN9dhZ0KueI5NJpbeNxaXDzbPjYZWUrQSkrQfmY3K/7Zaxje6uUnaK38fFY8jA9xFswpDeI4/9ftBrDVDgafENuCYRimXLcNxmKsOsiW7xFzI4jaJpB7sLkTd7J6zeZhYr3iD/et/vWc0bvhyuzBo/+tAutjY2WhItD8yC8qRnFuChOy63YWuHREletSbK1O2OzFH2EnZ+k1LYjzT+oRh4c6zyCmuFFZT/5oeC68WFlG2ZJXjXz/vE/ZU5PU5A84r4OQ5nZZXhlBv2S62PbH6SAZKKqoxW7fiYGvsPpuLPhG+cpVBYjZkxlciaYDBUf7CPqekQtHkGsIK/F/uGo1Jui5WJDG7RLTzZFcjNeilNJIFGcsfHIeXLutntoGbXbO+2pwgbczaYbFR1yDFAooOIr/uTrbae3+56TR2JSorEzeP7tJg98DdibkiGJbFlO2L7OIKEfw2J9tqC9hF81RmEYZ2kW4OEvMhM74SSQMM6xqAzv4ecHNqOFil/c/XtwxHWn4p/tyfhqX704QGLcLPDZ393UUjjCuHRqJrkKfZj+/RtEKUVVSL4FzSfqB2dkpcCI6lF6CovFoUud0wMtrindz2nM0VmnXSJdADj14Ye95rKHNg4Dsoyq9OsZvE/uFK1T8H03Eis8jmJjXVWi0mxIbo2yVLJOZABr4SSSPFRj5hSiFbU1BqcPu4bmKzFrsSc0SrWwbYkvbFiK4B2HzCD5tPZQspDfW0U3QNVCxBbnEF7v8hHlU1Wjg7avD23IHCOqo+tFnLKizD1cMiLbYvkrahW5An/DxcxMTG1gJfJhg4+ZNIzImUOkgkjZCYXSxsyMoqq23mGFGLyWIPZmlaY4UmsU2GRAfgo+uH6LW9Ly8/KqQtloBL2/MX7RXe1ITd2RprEBDs7Yo3rxqIPhE+FtkXSdvBcWRwtJ/I/Btr0WgNKPdZezSzQbmZRNIaZOArkTQCe8IfTi0QnapshfKqauHkMFy6ObRbvF2dcN2IKPH4ZGYRvt9mGYeHj9efwtpjWeLxjH5hQtvbGAyIaOXX1h3lJJZhSq9Q3GHFVStj2JeUh++3J4p2xRKJOZGjmETSCCHebqKd7B5d0Y8twGXo60dGIyrQo613RWIhtp3JxvGMQr2U5a2Vx0VbWXOydF+qvgMhdb2vXNG/0RUE+qg+smgfztZzKpG0H8J83YTMwZZWkSi9oN0aZRgSiTmRga9E0gSUFOxLzrOJrAOzbhuOZ6GwrLKtd0ViQQZ09hOZ1csGdRJfs9vf2yuPm+33bz2VLQJZQknFx9cPEZr2xuASOO2uQnxczbYPEtuDLjafbThlE3IHyssOpeaL8VciMTcy8JVImoADb3llDQ6nFbT5cTqVVYxvtiQgNU+27mzP0DIsLsxb6LnHdlc683HJl7Kb1nI0vQDzvt0lWhKzmO3TG4Y02xiAmbd+naWPanunqlqL7adzkGwDHdIoc+D+DJaBr8QCyMBXImkCNom4b3J34bHa1mw9nQ1fD2f0CFG8XiXt206PcocHpvQQ9mG0WL3ru93ILipv8e9k4HzDlztQWKYUC71x5QCM0QXWjZFRUCbcJWSHwPZPXLi3mHRxnGlrAr1cML1PGIK85CqDxPzIwFciaQZWutNjtS2h1GL76WyMjgmyuK+rpO0ZGq34SNPO6YHJPcRzZ3NKcPv/drXIZWTzyXO46tOtyCpUAme2I75koCKlaC7zxiLPgdJHtd1DeQ0bl2w7lS1WG9qS7iHeuEpa50kshAx8JZJmoObti42nsfGEUgHfFlBnXFpRrV/6lrRvGGw+c3EfdA/xwgNTuuNynd43/mweHlq416TAZEl8Mm7+eoewhyJPzozDXRNijG6j/MKlfdt84iexDmO6ByK/tBIH29DJJv5srphwSSSWQo5mEkkzsNK5uLwa63XWT22Bv4czLuoXLqqvJR2H1LxSkaWl68IoXRvhvw+l485vd4nvNUVSTgnu+N8uPPzTPlRWa+Hi6ID3rxlkdLMVtaBTVtV3HKICPHD/lB7N6r4tmWT4dU8yttmA3ELSfpGBr0RiBGN7BOLMueJmgw1LLv3NGdK5Td5bgjYLAt5ZdRzLD6aLjOsnNwzR67tXHcnE1LfWi5WIYl0mV21KwWr4t1YcwwVvr8fKwxnieR83Jyy4dRhmD4gw+v0XbDmDj9adtMBfJrHlST5lLW2V4U/ILkFaXlmz2nOJpDXIlsUSiRH07+wnCj+olbxyqHXbtrKq3slBI/vVd8AghJrulUcycPXwSNFAYuG8kXhu2WH8vjdVWIy98OcRsYX6uCLS3wOnsoqQW1LX7o4yicdnxInua8bCbll7EvNw8UDjA2VJe5J2nUHPMG9M6Bls1ffedPKcKOC1hWJiSftFZnwlEiNw1hV+bD+TY1WfS74XNZpy6a9jMjomEGUV1ULbSwK9XPHu1YPw3W0j0DXIU/+6jIJy7ErMrRP0crn6p3kj8dbcgSYFvWRnQi6qamr08gpJx5pwsYCSnuHWhNKaHWdyZAGvxOLIjK9EYiQX9Q0TrV2t2d2I8gou/V09TGlhK+lYhPi4oUeot1hp4MRLZWyPICx/cBzWHs3EicwicZ7Q9YEa8DExQaJIiXrNlp6rW06eQ58IX/h7yq5ZHZHR3YPw0dqTSM4tEe4i1kALLS4ZECE8oyUSSyIDX4nESNQgoKq6Rlj/WIO1x7LE+8qlv47LpNhg0byE2X/DQNbN2VEUPF5k5vej+wML6q4ZISdbHZUBnX3h7eaEdceyRIt0a+Dq5IipvUOt8l6Sjo2UOkgkJsBK+X//st8qRW65xRXCu3dqXKj07u3AjOgWiGtHRFltpYFtjOkiMThKtovtqHBiP6lXiJBYlVeZ7httKonZxfh2W6KwbJRILI0MfCUSEwj3dQPjj38OpVvFy/WqoZFWLzCR2B7UXK44lC48Vi1JQVklcoorRFU/O8ZJOi4X9A7F85f0FZlYS0PnkkMp+XCVftESKyADX4nExEzItN6h2HoqG3klFRY9dlzK5tIfA2BJx4YNK37bm4I1RxV7Mkvx1/40PL/ssJDzSDo2Hi5OQmbForNKC54PlNXsSsgRLYplV0qJNZCBr0RiIuN7BguXB3qpWorVRzKwcMdZqzpISGwXWumN7xGMtUezWtSy2FgLsw0nsjCuR5DVNOwS24bn2mOL92PTiXMWe48Vh9PF+T26u3QQkVgHuxndcnJycN1118HHxwd+fn647bbbUFRUZNTPMni46KKLhEbut99+s/i+Stp/JoTyA+rSLBGYMtv214F04dNqTQcJiW3D7D/PCUsFISxkYmZ5SpwsMJLUrjr1CPEWwSmbo1gisKZjyeReIVaRVEgkdhX4Mug9dOgQVq5ciWXLlmHDhg2YN2+eUT/7zjvvyABCYlYuG9wJ8y/oaZHzil7BlFFc2DfM7L9bYr8EeblieFd/iwQhXMpedThDeKiyUYZEosJxKLOgHHvO5loksH5yZm852ZJYFbuwMzty5Aj+/vtv7Ny5E0OHDhXPvf/++5gxYwbeeOMNREQ03l1o7969ePPNN7Fr1y6Eh4dbca8l7RlKHcix9EJ08ncXlfDmgBXUv+9NEW1DI/zczfI7Je2HGf3Cca6owuxayPKqGnQP9RI6S4nEEDZK6R3hg8XxKaJ7pDr2mUNa4+LoIMc5idWxi4zv1q1bhbxBDXrJ1KlT4eDggO3btzf6cyUlJbj22mvx4YcfIixMDugS80LrnffXnMCS+BSz/c6DKQUoKK3C3GHWbYsssQ/YTICTIkpszFlwxInbPRO7iwYYEkl9OB65OTma1VXkh+1n8caK47KOQWJ17CLjm56ejpCQkDrPOTk5ISAgQHyvMR5++GGMHj0al1xyidHvVV5eLjaVgoIC8X9NTY3YLA3fgzc1a7xXe8Pax87VSYOLB4Tjp53JGBMTgC6BtS1kW8qgSF+8dFkf+Hm4WO3vkOec/R27LzadAXO+t43t2urf9eOOsyKjN6CzH6yJPO/s59hF+LrhiRmxQtpljvc8kVGILafO4aZR0eLvsFYRrzzn2vexM3bf2jTwfeyxx/Dqq682K3NoCX/88QfWrFmD+Ph4k37u5ZdfxrPPPnve81lZWSgrK4M1Prj8/HxxgjGjLbHtY9fHH/B31eKLtcdw/7hOLdb8cp+PZJSgV6gHHDQaZBpXt2kW5Dlnf8cuxKUKP+/LQt9AB3QNbLkk5nhmCf7alwp/p1CEu1jWnq8+8ryzv2OXkl+Og2nFmN4roMW/gwWUn69PQqiHBj19apCZaTl3nPrIc659H7vCwkLbD3wfeeQR3HzzzU2+plu3bkKmUP/iqKqqEk4PjUkYGPSeOnVKSCQMueKKKzBu3DisW7euwZ97/PHHMX/+/DoZ38jISAQHBwtHCWucXAye+H62enLZKm117G6f6IHX/jmGk4WOGNM9qEW/Y29SHr7bm4T5UwNF9s2ayHPO/o7d7OBg7M+qwvITxXgqNqpFzSYolVi+5TD6RQVi+qBuVi8Alued/R2700XZWJ+QgSHdI1o8TtGqMbdcg//M6IXQoNavkpmCPOfa97Fzc3Oz/cCXB5Bbc4waNQp5eXnYvXs3hgwZog9s+UGMGDGi0Wzy7bffXue5fv364e2338bs2bMbfS9XV1ex1YcftLU+bJ5c1ny/9kRbHLte4b6YNz5GLBW35H1p4P7ttrPo18kPfTr5tokDiTzn7O/Y3TCqC17887AoOpo7LMqkn2XW5qddyaJQ7t5J3eHo2DZWUvK8s69jNyomCBtPZmPB1kQ8MSNONLgwlXA/D1FEGRPijbZAnnPt99gZu1+2uff1iIuLw4UXXog77rgDO3bswObNm3Hffffh6quv1js6pKSkoFevXuL7hJngvn371tlIVFQUunZtvS5OIjFkZLdA0WEtObdEtHw1lsKySry96jjcnB1w27iu0nZPYlK1/TXDo+DrbnrwUVpZjeMZhbhxVLQomJNIjA187hzfTTx+Z9Vx4cxgSjtsTrj6dvLFVbJ4V9KG2EXgS77//nsR2E6ZMkXYmI0dOxafffaZ/vuVlZU4duyYcHKQSNoCDuqfbzht0g2BTQNKyqvw8NSe8HGT/qkS02CzCdXv2dgJFz2A2YTl6dl9MK5H8ytuEokhLLylhzkt8LhaZWzQ+/JfR/Hz7mR5MCVtjl24OhA6OPzwww+Nfr9Lly7NVobK9q8Si2dDJsTg5eVH8e7qE7hjXDfRdKAhGBgz+JjVPxyjYgIbfZ1EYqxG/ON1J3Hz6K4Y2S2gwZUDjn+bTp4TjSrmT4uVjSokLYYe4y9c2le0tmZQSxqbuGcUlOGzDadRWlGFiT3lREvS9thNxlcisZcbwoNTuotMyBNLDoh2nIZUVNVg6b5U/OvnfTiZWSgCFBn0SlpL3wgfDIryxxcbT4uJ16msovPso1748wgWbE5AZICH2RquSDouDHrJ73tT8fjiA/j7YNp53tK/7E7GU78dFP6/D07tiRAf6RMtaXvk6CeRmJnuId546bJ++PtgOqICPPQ3gB1nslFSUS2C3ylxIbJjkcSsQchdE2IwoWcwftqZhJf+PIKnZvVGlyBP/BafIiZbfPzYRb3QI7Rtiook7ZPLBnUCTUV+2Z2Cvw6ki3oFFvt2D/ESz188MALTeofBxUnm2SS2gQx8JRILwB70lw7qpP+6W7CnuAnQdoqFcKEy8yGxAHHhPvjvrN7YdiYbPu7O+iK4eeO7YXjXhiUQEklr4OrBdSOiMSk2BDsTcoRPr4+7ElpcPrizPLgSm0MGvhKJFRgc5S82icTSODhoMDqm1k96QKR1O7JJOq7M65KBtZN9icRWkWsPEolEIpFIJJIOgQx8JRKJRCKRSCQdAhn4SiQSiUQikUg6BDLwlUgkEolEIpF0CGTgK5FIJBKJRCLpEMjAVyKRSCQSiUTSIZCBr0QikUgkEomkQyADX4lEIpFIJBJJh0AGvhKJRCKRSCSSDoHs3NYMWq1W/F9QUGCNzwM1NTUoLCyEm5sbHBzkvEQeO3nO2TLyepXHTp539oO8Xtv3sVPjNDVuawwZ+DYDP2gSGRlprs9GIpFIJBKJRGKhuM3X17fR72u0zYXGHRzOclJTU+Ht7Q2NRmOVGQuD7KSkJPj4+Fj8/doT8tjJ4ybPOftBXq/y2Mlzzn4osIPYhOEsg96IiIgms9Iy49sMPHidO3eGteGJZasnl60jj508bvKcsx/k9SqPnTzn7AcfG49Nmsr0qtimUEMikUgkEolEIjEzMvCVSCQSiUQikXQIZOBrY7i6uuLpp58W/0vksZPnnG0jr1d57OR5Zz/I61UeOyKL2yQSiUQikUgkHQKZ8ZVIJBKJRCKRdAhk4CuRSCQSiUQi6RDIwFcikUgkEolE0iGQga9EIpFIJBKJpEMgA9824MMPP0SXLl1Ez+sRI0Zgx44dTb7+559/Rq9evcTr+/Xrh7/++gsdFVOO3YIFC0S3PcONP9fR2LBhA2bPni262fAY/Pbbb83+zLp16zB48GBRBd29e3dxLDsiph47Hrf65xy39PR0dCRefvllDBs2THS8DAkJwaWXXopjx441+3NyrGvZsZNjHfDxxx+jf//++gYLo0aNwvLly+X5ZoFjt8DO760y8LUyP/30E+bPny8sy/bs2YMBAwZg+vTpyMzMbPD1W7ZswTXXXIPbbrsN8fHxYhDkdvDgQXQ0TD12hBdxWlqafktMTERHo7i4WBwrThqM4cyZM5g5cyYmTZqEvXv34qGHHsLtt9+Of/75Bx0NU4+dCgMVw/OOAUxHYv369bj33nuxbds2rFy5EpWVlZg2bZo4no0hx7qWHzvS0cc6dlh95ZVXsHv3buzatQuTJ0/GJZdcgkOHDjX4enm+tfzY2f35ppVYleHDh2vvvfde/dfV1dXaiIgI7csvv9zg66+66irtzJkz6zw3YsQI7Z133qntaJh67L7++mutr6+vFffQ9uElv2TJkiZf8+ijj2r79OlT57m5c+dqp0+fru3IGHPs1q5dK16Xm5trtf2yBzIzM8VxWb9+faOvkWNdy4+dHOsaxt/fX/vFF1/I883Mx+5rO7+3yoyvFamoqBAzqqlTp+qfc3BwEF9v3bq1wZ/h84avJ8xyNvb69kpLjh0pKipCdHQ0IiMjm53BShTkOdd6Bg4ciPDwcFxwwQXYvHlzhz+18vPzxTEICAho9FjI867lx47Isa6W6upqLFy4UGTJuWwvzzfzHjt7P99k4GtFzp07J06q0NDQOs/z68Y0gHzelNe3V1py7GJjY/HVV1/h999/x3fffYeamhqMHj0aycnJVtpr+6Sxc66goAClpaVttl/2AIPdTz75BL/++qvYeFOYOHGikOZ0VHjdUS4zZswY9O3bt9HXybGu5cdOjnUKBw4cgJeXl6hNuOuuu7BkyRL07t1bnm9mPnaxdn5vdWrrHZBILAVnq4YzVl6YcXFx+PTTT/H888/LAy8xO7whcDM8506dOoW3334b3377bYc84tSrsiZh06ZNbb0r7fbYybFOgdce6xKYJf/ll19w0003Cc10YwGcpGXHzt7PNxn4WpGgoCA4OjoiIyOjzvP8OiwsrMGf4fOmvL690pJjVx9nZ2cMGjQIJ0+etNBetg8aO+dYzODu7t5m+2WvDB8+vMMGfffddx+WLVsm3DFYQNMUcqxr+bGrT0cd61xcXIQLDRkyZAh27tyJd999VwRk9ZHnW8uPnb2fb1LqYOUTiyfU6tWr9c9xiYBfN6al4fOGryes9G1Ke9Meacmxqw+lElzO4XK0pHHkOWdemEXpaOccawEZuHG5dM2aNejatWuzPyPPu5Yfu/rIsa72HlFeXi7PNzMfO7s/39q6uq6jsXDhQq2rq6t2wYIF2sOHD2vnzZun9fPz06anp4vv33DDDdrHHntM//rNmzdrnZyctG+88Yb2yJEj2qefflrr7OysPXDggLajYeqxe/bZZ7X//POP9tSpU9rdu3drr776aq2bm5v20KFD2o5EYWGhNj4+Xmy85N966y3xODExUXyfx4zHTuX06dNaDw8P7b///W9xzn344YdaR0dH7d9//63taJh67N5++23tb7/9pj1x4oS4Rh988EGtg4ODdtWqVdqOxN133y2qvtetW6dNS0vTbyUlJfrXyLHOfMdOjnXKtUjnizNnzmj3798vvtZoNNoVK1bI883Mx+5ZO7+3ysC3DXj//fe1UVFRWhcXF2HRtW3bNv33JkyYoL3pppvqvH7RokXanj17itfTZurPP//UdlRMOXYPPfSQ/rWhoaHaGTNmaPfs2aPtaKgWW/U39Vjxfx67+j8zcOBAcey6desm7Gs6IqYeu1dffVUbExMjbgIBAQHaiRMnatesWaPtaDR0zLgZnkdyrDPfsZNjnVZ76623aqOjo8WYFRwcrJ0yZYo+cJPnm3mP3UN2fm/V8J+2zjpLJBKJRCKRSCSWRmp8JRKJRCKRSCQdAhn4SiQSiUQikUg6BDLwlUgkEolEIpF0CGTgK5FIJBKJRCLpEMjAVyKRSCQSiUTSIZCBr0QikUgkEomkQyADX4lEIpFIJBJJh0AGvhKJRCKRSCSSDoEMfCUSicTGWbduHTQaDfLy8trk/VevXo24uDhUV1c3+9q///4bAwcORE1NjVX2TSKRSExBBr4SiURiQ0ycOBEPPfRQnedGjx6NtLQ0+Pr6tsk+Pfroo3jyySfh6OjY7GsvvPBCODs74/vvv7fKvkkkEokpyMBXIpFIbBwXFxeEhYWJrK+12bRpE06dOoUrrrjC6J+5+eab8d5771l0vyQSiaQlyMBXIpFIbAQGjOvXr8e7774rglxuCQkJ50kdFixYAD8/PyxbtgyxsbHw8PDAnDlzUFJSgm+++QZdunSBv78/HnjggTryhPLycvzrX/9Cp06d4OnpiREjRojf3RQLFy7EBRdcADc3N/1z+/btw6RJk+Dt7Q0fHx8MGTIEu3bt0n9/9uzZ4msGzBKJRGJLOLX1DkgkEolEgQHv8ePH0bdvXzz33HPiueDgYBH81odBLrOqDEwLCwtx+eWX47LLLhMB8V9//YXTp0+LLO2YMWMwd+5c8TP33XcfDh8+LH4mIiICS5YsEdKEAwcOoEePHg1+DBs3bsS1115b57nrrrsOgwYNwscffyzkD3v37hXyBpWoqCiEhoaKn42JiZEfr0QisRlk4CuRSCQ2AjW8lDUwg0tpQ1NUVlaKwFMNLJnx/fbbb5GRkQEvLy/07t1bZGXXrl0rAt+zZ8/i66+/Fv8z6CXM/rIYjc+/9NJLDb5PYmKi/vUq/B3//ve/0atXL/F1Q0Ezf4Y/K5FIJLaEDHwlEonEDmFwbJhNZYaVEgcGvYbPZWZmisfM6lL20LNnzzq/h/KHwMDARt+ntLS0jsyBzJ8/H7fffrsItKdOnYorr7zyvMyuu7u7yEpLJBKJLSEDX4lEIrFDDKUFhBrghp5TbcWKioqELGH37t3nuTMYBsv1CQoKQm5ubp3nnnnmGSF/+PPPP7F8+XI8/fTTQj5BqYVKTk6OkGlIJBKJLSEDX4lEIrEhKHUwxi/XVKjJ5e9lBnjcuHEm/Rx1wfVh5pjbww8/jGuuuUbIJdTAt6ysTBS28WclEonElpCuDhKJRGJDUK6wfft2UdB27tw5szWCYJDKorQbb7wRixcvxpkzZ7Bjxw68/PLLInPbGNOnTxeWZobSBxbJ0Q2CGt7Nmzdj586dosGFyrZt2+Dq6opRo0aZZd8lEonEXMjAVyKRSGwIFpxRisDiNEoFWEhmLpiVZeD7yCOPCBu0Sy+9VAStdGFoDAbLhw4dwrFjx8TX3Lfs7GzxexhMX3XVVbjooovw7LPP6n/mxx9/FD9HHbJEIpHYEhqtVqtt652QSCQSie1CB4eCggJ8+umnzb6WWWoG1fTx7dq1q1X2TyKRSIxFZnwlEolE0iRPPPEEoqOjjZJdUKLx0UcfyaBXIpHYJDLjK5FIJBKJRCLpEMiMr0QikUgkEomkQyADX4lEIpFIJBJJh0AGvhKJRCKRSCSSDoEMfCUSiUQikUgkHQIZ+EokEolEIpFIOgQy8JVIJBKJRCKRdAhk4CuRSCQSiUQi6RDIwFcikUgkEolE0iGQga9EIpFIJBKJBB2B/weM88F+UlCalAAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(8, 3.4))\n", "ts = np.arange(n_steps) * h\n", "colors = [\"C0\", \"C1\", \"C2\", \"C3\"]\n", "for j, mi in enumerate(modeset):\n", " ax.plot(ts, a_realized[:, j], color=colors[j], lw=1.8, label=f\"mode {mi} (realized)\")\n", " if amp_float[j] != 0:\n", " ax.plot(ts, a_input[:, j], color=colors[j], lw=1.0, ls=\"--\", alpha=0.7,\n", " label=f\"mode {mi} (command)\")\n", "ax.set_xlabel(\"time (s)\"); ax.set_ylabel(\"modal amplitude\")\n", "ax.set_title(\"first modes evolving through time: command vs. realized\")\n", "ax.legend(fontsize=8, ncol=2, loc=\"upper right\"); ax.grid(alpha=0.3)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "4de29d50", "metadata": {}, "source": [ "## Now let it fall, and let it crawl\n", "\n", "Time to put the caterpillar on the ground. We rebuild the sim with two additions:\n", "\n", "* **gravity** — a constant reduced force $-B^\\top \\mathbf{g}$.