From 22411abb37fb47d376b96c53d62a7a5deeac3636 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 20 May 2024 13:01:46 -0400 Subject: [PATCH 01/28] Add coordinate metadata to grid --- desc/compute/utils.py | 156 +++++++-------- desc/grid.py | 380 ++++++++++++++++++++++-------------- tests/test_compute_utils.py | 14 +- 3 files changed, 326 insertions(+), 224 deletions(-) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index a527471c9e..d3ddbcf48c 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -2,7 +2,6 @@ import copy import inspect -import warnings import numpy as np from termcolor import colored @@ -10,6 +9,7 @@ from desc.backend import cond, fori_loop, jnp, put from desc.grid import ConcentricGrid, Grid, LinearGrid +from ..utils import errorif, warnif from .data_index import allowed_kwargs, data_index # map from profile name to equilibrium parameter name @@ -672,7 +672,7 @@ def _get_grid_surface(grid, surface_label): grid : Grid Collocation grid containing the nodes to evaluate at. surface_label : str - The surface label of rho, theta, or zeta. + The surface label of rho, poloidal, or zeta. Returns ------- @@ -685,49 +685,39 @@ def _get_grid_surface(grid, surface_label): has_endpoint_dupe : bool Whether this surface label's nodes have a duplicate at the endpoint of a periodic domain. (e.g. a node at 0 and 2π). + has_idx : bool + Whether the grid knows the number of unique nodes and inverse idx. """ - assert surface_label in {"rho", "theta", "zeta"} + assert surface_label in {"rho", "poloidal", "zeta"} if surface_label == "rho": spacing = grid.spacing[:, 1:] has_endpoint_dupe = False - unique_size = getattr(grid, "num_rho", -1) - inverse_idx = getattr(grid, "_inverse_rho_idx", jnp.array([])) - elif surface_label == "theta": + elif surface_label == "poloidal": spacing = grid.spacing[:, [0, 2]] - unique_size = getattr(grid, "num_theta", -1) - inverse_idx = getattr(grid, "_inverse_theta_idx", jnp.array([])) - has_endpoint_dupe = ( - isinstance(grid, LinearGrid) - and hasattr(grid, "_unique_theta_idx") - and (grid.nodes[grid.unique_theta_idx[0], 1] == 0) - & (grid.nodes[grid.unique_theta_idx[-1], 1] == 2 * np.pi) - ) + has_endpoint_dupe = isinstance(grid, LinearGrid) and grid._poloidal_endpoint else: spacing = grid.spacing[:, :2] - unique_size = getattr(grid, "num_zeta", -1) - inverse_idx = getattr(grid, "_inverse_zeta_idx", jnp.array([])) - has_endpoint_dupe = ( - isinstance(grid, LinearGrid) - and hasattr(grid, "_unique_zeta_idx") - and (grid.nodes[grid.unique_zeta_idx[0], 2] == 0) - & (grid.nodes[grid.unique_zeta_idx[-1], 2] == 2 * np.pi / grid.NFP) - ) - - return unique_size, inverse_idx, spacing, has_endpoint_dupe + has_endpoint_dupe = isinstance(grid, LinearGrid) and grid._toroidal_endpoint + has_idx = hasattr(grid, f"num_{surface_label}") and hasattr( + grid, f"_inverse_{surface_label}_idx" + ) + unique_size = getattr(grid, f"num_{surface_label}", -1) + inverse_idx = getattr(grid, f"_inverse_{surface_label}_idx", jnp.array([])) + return unique_size, inverse_idx, spacing, has_endpoint_dupe, has_idx def line_integrals( grid, q=jnp.array([1.0]), - line_label="theta", + line_label="poloidal", fix_surface=("rho", 1.0), expand_out=True, tol=1e-14, ): """Compute line integrals over curves covering the given surface. - As an example, by specifying the combination of ``line_label="theta"`` and + As an example, by specifying the combination of ``line_label="poloidal"`` and ``fix_surface=("rho", 1.0)``, the intention is to integrate along the outermost perimeter of a particular zeta surface (toroidal cross-section), for each zeta surface in the grid. @@ -752,7 +742,7 @@ def line_integrals( Quantity to integrate. The first dimension of the array should have size ``grid.num_nodes``. When ``q`` is n-dimensional, the intention is to integrate, - over the domain parameterized by rho, theta, and zeta, + over the domain parameterized by rho, poloidal, and zeta, an n-dimensional function over the previously mentioned domain. line_label : str The coordinate curve to compute the integration over. @@ -778,18 +768,18 @@ def line_integrals( By default, the returned array has the same shape as the input. """ - assert ( - line_label != fix_surface[0] - ), "There is no valid use for this combination of inputs." - assert line_label == "theta" or not isinstance( - grid, ConcentricGrid - ), "ConcentricGrid should only be used for theta line integrals." - if isinstance(grid, LinearGrid) and grid.endpoint: - warnings.warn( - colored( - "Correctness not guaranteed on grids with duplicate nodes.", "yellow" - ) - ) + line_label = grid.get_label(line_label) + fix_label = grid.get_label(fix_surface[0]) + errorif( + line_label == fix_label, + msg="There is no valid use for this combination of inputs.", + ) + errorif( + line_label != "poloidal" and isinstance(grid, ConcentricGrid), + msg="ConcentricGrid should only be used for poloidal line integrals.", + ) + msg = colored("Correctness not guaranteed on grids with duplicate nodes.", "yellow") + warnif(isinstance(grid, LinearGrid) and grid.endpoint, msg=msg) # Generate a new quantity q_prime which is zero everywhere # except on the fixed surface, on which q_prime takes the value of q. # Then forward the computation to surface_integrals(). @@ -797,11 +787,11 @@ def line_integrals( # should correspond to the line label's spacing. # The differential element of the surface integral is # ds = dl * fix_surface_dl, so we scale q_prime by 1 / fix_surface_dl. - labels = {"rho": 0, "theta": 1, "zeta": 2} - column_id = labels[fix_surface[0]] + axis = {"rho": 0, "poloidal": 1, "zeta": 2} + column_id = axis[fix_label] mask = grid.nodes[:, column_id] == fix_surface[1] q_prime = (mask * jnp.atleast_1d(q).T / grid.spacing[:, column_id]).T - (surface_label,) = labels.keys() - {line_label, fix_surface[0]} + (surface_label,) = axis.keys() - {line_label, fix_label} return surface_integrals(grid, q_prime, surface_label, expand_out, tol) @@ -824,10 +814,10 @@ def surface_integrals( Quantity to integrate. The first dimension of the array should have size ``grid.num_nodes``. When ``q`` is n-dimensional, the intention is to integrate, - over the domain parameterized by rho, theta, and zeta, + over the domain parameterized by rho, poloidal, and zeta, an n-dimensional function over the previously mentioned domain. surface_label : str - The surface label of rho, theta, or zeta to compute the integration over. + The surface label of rho, poloidal, or zeta to compute the integration over. expand_out : bool Whether to expand the output array so that the output has the same shape as the input. Defaults to true so that the output may be @@ -855,7 +845,7 @@ def surface_integrals_map(grid, surface_label="rho", expand_out=True, tol=1e-14) grid : Grid Collocation grid containing the nodes to evaluate at. surface_label : str - The surface label of rho, theta, or zeta to compute the integration over. + The surface label of rho, poloidal, or zeta to compute the integration over. expand_out : bool Whether to expand the output array so that the output has the same shape as the input. Defaults to true so that the output may be @@ -872,22 +862,23 @@ def surface_integrals_map(grid, surface_label="rho", expand_out=True, tol=1e-14) surface in the grid with code: ``function(q)``. """ - if surface_label == "theta" and isinstance(grid, ConcentricGrid): - warnings.warn( - colored( - "Integrals over constant theta surfaces are poorly defined for " - + "ConcentricGrid.", - "yellow", - ) - ) - unique_size, inverse_idx, spacing, has_endpoint_dupe = _get_grid_surface( + surface_label = grid.get_label(surface_label) + warnif( + surface_label == "poloidal" and isinstance(grid, ConcentricGrid), + msg=colored( + "Integrals over constant poloidal surfaces" + " are poorly defined for ConcentricGrid.", + "yellow", + ), + ) + unique_size, inverse_idx, spacing, has_endpoint_dupe, has_idx = _get_grid_surface( grid, surface_label ) spacing = jnp.prod(spacing, axis=1) - # Todo: Define masks as a sparse matrix once sparse matrices are no longer + # Todo: Define mask as a sparse matrix once sparse matrices are no longer # experimental in jax. - if hasattr(grid, f"num_{surface_label}"): + if has_idx: # The ith row of masks is True only at the indices which correspond to the # ith surface. The integral over the ith surface is the dot product of the # ith row vector and the integrand defined over all the surfaces. @@ -918,10 +909,10 @@ def surface_integrals_map(grid, surface_label="rho", expand_out=True, tol=1e-14) ) else: expand_out = False - nodes = grid.nodes[:, {"rho": 0, "theta": 1, "zeta": 2}[surface_label]] + axis = {"rho": 0, "poloidal": 1, "zeta": 2}[surface_label] # Converting nodes from numpy.ndarray to jaxlib.xla_extension.ArrayImpl # reduces memory usage by > 400% for the forward computation and Jacobian. - nodes = jnp.asarray(nodes) + nodes = jnp.asarray(grid.nodes[:, axis]) # This branch will execute for custom grids, which don't have a use # case for having duplicate nodes, so we don't bother to modulo nodes # by 2pi or 2pi/NFP. @@ -944,7 +935,7 @@ def integrate(q=jnp.array([1.0])): Quantity to integrate. The first dimension of the array should have size ``grid.num_nodes``. When ``q`` is n-dimensional, the intention is to integrate, - over the domain parameterized by rho, theta, and zeta, + over the domain parameterized by rho, poloidal, and zeta, an n-dimensional function over the previously mentioned domain. Returns @@ -984,12 +975,12 @@ def surface_averages( Quantity to average. The first dimension of the array should have size ``grid.num_nodes``. When ``q`` is n-dimensional, the intention is to average, - over the domain parameterized by rho, theta, and zeta, + over the domain parameterized by rho, poloidal, and zeta, an n-dimensional function over the previously mentioned domain. sqrt_g : ndarray Coordinate system Jacobian determinant; see ``data_index["sqrt(g)"]``. surface_label : str - The surface label of rho, theta, or zeta to compute the average over. + The surface label of rho, poloidal, or zeta to compute the average over. denominator : ndarray By default, the denominator is computed as the surface integral of ``sqrt_g``. This parameter can optionally be supplied to avoid @@ -1026,7 +1017,7 @@ def surface_averages_map(grid, surface_label="rho", expand_out=True, tol=1e-14): grid : Grid Collocation grid containing the nodes to evaluate at. surface_label : str - The surface label of rho, theta, or zeta to compute the average over. + The surface label of rho, poloidal, or zeta to compute the average over. expand_out : bool Whether to expand the output array so that the output has the same shape as the input. Defaults to true so that the output may be @@ -1044,8 +1035,13 @@ def surface_averages_map(grid, surface_label="rho", expand_out=True, tol=1e-14): ``function(q, sqrt_g)``. """ - if not hasattr(grid, f"num_{surface_label}"): - expand_out = False # don't try to expand already expanded output + surface_label = grid.get_label(surface_label) + expand_out = ( + expand_out + # don't try to expand already expanded output + and hasattr(grid, f"num_{surface_label}") + and hasattr(grid, f"_inverse_{surface_label}_idx") + ) integrate = surface_integrals_map(grid, surface_label, expand_out=False, tol=tol) def _surface_averages(q, sqrt_g=jnp.array([1.0]), denominator=None): @@ -1062,7 +1058,7 @@ def _surface_averages(q, sqrt_g=jnp.array([1.0]), denominator=None): Quantity to average. The first dimension of the array should have size ``grid.num_nodes``. When ``q`` is n-dimensional, the intention is to average, - over the domain parameterized by rho, theta, and zeta, + over the domain parameterized by rho, poloidal, and zeta, an n-dimensional function over the previously mentioned domain. sqrt_g : ndarray Coordinate system Jacobian determinant; see ``data_index["sqrt(g)"]``. @@ -1080,8 +1076,7 @@ def _surface_averages(q, sqrt_g=jnp.array([1.0]), denominator=None): Surface average of the input over each surface in the grid. """ - q = jnp.atleast_1d(q) - sqrt_g = jnp.atleast_1d(sqrt_g) + q, sqrt_g = jnp.atleast_1d(q, sqrt_g) numerator = integrate((sqrt_g * q.T).T) # memory optimization to call expand() at most once if denominator is None: @@ -1131,7 +1126,7 @@ def surface_integrals_transform(grid, surface_label="rho"): grid : Grid Collocation grid containing the nodes to evaluate at. surface_label : str - The surface label of rho, theta, or zeta to compute the integration over. + The surface label of rho, poloidal, or zeta to compute the integration over. These correspond to the domain parameters discussed in this method's description. In particular, ``surface_label`` names u₁. @@ -1152,7 +1147,7 @@ def surface_integrals_transform(grid, surface_label="rho"): Input ----- - If ``q`` has one-dimension, then it should have shape + If ``q`` has one dimension, then it should have shape (``grid.num_nodes``, ). If ``q`` has multiple dimensions, then it should have shape (``grid.num_nodes``, *f.shape). @@ -1173,7 +1168,11 @@ def surface_integrals_transform(grid, surface_label="rho"): # transform into the computational domain, so the second dimension that # discretizes f over the codomain will typically have size grid.num_nodes # to broadcast with quantities in data_index. - assert hasattr(grid, f"num_{surface_label}") + surface_label = grid.get_label(surface_label) + errorif( + not hasattr(grid, f"num_{surface_label}") + or not hasattr(grid, f"_inverse_{surface_label}_idx") + ) return surface_integrals_map(grid, surface_label, expand_out=False) @@ -1240,7 +1239,7 @@ def surface_variance( computing the variance of the given set of numbers and not the distribution the numbers are (potentially) sampled from. surface_label : str - The surface label of rho, theta, or zeta to compute the variance over. + The surface label of rho, poloidal, or zeta to compute the variance over. expand_out : bool Whether to expand the output array so that the output has the same shape as the input. Defaults to true so that the output may be @@ -1257,7 +1256,8 @@ def surface_variance( By default, the returned array has the same shape as the input. """ - _, _, spacing, _ = _get_grid_surface(grid, surface_label) + surface_label = grid.get_label(surface_label) + _, _, spacing, _, has_idx = _get_grid_surface(grid, surface_label) integrate = surface_integrals_map(grid, surface_label, expand_out=False, tol=tol) v1 = integrate(weights) @@ -1270,10 +1270,10 @@ def surface_variance( q = jnp.atleast_1d(q) # compute variance in two passes to avoid catastrophic round off error mean = (integrate((weights * q.T).T).T / v1).T - if hasattr(grid, f"num_{surface_label}"): + if has_idx: mean = grid.expand(mean, surface_label) variance = (correction * integrate((weights * ((q - mean) ** 2).T).T).T / v1).T - if hasattr(grid, f"num_{surface_label}") and expand_out: + if has_idx and expand_out: return grid.expand(variance, surface_label) else: return variance @@ -1290,7 +1290,7 @@ def surface_max(grid, x, surface_label="rho"): Quantity to find max. The array should have size grid.num_nodes. surface_label : str - The surface label of rho, theta, or zeta to compute max over. + The surface label of rho, poloidal, or zeta to compute max over. Returns ------- @@ -1313,7 +1313,7 @@ def surface_min(grid, x, surface_label="rho"): Quantity to find min. The array should have size grid.num_nodes. surface_label : str - The surface label of rho, theta, or zeta to compute min over. + The surface label of rho, poloidal, or zeta to compute min over. Returns ------- @@ -1322,7 +1322,9 @@ def surface_min(grid, x, surface_label="rho"): The returned array has the same shape as the input. """ - unique_size, inverse_idx, _, _ = _get_grid_surface(grid, surface_label) + surface_label = grid.get_label(surface_label) + unique_size, inverse_idx, _, _, has_idx = _get_grid_surface(grid, surface_label) + errorif(not has_idx, NotImplementedError, msg="Missing unique and inverse idx.") inverse_idx = jnp.asarray(inverse_idx) x = jnp.asarray(x) mins = jnp.full(unique_size, jnp.inf) diff --git a/desc/grid.py b/desc/grid.py index cf012abc48..e8ac4c2621 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -34,11 +34,12 @@ class _Grid(IOAble, ABC): "_weights", "_axis", "_node_pattern", + "_coordinates", "_unique_rho_idx", - "_unique_theta_idx", + "_unique_poloidal_idx", "_unique_zeta_idx", "_inverse_rho_idx", - "_inverse_theta_idx", + "_inverse_poloidal_idx", "_inverse_zeta_idx", ] @@ -67,7 +68,8 @@ def _enforce_symmetry(self): """ if not self.sym: return - # indices where theta coordinate is off the symmetry line of theta=0 or pi + # indices where poloidal coordinate is off the symmetry line of + # poloidal coord=0 or pi off_sym_line_idx = self.nodes[:, 1] % np.pi != 0 __, inverse, off_sym_line_per_rho_surf_count = np.unique( self.nodes[off_sym_line_idx, 0], return_inverse=True, return_counts=True @@ -94,8 +96,8 @@ def _enforce_symmetry(self): # The computation of this scale factor assumes # 1. number of nodes to delete is constant over zeta # 2. number of nodes off symmetry line is constant over zeta - # 3. uniform theta spacing between nodes - # The first two assumptions let _per_theta_curve = _per_rho_surf. + # 3. uniform poloidal spacing between nodes + # The first two assumptions let _per_poloidal_curve = _per_rho_surf. # The third assumption lets the scale factor be constant over a # particular theta curve, so that each node in the open interval # (0, pi) has its spacing scaled up by the same factor. @@ -127,7 +129,7 @@ def _find_unique_inverse_nodes(self): __, unique_rho_idx, inverse_rho_idx = np.unique( self.nodes[:, 0], return_index=True, return_inverse=True ) - __, unique_theta_idx, inverse_theta_idx = np.unique( + __, unique_poloidal_idx, inverse_poloidal_idx = np.unique( self.nodes[:, 1], return_index=True, return_inverse=True ) __, unique_zeta_idx, inverse_zeta_idx = np.unique( @@ -136,8 +138,8 @@ def _find_unique_inverse_nodes(self): return ( unique_rho_idx, inverse_rho_idx, - unique_theta_idx, - inverse_theta_idx, + unique_poloidal_idx, + inverse_poloidal_idx, unique_zeta_idx, inverse_zeta_idx, ) @@ -171,7 +173,6 @@ def _scale_weights(self): # Because a surface integral always ignores 1 column, with this approach, # duplicates nodes are scaled down properly regardless of which two columns # span the surface. - return weights @property @@ -199,6 +200,11 @@ def sym(self): """bool: True for stellarator symmetry, False otherwise.""" return self.__dict__.setdefault("_sym", False) + @property + def coordinates(self): + """Coordinates specified by the nodes.""" + return self._coordinates + @property def num_nodes(self): """int: Total number of nodes.""" @@ -209,10 +215,28 @@ def num_rho(self): """int: Number of unique rho coordinates.""" return self.unique_rho_idx.size + @property + def num_poloidal(self): + """int: Number of unique poloidal angle coordinates.""" + return self.unique_poloidal_idx.size + + @property + def num_alpha(self): + """ndarray: Number of unique field line poloidal angles.""" + errorif(self.coordinates[1] != "a") + return self.num_poloidal + @property def num_theta(self): - """int: Number of unique theta coordinates.""" - return self.unique_theta_idx.size + """ndarray: Number of unique theta coordinates.""" + errorif(self.coordinates[1] != "t") + return self.num_poloidal + + @property + def num_theta_PEST(self): + """ndarray: Number of unique straight field line polodial angles.""" + errorif(self.coordinates[1] != "p") + return self.num_poloidal @property def num_zeta(self): @@ -230,14 +254,32 @@ def unique_rho_idx(self): return self._unique_rho_idx @property - def unique_theta_idx(self): - """ndarray: Indices of unique theta coordinates.""" + def unique_poloidal_idx(self): + """ndarray: Indices of unique poloidal angle coordinates.""" errorif( - not hasattr(self, "_unique_theta_idx"), + not hasattr(self, "_unique_poloidal_idx"), AttributeError, "jit compatible Grid objects do not have unique indices assigned.", ) - return self._unique_theta_idx + return self._unique_poloidal_idx + + @property + def unique_alpha_idx(self): + """ndarray: Indices of unique field line poloidal angles.""" + errorif(self.coordinates[1] != "a") + return self.unique_poloidal_idx + + @property + def unique_theta_idx(self): + """ndarray: Indices of unique theta coordinates.""" + errorif(self.coordinates[1] != "t") + return self.unique_poloidal_idx + + @property + def unique_theta_PEST_idx(self): + """ndarray: Indices of unique straight field line polodial angles.""" + errorif(self.coordinates[1] != "p") + return self.unique_poloidal_idx @property def unique_zeta_idx(self): @@ -260,14 +302,32 @@ def inverse_rho_idx(self): return self._inverse_rho_idx @property - def inverse_theta_idx(self): - """ndarray: Indices of unique_theta_idx that recover the theta coordinates.""" + def inverse_poloidal_idx(self): + """ndarray: Indices that recover the unique poloidal coordinates.""" errorif( - not hasattr(self, "_inverse_theta_idx"), + not hasattr(self, "_inverse_poloidal_idx"), AttributeError, "jit compatible Grid objects do not have inverse indices assigned.", ) - return self._inverse_theta_idx + return self._inverse_poloidal_idx + + @property + def inverse_alpha_idx(self): + """ndarray: Indices that recover field line poloidal angles.""" + errorif(self.coordinates[1] != "a") + return self.inverse_poloidal_idx + + @property + def inverse_theta_idx(self): + """ndarray: Indices that recover unique theta coordinates.""" + errorif(self.coordinates[1] != "t") + return self.inverse_poloidal_idx + + @property + def inverse_theta_PEST_idx(self): + """ndarray: Indices that recover unique straight field line polodial angles.""" + errorif(self.coordinates[1] != "p") + return self.inverse_poloidal_idx @property def inverse_zeta_idx(self): @@ -320,11 +380,34 @@ def __repr__(self): type(self).