\n", "* **contact** — a velocity-level ground plane, in the spirit of\n", " *projective dynamics*: at each global solve, every boundary contact point that\n", " is below the plane and moving into it has its into-the-ground velocity removed\n", " (`_contact_projection`). Tangential sliding is preserved, so pushing legs\n", " against the floor produces forward thrust.\n", "\n", "Contact points are a handful of **boundary vertices** (found by keeping mesh\n", "edges that belong to a single triangle, then farthest-point sampling). We place\n", "the floor just below the creature so it drops, lands, and then crawls under\n", "muscle power." ] }, { "cell_type": "code", "execution_count": 10, "id": "e36e48e8", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:43.454766Z", "iopub.status.busy": "2026-06-09T05:43:43.454699Z", "iopub.status.idle": "2026-06-09T05:43:43.480671Z", "shell.execute_reply": "2026-06-09T05:43:43.480455Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "30 contact points, ground at y = -0.720\n" ] } ], "source": [ "def boundary_vertices(T):\n", " # vertices on edges that belong to exactly one triangle\n", " e = np.sort(np.vstack([T[:, [0, 1]], T[:, [1, 2]], T[:, [2, 0]]]), axis=1)\n", " uniq, cnt = np.unique(e, axis=0, return_counts=True)\n", " return np.unique(uniq[cnt == 1])\n", "\n", "bv = boundary_vertices(T)\n", "cI = bv[sk.farthest_point_sampling(X[bv, :], 30)] # contact sample points\n", "ground_y = float(X[:, 1].min()) - 0.15 # floor just below the feet\n", "\n", "g = B.T @ sk.gravity_force(X, T, a=-9.8, rho=1e3).reshape(-1, 1)\n", "sim_grav = ModalMuscle(X, T, B, Dms, l, d,\n", " mu=1e6, gamma=1e6, rho=1e3, h=1e-2,\n", " b0=-g, contact=True, cI=cI,\n", " plane_pos=np.array([[0.0], [ground_y]]), alpha=1.0,\n", " max_iter=10)\n", "print(f\"{cI.shape[0]} contact points, ground at y = {ground_y:.3f}\")" ] }, { "cell_type": "markdown", "id": "f0b75f5c", "metadata": {}, "source": [ "### Dial in a gait\n", "\n", "These four lines are the knobs — **edit them** and re-run to invent new\n", "gaits. Each muscle gets an amplitude (as a fraction of its ceiling), a period\n", "(seconds), and a phase (fraction of a period). Phase offsets between the legs are\n", "what break symmetry and turn a wiggle into directed crawling." ] }, { "cell_type": "code", "execution_count": 11, "id": "27b7fd85", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:43.481589Z", "iopub.status.busy": "2026-06-09T05:43:43.481528Z", "iopub.status.idle": "2026-06-09T05:43:43.968681Z", "shell.execute_reply": "2026-06-09T05:43:43.968454Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "crawled 450 steps\n", "horizontal COM travel: -4.438\n", "vertical COM range: [-0.130, 0.244] (ground y = -0.720)\n" ] } ], "source": [ "# ----------------------- EDIT ME: the gait -----------------------\n", "amp_frac = np.array([0.45, 0.35, 0.25, 0.15]) # per-muscle amplitude (x ceiling)\n", "periods = np.array([1.20, 0.80, 1.00, 0.60]) # seconds per cycle\n", "phases = np.array([0.00, 0.25, 0.50, 0.10]) # fraction of a period\n", "# -----------------------------------------------------------------\n", "n_steps_g = 450\n", "hg = sim_grav.h\n", "amp_g = amp_frac * limit_a\n", "\n", "def activation_gait(t):\n", " return amp_g * np.sin(2 * np.pi * (t / periods + phases))\n", "\n", "# cached center-of-mass operator (subspace COM): com(t) = subspace_com(z_t, ...)\n", "_com0, SB = sk.subspace_com(np.zeros(B.shape[1]), B, X, T, return_SB=True)\n", "\n", "z, z_dot, a = sim_grav.rest_state(X)\n", "crawl_frames, com = [], []\n", "for i in range(n_steps_g):\n", " t = i * hg\n", " a[:-1, 0] = activation_gait(t)\n", " z_next = sim_grav.step(z, z_dot, a)\n", " z_dot = (z_next - z) / hg\n", " z = z_next.copy()\n", " crawl_frames.append((B @ z).reshape(n, dim))\n", " com.append(sk.subspace_com(z.flatten(), B, X, T, SB=SB).flatten())\n", "\n", "com = np.array(com)\n", "print(f\"crawled {n_steps_g} steps\")\n", "print(f\"horizontal COM travel: {com[-1, 0] - com[0, 0]:+.3f}\")\n", "print(f\"vertical COM range: [{com[:,1].min():.3f}, {com[:,1].max():.3f}] (ground y = {ground_y:.3f})\")" ] }, { "cell_type": "markdown", "id": "9b729cf9", "metadata": {}, "source": [ "### Center of mass over time\n", "\n", "The **subspace center of mass** `sk.subspace_com(z, B, X, T)` reads the creature's\n", "COM straight from the reduced state. Its horizontal coordinate is our measure of\n", "locomotion: a gait that crawls shows steady horizontal drift, with a gentle\n", "vertical bob as the legs cycle." ] }, { "cell_type": "code", "execution_count": 12, "id": "6f64a878", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:43.969804Z", "iopub.status.busy": "2026-06-09T05:43:43.969749Z", "iopub.status.idle": "2026-06-09T05:43:44.009523Z", "shell.execute_reply": "2026-06-09T05:43:44.009332Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ts_g = np.arange(n_steps_g) * hg\n", "fig, (a1, a2) = plt.subplots(2, 1, figsize=(8, 4.2), sharex=True)\n", "a1.plot(ts_g, com[:, 0], \"C0\"); a1.set_ylabel(\"COM x\"); a1.grid(alpha=0.3)\n", "a1.set_title(\"subspace center of mass through time\")\n", "a2.plot(ts_g, com[:, 1], \"C1\"); a2.axhline(ground_y, color=\"0.6\", ls=\"--\", lw=1, label=\"ground\")\n", "a2.set_ylabel(\"COM