__name__ + " at " + str(hex(id(self))) - + " (L={}, M={}, N={}, NFP={}, sym={}, node_pattern={})".format( - self.L, self.M, self.N, self.NFP, self.sym, self.node_pattern + + ( + " (L={}, M={}, N={}, NFP={}, sym={}," + " node_pattern={}, coordinates={})" + ).format( + self.L, + self.M, + self.N, + self.NFP, + self.sym, + self.node_pattern, + self.coordinates, ) ) + def get_label(self, label): + """Get general label that specifies direction given label.""" + options = { + "radial": "rho", # todo: generalize to radial + "poloidal": "poloidal", + "toroidal": "zeta", # todo: generalize to toroidal + {"r": "rho"}[self.coordinates[0]]: "rho", + {"a": "alpha", "t": "theta", "p": "theta_PEST"}[ + self.coordinates[1] + ]: "poloidal", + {"z": "zeta"}[self.coordinates[2]]: "zeta", + } + return options[label] + def compress(self, x, surface_label="rho"): """Return elements of ``x`` at indices of unique surface label values. @@ -334,8 +417,8 @@ def compress(self, x, surface_label="rho"): The array to compress. Should usually represent a surface function (constant over a surface) in an array that matches the grid's pattern. - surface_label : {"rho", "theta", "zeta"} - The surface label of rho, theta, or zeta. + surface_label : {"rho", "poloidal", "zeta"} + The surface label of rho, poloidal, or zeta. Returns ------- @@ -345,29 +428,15 @@ def compress(self, x, surface_label="rho"): corresponds to the value associated with the largest surface. """ - assert surface_label in {"rho", "theta", "zeta"} - assert len(x) == self.num_nodes - if surface_label == "rho": - errorif( - not hasattr(self, "_unique_rho_idx"), - AttributeError, - "compress operation undefined for jit compatible grids", - ) - return x[self.unique_rho_idx] - if surface_label == "theta": - errorif( - not hasattr(self, "_unique_theta_idx"), - AttributeError, - "compress operation undefined for jit compatible grids", - ) - return x[self.unique_theta_idx] - if surface_label == "zeta": - errorif( - not hasattr(self, "_unique_zeta_idx"), - AttributeError, - "compress operation undefined for jit compatible grids", - ) - return x[self.unique_zeta_idx] + surface_label = self.get_label(surface_label) + attr = f"_unique_{surface_label}_idx" + errorif( + not hasattr(self, attr), + AttributeError, + "compress operation undefined for jit compatible grids", + ) + errorif(len(x) != self.num_nodes) + return x[getattr(self, attr)] def expand(self, x, surface_label="rho"): """Expand ``x`` by duplicating elements to match the grid's pattern. @@ -382,8 +451,8 @@ def expand(self, x, surface_label="rho"): that the first element corresponds to the value associated with the smallest surface, and the last element corresponds to the value associated with the largest surface. - surface_label : {"rho", "theta", "zeta"} - The surface label of rho, theta, or zeta. + surface_label : {"rho", "poloidal", "zeta"} + The surface label of rho, poloidal, or zeta. Returns ------- @@ -391,31 +460,15 @@ def expand(self, x, surface_label="rho"): ``x`` expanded to match the grid's pattern. """ - assert surface_label in {"rho", "theta", "zeta"} - if surface_label == "rho": - errorif( - not hasattr(self, "_inverse_rho_idx"), - AttributeError, - "expand operation undefined for jit compatible grids", - ) - assert len(x) == self.num_rho - return x[self.inverse_rho_idx] - if surface_label == "theta": - errorif( - not hasattr(self, "_inverse_theta_idx"), - AttributeError, - "expand operation undefined for jit compatible grids", - ) - assert len(x) == self.num_theta - return x[self.inverse_theta_idx] - if surface_label == "zeta": - errorif( - not hasattr(self, "_inverse_zeta_idx"), - AttributeError, - "expand operation undefined for jit compatible grids", - ) - assert len(x) == self.num_zeta - return x[self.inverse_zeta_idx] + surface_label = self.get_label(surface_label) + attr = f"_inverse_{surface_label}_idx" + errorif( + not hasattr(self, attr), + AttributeError, + "expand operation undefined for jit compatible grids", + ) + errorif(len(x) != getattr(self, f"num_{surface_label}")) + return x[getattr(self, attr)] def copy_data_from_other(self, x, other_grid, surface_label="rho", tol=1e-14): """Copy data x from other_grid to this grid at matching surface label. @@ -426,11 +479,11 @@ def copy_data_from_other(self, x, other_grid, surface_label="rho", tol=1e-14): Parameters ---------- x : ndarray, shape(other_grid.num_nodes,...) - Data to copy + Data to copy. Assumed to be constant over the specified surface. other_grid: Grid Grid to copy from. - surface_label : {"rho", "theta", "zeta"} - The surface label of rho, theta, or zeta. + surface_label : {"rho", "poloidal", "zeta"} + The surface label of rho, poloidal, or zeta. tol : float tolerance for considering nodes the same. @@ -439,20 +492,24 @@ def copy_data_from_other(self, x, other_grid, surface_label="rho", tol=1e-14): y : ndarray, shape(grid2.num_nodes, ...) Data copied to grid2 """ + sl1 = self.get_label(surface_label) + sl2 = other_grid.get_label(surface_label) + axis = {"rho": 0, "poloidal": 1, "zeta": 2} + errorif(self.coordinates[axis[sl1]] != other_grid.coordinates[axis[sl2]]) + axis = axis[sl1] + x = jnp.asarray(x) - assert surface_label in {"rho", "theta", "zeta"} try: xc = other_grid.compress(x, surface_label) y = self.expand(xc, surface_label) except AttributeError: - self_nodes = jnp.asarray(self.nodes) - other_nodes = jnp.asarray(other_grid.nodes) - axis = {"rho": 0, "theta": 1, "zeta": 2}[surface_label] + self_nodes = jnp.asarray(self.nodes[:, axis]) + other_nodes = jnp.asarray(other_grid.nodes[:, axis]) y = jnp.zeros((self.num_nodes, *x.shape[1:])) def body(i, y): y = jnp.where( - jnp.abs(self_nodes[:, axis] - other_nodes[i, axis]) <= tol, + jnp.abs(self_nodes - other_nodes[i]) <= tol, x[i], y, ) @@ -488,8 +545,10 @@ def replace_at_axis(self, x, y, copy=False, **kwargs): if self.axis.size: if callable(y): y = y(**kwargs) - return put( - x.copy() if copy else x, self.axis, y[self.axis] if jnp.ndim(y) else y + x = put( + x.copy() if copy else x, + self.axis, + y[self.axis] if jnp.ndim(y) else y, ) return x @@ -510,14 +569,28 @@ class Grid(_Grid): Quadrature weights for each node. sort : bool Whether to sort the nodes for use with FFT method. + spacing : ndarray of shape(num_nodes, 3) + May be provided to ensure even spacing for surface averages etc. jitable : bool Whether to skip certain checks and conditionals that don't work under jit. Allows grid to be created on the fly with custom nodes, but weights, symmetry - etc may be wrong if grid contains duplicate nodes. + etc. may be wrong if grid contains duplicate nodes. + coordinates : str + Coordinates that are specified by the nodes. + raz : rho, alpha, zeta + rpz : rho, theta_PEST, zeta + rtz : rho, theta, zeta """ def __init__( - self, nodes, spacing=None, weights=None, sort=False, jitable=False, **kwargs + self, + nodes, + spacing=None, + weights=None, + sort=False, + jitable=False, + coordinates="rtz", + **kwargs, ): # Python 3.3 (PEP 412) introduced key-sharing dictionaries. # This change measurably reduces memory usage of objects that @@ -525,6 +598,7 @@ def __init__( self._NFP = 1 self._sym = False self._node_pattern = "custom" + self._coordinates = coordinates self._nodes = self._create_nodes(nodes) if spacing is not None: spacing = ( @@ -545,8 +619,8 @@ def __init__( if sort: self._sort_nodes() if jitable: - # dont do anything with symmetry since that changes # of nodes - # avoid point at the axis, for now. FIXME: make axis boolean mask? + # Don't do anything with symmetry since that changes # of nodes + # avoid point at the axis, for now. r, t, z = self._nodes.T r = jnp.where(r == 0, 1e-12, r) self._nodes = jnp.array([r, t, z]).T @@ -554,10 +628,10 @@ def __init__( # allow for user supplied indices/inverse indices for special cases for attr in [ "_unique_rho_idx", - "_unique_theta_idx", + "_unique_poloidal_idx", "_unique_zeta_idx", "_inverse_rho_idx", - "_inverse_theta_idx", + "_inverse_poloidal_idx", "_inverse_zeta_idx", ]: if attr in kwargs: @@ -567,8 +641,8 @@ def __init__( ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() @@ -650,6 +724,11 @@ class LinearGrid(_Grid): Toroidal coordinates (Default = 0.0). Alternatively, the number of toroidal coordinates (if an integer). Note that if supplied the values may be reordered in the resulting grid. + coordinates : str + Coordinates that are specified by the nodes. + raz : rho, alpha, zeta + rpz : rho, theta_PEST, zeta + rtz : rho, theta, zeta """ def __init__( @@ -664,6 +743,7 @@ def __init__( rho=np.array(1.0), theta=np.array(0.0), zeta=np.array(0.0), + coordinates="rtz", ): self._L = check_nonnegint(L, "L") self._M = check_nonnegint(M, "M") @@ -671,7 +751,10 @@ def __init__( self._NFP = check_posint(NFP, "NFP", False) self._sym = sym self._endpoint = bool(endpoint) + self._poloidal_endpoint = False + self._toroidal_endpoint = False self._node_pattern = "linear" + self._coordinates = coordinates self._nodes, self._spacing = self._create_nodes( L=L, M=M, @@ -689,8 +772,8 @@ def __init__( ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() @@ -906,38 +989,26 @@ def _create_nodes( # noqa: C901 else: dz = np.array([ZETA_ENDPOINT]) - self._endpoint = ( + self._poloidal_endpoint = ( t.size > 0 - and z.size > 0 - and ( - ( - np.isclose(t[0], 0, atol=1e-12) - and np.isclose(t[-1], THETA_ENDPOINT, atol=1e-12) - ) - or (t.size == 1 and z.size > 1) - ) - and ( - ( - np.isclose(z[0], 0, atol=1e-12) - and np.isclose(z[-1], ZETA_ENDPOINT, atol=1e-12) - ) - or (z.size == 1 and t.size > 1) - ) - ) # if only one theta or one zeta point, can have endpoint=True + and np.isclose(t[0], 0, atol=1e-12) + and np.isclose(t[-1], THETA_ENDPOINT, atol=1e-12) + ) + self._toroidal_endpoint = ( + z.size > 0 + and np.isclose(z[0], 0, atol=1e-12) + and np.isclose(z[-1], ZETA_ENDPOINT, atol=1e-12) + ) + # if only one theta or one zeta point, can have endpoint=True # if the other one is a full array + self._endpoint = (self._poloidal_endpoint or (t.size == 1 and z.size > 1)) and ( + self._toroidal_endpoint or (z.size == 1 and t.size > 1) + ) - r, t, z = np.meshgrid(r, t, z, indexing="ij") - r = r.flatten() - t = t.flatten() - z = z.flatten() - - dr, dt, dz = np.meshgrid(dr, dt, dz, indexing="ij") - dr = dr.flatten() - dt = dt.flatten() - dz = dz.flatten() - - nodes = np.stack([r, t, z]).T - spacing = np.stack([dr, dt, dz]).T + r, t, z = map(np.ravel, np.meshgrid(r, t, z, indexing="ij")) + dr, dt, dz = map(np.ravel, np.meshgrid(dr, dt, dz, indexing="ij")) + nodes = np.column_stack([r, t, z]) + spacing = np.column_stack([dr, dt, dz]) return nodes, spacing @@ -968,8 +1039,8 @@ def change_resolution(self, L, M, N, NFP=None): ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() @@ -997,16 +1068,22 @@ class QuadratureGrid(_Grid): toroidal grid resolution (exactly integrates toroidal modes up to order N) NFP : int number of field periods (Default = 1) + coordinates : str + Coordinates that are specified by the nodes. + raz : rho, alpha, zeta + rpz : rho, theta_PEST, zeta + rtz : rho, theta, zeta """ - def __init__(self, L, M, N, NFP=1): + def __init__(self, L, M, N, NFP=1, coordinates="rtz"): self._L = check_nonnegint(L, "L", False) self._M = check_nonnegint(M, "N", False) self._N = check_nonnegint(N, "N", False) self._NFP = check_posint(NFP, "NFP", False) self._sym = False self._node_pattern = "quad" + self._coordinates = coordinates self._nodes, self._spacing = self._create_nodes(L=L, M=M, N=N, NFP=NFP) # symmetry is never enforced for Quadrature Grid self._sort_nodes() @@ -1014,8 +1091,8 @@ def __init__(self, L, M, N, NFP=1): ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() @@ -1064,18 +1141,15 @@ def _create_nodes(self, L=1, M=1, N=1, NFP=1): z = np.linspace(0, 2 * np.pi / NFP, N, endpoint=False) dz = 2 * np.pi / N * np.ones_like(z) - r, t, z = np.meshgrid(r, t, z, indexing="ij") - r = r.flatten() - t = t.flatten() - z = z.flatten() + ( + r, + t, + z, + ) = map(np.ravel, np.meshgrid(r, t, z, indexing="ij")) + dr, dt, dz = map(np.ravel, np.meshgrid(dr, dt, dz, indexing="ij")) - dr, dt, dz = np.meshgrid(dr, dt, dz, indexing="ij") - dr = dr.flatten() - dt = dt.flatten() - dz = dz.flatten() - - nodes = np.stack([r, t, z]).T - spacing = np.stack([dr, dt, dz]).T + nodes = np.column_stack([r, t, z]) + spacing = np.column_stack([dr, dt, dz]) return nodes, spacing @@ -1103,8 +1177,8 @@ def change_resolution(self, L, M, N, NFP=None): ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() @@ -1142,16 +1216,32 @@ class ConcentricGrid(_Grid): * ``'ocs'``: optimal concentric sampling to minimize the condition number of the resulting transform matrix, for doing inverse transform. * ``linear`` : linear spacing in r=[0,1] + coordinates : str + Coordinates that are specified by the nodes. + raz : rho, alpha, zeta + rpz : rho, theta_PEST, zeta + rtz : rho, theta, zeta """ - def __init__(self, L, M, N, NFP=1, sym=False, axis=False, node_pattern="jacobi"): + def __init__( + self, + L, + M, + N, + NFP=1, + sym=False, + axis=False, + node_pattern="jacobi", + coordinates="rtz", + ): self._L = check_nonnegint(L, "L", False) self._M = check_nonnegint(M, "M", False) self._N = check_nonnegint(N, "N", False) self._NFP = check_posint(NFP, "NFP", False) self._sym = sym self._node_pattern = node_pattern + self._coordinates = coordinates self._nodes, self._spacing = self._create_nodes( L=L, M=M, N=N, NFP=NFP, axis=axis, node_pattern=node_pattern ) @@ -1161,8 +1251,8 @@ def __init__(self, L, M, N, NFP=1, sym=False, axis=False, node_pattern="jacobi") ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() @@ -1315,8 +1405,8 @@ def change_resolution(self, L, M, N, NFP=None): ( self._unique_rho_idx, self._inverse_rho_idx, - self._unique_theta_idx, - self._inverse_theta_idx, + self._unique_poloidal_idx, + self._inverse_poloidal_idx, self._unique_zeta_idx, self._inverse_zeta_idx, ) = self._find_unique_inverse_nodes() diff --git a/tests/test_compute_utils.py b/tests/test_compute_utils.py index 3136828620..573a1cb314 100644 --- a/tests/test_compute_utils.py +++ b/tests/test_compute_utils.py @@ -69,7 +69,17 @@ def surface_integrals(grid, q=np.array([1.0]), surface_label="rho"): Surface integral of the input over each surface in the grid. """ - _, _, spacing, has_endpoint_dupe = _get_grid_surface(grid, surface_label) + _, _, spacing, _, _ = _get_grid_surface(grid, grid.get_label(surface_label)) + if surface_label == "rho": + has_endpoint_dupe = False + elif surface_label == "theta": + has_endpoint_dupe = (grid.nodes[grid.unique_theta_idx[0], 1] == 0) & ( + grid.nodes[grid.unique_theta_idx[-1], 1] == 2 * np.pi + ) + else: + has_endpoint_dupe = (grid.nodes[grid.unique_zeta_idx[0], 2] == 0) & ( + grid.nodes[grid.unique_zeta_idx[-1], 2] == 2 * np.pi / grid.NFP + ) weights = (spacing.prod(axis=1) * np.nan_to_num(q).T).T surfaces = {} @@ -130,7 +140,7 @@ def test_unknown_unique_grid_integral(self): surface_integrals(lg, q, surface_label="rho"), result ) result = surface_averages(lg, q, surface_label="theta") - del lg._unique_theta_idx + del lg._unique_poloidal_idx np.testing.assert_allclose( surface_averages(lg, q, surface_label="theta"), result ) From 5cb67ef561b39a05d3624b40a26af99d7904be58 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 20 May 2024 17:06:13 -0500 Subject: [PATCH 02/28] Add grid_coordinates metadata to data_index --- desc/compute/data_index.py | 13 ++++++++----- desc/compute/utils.py | 8 ++++++++ desc/equilibrium/equilibrium.py | 1 - desc/grid.py | 18 +++++++----------- 4 files changed, 23 insertions(+), 17 deletions(-) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index 5252c33adc..13623ca031 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -63,9 +63,9 @@ def register_compute_fun( profiles, coordinates, data, - aliases=[], + aliases=None, parameterization="desc.equilibrium.equilibrium.Equilibrium", - grid_type=None, + grid_coordinates="rtz", axis_limit_data=None, **kwargs, ): @@ -104,8 +104,9 @@ def register_compute_fun( parameterization : str or list of str Name of desc types the method is valid for. eg `'desc.geometry.FourierXYZCurve'` or `'desc.equilibrium.Equilibrium'`. - grid_type : str - Name of grid type the quantity must be computed with. eg `'quad'`. + grid_coordinates : str + Coordinates specified by nodes of the grid. + Immediate dependencies should be computed on a grid of this type. axis_limit_data : list of str Names of other items in the data index needed to compute axis limit of qty. @@ -114,6 +115,8 @@ def register_compute_fun( Should only list *direct* dependencies. The full dependencies will be built recursively at runtime using each quantity's direct dependencies. """ + if aliases is None: + aliases = [] if not isinstance(parameterization, (tuple, list)): parameterization = [parameterization] @@ -142,7 +145,7 @@ def _decorator(func): "coordinates": coordinates, "dependencies": deps, "aliases": aliases, - "grid_type": grid_type, + "grid_coordinates": grid_coordinates, } for p in parameterization: flag = False diff --git a/desc/compute/utils.py b/desc/compute/utils.py index d3ddbcf48c..4376b1f186 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -130,6 +130,14 @@ def _compute( data=data, **kwargs, ) + coords = data_index[parameterization][name]["grid_coordinates"] + errorif( + "grid" in transforms and transforms["grid"].coordinates != coords, + msg=( + f"Grid has coordinates '{transforms['grid'].coordinates}', but " + f"expected grid with coordinates '{coords}' to compute {name}." + ), + ) # now compute the quantity data = data_index[parameterization][name]["fun"]( params=params, transforms=transforms, profiles=profiles, data=data, **kwargs diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index b32ae3b0fa..406787a764 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -848,7 +848,6 @@ def compute( set(get_data_deps(names, obj=p, has_axis=grid.axis.size) + names) - data.keys() # subtract out y if already computed ) - # TODO: replace this logic with `grid_type` from data_index dep0d = [ dep for dep in deps diff --git a/desc/grid.py b/desc/grid.py index e8ac4c2621..eada683d4e 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -396,17 +396,13 @@ def __repr__(self): def get_label(self, label): """Get general label that specifies direction given label.""" - options = { - "radial": "rho", # todo: generalize to radial - "poloidal": "poloidal", - "toroidal": "zeta", # todo: generalize to toroidal - {"r": "rho"}[self.coordinates[0]]: "rho", - {"a": "alpha", "t": "theta", "p": "theta_PEST"}[ - self.coordinates[1] - ]: "poloidal", - {"z": "zeta"}[self.coordinates[2]]: "zeta", - } - return options[label] + # TODO: generalize zeta to toroidal in PR #568. + if label in {"rho", "poloidal", "zeta"}: + return label + rad = {"r": "rho"}[self.coordinates[0]] + pol = {"a": "alpha", "t": "theta", "p": "theta_PEST"}[self.coordinates[1]] + tor = {"z": "zeta"}[self.coordinates[2]] + return {rad: "rho", pol: "poloidal", tor: "zeta"}[label] def compress(self, x, surface_label="rho"): """Return elements of ``x`` at indices of unique surface label values. From 561aad6194a33583af6114eb6e055804942e52bd Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 20 May 2024 21:41:28 -0500 Subject: [PATCH 03/28] Add more flags to compute dependencies correctly to data index --- desc/compute/_omnigenity.py | 2 + desc/compute/_profiles.py | 1 + desc/compute/data_index.py | 19 + desc/compute/utils.py | 32 +- desc/grid.py | 9 +- .../tutorials/basic_optimization.ipynb | 423 +----- .../tutorials/bootstrap_current.ipynb | 571 +-------- .../tutorials/continuation_step_by_step.ipynb | 568 +-------- docs/notebooks/tutorials/omnigenity.ipynb | 610 +-------- .../panici2022/make_plots_Panici_2022.ipynb | 1136 +---------------- 10 files changed, 271 insertions(+), 3100 deletions(-) diff --git a/desc/compute/_omnigenity.py b/desc/compute/_omnigenity.py index ddff8245fe..f07df45251 100644 --- a/desc/compute/_omnigenity.py +++ b/desc/compute/_omnigenity.py @@ -33,6 +33,7 @@ data=["B_theta"], M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", + require_resolution="tz", ) def _B_theta_mn(params, transforms, profiles, data, **kwargs): data["B_theta_mn"] = transforms["B"].fit(data["B_theta"]) @@ -54,6 +55,7 @@ def _B_theta_mn(params, transforms, profiles, data, **kwargs): data=["B_zeta"], M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", + require_resolution="tz", ) def _B_zeta_mn(params, transforms, profiles, data, **kwargs): data["B_zeta_mn"] = transforms["B"].fit(data["B_zeta"]) diff --git a/desc/compute/_profiles.py b/desc/compute/_profiles.py index cdc35db27f..65221ee522 100644 --- a/desc/compute/_profiles.py +++ b/desc/compute/_profiles.py @@ -138,6 +138,7 @@ def _chi_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["chi_r", "rho"], + require_resolution="r", ) def _chi(params, transforms, profiles, data, **kwargs): chi_r = transforms["grid"].compress(data["chi_r"]) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index 13623ca031..4efff5294d 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -65,7 +65,9 @@ def register_compute_fun( data, aliases=None, parameterization="desc.equilibrium.equilibrium.Equilibrium", + require_resolution="", grid_coordinates="rtz", + grid_special=None, axis_limit_data=None, **kwargs, ): @@ -104,9 +106,20 @@ def register_compute_fun( parameterization : str or list of str Name of desc types the method is valid for. eg `'desc.geometry.FourierXYZCurve'` or `'desc.equilibrium.Equilibrium'`. + require_resolution : str + Resolution requirements in coordinates. I.e. "r" expects radial resolution + in the grid, "rtz" expects grid to radial, poloidal, and toroidal resolution. grid_coordinates : str Coordinates specified by nodes of the grid. Immediate dependencies should be computed on a grid of this type. + grid_special : list of str or Grid + Special expectations from the grid to compute the quantity. E.g. + align : str + Grid should be such that the immediate dependency quantities are + separable into (rho, poloidal, zeta) coordinates with + ``dependency.reshape(num_rho, num_poloidal, num_zeta)``. + fft : str + Grid should be sorted for fast fourier transform. axis_limit_data : list of str Names of other items in the data index needed to compute axis limit of qty. @@ -117,8 +130,12 @@ def register_compute_fun( """ if aliases is None: aliases = [] + if grid_special is None: + grid_special = [] if not isinstance(parameterization, (tuple, list)): parameterization = [parameterization] + if not isinstance(grid_special, (tuple, list)): + grid_special = [grid_special] deps = { "params": params, @@ -145,7 +162,9 @@ def _decorator(func): "coordinates": coordinates, "dependencies": deps, "aliases": aliases, + "require_resolution": require_resolution, "grid_coordinates": grid_coordinates, + "grid_special": grid_special, } for p in parameterization: flag = False diff --git a/desc/compute/utils.py b/desc/compute/utils.py index 4376b1f186..271efa0326 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -130,14 +130,30 @@ def _compute( data=data, **kwargs, ) - coords = data_index[parameterization][name]["grid_coordinates"] - errorif( - "grid" in transforms and transforms["grid"].coordinates != coords, - msg=( - f"Grid has coordinates '{transforms['grid'].coordinates}', but " - f"expected grid with coordinates '{coords}' to compute {name}." - ), - ) + if "grid" in transforms: + coords = data_index[parameterization][name]["grid_coordinates"] + errorif( + transforms["grid"].coordinates != coords, + msg=( + f"Expected grid with coordinates '{coords}' to compute {name}, " + f"but got grid with coordinates '{transforms['grid'].coordinates}'." + ), + ) + special = data_index[parameterization][name]["grid_special"] + for requirement in special: + warnif( + isinstance(requirement, Grid) + and not isinstance(transforms["grid"], requirement), + msg=( + f"Expected '{requirement}' to compute {name}, " + f"but got '{type(transforms['grid'])}'." + ), + ) + errorif( + isinstance(requirement, str) + and not hasattr(transforms["grid"], requirement), + msg=f"Expected grid attribute '{requirement}' to compute {name}.", + ) # now compute the quantity data = data_index[parameterization][name]["fun"]( params=params, transforms=transforms, profiles=profiles, data=data, **kwargs diff --git a/desc/grid.py b/desc/grid.py index eada683d4e..348abcb15b 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -678,9 +678,6 @@ def _create_nodes(self, nodes): nodes = jnp.atleast_2d(jnp.asarray(nodes)).reshape((-1, 3)).astype(float) # Do not alter nodes given by the user for custom grids. # In particular, do not modulo nodes by 2pi or 2pi/NFP. - # This may cause the surface_integrals() function to fail recognizing - # surfaces outside the interval [0, 2pi] as duplicates. However, most - # surface integral computations are done with LinearGrid anyway. return nodes @@ -1137,11 +1134,7 @@ def _create_nodes(self, L=1, M=1, N=1, NFP=1): z = np.linspace(0, 2 * np.pi / NFP, N, endpoint=False) dz = 2 * np.pi / N * np.ones_like(z) - ( - r, - t, - z, - ) = map(np.ravel, np.meshgrid(r, t, z, indexing="ij")) + r, t, z = map(np.ravel, np.meshgrid(r, t, z, indexing="ij")) dr, dt, dz = map(np.ravel, np.meshgrid(dr, dt, dz, indexing="ij")) nodes = np.column_stack([r, t, z]) diff --git a/docs/notebooks/tutorials/basic_optimization.ipynb b/docs/notebooks/tutorials/basic_optimization.ipynb index 43a183098e..cfde830823 100644 --- a/docs/notebooks/tutorials/basic_optimization.ipynb +++ b/docs/notebooks/tutorials/basic_optimization.ipynb @@ -22,14 +22,14 @@ }, "tags": [] }, - "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -67,11 +67,11 @@ "metadata": { "tags": [] }, - "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -83,16 +83,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "DESC version 0.10.2+349.g81f43916.dirty,using JAX backend, jax version=0.4.13, jaxlib version=0.4.13, dtype=float64\n", - "Using device: CPU, with 5.76 GB available memory\n" - ] - } - ], "source": [ "%matplotlib inline\n", "import numpy as np\n", @@ -124,7 +114,8 @@ " plot_boundaries,\n", " plot_boundary,\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -156,11 +147,11 @@ }, "tags": [] }, - "outputs": [], "source": [ "# load initial equilibrium\n", "eq_init = desc.io.load(\"qs_initial_guess.h5\")" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -169,32 +160,10 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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R7N9YbViwYXV8tjoe249ZSXY8d5NznGQDNzhFCvFpxg5MDf324F/W8d+FCSGIcpgw5emfj4hITgoPD6dbt26MHj2aw4cPk5ycTMGCBZk1axYm0/2/v23bto1PP/2UPXv2UKZMmTQz7UOGDHGE91uuX79OgQIF6Nq1K4GBgQQEBDiOnz17lujoaPbu3YvVamXChAkcPXo03dn3LVu20KNHDywWi+PY448/7gj4y5Yt47nnngOgbt2693z3IaO8vb2ZMmUK7733HrVq1WLfvn188sknjuc/++wzWrVqRbVq1e5ZX4MGDRg7diw2m43k5GQ+/PDDLNdksmVlUdN8JD4+Hn9/f+Li4hx3NIuIseK4zAV+5QJ7OZ/6+Sp/YMOKNwUozoMEUtYR3u0ft/93STzxybF6bNiI5yoxnOIGp7jB6dv+2/4Rw2ksJAEQQDBlaEQZGlGaRpSiHt4E5Fg9IuJ6EhMTOXbsGJUrV8bHJ+e+P+U2q9XK9OnT6du3b65eZ9GiRRw8eJDXX3/9juNr165lwoQJaY5/+OGH9O/fP0eWlHRV9/o3pRl8ETFUDGc4w3ZHoL/Ar8RwBrAH5WBqE0ZHSlCLYGpTmCqY8ngLDxMm/CmKP0UpSa10X2PDRhyXuEw0Z9nOGbaxg/HEch4THpTgQUqnhv4yNKIIVTXLLyJO7+DBg4SFheXqNfbu3cuUKVOIiIjg3Llzjh1cbz+emJiYJsRevHjRrcP9/WgGXzP4InnKQjJn2MpRlnOUFVxkH2CiCKGUpBYlqZ36uRYFCL7veM7Mho0bnOQM2zjDNs6yjfPswUISvhSmNA0pQyPK8wjlaIoZD6NLFpFc4qoz+HPmzKFjx45OlZEOHDjAb7/9xtNPP210KYa6178pBXwFfJFcF8NZjrGSIyznOD+TyA0KU4UqtKMKj1GWpvgQeP+B8oEUErnAXkfgP8NWrnMCf0oQRmeq043yRGLWG6wi+YqrBnxxXmrREZE8ZSWF02zlGCs4wnIuEoUHPlTgESJ5nyo8RhFC7z9QPuSJD2VoSBkaAi8DcJloDjKfg8znVybjT3Gq0onqdKUCzRX2RUQkU/RTQ0RyhJUUjvET+5nJMVaSyHUKUYkqtOMRPqACzfHC3+gynVIxqtOUf9CUf3CFQ6lhfx57mYIfRalKR6rTjQo8igdeRpcrIiJOTgFfRLLlKoeJ4iv28w03OUc5mtGMd1Nn6XUjaWYVpSoP8SYP8SZXOcIf/EA084hiGr4UpiodqUZXKtESD+6+iYqIiLgvBXwRybQkbnKQ+UTxFafYSAFKU4M+1KC327be5IYihNCYkTRmJH/xp6ONZy5fU4DS1GMotXkBP4oYXaqIiDgR3WSrm2xFMsSGjTNsI4ppRPM9KSQSypPUoh+VaK0VYPLQX/zJbj5nL1OxkkIN+lKflynCnZu+iIhz0E22ktN0k62IZNlNzvMbM4niK65wkOJEEMn7hPMcAWgNYiMUohIt+IimjCKKr9jJeHbzOVXpQAOGUY6mao0SEXFjCvgikq6rHGYrY9jPDLzw5wG68yQzCaauwqOT8CGIBrxCPV7iDxaynY+ZRSSlqEcDhlONLropV0TEDSngi0gaF/mNLYwmmu8pRCXaMIkIntMKOE7MjCfV6UZ1unGarezgE5bwHOt4jXr8jVr0x5dCRpcpIiJ5RAFfRAA4y0628AGHWEwxwnmSmVTnKa3B7mLK0piyzOMax9jFBDbxTzbxT2rSnya8QQAljC5RRERymdnoAkTEWCf5hTm0ZjoNuMFpurCAAewjnO4K9y6sMJVpxXhe4hRNeYdovmcyoWxlLCkkGl2eiEiO2rJli9ElOBUFfBE3ZMPGUVYyg2bM4mFSSOAZVtKHnYTRCZO+NeQbvhSiESMYxCHq8TIbeYcpPMBBfsCGWy+iJiL5hMViYdGiRUaXkWE7duzg3Llz2Gw2/vzzT6Kjo3P8GvopLuJGbNg4zI98TX2+5zG88Od5NtCDX6hMG908m495U4CHeY+B/EEZGrGArsziEc6zx+jSRMRFTJ06NdPnHDlyhFdffZVChQrx+eefO45HRUXRsmVLGjZsyMyZM7NV1+rVq2nRooXj8ZIlS/j4448ZPnw43bt359KlS9kaPyM2bdrEiBEjmD59OgMHDuT69et3fe2kSZMoXbo0Xl5eDB06lFKlSmV6jPvR++8ibuIy0fzMK/zJKkJ5krZ8QWnqG12W5LGClKcD31KPoazmVb6iHjXoxcN8QCCljS5PRJxYVrZOCgkJoXXr1kRERDBu3DgGDx6MyWSiZs2a9OrVi7Zt21K8ePaWXF69ejVjxowB4Pjx4xw5coThw4cD8PLLL9O7d2+WLVuWrWvcS3x8PD169CAqKoqgoCBsNhvvvPMO48ePT/f1FStW5OzZs3h6ejq+9syOcT+awRfJ5xL4i595hak8SCwXeI71dGOxwr2bK0MjerKFDnzLcdYwmaps4l8kE290aSLihKKjo3nggQeydO7Jkyfp27cvFouFVatWOY5fuXIl2+E+Li4OHx8fPDzsmy3u27ePN998k/h4+/eyli1bsm7dumxd437Wr19P6dKlCQoKAqBp06YsWLDgnueUKlUqzdeelTHuRTP4IvmUFQtRTGM9bwE22vA5teivHWfFwYSJcJ6lKh3ZzsdsZQx7mUJz/s0DPKOWLRFhxYoVREdHs3//fpo0acLatWt5++23MZszPkdss9kwmUwMGjSIiRMn0qZNmxyrb/HixXTo0MHx+LHHHmPz5s34+fkB9l8uQkNDHc+/++67zJ8/n5s3b+Lr60tCQgK+vr4MGDDAMet//vz5+86cR0ZG0q5dO8c1Chcu7HiuUKFCnDp1ipiYGAIDA+84NzY2lmnTpuHr68vGjRsZPXp0pse4HwV8kXzoJL/wMy9zkf3UZQjNeBc/Ct//RHFLXvjRlLepSV828BaLeY5dTKANkwimttHlieRrp7FyPY9ueC+IibKZaN6YMGECNpuNYcOGMXnyZAYMGMCkSZP4+uuv6devn+N1ixYtIjQ0lPDw8DvGuD2g9unTh1GjRnH06FFMJhOVKlXK9te0c+dOnn32WcdjLy8v6tatC0BSUhKTJ0929P7Pnz+f5s2bM3LkSGbMmEHXrl2ZN28egwYNSjNmcHCwo+UnI65cuYKvr6/jsbe3N8Bdw3nnzp1p3LgxAMnJyQwbNoyqVatmaoz7UcAXyUeuc5K1/J1o5lKRlvQniuLc+Q1XJD2BlKY9X1OPoazib0ynAZG8RyNe0zs/IrngOjYqE0dyHl3PC7hEAAUz8O7cyZMn+fbbb9m+fTsWiwVPT3tkLF++PCtWrEgT8KdNm0a7du3SDfgbN26kSZMmABQpUoRu3boxceJEatasSceOHR2vS0pKYtSoURw6dIiePXuSmJjIjBkzWLhwIaNGjSI6Opo+ffpw5swZ4uPjGTFiBJcuXbpni8/IkSMZPXo0kZGRgD1Ym81mfvjhBxo0aMCWLVsoW7ZsRv7o7qlgwYJp7k+4efMmAMWKFUv39fXr/7dFtmLFiixatIgPPvggU2PcjwK+SD6QTBzbGMdW/k0BStGVRYTypFosJEuCqcPzbGAH/8cG3uIIy3iCGRSmstGlieQrBTFxDP88ncHPSLgH2Lp1K02bNgVg9+7d1KlTB4CVK1c6jt+ydOnSu45z7NgxRysLwODBg2nVqhXDhg1L05Li7e2Np6cnw4cPp3bt2ty4cYOwsDDH8d69ezt+IShbtiwjRoxg7ty5dOvWLd3rfvbZZ3Tq1InIyEgOHz5MaGioo63ohx9+YNasWWzYsIGQkJA7zs1si05YWBjfffed47lLly4RHBzsmIW/3bZt22jTpg2XL1/Gy8uLmzdv4unpmakxMkIBX8TFnWADy+hDLBdpyiga8Cqe+Bhdlrg4Mx40YgSVac1inmMaNWnFp9Sgj35xFMlBZTGT/TnknBcREeFYWz4qKop+/fqxfv16rl27xjPPPJPhcVJSUtI8btCgASEhIcTExNzx2l27dlGrVi3Gjh3L7NmzCQ4OBmDNmjUMHToUgA0bNtC5c2fAvgTnkCFD7hhnzpw5lC9fnqpVq3L+/HkWLFjAyJEjAThw4ABWqxWz2UxiYiIHDhygffv2ac7PbItOZGQkx48f58qVKxQtWpQNGzbQpUsXx/OrVq2ifPnyVKtWjdKlSzNs2DC8vLwA+y9SPXv2vO8YmaWAL+KikolnA2+xg/GE8Dg92KRlDiXHlaAGfdjJBt5mGf05zFIeYwoBZG/lCxFxbuHh4XTr1o3Ro0dz+PBhkpOTKViwILNmzcJkuv8v+du2bePTTz9lz549lClTJs1M+5AhQxzh/Zbr169ToEABunbtSmBgIAEBAY7jZ8+eJTo6mr1792K1WpkwYQJHjx5Nd/Z9y5Yt9OjRA4vF4jj2+OOPOwL+smXLeO655wCoW7fuPd99yChvb2+mTJnCe++9R61atdi3bx+ffPKJ4/nPPvuMVq1aUa1aNcqXL0+DBg0YO3YsNpuN5ORkPvzww/uOkVkmW1YWNc1H4uPj8ff3Jy4uznHHtYizO8cultCTGE7TivGaVZU8cZx1/EgvLCTxONMI4XGjSxJxGYmJiRw7dozKlSvj4+M677JarVamT59O3759c/U6ixYt4uDBg7z++ut3HF+7di0TJkxIc/zDDz+kf//+2V5m05Xd69+U1sEXcSEWkvmFd5hOIwIoSX/2UZO+CveSJyrSnP7soyItmUt7VvAiScQaXZaI5KKDBw8SFhaWq9fYu3cvU6ZM4erVq5w7d+6O476+viQmJqY55+LFi24d7u9HLToiLuISB1hKTy7zOy35hHq8hEm/o0se86UQHZhFKE+wkhc5wRqeYCZlaGh0aSKSC6KiotKsdpMbatWqxfLlyzN8/MCBAzRq1ChXa3J1atFRi444OSuW1NVM3qYkNXmCGRQld2dTRDIihjMspTcnWMdDvM1DvIUHXkaXJeKUXLVFR5zXvf5NaQZfxIld4yhL6c1ZttOMd2jMSMz631acRCBleJaf2MVnrGMkJ1hHF37An6yt2ywiIjlD7++LOKn9zOA/1CSR6/RhBw/xlsK9OB0TZurzN3qznescZzoNuMTvRpclIuLWFPBFnIyFJH7iJZbSi9oMpA87KUkto8sSuadby2kWoBQzaMxRVhhdkoiI21LAF3EiNznHtzzKPqbTke9pycfatEpcRgAl6M4aQunAXNqzg/HY8miHThER+S+Xeb9/7ty57Nixg7i4OJ555hkiIyPTPL9mzRo2bdqExWJh//79LFy40KBKRbLmFJtZQFe8KUAvtlGCCKNLEsk0T3x5gm8oTjirGcZlfqcNn+FB1rZbFxGRzHOJgH/jxg3GjBnD7t27SUhIoH79+uzbtw+z2f4GxLVr15g4caJjS+X9+/cbWK1I5tiwsYcv+JmXqUxbnmQmvhQyuiyRLDNhojEjKUIYS3ieqxymM/Pxp6jRpYmIuAWXaNHZvn07YWFhmEwm/Pz8CAgI4OjRo47nly9fTkBAAJ988glvv/02Vqv1rmMlJycTHx+f5kPEKMnEs4y+/MQQHuJturFY4V7yjTA60pNN/MVRvqEhl4k2uiQREbfgEgH/8uXLFChQwPE4MDCQy5cvOx6fPn2avXv38vLLL/Paa6/x9NNP3zW4f/DBB/j7+zs+ihbVjJIY4zonmElT/mAh3VhKM97RxlWS75SkFr3ZgR/F+IZGHOMno0sSEcn3XCJNFCtWjJs3bzoex8TEUKzYf9dZDgwMpGbNmnh4eBAUFEThwoU5cuRIumO99dZbxMXFOT6uXLmS6/WL/K8/Wc1X1CWFRPqwk1DaG12SSK4pQDDPs54QnuB72rGTibr5VkQkF7lEwG/YsCF//PEHNpuN+Ph4YmNjqVy5MqdOnQKgWbNmnDhxAgCbzcaVK1coW7ZsumN5eXnh5+eX5kMkL+3iM76jDRVpQW+2UYRQo0sSyXWe+PIkM4nkfX7mb6zkRSwkG12WiEi+ZLLZbC4xjTJ37ly2bt1KXFwc3bt3p0yZMjz33HNs374dgDFjxnDt2jUSEhJo0KABzz33XIbGjY+Px9/fn7i4OIV9yVU2bGzgLbbwIQ/zAU14AxMmo8sSyXMHWcASnqcK7ejIbK2wI24hMTGRY8eOUblyZXx8tPxxTtuyZQtNmjQxuow8da9/Uy4T8HOLAr7kBSsprGAg+/iGdkylJn2MLknEUCfYwFwepxIt6cRchXzJ9xTwc4/FYuGNN95g7NixRpeSLTt27KBcuXIEBwdz/PhxEhISqF69+l1ff69/Uy7RoiPiypKJ4wc6c4A5dGWRwr0IUIGHeYaVHGcNP9CFFBKNLklE7mPq1KmZPufIkSO8+uqrFCpUiM8//9xxPCoqipYtW9KwYUNmzpyZrbpWr15NixYtHI+XLFnCxx9/zPDhw+nevTuXLl3K1vgZsWnTJkaMGMH06dMZOHAg169fv+trIyIiKFSoUJqP77//nkmTJlG6dGm8vLwYOnQopUqVynI9LrEOvoiriucq83iSy/xOd1ZTFvd6+1DkXsrRlGdYxfe0ZT4d6cICvNA7qSLOKitNHyEhIbRu3ZqIiAjGjRvH4MGDMZlM1KxZk169etG2bVuKFy+erbpWr17NmDFjADh+/DhHjhxh+PDhALz88sv07t2bZcuWZesa9xIfH0+PHj2IiooiKCgIm83GO++8w/jx4+94bUJCAj179qRr166YzWaSk5OZMGECTz31FNHR0Zw9exZPT89s/5loBl8kl9zgNDNpxnVO0INNCvci6ShLY57lZ86wlfl0IJk4o0sSkXRER0fzwAMPZOnckydP0rdvXywWC6tWrXIcv3LlSraDbFxcHD4+Pnh4eACwb98+3nzzTcdy6S1btmTdunXZusb9rF+/ntKlSxMUFARA06ZNWbBgQbqvTUhIoEePHlSuXJmKFSuyfPly3nrrLUwm+z15pUqVyvafCWgGXyRXXCaa72iDFwXoxRaCKGd0SSJOqzQN6M4a5tCKubSnG0vxJsDoskTyxF+nIf7u3Rw5yq8gFEp/kcG7WrFiBdHR0ezfv58mTZqwdu1a3n77bczmjM8R22w2TCYTgwYNYuLEibRp0yaTld/d4sWL6dChg+PxY489xubNmx33VZ48eZLQ0P+uVvfuu+8yf/58bt68ia+vLwkJCfj6+jJgwADHrP/58+fTnX2/XWRkJO3atXNco3Dhwo7nChUqxKlTp4iJiSEwMDDNebdacgD2799PYGAgwcHBAMTGxjJt2jR8fX3ZuHEjo0ePpkiRIln6c1HAF8lhp9nKPNpThDCe4kf8yNr/nCLupBR1eY61zKYl39OOp1mGNwXuf6KIC4u/Du9VBkserRjr4QUfXLIH/YyYMGECNpuNYcOGMXnyZAYMGMCkSZP4+uuv6devn+N1ixYtIjQ0lPDw8DvGuD3k9unTh1GjRnH06FFMJhOVKlXK9te0c+dOnn32WcdjLy8v6tatC0BSUhKTJ0929P7Pnz+f5s2bM3LkSGbMmEHXrl2ZN28egwYNSjNmcHCwo+UnI65cuYKvr6/jsbe3fdGA9AL+7d5///009x907tyZxo0bA5CcnMywYcOYPn16huu4nQK+SA46wnIW0JWKPEon5uKFv9ElibiMktTiOdbyLS34jrY8zXJ8CDK6LJFc41cQRh3L2xn8jIb7kydP8u2337J9+3YsFguenvbIWL58eVasWJEm4E+bNo127dqlG/A3btzoWL6ySJEidOvWjYkTJ1KzZk06duzoeF1SUhKjRo3i0KFD9OzZk8TERGbMmMHChQsZNWoU0dHR9OnThzNnzhAfH8+IESO4dOnSPdtZRo4cyejRo4mMjATsAdpsNvPDDz/QoEEDtmzZctd9kzKjYMGCae5PuLU56+2bsv6vkydPcvr06TSr39SvX9/x3xUrVmTRokVZrkkBXySHHGE58+lION1px1Q88DK6JBGXU4IaPM96vuVRvqMNT7MSXzKYSERcUKGymW+byQtbt26ladOmAOzevZs6deoAsHLlSsfxW5YuXXrXcY4dO+ZoZQEYPHgwrVq1YtiwYWnaWry9vfH09GT48OHUrl2bGzduEBYW5jjeu3dvxy8EZcuWZcSIEcydO5du3bqle93PPvuMTp06ERkZyeHDhwkNDXW0Ff3www/MmjWLDRs2EBIScse5mW3RCQsL47vvvnM8d+nSJYKDgx0z+en56aefKFmypOPxtm3baNOmDZcvX8bLy4ubN286fqnKCgV8kRzwJz/zA52J4DkeZxom3b8ukmXFCXeE/Dm04hl+wo/C9z9RRHJMRESEYwY5KiqKfv36sX79eq5du8YzzzyT4XFSUlLSPG7QoAEhISHExMTc8dpdu3ZRq1Ytxo4dy+zZsx296WvWrGHo0KEAbNiwgc6dOwP2JTiHDBlyxzhz5syhfPnyVK1alfPnz7NgwQJGjhwJwIEDB7BarZjNZhITEzlw4ADt27dPc35mW3QiIyM5fvw4V65coWjRomzYsIEuXbo4nl+1ahXly5enWrVqjmPR0dH4+//3Xf7SpUszbNgwvLzsk4Nbt26lZ8+eGa7hfyngi2TTCTYwjw6E0Zl2/EfhXiQHFKM6z7OB2TzKHFryDKvwp6jRZYm4jfDwcLp168bo0aM5fPgwycnJFCxYkFmzZjlWfLmXbdu28emnn7Jnzx7KlCmTZqZ9yJAhjvB+y/Xr1ylQoABdu3YlMDCQgIAAx/GzZ88SHR3N3r17sVqtTJgwgaNHj6Y7+75lyxZ69OiBxWJxHHv88ccdAX/ZsmU899xzANStW/ee7z5klLe3N1OmTOG9996jVq1a7Nu3j08++cTx/GeffUarVq3SBPygoKA0/fnly5enQYMGjB07FpvNRnJyMh9++GGWa9JOttrJVrLhNFuYQ2sq05ZOfIdZvzOL5KhrHOVbmhNIGbqzVuvki8ty1Z1srVYr06dPp2/fvrl6nUWLFnHw4EFef/31O46vXbuWCRMmpDn+4Ycf0r9//xxZUtJVaSdbkVxwjl18z2NUoDkdma1wL5ILClOFZ/iJKxxkMc9hxXL/k0Qkxxw8eJCwsLBcvcbevXuZMmUKV69e5dy5c3cc9/X1JTEx7W7XFy9edOtwfz9KJCJZcIEo5tCa0jSiM/Pw4O430ohI9hSjOl1ZzBxasYbhtGK80SWJuI2oqKg0q93khlq1arF8+fIMHz9w4ACNGjXK1ZpcnQK+SCZd4gCzaUlJatGVhXjie/+TRCRbyhNJe75hMc9SkAo04FWjSxJxC7evMe8swsPD012SU/5LAV8kE65wiNm0oChhdGOJ1rkXyUPhPMMNTrKa4QRSjup0NbokERGnpIAvkkF/8SezeZSCVOBplmuXTREDNOLvXOcES3ieApSiHA8ZXZKIiNPRTbYiGRDPNb7jMfwoxtOs1O6aIgYxYaI1n1KZ1sznSa5wyOiSREScjgK+yH1YSGIBXUgihqdZpg13RAxmxpMOzKEQVfiex4jlotEliYg4FQV8kXuwYWMlL3KWHTzFjwRSxuiSRATwJoBuLAVszKU9ScQaXZJIhrj59kOSg6xWK0C6G4+pB1/kHrYxlii+phuLCaa20eWIyG0KUJKnWcEMmrCY7nRhAWY8jC5LJF1eXl6YzWYuX75MsWLFMrQbrEh6bu10e/HiRTw8PPDy8rrjNdrJVjvZyl1EM5+FdKMl/0cDXjG6HBG5i1NsZjYtqEk/2vAZJhScxDnFxcVx6tQpx8yrSHYEBARQqlQpBfz0KOBLes6yg1k8TA360IbPFRhEnJz9F/KneJSxNGKE0eWI3JXVaiU5OdnoMsTFeXp6Yjab7/pOkFp0RP7HdU4wjycpzyO0ZoLCvYgLqE5XbvARaxhOYUIIo6PRJYmky2w24+PjY3QZks8p4IvcJpEbzKU9/hSnE99j1v8iIi6jAa9ymd/5kd6UYA+FqWx0SSIihtAqOiKprKSwkKeJ5SJP8aPWuhdxMfY18idSkIosoCspJBhdkoiIIRTwRVKt5y1Osp5uLKEgFYwuR0SywAs/OjOPaxzhZ90cLyJuSgFfBDjCMrYxljZ8ThkaGl2OiGRDEUJpz9f8ypf8xiyjyxERyXMK+OL2bnCKpfQkgh7UoI/R5YhIDqhGF+rzCisYyCUOGF2OiEieUsAXt2YhmUU8gz8laMskrZgjko88yr8pQQ0W0I0kbhpdjohInlHAF7f2C//gPHvoxFy8KWB0OSKSgzzwphNzieMiKxiIDbfe9kVE3IgCvrito6xgK/+mNRMpwYNGlyMiuSCIcjzJLA4wh1/50uhyRETyhAK+uKUbnGYJPQjnOWrSz+hyRCQXVaEtD/E2P/My59hldDkiIrlOAV/cjpUUFvEsfhSlLV+o717EDTTjHcrRjAV0I55rRpcjIpKrFPDF7fzCKM6zi87Mw4dAo8sRkTxgxoMn+RYLifxIb/Xji0i+poAvbuUYq9jCh7TiU0pQw+hyRCQPFaAkHfmeIyxjOx8ZXY6ISK5RwBe3kcgNltOfanSlFgOMLkdEDFCeZjTnQ9bxBifZaHQ5IiK5QgFf3MY6XieZONrwufruRdxYQ0ZQhcdYSk+tjy8i+ZICvriFE2xgD1/Qik8JoITR5YiIgUyYaMcUErnOWl4zuhwRkRyngC/5XjJxLKc/VWhHON2NLkdEnEABStGaiezhC46z1uhyRERylAK+5HsbeZdYLvAYk9WaIyIO4XSnKh1ZRl8SiTG6HBGRHKOAL/naWXaynY95lHEEUc7ockTEiZgw0ZYvSCJGrToikq8o4Eu+ZSGJZfSjHJHU1qo5IpKOAgTTms/4lcn8yRqjyxERyREK+JJvbeFDrnGEdkzFpH/qInIXD/AMVenEcvqpVUdE8gWlHsmXLvIbm/mAh3mfIoQYXY6IOLH/turcZC1/N7ocEZFsU8CXfMeGjZUMJJja1OcVo8sRERdQgJKprTpf8ic/G12OiEi2KOBLvhPNPE6zhTZ8jhkPo8sRERfxAE8TRmeW0Y9EbhhdjohIlingS76SQgLreZ0IelCKekaXIyIuxISJNkwimTjWMMLockREskwBX/KVXUzkJud4hA+MLkVEXFABStKGz9nLVI6xyuhyRESyRAFf8o04LrOZD2jAcK15LyJZVp2nCKMLy+lPAteNLkdEJNMU8CXf2Mg/8cSXxow0uhQRcWH2VXUmkUw8a9WqIyIuSAFf8oXLHGQPXxDJ+/gQaHQ5IuLiAiiR2qrzH22AJSIuRwFf8oV1vEYxqlOTvkaXIiL5xAM8RQjtWcVQLCQbXY6ISIYp4IvLO85aDrOUFnykZTFFJEe15P/4i6Ps5jOjSxERyTAFfHFpNqysYTiVaUtl2hhdjojkM0UIoSHD2ci73OSC0eWIiGSIAr64tIMs4AJRPMo4o0sRkXyqCW/iTSDrecPoUkREMkQBX1yWDRtbGUNVOlKCCKPLEZF8ypsCPMo49vE1Z9lhdDkiIvelgC8u6zhrOM9umvC60aWISD73AM9Qjkh+4iVsWI0uR0TknhTwxWVt4UMq8CilaWB0KSKSz5kw0ZoJnGc3+5hudDkiIvekgC8u6Sw7OMFazd6LSJ4pSU1qM4h1vE4CfxldjojIXSngi0vayr8Jpi4VaWl0KSLiRh7mfWxY2Mg/jS5FROSuFPDF5VzmIH+wkMa8jgmT0eWIiBvxowgP8wG7mMglDhhdjohIuhTwxeVsYyxFCCWMTkaXIiJuqBYDKEENfuZlbNiMLidv2Gxw8ybExKT9SEgwujIRSYen0QWIZMYNTvEbs2jLF9q1VkQMYcaD1kxkJk35gwVUo4vRJeW8S5dg61bYtQt27rR/vnw5/deWLw/Vq8MDD9g/V68ODz4IBQvmbc0i4mCy2WxuMv2Qvvj4ePz9/YmLi8PPz8/ocuQ+VjOc3/mOwRzDEx+jyxERN7aY5znFRgYSjRf+RpeTM44cgTFjYMYMSE6GKlWgfn37R9Wq4JE6sWJKbY+MjYU//oDo6P9+xMXZX/fQQ9C+vf2jWrX/niMiuU4BXwHfZaSQyETKUJ9XaMrbRpcjIm4uhrN8SRgNGE4k7xpdTvYcOgTvvgvffw8VK8LIkdC1KxQpkrlxrFY4dQq2bIFly2DFCrh6FSpXhscft4f9Rx8FTzUQiOQmBXwFfJcRzXwW8hQvcYIgyhldjogIWxnLRt7hBX6nEJWMLidrVq+GLl2gbFl46y146qmcC+ApKbBtmz3s//gj/PYblCkDL7wA/ftD6dI5cx0RSUMBXwHfZXzP41hJ4Vl+MroUERHA/s7iVCIoTUM6MMvocjLvq69g4ED7bP3XX4Ovb+5e78gRmDIFpk2DGzegY0cYPBgeeUQtPCI5SKvoiEuI4SzHWEkN+hhdioiIgyc+RPIeB5jNRX4zupzM+egj6NcPXnsNvv0298M9QEgIjB0LZ87Yf7k4fdreshMeDhMn2lfmEZFsU8AXl/AbM/EhiDA6Gl2KiEgaD/A0xYngF0YZXUrG7dwJr78O//43fPABmPM4Dvj6Qo8e9pV6du+235A7cqS9V//jjyE+Pm/rEclnFPDF6dmwEcVXPEB3PMmDGSYRkUwwYeZh/sUhFnKWnUaXc3/x8dCzJzz8MIwYYXQ1UKcOTJ0KJ09Cnz7wj3/YZ/q/+AKSkoyuTsQlKeCL0zvDVq5yiJpqzxERJxXKE5SmARtcYYWvt976b4tMXs/c30uxYvb2naNHoVMnePll+/Ka33wDFovR1Ym4FCf6P1skffv4muJEEExdo0sREUmXCRMP8wF/soqT/GJ0OXd38iR8+qm9/75CBaOrSV+pUvDZZ/alOx95BPr2hYgImD/fvqOuiNyXAr44tSRi+Z3vqUlfTGiFBRFxXhVpQQWas563sOGkQfSrr6BoUejd2+hK7q9iRXu9v/8OtWpBt27QujUcPmx0ZSJOTwFfnNpRVpBMLOE8Z3QpIiL3dGsW/zSbOOaMy/mmpNiXp+zTB7y9ja4m48LCYM4c++ZZFy7Agw/CP/8JiYlGVybitBTwxakdZTmlaUgAJYwuRUTkvsrSmBAeZ4MzzuKvXGlflrJ/f6MryZrGje0r7vzrX/Ze/Ro1YO1ao6sScUoK+OK0bNg4ygqq0M7oUkREMuxh/sV59vAHC4wuJa3Zs+0r54SGGl1J1nl52Vf+iY6234DbooV9uc0LF4yuTMSpKOCL07rAXmI5T4gCvoi4kJLUojpPsYF/YMWJVn/Ztg2aNze6ipxRvjwsXgyLFsGGDfaw/+WXuglXJJUCvjitoywngJKUpJbRpYiIZEoz/slV/uAAs40uxe7SJfjzT2jQwOhKclaHDvabcPv1gyFDoF07zeaLoIAvTszenvMYJv0zFREXU4xqPEhPNvIOFpxgs6adqRtw1a9vbB25oUAB+7KfGzfCwYP2m3CXLze6KhFDKTmJU4rnKmfYSmUeM7oUEZEsaco73OA0UXxldCmwYwdUrmzfTCq/atwY9u61L6X5+OPwt79BQoLRVYkYQgFfnNKf/AyYqEQro0sREcmSQlSkNi+wifdJJt7YYg4cgJo1ja0hLxQsCLNm2T+mT7e/Y/Hbb0ZXJZLnFPDFKR1lOWVpgh+FjS5FRCTLHuItErjGHr4wtpBLlyA42Nga8tJzz9ln8wMDoV49+864ugFX3IgCvjgdGzaOsYrKtDW6FBGRbClAKeoxlC18SDJxxhVy+XL+bs9JT+XK8MsvMHIkvPwyPPEEXLxodFUieUIBX5xOLOeJ5TylaWh0KSIi2daQ4SRz09hefHcM+ACenvZdbzdssLfq1K1r3yxLJJ9TwBenc55fAbQ8pojkCwGUoAZ92M7HWEnJ+wJsNvcN+Lc0bWoP9mFh9v+eM8foikRylQK+OJ0L/EoQ5fCnqNGliIjkiIYM5wYniWZ+3l/8+nWwWKCom39PLVoUVq6EgQOhe3d44w37n4tIPuQyAX/u3LmMGDGCwYMH88svv6T7mm3btuHl5cX58+fzuDrJSef5lZLUNroMEZEcU5gqVKMr2xiLjTy+2fNWiPX0zNvrOiNPTxg/Hr76Cj75xL5R1vXrRlclkuNc4v/2GzduMGbMGHbv3k1CQgL169dn3759mM3//f0kNjaWWbNmUaZMGQMrlZxwkb2E87zRZYiI5KhG/J2vqc9xVuftEsBeXvbPKQa0BzmrPn2gWjXo1AkaNoQlS6BqVaOrEskxLjGDv337dsLCwjCZTPj5+REQEMDRo0fTvOZf//oXb7zxhkEVSk5J4DrXOEqwZvBFJJ8pRT0q8ChbGZu3F741c5+cnLfXdXaNG8OuXfalNBs0sLfviOQTLhHwL1++TIECBRyPAwMDuXz5suPxsmXLqFGjRoZm75OTk4mPj0/zIc7jIlGAbrAVkfypMa9xnNWcZ0/eXVQz+HdXtqx9Kc327e27344bp/XyJV9wiYBfrFgxbt686XgcExNDsdtWA1i7di0nTpxgzJgxXL9+nc8++4x9+/alO9YHH3yAv7+/46Oou9905GTO8yu+FCaI8kaXIiKS4yrRmhLUZBvj8u6imsG/Nz8/mDkT/v1veP11ePFF3XwrLs9kszn/r6o3btzgkUceSdODHxUVxdmzZylXrlya11asWJFt27YRfJcd+5KTk0m5bRYjPj6eokWLEhcXh5+fX65+HXJ/yxnAVQ7zPOuNLkVEJFccYDZL6MEgDlOYynlzUU9PmDHDvnqM3N3ChfDss/ZNsWbNAh8foysSyRKXmMEPCgri9ddfZ9iwYbzyyit8/vnn/Pnnn3Tt2jXN68aOHcv169cZP348Fy5cSHcsLy8v/Pz80nyI87jJOQIpa3QZIiK5phrdCKIcO/gk7y5asCD89VfeXc9Vdepk78X/6Sd7y05MjNEViWSJS8zg56b4+Hj8/f01g+8kvqYB5WhGSz42uhQRkVyzkwms43WGcIIAiuf+BR94ALp1s+/qKve3Zw+0bQsVKsDy5VA8D/6ORHKQS8zgi/uI5QIBlDC6DBGRXFWTfnjhx24+z5sLligBFy/mzbXygzp1YPNm+w7AzZrByZNGVySSKQr44jRs2IjjIgGUNLoUEZFc5U0AdRjCbiaSRGzuX7BkSbhL66rcRWioPeR7eUGTJvD770ZXJJJhCvjiNJK4SQoJ+GsGX0TcQD1eIpk4ovgq9y+mGfysKV3avoxmhQr2mfxt24yuSCRDFPDFacRin11Si46IuIMASlCDvuzgY6zk8hr1msHPusKF4eefoVEjaNFCG2KJS1DAF6cRh312SS06IuIuGjKMG5wimnm5e6HgYDh3Tps4ZZW/PyxaBJ0725fQXLzY6IpE7kkBX5xGbGrA98+LFSVERJxAYapQja5sYyw2cjF8V64MsbFq08kOLy/45hvo08e+ItGKFUZXJHJXCvjiNJKJxYwnnvgaXYqISJ5pwKtcYC9n2Jp7FwkJsX8+ejT3ruEOzGaYPNm+GVanTrBmjdEViaRLAV+chgfeWEnJ3VksEREnU5qGlKQWe/gi9y5Stqx9V9YjR3LvGu7CbIavvrIH/CeesN+EK+JkFPDFaXjgDYCVZIMrERHJOyZM1OFFoplLHJdz5yJms71NRwE/Z3h4wIwZ8Nhj9h1vt+biuy8iWaCAL07jVsBPIdHgSkRE8lY43fHAh318nXsXCQlRwM9JXl4wZw40b27f9XbnTqMrEnFQwBen4YEPABaSDK5ERCRveVOAB+nJr3yJDWvuXEQBP+d5e8O8edC4MbRpA3v3Gl2RCKCAL07kvy06Cvgi4n7q8CLXOMqf/Jw7FwgJgUOHtFRmTvPxgYULoXZtaNUKfvvN6IpEFPDFeahFR0TcWXHCKUcz9jA5dy4QHg7Xr8OZM7kzvjvz84MlS6BaNWjZEv74w+iKxM0p4IvTuBXw1aIjIu6qDi9ymCXc4HTOD/7gg/bP+/bl/NgCAQGwbBlUrAiPPgonTxpdkbgxBXxxGp74A5BEjMGViIgYI4zO+FGUvUzN+cGLFIEyZWD//pwfW+yCgmDlSvufdbt29ndMRAyggC9OoyDlARN/cczoUkREDOGJDzXpx16mYsmNJYNr1NAMfm4rVMg+k3/1KnTpAkl6V1ryngK+OA1PfClIBa5yyOhSREQMU5uB3OQ8h1mS84Mr4OeN8uXhxx9h2zYYOFA3NkueU8AXp1KEUK5y2OgyREQMU4iKVOGx3NnZ9sEH4eBBzSrnhTp1YO5c+4ZY779vdDXiZhTwxakUJlQz+CLi9uowiOOs4UpOfz+sUQNSUuwhX3Jfu3bw+efwzjv2oC+SRxTwxakUoapm8EXE7VWhHUGU59ecXjIzLMy+OdOvv+bsuHJ3gwbB3/8O/frB2rVGVyNuQgFfnEoRQonnMvFcM7oUERHDmPGgNi+wj+kkE59zA3t7Q82asGtXzo0p9zdmDHTqBJ07w4EDRlcjbkABX5xKEaoCcE2z+CLi5mrSjyRiiOb7nB24fn0F/LxmNttbdMLD7W07588bXZHkcwr44lQKURFP/DiP3j4WEfdWgGDC6JzzN9vWqwd790JyLizDKXfn6wuLF9vfRWnfHm7eNLoiyccU8MWpmPGkAo/wJ6uMLkVExHB1eJGz7OACe3Nu0Hr1ICFBrSJGKFYMVqyA48ehe3ewWo2uSPIpBXxxOpVow3FW584mLyIiLqQ8D1OIyuwnB1dgqV4d/P1h586cG1MyLiQEFi2yB/3Ro42uRvIpBXxxOlVoSyI3OMt2o0sRETGUCRMR9OAAs7GSkjODenpC7drqwzdS06bw8ccwahT8/LPR1Ug+pIAvTqcIVSlIBY7xk9GliIgYLoLnieUCf5KDQVA32hpv6FB46il49lk4edLoaiSfUcAXp2PCRGXacoyVRpciImK4IoRQlibsZ2bODVq/PuzbB3FxOTemZI7JBP/5D5QoAd26QWKi0RVJPqKAL06pMm04x25iuWR0KSIihougB4dYSCI3cmbARo3sO9ru3p0z40nWFCgACxbA77/Dq68aXY3kIwr44pQq8ChmPPhTbToiIlTnKWxYOcgPOTNgpUr2meOtW3NmPMm6atXgq6/giy9gZg6+SyNuTQFfnJIvBalMW35lqtGliIgYzo8ihNA+51bTMZmgcWMFfGfRrZt9Bn/gQHvrlEg2KeCL06rHUE7xCxfRNzsRkQh6cJL1XCeHbshs3Bi2bQObLWfGk+z597+hbl3o0gWuXze6GnFxCvjitCrRkiKEsYvPjC5FRMRwIbTDjyIc4NucGbBxYzh/Hk6cyJnxJHu8vGDuXIiJgd699YuXZIsCvjgtE2bq8RK/MYt4rhpdjoiIoTzwpjrPsJ8Z2MiB8Fe3Lnh4qE3HmZQqZQ/5S5fCuHFGVyMuTAFfnNqD9MKMJ1F8ZXQpIiKGe5AeXOEg58mB1W8CAqBmTQV8ZxMZCWPGwBtvwIYNRlcjLkoBX5yaD4HUoDe7+RwrFqPLERExVGkaUoTQnLvZVjfaOqfhw+GJJ6BnT/XjS5Yo4IvTq8tLXOc4h1lqdCkiIoYyYSKCHvzOd1hIzv6ADz0Ev/4KsbHZH0tyjskEU6ZAfDy8/LLR1YgLUsAXp1eUqlSlI+t5M2d+oImIuLAInieOSxzLiX1CmjYFiwW