y\"); a2.set_xlabel(\"time (s)\"); a2.legend(fontsize=8); a2.grid(alpha=0.3)\n", "fig.tight_layout(); plt.show()" ] }, { "cell_type": "markdown", "id": "3963f574", "metadata": {}, "source": [ "### Watch it crawl\n", "\n", "Left: the caterpillar over the floor (the COM marked with a dot). Right: its\n", "horizontal COM position drawn in as time advances — the animated trace of\n", "locomotion." ] }, { "cell_type": "code", "execution_count": 13, "id": "57473eb0", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:44.010545Z", "iopub.status.busy": "2026-06-09T05:43:44.010493Z", "iopub.status.idle": "2026-06-09T05:43:46.287286Z", "shell.execute_reply": "2026-06-09T05:43:46.287051Z" } }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "allc = np.concatenate(crawl_frames, 0)\n", "xlo, xhi = allc[:, 0].min() - 0.3, allc[:, 0].max() + 0.3\n", "ylo, yhi = ground_y - 0.1, allc[:, 1].max() + 0.2\n", "stride = 5\n", "sel = range(0, n_steps_g, stride)\n", "\n", "fig, (axA, axB) = plt.subplots(1, 2, figsize=(11, 3.4))\n", "def draw_crawl(fi):\n", " axA.clear()\n", " axA.fill_between([xlo, xhi], ylo, ground_y, color=\"0.85\") # the ground\n", " axA.axhline(ground_y, color=\"0.5\", lw=1)\n", " axA.triplot(crawl_frames[fi][:, 0], crawl_frames[fi][:, 1], T, color=\"C2\", lw=0.5)\n", " axA.plot(com[fi, 0], com[fi, 1], \"o\", color=\"C3\", ms=6) # COM marker\n", " axA.set_xlim(xlo, xhi); axA.set_ylim(ylo, yhi); axA.set_aspect(\"equal\")\n", " axA.set_title(f\"crawling under gravity t = {fi*hg:.2f}s\", fontsize=10); axA.axis(\"off\")\n", "\n", " axB.clear()\n", " axB.plot(ts_g[:fi+1], com[:fi+1, 0], \"C0\")\n", " axB.plot(ts_g[fi], com[fi, 0], \"o\", color=\"C3\", ms=6)\n", " axB.set_xlim(0, ts_g[-1]); axB.set_ylim(com[:, 0].min() - 0.1, com[:, 0].max() + 0.1)\n", " axB.set_xlabel(\"time (s)\"); axB.set_ylabel(\"COM x\")\n", " axB.set_title(\"horizontal COM position\", fontsize=10); axB.grid(alpha=0.3)\n", " return []\n", "\n", "anim = animation.FuncAnimation(fig, draw_crawl, frames=sel, interval=60, blit=False)\n", "utils.show_video(fig, anim, \"media/25_crawling.mp4\", fps=24)" ] }, { "cell_type": "markdown", "id": "60620984", "metadata": {}, "source": [ "## Takeaways\n", "\n", "* A shape's **linear vibration modes** (minus the rigid ones) are a ready-made,\n", " rig-free set of **muscles** — no painting, no skeleton, no data.\n", "* **Modal muscles** activate those modes as a **clustered plastic stretch**\n", " target; passive ARAP elasticity and inertia respond, and the whole step is a\n", " cheap local/global `block_coord` solve **inside a skinning-eigenmode subspace**.\n", "* Floating, the muscles reshape the body while momentum pins the COM. On the\n", " ground, the same sinusoids — with **phase offsets between the legs**\n", " — turn into a **gait**, and `sk.subspace_com` lets us read locomotion\n", " straight from the reduced state.\n", "* The whole solver is one standardized `ModalMuscle` class built from **flat\n", " simkit functions**: `linear_modal_analysis`, `skinning_eigenmodes`,\n", " `spectral_cubature`, `clustered_plastic_stretch_tensor`,\n", " `fast_sandwich_transform_clustered`, and `solvers.block_coord`.\n", "\n", "Go back to the gait cell and try your own amplitudes, periods, and phases —\n", "or open `examples/interactive_demos/014_modal_muscles.py` for a live,\n", "slider-driven version, and `examples/modal_muscles/actuators_a_la_mode_2D.py` to\n", "see CMA-ES *optimize* these very parameters for fastest forward crawl." ] }, { "cell_type": "code", "execution_count": 14, "id": "3b8955da", "metadata": { "execution": { "iopub.execute_input": "2026-06-09T05:43:46.288390Z", "iopub.status.busy": "2026-06-09T05:43:46.288321Z", "iopub.status.idle": "2026-06-09T05:43:46.290572Z", "shell.execute_reply": "2026-06-09T05:43:46.290397Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CMA-ES disabled (set RUN_CMA = True to optimize the gait).\n" ] } ], "source": [ "# Optional: CMA-ES gait optimization (matches actuators_a_la_mode_2D.py).\n", "# Guarded off by default so the notebook never launches a long optimization at\n", "# build time. Flip RUN_CMA = True (and `pip install cma`) to search for the gait\n", "# that maximizes forward COM travel; the budget here is deliberately tiny.\n", "RUN_CMA = False\n", "\n", "if RUN_CMA:\n", " import cma\n", "\n", " def crawl_distance(params):\n", " amp_f = np.clip(params[0:4], 0.0, 1.0)\n", " per = np.clip(params[4:8], 0.4, 1.5)\n", " pha = params[8:12]\n", " amp_p = amp_f * limit_a\n", "\n", " z, z_dot, a = sim_grav.rest_state(X)\n", " for i in range(150): # short rollout for the search\n", " t = i * hg\n", " a[:-1, 0] = amp_p * np.sin(2 * np.pi * (t / per + pha))\n", " z_next = sim_grav.step(z, z_dot, a)\n", " z_dot = (z_next - z) / hg\n", " z = z_next.copy()\n", " com_end = sk.subspace_com(z.flatten(), B, X, T, SB=SB).flatten()\n", " return -(com_end[0] - _com0[0]) # CMA minimizes; we want +x travel\n", "\n", " x0 = np.concatenate([amp_frac, periods, phases])\n", " es = cma.CMAEvolutionStrategy(x0, 0.2,\n", " {\"maxfevals\": 24, \"popsize\": 6, \"verbose\": -9})\n", " es.optimize(crawl_distance)\n", " print(\"best gait params:\", np.round(es.result.xbest, 3))\n", " print(\"best forward travel:\", round(-es.result.fbest, 4))\n", "else:\n", " print(\"CMA-ES disabled (set RUN_CMA = True to optimize the gait).\")" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.9" } }, "nbformat": 4, "nbformat_minor": 5 }