2b8/+WJKzSpSAqVPhm29g4UKjqxEXo4AvLqEFH/EXR9nN50aXIiJiqEJUoixNc6ZNp1w5+8fmzdkfS3Jehw72FXUGDoSLF42uRlyIAr64hMJUoSHD2ci7xKJvciLi3h6kJ4dZQgJ/ZX+wpk0V8J3Zp5+Cvz8MGKClMyXDFPDFZTThTbwIYANvGV2KiIihqtMNgGjmZX+whx6CLVvsrTrifIKCYPp0WLLE/lkkAxTwxWV4U4BHGctepnEuJ5aIExFxUb4UIpQn+Y2Z2R+saVP75kq//Zb9sSR3PPIIvPqq/Ybb48eNrkZcgAK+uJRwulOWxvzM33JmoxcRERcVTndOsZEYzmZvoIgI+yzxpk05U5jkjg8+gLJl7T35VqvR1YiTU8AXl2LCRCsmcJqt2vxKRNxaZdrgRQB/kM0VVjw8oFEj9eE7Oz8/mDnT/vc0frzR1YiTU8AXl1OKujRkOKsYyiUOGF2OiIghvPCjCu34gx+yP1jTpprBdwV168KoUfDmm3BAP//k7hTwxSU9wmhKUosFdCOJm0aXIyJiiGp04SQbiOVS9gZq2hROnYKTJ3OmMMk9b7wBNWtCjx6QlGR0NeKkFPDFJXngRSe+J44LrGSw+vFFxC1VoR1mvDjM4uwN1LAheHpqFt8VeHrCjBkQHQ3/+pfR1YiTUsAXlxVEOZ5gJr8xU/34IuKWfAikMm04mN02HX9/e/vHxo05U5jkrrAwGD0axoyBgweNrkackAK+uLQQ2tGYkaziJS6yz+hyRETyXBidOc6a7G96pT581zJ0KDzwALz0kjbAkjso4IvLe5h/EUw9FtCNRG4YXY6ISJ4K5UnAxmGWZm+gpk3ta+Ffu5YjdUku8/SESZNgzRr4/nujqxEno4AvLs+MJ534jkSuM48nSSbe6JJERPKMH4WpwKPZX03noYfsn7dsyX5RkjeaNIG+fWHYMLihCS75LwV8yRcCKcMz/MRFoljE01hINrokEZE8U40uHOOn7K0qVry4vbdbffiuZcwYSEiAd981uhJxIgr4km+UpCZPsYw/Wc0y+mJDO/2JiHuoSkcsJHGE5dkbqFkz9eG7muLF4cMPYcIE2Kd70cROAV/ylbI0oSsL+Z3vWcXLWj5TRNxCACUoR7Pst+k0bQo7d9pnhMV19O8PderA4MFg1eSWKOBLPlSZNnTgW/YwiY28a3Q5IiJ5IowuHGFZ9u5Deugh++ZJu3blXGGS+zw84Isv7PdPzJhhdDXiBBTwJV+qTjce40s28R47+D+jyxERyXXV6EwysfzJqqwPUqUKlCypNh1XVLcuvPgivPYaXL1qdDViMAV8ybdq0Z8WfMRqhrGJ99WuIyL5WiBlKEOj7G16ZTLZ23Q2b865wiTv3NrZ9q23jK1DDKeAL/laQ4bTli/YyLus5EWsWIwuSUQk14TRhcMswUJS1ge5FfDVy+16CheGjz6CL7+030shbstks7n39mfx8fH4+/sTFxeHn5+f0eVILvmDRSzmWSrTlg7Mxgv9XYtI/vMXfzKJyjzNCqrQ9p6vvXkZTv8KZ/fZPy4ehIJloGyJ05T5chAVN35EgabV8qhyyTE2Gzz8MMTHw7Zt9v58cTsK+Ar4buMUm5jHExQjnG4swY8iRpckIpLjplGHUtSlHVPTff70Xlg7Dn79HqwWCCwJpWtAyWrw12k4/auNq8dNePsk02mCF40H2Dt3xIXs3w+1a8Pnn8PAgUZXIwZQwFfAdyuX+J3vaYsXBXiGlRSkvNElieQ7v/AuPgTSkOF3PLedj0kkhkitcJVrNvMBOxjPy5zHjH321maDQ2tgzVj442coFQHNh0P1xyCo5J1jxEZ2ZM3V/qz9vT3VH4Nn/gMFS+XxFyLZM3QozJ8PR4+Cv7/R1UgeUw++uJXiPEBPtmDGgxk04QJRRpckku/4EMgaRrCdj9Mc387HrGEEPgQaVJl7COVJ4rnMOexLXV49AZNaw6RWYEmGgcth5D5o2Dv9cA8Q8EgNnox/maG/wIVo+KgOXD+Xd1+D5IC334aYGPsGWOJ2FPDF7QRRlh5spDChfENj9qM1g0VyUkOG04KP0oT8W+G+BR+lO7MvOac4EQRShiO2FWyZCmMehL9Owd82wtB18MBjGWi5adoUjh2jSuWzjNgD3gEwq4e9pUdcRMmS8Mor8O9/w7VrRlcjeUwBX9ySL4V4llXUZQhL6cVyBpKCdm4UySm3h/wJlFG4z0MmTJQ++Tw/t23L3EHw0ED4+69QpWkmBmnUyP5bwNat+BeCXt/B0V9g9b9zq2rJFSNG2P8ex40zuhLJYwr44rY88KIF4+jMD/zOHGbQlL84bnRZIvlGQ4ZTgNLc5CwFKK1wn0f2fAdbI94n7nhhBm66Sodx4J3ZW8yCguDBB+07owLl68ET/4YVo+CYlsh3HYUKwRtvwPjxcE49Vu5EAV/cXjU604ddWEjkK+pwhOVGlySSL2znY0e4v8nZO3ryJWdZrbD0DfjmWajfy0bxvfVJabws6wM2aeII+ACPvAIhzWHJyOzXKnnopZfs6+Pf2gRL3IICvghQlKr0YhshPM5cHmcDo7Qplkg23N5z/zfO3NGTLzkr4QZM6wjrPoZnp8HTE70p71efo9mZsGjSBHbvhgR7+6LJBK3fgj83wwntoeQ6/PzgnXdgyhT7ijriFhTwRVJ5E8ATzKAtX7CNf/MdbbjBaaPLEnE56d1Qm96Nt5IzLh+F/2sMx7fDS+ugUV/78RDacYyfsJKStYGbNIHkZHvITxXyMJSpCRvGZ79uyUN9+kDFivagL25BAV/kNiZM1GEQPdjEDU4ylQj2MxMbbr1dhEimJBKT7g21t0J+IjEGVZb/HFoLHzcAD28YvhMqP/Tf56rQjgSucZYdWRu8cmUoUSJNm47JBA+/Ar/Ohb/OZK92yUNeXvD++zB7NuzbZ3Q1kge00ZU2upK7SCaOdbzOLiZSlY48xpcEUMLoskREANg9B2b1hBqdoPvX4BOQ9nkbNiZRiXCe5xGy2H/dqZP988KFjkPJCfBuBWjcH9p/kMXiJe9ZrVC3LpQtC0uXGl2N5DLN4IvchRf+tGYCz7Ka8+xmKhH8wcL7nygikss2TYaZz0Gzl+xLWP5vuAf7O5JVaJf9PvwtW+xb4aby8rWH+50z0hwWZ2c2w+jR8OOPsFlLIeV3Cvgi91GJFvRnPyG05wc6s4QeJPCX0WWJiBuy2eDnD2Hei/DYP6HTJ/bcdjdVaMcFfuUmWVwisUkTuHgRjh1Lczi8Pfx1Gi4czNqwYpC2bSEy0r50pn47y9cU8EUywJeCtOcrurKYP/mZqURwjJ+MLktE3IjNZl+i8sc3ocsEaPOP++9IW4HmeODNUVZm7aJ164K3d5o+fIDy9cGvIBzUt0HXYjLBhx/Cxo2wMov/JsQlKOCLZEJVnmQAv1GGxnxHWxbzPDe5YHRZIpLPWS3w/Quw/hN4fgZEDs3Yed4EUJ5Hst6m4+sLtWrB9u1pDnt4QtWWcHBV1oYVAzVpAu3b21fU0Sx+vqWAL5JJ/hSjM/PowkJOsoEpVGMPX2LDanRpIpIPWZJhRnfYORP6LoD6PTJ3fhXa8Sc/YyE5awU0bAjbtt1xuFprOLIeUhKzNqwY6I03YOdO+0y+5EsK+CJZFEZHBhJNDfryE0OYwUNcRMuPiUjOsSTbd6Y98CMMWgEPPpn5MUJoRyLXOcPWrBXRqBFERUF8fJrDYa0hOR6O6X5N19Okif3jo4+MrkRyiQK+SDZ4U4CWfExfdmHDyjTqsIa/k0Ss0aWJiIu7NXMfvQIGLofQ5lkbpwihFKYKR1mRtQEaNoSUFNizJ83hohWhRFW16bisESPsy2Ue1J3S+ZECvkgOKEkterKF1kxkL1OZwgMcYonRZYmIi7KkwIzn4Pfl8MIy+w6y2ZGt5TIrV4Zixe7owweo2BhO7U7nHHF+Tz4JISHwySdGVyK5QAFfJIeY8aAuLzKQg5TlIebTgXl04CpHjC5NRFyIJcW+xv2BH+GFHyH0keyPWYV2XGQfNzid+ZNNJvssfjoBv1QEnP8t+/WJATw8YNgwmDEDLmixiPxGAV8khxUgmI7M5llWcZXDTCWctYwkkRtGlyYiTs6SArN6wG9LU8N9Ftty/ld5HsYT36wv73uXG21LPQg3zsPNy9ksUIzRqxcUKACff250JZLDFPBFckklWtGfKB5lHHuZwmSqEsVXWm1HRNJlSYFZPWH/IhiwFKo+mnNje+FHWZpygrVZG6BhQzh5Es6fT3O4VIT98znN4rsmf38YMsQe8GN171h+ooAvkos88KI+f2MQhwmjC8sZwNfU5xSbjC5NRJyI1Qqz+8D+hfZwH9Yi569RgeacYB02srD2eYMG9s//06ZTsDT4FVLAd2lDhkBcHEyfbnQlkoMU8EXygD/FaMvn9GMvPhRiJs1YxLNc56TRpYmIwWw2mD8Efv0e+i2CsJa5c50KNOcm57jCH5k/uVAhqFbtjoBvMkHpB+Hc/pypUQxQooS9VeeTT8BiMboaySEK+CJ5qAQP0p3VdGEhZ9nBl1TjF94hiZtGlyYiBrDZYMlrsHUq9PoeqrfJvWuVoh5eBHCCdVkboF492LXrjsPBEZrBd3mvvgp//gmLFhldieQQBXyRPGbCRBgdeYHfaca77OATviCUX5mKlRSjyxORPPTT+7DuY+g+HWp2yt1reeBFeSKzF/B377b/VnKb0g/aA74tC50/4iTCwuzLZo4bp7/IfEIBX8QgnvjQmNd4kaNUows/MZj/UJPD/Ji1HlkRcSnr/g9WvAPdvoD6z+fNNSvQnJOsz9rN/vXqwdWrcPx4msNFK0PCDYj/K0dKFKOMGGFvwdqyxehKJAe4TMCfO3cuI0aMYPDgwfzyyy9pntuxYwe9e/dm3Lhx9OjRg13pvIUo4qwCKEEbPmMAByhKNebxBN/SnLPsNLo0EcklW6bComHQ4SN4aGDeXbcCzYnjEpc4kPmTa9UCs/mONp2CZeyfr5/Nfn1ioIcegkaN4KOPjK5EcoCn0QVkxI0bNxgzZgy7d+8mISGB+vXrs2/fPsxm++8n58+fZ/jw4Tz44IPs3LmTESNGsH79emOLdgE3sBGDDT9M+AM+2NtHxBhFqUoXfuA0W1jDCKbTgAd4hof5gMJUNro8Eckhu2bD3IHQ9h14dHjeXrsktfGhICdYRwkezNzJAQFQvbo94Hfr5jhcsLT98/UzUCo8B4uVvGUy2Wfxu3WDI0fsu9yKy3KJgL99+3bCwsIwmUz4+fkREBDA0aNHCQ0NBeDJJ590vNZqtRIQEHDXsZKTk0lJ+W+fc3x8fO4V7gRs2PgdK8ux8BtWzmDjDFZOY7vjtk4T4Jf6UQozVTFRFTOhmKma+rg4Jv0SkMvK0oSebOYPFrKe1/mSatRlCA/xNv4UNbo8EcmG/Yvh257w8Kv2gJ/XzHg4+vDr87fMD3CrD/82/oXBy1cz+PlChw4QHAxffw0ffGB0NZINLhHwL1++TIECBRyPAwMDuXz5siPg3+7LL7/kvffeu+tYH3zwAf/85z9zpU5nkYKN1Vj4EQvLSOE4NooA9fGgIiYewpOymCmDiSBMJGAjDohP/RyLjTPYOIyVZVg4TDIJqWMXBRrjwUN40AQP6mPGT4E/x5kwUY3OhPIEvzKFTfyTfXxNY16nPn/DC3+jSxSRTDq8Dr5+Chr2hY4f2SdMjVCBR9nEP7FiwYxH5k6uV8++0orN5vgCTCZ7m871Mzlfq+QxT0/7kpnffAPvvQcemfz3IU7DJQJ+sWLFuHnzv/PNMTExFCtW7I7XjRs3jieffJK6deveday33nqLkSNHOh7Hx8dTtGj+mBW1YWMBFt4ikT+wUQMzz+JJezxpiBmPLAZxKzZOpwb+KKxswcKnJPMGSXgBdTDTBA8i8aAFHgQq8OcYD7yoxxAepAfb+IjN/ItdTKAp71CTvnjgZXSJIpIBJ3fB1CehRkd46gvjwj3Y+/BX8yoXiSKYOpk7uW5duH4djh5N08JRsDT8pYCfP/TpA2PGwM8/Q9u2RlcjWeQSN9k2bNiQP/74A5vNRnx8PLGxsVSuXJlTp045XvPpp59SqVIlOnbsyKJ7rOPq5eWFn59fmo/8YB0pNCKeriRQEw8O4k8U/ozGhyZ4ZDncA5gxUR4zLfBkGN7Mx4+z+HMMf77GhzqYWYuFziRQlFgeJZ6PSOJ3rFoNJof4EMTDvMeLHCWMLqxiKFMJ53fmZm01DBHJM+ejYXJbqPQQPD8TzAZPipbgQfwomrXlMmvWtM/qpnOj7Q216OQPVavab7j96iujK5FsMNlsrrHg6dy5c9m6dStxcXF0796dMmXK8Nxzz7F9+3YWLVpE//79iYiIAODixYv8/vvvGRo3Pj4ef39/4uLiXDLsJ2JjIIl8Qwqt8OBDvKmb2bdcc8glbPxECiuwsJIUrgLlMdEOD9rhSQs88Nfsfo64xjF+YRQHmE0wdWjOh1Skpe6PEHEyV0/A+IegcHkY/DP43P0WsTz1A12wkMhT/Jj5k2vUgDZt7Gump1o0Ao5sgBFa/Ct/+OorePFFOHsW8kmXg7txmYCfW1w54F/CRifi2YeVmfjSwYk6rizY2IGV5amBfzdW/IHH8aRrauAvoDCabReIYj1vcpTlVOBRmjOG0tQ3uiwRAWIuwqdNwdMX/rbBfjOqs9jF56znDYZxFXNmf3b06gXnzsGqVY5D6z6BtR/B+5rFzx9iYuw3244ZA0OHGl2NZIFLtOjInX7DQgPiOIONrfg5VbgH8MBEYzx4Hx924c9Z/PkIHy5j41kSKUEsXYhnDsncUBtPlpWkJk+zjOfZQArxTKcBP9CVyxw0ujQRtxZ/Hb5oA1YLvPiTc4V7sPfhJxHDOXbf/8X/q2ZN2Ls3zY6ngcFw86I2Qc03AgPhqafsq+mIS1LAd0F7sNCEeMpgYgf+hBvUkpMZpTDzIl6sxY9z+DMeH2KAHqlhvwPxfEsyNxX2s6Q8kfRkM11ZzBUOMpVwltGP65w0ujQRt5MUD1OfgJgL9racgqWMruhOxahOACWz1odfqxZcugTnzzsO+QbZf5lJzt8rT7uXPn3g11/tv8yJy1HAdzEXsNKBBBrgwRr8KO6CbS4lMPMCXqzCjwsEMAkfkoBeJFKSWLqTwDJSSFbYzxQTJqryJP2Joj1fc5w1TKYqqxlGLJeMLk/ELViS4etucHa/fea+mJPuUWfCRHkeyfqNtpAm+PkG2T8n3Mh+beIkmjWzr5SkWXyXpIDvQhKx0YUEvIHv8cXHBcP9/yqKib54sQI/zhHAOHw4gZX2JFCKWAaTwGYsWo0nE8x48CA9GcgfPMo4fuNbvqAyv/Auieinr0husVphdl84sg4GLofSmdwoNq9V5FFOswkLSZk7sWhRKFsWoqIch3wD7Z8TYnKwQDGWyQS9e8OsWZCYaHQ1kkkK+C7Cho2XSCQKK0vwpWg+CPf/qzgmBuPF5tQlOF/Fm/VYaEo8lYnjTRKJ1pKQGeaJD/UZymCO0pjX2cn/MYkq7OD/SHFsXSYiOcFmg4Wvwq/fQ98FUKmx0RXdXwWak0wcZ8nC0je3+vBT3ZrBT9QcQv7SqxdcuwZLlhhdiWSSAr6L+IYU/kMKs/B1iZ777KqEmbfw5gD+/IofXfFkBik8QBwNiOMzkriiWf0M8aYAD/EWL3KMmvRhPW8ymarsZRpWUowuTyRfWPUBbJxoX+e+ehujq8mYwoTgT3HOsCXzJ9eqlWYG30cz+PlT2bLQurXadFyQAr4L+Asbr5HEELycbrWc3GbCRC08Ult3/PkZX6phZiRJlCKWzsSziBSSFPbvy5+iPMpYXuQIVWjHCgYyhQiima8WKJFs2PQFLP8HdP0c6jxtdDUZZ8JEWZpwmq2ZP7lWLfjjD4iNBW4L+JrBz3/69oWffoIz2qrYlSjgu4D3SMKKjffwNroUQ3lgoiWezMCX8wQwFR/+AjqRQGliGUoiu9Svf1+BlOExJjOQaIKpzUK6MZ0G/Mlqo0sTcTl7vof5Q6Dd+9D0RaOrybwyNOYMWzL/fbNmTXtf0m+/AeDlC2ZPBfx8qUMHKFQIZswwuhLJBAV8JxeNlYkk8y98KJIP++6zKhATvVKX3Tye2q//EynUJ54I4hlHEufUr39PRQilI3Poyx78KMYcWjGbVpxj1/1PFhGif4JZPSDyb9D6LaOryZoyNCGWC1zneOZOrFIFAgIcbTomk/1G20S16OQ/Pj7QvTtMn66NDlyIAr4Ts2HjFRIJx8wAN2vNyYwKqf36f+DPVvxohpkPSKIscbQjnrkkk6BZ/bsKpjbPsILnWEcyN/ma+iygG1f4w+jSRJzW8W3wVWeo8wx0/MQecF1RKephxpPTme3DN5shPBwOHHAc8g3SDH6+9dRTcOgQHNQmiq5CAd+JrcHCKix8ig8emr2/LxMmGuHBZHw5RwCz8cEGPEuiY8nNHWrhuasKPEJPttCVRVzmd6YQznJe4AanjS5NxKmcOwBftoPQR+HZafas66q88KMktTmTlT78/wn4PprBz7+aNIFixWDxYqMrkQxy4W9L+d+nJBOJmYfdYNWcnOaHiadT19c/iT+v4806LDQknnDiGEsSZ9XCcwf7Zlkd6M8+Hmcax/iJyYSylteI56rR5YkY7spx+KI1lIqA3nPBw8voirKvDI0zP4MP8MADaQK+tz8kxeVgYeI8PDzgiSdg0SKjK5EMUsB3UkewsgwLf3PzG2tzQhnMjMSb3/FnG348jAejSaJcagvP92rhuYMZD2rQi0H8wSN8SBRfM4nKbGY0ScQaXZ6IIW5cgEmtoEBx6L8EvP2MrihnlKUJF9lHEjczd2J4OJw/D1ftv/ybPMBqyYUCxTl06ADbt8O5c0ZXIhmggO+kPieZspjooNn7HGPCREM8+CK1hefb1Bae7qktPC+SwDa18KThiS8NeIXBHKU+r7CVD5lMKL8yVWvoi1uJ+wsmp65vP+gn8C9kZDU5qwyNsWHJ/IZX4eH2z7//DoDZA2wK+PlXq1bg5wdLlxpdiWSAAr4TisHGVyQzBC881XufK/ww8UxqC88p/HkDbzZgoTHxVCeOMSRxRi08Dj4EEcm7DOIIYXTmJwYzlQc5xGL9QiT5XlIcTGkPNy/B4J8hqKTRFeWsIMoRSJnM9+GXKwcFCjjadMyawc/f/P3tm16pTcclKOA7oRkkkwT0Jx80d7qA0ph5LXXX3B340QJPxpJEeeJoQzxzSCZeIRaAApSkDZ/xAr9TnAjm05GZNMta/66IC0hJgq+6woVoe7gvWtHoinKeCZNjPfzMnWhK04dv9gSr3tjL3zp0gDVrIEZ3Uzs7BXwnNJ0UnsaTopq9z1MmTNTHg8/x4RwBfI8vXkAPEgkmlgEksBELVoV9ihBKZ+bRi22Y8GAGDzGfzlpaU/IVqwW+7QVHf4FBKyD4AaMryj1lacIZtmb+Hbnw8DQtOprBz+fat4eUFPvOtuLUFPCdzEms7MLKU1r33lA+mOiKJz+mtvC8gzc7sBJJPCHE8Q6JHFELD2VoyPOspxtLucohphDOCgZxE92EJa7NZoP5QyFqAfRfDBUaGF1R7ipDY+K5ylUOZe7E22bwdZOtGyheHB56SG06LkAB38ksIIUgoIVurnUapTAzDG+i8GcvfnTCky9JIZQ4HiKOL0nmmhvP6pswEUp7+hNFO6ZwhB/5ghA2MIpE9DauuKblo2DLl9BrDoS1MLqa3FeS2njgk/k+/NtW0vHwVMB3Cx06wLJlkJxsdCVyDwr4TmYBKbTHEx+15zilmnjwMT6cxp/l+FIeM6+ktvB0I56lpJDspmHfjAc16csgDvEQ/2AXn/IFVdjNF1pxR1zKuk9g1b/gmalQs7PR1eQNT3woRd3M309Tvbr988GD9hl8/a+e/3XoAH/9BRs3Gl2J3IMCvhM5j5VNWOms9hyn54mJx/BkDr6cJ4BJ+HARG0+SQGliGUqi2y656YU/TXidFzlGON35mb8xlRocYblb/nmIa9n2NSwaDh0+gkZ9ja4mb5VJ7cPPlHLlwMcHDh/WMpnuIiTE/s6N2nScmgK+E1mMBV+grdpzXEpBTPTDiw34cwx//oY3P5NCY+IJTe3XP+SG/fr+FKUV4xnAAYoSxlwe5zvacJF9Rpcmkq6ohfBdf2j1Jjw63Ohq8l4ZGnOJAyRwPeMneXhAlSpw6JB9FR0FfPfQoQMsXmy/WUWckgK+E1lECm3wIEDtOS6rEmb+gTfR+LMTP55I7dcPI44GxDGBJC64WdgvSlW6spDnWE88V5lGbZYzgJucN7o0EYeDq+Cbp6HJC/D4v4yuxhhlaQzYOMv2zJ0YGuqYwVeLjpvo2BFOnoSoKKMrkbtQwHcSKdjYiIXWas/JF0yYqIcH/5far/8TvlTDzJskUYY4HiOeWSRz041aVirwMH3YQXumc5QVfEEIm/gXycQZXZq4uaOb4D8dofbT0PVz+/Lu7qgApShIRc6wLXMnVq0Khw/nTlHinOrWhdKl1abjxBTwncQerMQCD6s9J9/xxERrPJmBLxcIYCY+eAC9SaQksTxHAktJIckNwr4JMw/Sg0EcojGvs5UxTCaM/czE5mbvbIhzOLUHpjwO1VpD96/B7OY/FYOpy3l2Z+6k1Bl8S7INs/ZndA9mM7RrBz//bHQlchdu/q3MefyChWJAdbXn5GsBmHgWL37Ej3ME8G+8OY6VJ0mgJLH0J4HVpGDJ52HfC3+a8jYvcpgqtOVHevM1DTjJL0aXJm7kfDR80QbKN4Be34GH3kClFHU5z57MnRQaCrGxWGIS8FDAdx+RkbBzJ8THG12JpEMB30n8goVmeGBSwHcbxTHxEt5sxp/j+PMm3uzBSisSKEMcQ0lkcz7fObcApWjHVPrxK34UYRYPs4BuXOeE0aVJPnflT5jUEoqHQv9F4OVrdEXOIZg6xHCaWC5m/KSqVQGw/BWngO9OmjWzr4W/Y4fRlUg6FPCdgDW1/17tOe6rAmb+jjd78Ocg/gzGi9Wk0JR4KhHHaySyJx8vu1mCGjzDTzzFj1wkii+pxi+8o/58yRXXz8LnLaFACRi4HHwCjK7IeZSkDkDmZvFLlYKAAKw34hXw3UmFClC2LPyid16dkQK+E9iPlb+ASAV8AcIwMwpvfk/dObc7nswjhbrEUy112c3f8mHYN2EihMfpz36a8U928AlfUo3fmZvvvlYxzs3LMKkVeHjBiz+BfyGjK3IuARQniHKZC/gmE4SEqEXH3ZhM9jYdbXjllBTwncAvWAgCauivQ25jwkRNPPgQH47hz1b8eAxPppLCg8TzAHH8g0T25bOw74kPjXmNQRyiAo+yiKf5luZaP1+yLf46TG4LSbEwZDUEljC6IucUTJ0s3WhriU1SwHc3zZrBli2QovVRnY0SpRPYjZX6eOCh/nu5CxMmGuHB+NRlNzfiR2s8+YoUaqbO7L9FInvzUdgvQCmeYDq92EYycUyjNisZTBxXjC5NXFBSHExpD9fPwODVUKis0RU5r+Cs3GhbuTKWhBQ8vHOnJnFSzZpBbCz8+qvRlcj/UMB3AlFYqam/CskgMyaa4sGn+HAKfzbjRzs8mUEKtYmnKnG8kY969svQkN5sox3/4Q8WMJlQdvE5VjRjJBmTnADTOsH53+HFn6F4iNEVObdg6nCd45n7ZbpiRSwJVs3gu5vq1aFoUbXpOCGlSoMlYeN3rNTSX4VkgRkTTVI31DqR2sbzJJ7MTu3ZDyGOkSSy08XDvgkzNenDIA5Rk36s5hWmUYfjrDO6NHFyKUkw/Sk4vs3ec186wuiKnF8wdQG4QCZmZStWxGI142FJyKWqxCmZzdC0qW60dUJKlQY7iJUk0Ay+ZJs5tY3nY3w4jj/b8aMznnxPCg2Ip3zq0ptrSCHZRcO+D0G0YBwD+I0gyjKbR1nI08RwxujSxAlZUmBGdzi0FgatgPL1jK7INRQgmAKUylybToUKWPHCHPtXrtUlTioyEjZtAqs2K3QmSpUGi8KKF1BNfxWSg0yYaIAH4/DhT/zZjR+98WQdFlqmbqrViwQWkUKcC4b9ooTxNMvpxlLOsoMvqc4OxqttRxysFvi2F/y+HAYug0pNjK7ItWT6RtsKFbDghUfM1dwrSpxTs2Zw5QpERxtdidxGqdJgUVh5ADPeusFWcokJE3Xw4H18+A1/DuHPG3hzGCudSKAYsXQinhkkc9XFwn4o7XmBA9Tjb6zlNb6iHqfZanRZYjCrFb4bAFE/QP/FEPKw0RW5nkzfaBsQgMXso4DvjmrXhoAA9eE7GQV8g0Wp/17yWGjqplpb8Ocs/nyCD3FAPxIpQSwtiedzkjiNa7zd6oU/j/Av+rMPP4oygyYsZ4BW23FTNhvMfwl2zYI+86FaK6Mrck3B1OEaR0jgeobPsXj44XH9Ui5WJU7J0xOaNFEfvpNRsjSYVtARI5XCzCC8+Ak/LhHADHwoDIwkiXLEUSd1Y62dWLA6+ex+MarRndV04FsOs5QvCSOKr7C5yC8qkn02GywcBlunQK/vIKK90RW5rqzcaJtoC8DnxtncKkmcWbNm9hl8m3P/nHAnSpYG+gsbl7ARpr8GcQKFMNEdL+alhv0f8aUhZqal3qRbljgGkMASJ+7bN2EinO4M5A/C6c5yBjCTSC6y3+jSJJfZbPDjm/DLp/D8TKjZ2eiKXFsgZfCneIbbdKxWSErxwefaqVyuTJxSs2Zw+jScOGF0JZJKydJAR1NnFkP01yBOxg8Tj+PJF/hyCn/24McgvNiLlQ4kUJRY2hPPlyRzxglnyH0pSGsm0JsdWEhiGrVZwwgSiTG6NMklP70Pq8fAs19B3WeNrsb1mTBl6kbb5DiwYcbn8p+5XJk4pYYNwctLbTpORMnSQEexYgYq6gZbcWImTNTGg1F4sxN/zuDPRHzwAF4lkbLEUZc43iWRXU7WylOKuvRiK234jCimMYXqHOQHl94TQO60ZiyseAeemgwNextdTf6RmRttE2/aP/vcPAc3b+ZiVeKU/PygRg3taOtEFPANdAQb5TFpBR1xKaUx0x8vFuPHldRWnvqY+Q8p1Cee0sTRiwS+c5JVecx4UIdBvMBBKvAoC+jKD3TS2vn5xPrxsGQkdBoPDw00upr8JZg6XOGPDL3z5Qj43IRz53K5MnFKERHw229GVyGpFPANdBQrVfRXIC7sVivP5Ntaef6GF8ew8jyJFCeWJsTxPkmGz+4XoCRPMoNnWc1F9jOFB/iVKboJ14WtHw8LX4Unx8IjLxtdTf5TktqAjUsZuIclMfV3AB9i4KxutHVLCvhORenSQEewUkWz95JP3GrleRNvNuLPZQL4Dl+qYeYLkqlPPKWIoycJzCGZKwaF/Uq0YAD7qcULrORFvuVRrnDIkFok624P9y3+bnQ1+VMhKuKFP5c4cN/XOmbwTXGawXdX4eFw/rx90ysxnAK+gY5i0w22km8VwkQ3PPkKX87gz6/48SpenMBKj9Q19xsTxz9JYgcWLHkY+L3wpwXj6M12ErjGf6jBFsZgITnPapCsU7jPGybMFCOcyxkI+Am3ZvBLBmgG311FRNg/H7j/vxfJfUqXBonHxhlsatERt2DCRC08eB1vNuDPFQKYiy/hmJlCMg2JpzixdE1dmefPPGqbKUU9+rCLZrzDRt5lOg04l8FVQ8QYCvd5qzjhXOL+bRdJqTP43qULKuC7q7JlIShIbTpOQunSICdTZysrqUVH3FBBTHTBk//gy2n82Y8f/8CbWOwr81QmjhBieZEEFpDCX7k4u++BF014g/5E4U0g02nAWl4jmbhcu6ZkjcJ93itORIYCfkIMeAeAuUwptei4K5NJffhORAHfIGdTZyjLKOCLmzNhIgIPXsWbFfhxjQDW4stTeLITK11T191vTByjSGQTFpJzIfAXJYznWU8bJvErX/IfanCctTl+Hcma9Z8q3BuhOBHEcoE4Lt/zdYk3wTcQKF1aM/juLDxcLTpOQgHfIGex4QkUU8AXScMHE83xZDQ+7MKfiwQwBx8iMPMNKTQjnqLE8iTxTCCJ/Tm4Oo8JM3UYyAv8TjHCmU0LltGPeK7lyPiSNes/hYWvwJP/VrjPa8Wx91Xf70bbpJvgXQAopRl8t3ZrBt9m/BLJ7k4B3yBnsVEKE2YFfJF7KoaJp/BiKr4cx58/8OdDvDEDo0iiBvEEE8fTJPAlyRzCmu2NrAIpQ1cW0Ym5HOZHphLBUVbmzBckmZIm3L9mdDXupwCl8aXQfdt0EmLApwCawXd3ERFw9ap9NR0xlAK+Qc5go7TCvUimmDBRFTND8GZR6kZbO/FjBF7cwMYwEgkjjnKpy3FOJ5kTWbxh14SJ6nTjBX6nHM34nsdYzgsZ2vRHcobCvfFMmCiWgRttk26mBvxSpSAmRrvZuqvwcPtn9eEbTgHfIGcV8EWyzQMT9fDgtdv69zfhx0C8OI2NQSRSkTiqEMsAEphNMucyGfj9KUonvqMj3/MHC1J789fl0lckt6wfr3DvLDJyo23cNfArBAQH2w9cuJDrdYkTKlECihVTH74TUMA3yFmslNEfv0iO8sbEQ3jwD7xZmxr41+DLs3jyO1Z6kUhp4ggjlhdIYBbJnMpg4H+ApxjAb5SgBrN5lFW8rJV2csnPH952Q63CveGKE8FlDtyz9S32CgQUBYoWtR/QZkfuSSvpOA0lTINoBl8k9/lh4lE8+Rc+bMafqwSwHF8648lvWOlDIuWJoxKx9CaBr0nm6D16+AsQTFcW8QTfsJ9vmEYtTrMlj7+q/Mtmg+Wj4Mc3octE3VDrLIoTQQLXuMndb56NvQL+RbHP3oICvjtTwHcKCvgGsGFTwBcxQCAmHsOTD/FhC/5cJ4DV+NITT45j5UUSCUnt4e+eetNu9P8EfhMmHqQnA/iNglRiJs1Yx+ukkGjgV+b6bDZY8hqs+hc8MxUiXzK6IrmlGPa+6nu16cTdmsEvUAC8vODyvZfVlHzs1lKZWknHUAr4BrgBJAIlFfBFDOWPiRZ48k98WJ8a+H/Bj0F4cTn1pt0HiKMkcXQlnvEksQsLKdgIoizPsJI2TGIXn/EVdbULbhZZrfDDUFj3CTw3Axr3N7oiuV0AxfGnxD0DvqNFx2Syz+JrBt99RUTYb7I+edLoStyaAr4BrqTOBhZVwBdxKj6YaIYHb+PNKvz4iwC2pa7SkwC8RxL1iacQsbQknndJ4gr9eJr9+FGUb2jEL7yLhWSjvxSXYbXA9y/A5i+h9/dQ/3mjK5L03OrDT48lGRJupAZ8sPfhawbffVWtav98+LCxdbg5T6MLcEdXFfBFXIIXJhriQUM8eA2wYiMaK5uxsgkLM0nhPZIxU5xaLCeE/exnPDt5nF5MoBjVjP4SnJolBb7tDXvnQb8FEPGE0RXJ3RQngrNsS/e52Kv2z46Arxl891asmL1NSxueGUoB3wC3ZvCLKOCLuBQzJsLxIBwPXsALgDNY2YyFTVjZRA2imMpsTIzmBI3Zz+OE8RAehGPGQ//PO6QkwYzu8PtyeOFHqNbK6IrkXooTThTTsGHF9D9v/selZnn/2wO+ZvDdl9msDc+cgAK+Aa5iwwwEGV2IiGRbGcw8hZmnUh/HYGMziczhBJuwsppSJOJLINAQDxpjpknquwKF3TTwJyfA193gyHoYtAJCHja6Irmf4kSQTCzXOUEhKqV5LjY14Kdp0Tl0KG8LFOdSujScOWN0FW5NAd8AV7FRBPtsoIjkL4GYaIsvbWnHcdaxiLqcI5QCjOcQIXxLCu+n9ug/gNkR+BvjQRimfP99ISkO/tMRTu6AF1dBpcZGVyQZ8d+VdA7cP+AXKwZbtHysW9MMvuF0k60BrqD2HBF3UJHmvMAe6hOEBzXoy7scwovz+LMIX9rjwSGsDEldracYsbQjnvdJ4mdS+OseGwu5ooQYmPwYnNoNQ9Yq3LsSXwoSQEmuceeNk7FXwNsfvHxTD+gmW1HAN5xm8A1gn8FXwBdxB/4UpQs/sJf/sJpX+JPVdGA2HahKh9RvwUnYiMLKFixsxco0khmVGu6rp97o2wgPGmEmHDOeLvj94+YlmNwOrp2Eoeuh9INGVySZVZhQrqYT8OOu3NZ/D1CoEFy/nmd1iRNSwDecAr4BrmDTCjoibsSEidoMoBzNWEx3vqI2rZlIDfpgwoQ3JurjQX08eDn1nPNY2Y6VbVjYhpV5JBIL+AP1MacJ/aWc/M3Ya6dgUitISYRXNkPxEKMrkqwoQihXubO33rEG/i2BgRAXBxYLeHjkXYHiPG4FfJvNvjeC5Dnn/qmQT13D5rY314m4s2JUoxdbqcNgltGPhTxFPNfSfW0wZjqk7rq7LnVN/ij8+D98qIyZH7HQmQRKE0d5YulGPONI4hcsxDpRa8+FgzD+ITB7Kty7uiJUTXcGP92AD/bNjsQ9lSkDyclaLtVACvgGiMFGkAK+iFvyxIcWjONZfuY0m/kPNTjBhgycZ6JG6vKcX+HLAfy5RgCr8GVA6kZc40jmYeIJIpaaxDGABP5DMvuwYDEg9J/cBZ82g0Jl4G+/QMHSeV6C5KAihHKDkyQTn+b4XQN+TEzeFSfOpXTq/+xq0zGMAr4BbgIBRhchIoaqREv6s49g6vAtzfmFd7BiydQYhTDRCk/+gTdL8eMC/vyJP3PwoRUeHMTK30ikJvEUJJaHiePvJDKfFE5ixZaLof/wOvisOZSrA4NXQ0CRXLuU5JEi2HcovcbRNMdjL0NAsdsOKOCLAr7h1INvgFhsFNAMvojb86cYXVnEbiaxhmGcZjNP8i0FKJml8UyYqIiJirety5+Cjd+wsgMr27GwEgsfk4wNKImJBphpgAcNMFMPjxxZAGDfIpj+NNToCM/PBE/vbA8pTqAwVQC4yiFKEOE4fuMcVGtz2wsV8CUoCPz9tRa+gTSDb4CbQAGjixARp2DCRD2G0JMt/MUxplGLE6zPsfE9MVErtbVnGr7sx5/rBLAeP4bjhQ8wlWTakEBRYgklludI4FOS2IqF+EzO8m/7Gr7qAg37QM/ZCvf5iRf+BFEuzVKZNps94AeVuu2FtwL+jRt5W6A4D5NJK+kYTDP4BojFRoBm8EXkNqWoS1/28CN9mE0LInmPJryBKRfmYQIx8TAePMx/Vzg5j5WdWNmJhR1Y+SdJXMP+Q6IG5jQz/dUw45HO97C1H8PiEdDqTXj8X1o8Iz/636UyE2Psm5elG/A1g+/eFPANpYCfx2zYNIMvIunypRBdWMBOPmUtf+cUG3mCmQRQPNevHYyZJzDzROqPBRs2jmJjR2rg34GFr0khEfv3r3qpYb8hHtS3mfn1TRNrxpjo+DE0H5br5YpBihDKZX53PL5+zv45zQ3U3t72DwV896aAbyi16OSxJCAF1IMvIukyYaIBr9CDjVwmmq+ozSk2G1JHCGa648V4fNiCPzEEsBs/xuFDJUwsw0I3SwK9B1r4eRxc/jqJrcOSWEMKN5xoqU7JOf+7VOaN1PyWZgYf7LP4CvjurUwZBXwDKeDnsdjUz5rBF5F7KUMj+rKHktRiFg+zjXHYsBpakxcm6uDBoNSlOvfE+/N5twBqzPCk6A8pJPS2MIlkWpJAIWKJII5+JDDFwKU6JWcVIZRYzpOIvb/++jkwe0CB/32TSQFfgoPh3Dmjq3BbatHJYzdTf8CpB19E7sefonRjCdv4iHW8wUl+4Qm+wQ/j15y8eRmmPgkXok0MWQUhkV6AFwBnUnfh3Y6FbVj4jhTisC8PXA8zjfCgIR40xkyw5plcyn+XyjxCMHW4cQ4CS4L5f/8afX0hISHvCxTnUaCAfUdjMUSWAn5SUhKLFy9m5cqVHDhwgL/++ougoCDKli1L8+bN6dixI+XKlcvpWvOFW//U/Q2tQkRchQkzjXmNsjRhIU8zjdp0Yi5laGhYTZePweS2YEmCV7ZAcPW0z5fBTGfMdE79EZOCjQNY2ZYa+pdiYWzqUp2VMNEEj9QPMxGY8dQEiNMqRCVMmLnCIUfAD0pvAzMfH0hKyvP6xIn4+UF8/P1fJ7ki0wF/3rx5zJ07l8jISF566SXKli1L4cKFiYuL4/Lly+zatYsPPviAwMBA3nnnHQoUUDPK7ZJSZ/C99QNMRDKhHE3px16W8DwzaUYLPqIeQzHl8feSEzthSnv77rQvLIOC/9t7nQ5PTNTEg5p4MDB1lv86NrZjYQsWtmDldRKJwd6+2DA17DdODf4F9f3SaXjgTUEqOpbKvHHuLv8GvL0hMTFvixPncutdHJtNS2oZIFMBf/LkyVSqVIl58+bd8VxQUBBBQUFUrlyZp556inPnzvHRRx/x6quvUrBgwRwr2NXdms/Q0tAiklkBFOcZVrCJf/Ezr3COXTzGl3jhlyfX/+1H+OZpqNwM+swD38Csj1UQE63xpHXqjyFL6iz/FqxsxcIcUnifZMxATcxE4kEkHjTDg+IK/Iay32h7CLAH/OKh6bxIM/jil/p9KSHhv/8teSZTzY8dO3akTZs293yNxWLfar1UqVK88847JOo3+DSSUz8r4ItIVpgw04xRPMVSDrOEmTTlOidy/bqbv4T/dIDaT8MLS7MX7tPjgYkaqTfwfoMvhwngPP7MxZdmeLABC11JoASxPEAsg0hgNsmcM/jGY3fkR1EOMBuA62fTWUEH7AFfP//d2+0BX/JcpgJ+cHDwfV/z5ptvOv7bZDJRokSJzFeVj92az/AytAoRcXUhPE4fdpJCAl9Rj+Osy5Xr2Gyw7P/bu+/wJquHjePfJN0tu2xkyEZlyJCNIqCAylARF7gRHKDgBLf89FVwi3siQwQFlCFT2XvJRmTvMrvbjPePpyBIGW3TnIz7c129QpP0yU0ozd2T85wzCMY8DNe9ALd/BQ4f/QAriZ2bCeN9IllJDEeI5VeiuIEwVuGmB+mUIYXLSeEJ0pmMk2St1JPvMkk5taLTWbvYnhQRoRH8UHey4GsevhF5Wr7g/fffp3jx4jgcDhwOB3a7nSFDhngrW1DSHHwR8ZaiVKUniyhPK0bRliW8h8eLBdeZASPugRlvQvcvof3LZqfSFsbGDYTxFpEsIoZjxDKJKNriYDouOpJGEZK5mhQGk8FKXF59PsRSh3sBSEpJJu3Efza5Okkj+BIVZV2q4BuRp4KfnJzMrl27cLlcuFwu3G43/fv391a2oKQpOiLiTZEUoCs/0YrXmMGTTORuMsn70nRpJ+CzjrB6HDz4KzS53wthvSwOGx0I410iWUsMe4nhKyIpj52PyORKUqlICn1JZzZOnCr7XlGICgDs2WdtYqQRfMmWpugYlaeCX6lSJaJO/oaW5b777stToGCnKToi4m02bDTlOW5jMluZxPc04xjbc328Y3vg/Raw7y94/E+o1d57WfNTaezcTTjfE8VeYlhKNHcTxkxctCaNkiTTkzR+x6lNt/KgYFbBP7jvsPW55uBLdjRFx6g8FfyqVavy3nvvMXv2bObMmcOcOXN48cUXvZUtKJ2coqOCLyLeVpnruZdluHHyDQ3YxowcH2P3Kni3MTjT4YmFcEl97+f0BRs2GuDg9azR/c3E8BwRbMbN9aRRiRReJJ1tOkk3x6IoRCSFOLQ3EZvN2ujqLFpFR1TwjcrTTrZDhw5l48aNFC5c+NR1GzZsyGumoJaJVe59vXa1iISGIlSmJwuZxP2M5jpa8xaNePKifub8NQG+vxPKN4T7xkGs+Q1zvaYqdgYQwQAi2ISbr8nk86ylONvg4EUiaIHDdMyAUYiKJOzMoGAZcGTXJLQOvmgOvlF5KvitW7dm1KhRZ1z3xRdf5ClQsHOBXkJEJF9FEEdnRrOIt5nF0+xjGR34kghis72/xwOz3oZfn4XG98MtH0NYEJ8oVB07/0ckrxPBFFy8QwYtSaU9Dl4ngiv1U/qCClGBbTvCKFrhHHew261vLAldmoNvVJ6m6ERns3FB5cqV83JIEfGhl0lnKNm/jT6UDF5GI3CByoaNJjzNbUzhH35nOM05wa6z7udMh5H3WeW+01C47fPgLvenC8fGTYQxm2imEcUhPNQnledJx605+udViAok7YihyLkKvlhefhmGDs3+tqFDrduDVWSkdakRfCPyNIK/ZcsWOnXqRN26dXE4rBGPSZMmsXjxYq+EO92YMWNYsmQJKSkpdO/enZYtW55x+/vvv8+RI0fYu3cvTzzxBLVq1fJ6BpFgUwAbA7IKfv/T1nYaSgYDyGCI1nsKeJfSjntZxhhu4BsacSsTKEMjAJIS4OuusHslPDARLr/BcFhDbNhoSxhtcPAlTvqQzhbcDCeKKE2nzFYhKpC6vRhFO5pO4ucKFIABA6w/n77K4NCh1vXBvLS4zWZN01HBNyJPBf/nn3+mc+fO2O12PFlvxXny4S25EydO8Oabb7J8+XLS0tJo2LAha9aswW633oDYunUrkyZNYtq0aezYsYOePXvyxx9/eD2HSLA5WepPL/mnl/v+KvhBoQiX0pOF/EI3fqAVN/AtRdffxuc3gNsFfedD2dqmU5pnw8aDhFMFGzeSxgdk8rT+D2SrEBXJ3FGWwhVPnlkm2TpZ6k8v+aeX+2BfWjw6WlN0DMnzSbbt2rU747rmzZvnKVB2Fi9eTPXq1bHZbERHRxMbG8vWrVupWrUqALNmzaJ+fWuphwoVKrBx40YyMjKIiDj7B3NmZiZOp/PU56n6zVJC3Okl/x0y2YtH5T4IRVGI25jEdJ7gx9+/JqlbJ8pdFsn9v9gomN0qKCHsGsK4kTCeIUMF/xwij12K50QhIivsBbLb6UpOOb3kv/MO7N0bGuUe4OhRWLvWdIqQlKc5+P8t9wDXXnttXg6ZrYSEBOLi4k59XqBAARISEs55e1xcHIcPH872WIMHDyYmJubUR7FixbyeVyTQ9CeCMtjYi4cy2FTug5SdMKI/+pDjHaYQduM4ys+6h+iSGuTITp5eHEOAa4c1+d5RYYfhJAGif38oU8Yq92XKhEa5P+nIEdMJQtJF/wzbsWMHaTl8m8VbS2bGx8eTlJR06vPExETi4+PPeXtSUtI5i/vAgQNJSUk59XGuXwREQslQMk6V+714znnirQQuVyb89AiMeww6vGqn1/ASbI+awAiuIYn9puP5lU24mY6L5zT15JxSthcBwFNhk+EkAWLo0H/L/d695z7xNtgUKwb5MLNDLuyiC37ZsmV55513WHsRb7W4XC6++uortm7dmqdwJ1111VVs2rQJj8dDamoqycnJXHrppezaZa0I0bp1a5YvXw5Yv4jUqFEj2+k5AOHh4URHR5/xIRLKTp9zv4dYhhDBADJU8oNIyjH4tAMs/gbu/QnaDYRLbW3pySJSSeBbGnGA1aZj+oXZOGlMCpX0TtZ5Hd1hw1H8MMkx/5iO4v9On3O/Z491OWBAaJT81NR/l8sUn7roOfhhYWE8++yzfPrppwwePJiGDRvSsGFD4uPjiYyM5OjRo+zevZs5c+awZ88e+vXrR+PGjb0SsmDBgjz77LM8+eSTpKSk8PHHH7Nt2zbuvPNOFi9eTOXKlenYsSMDBw5k//79DBs2zCuPKxLssjuhNrsTbyVw7V8PX3WBtER4fA6Ub/DvbfHUoCeLGUdXvqcZnRhJNW4yF9agv3HzEhmMwklXHHxPFDFaQeecjuyAqAqHOYGm6JxXdifUZnfibTDyeFTwDcrRSbZ2u50+ffpw3333MX36dMaNG8fu3btJSkqiePHiVK9endtvv50GDRpc+GA51K1bN7p163bGdacvx9m3b1+vP6ZIsEs8xwm1Jz9P1FrgAW31LzCiB5S+HB6ZBYXLnn2fGIpxB9OZSm/G0pnW/B9XMSBkdtveiJt3yeArnFyKjZFE0o0w7CHy98+tozsgrkISx1Xwzy8xMfsTak9+npjo+0y+kpFhlfyTO9qKT+VqFZ2oqChuvPFGbrzxRm/nCXp2rN1sRfzBy0Se8zaN3AcutwumvAzTXocmD8ItH0LYuf+pcRBBB76kGDWZxdMksIH2fIojSL8HEvEwBidfk8kC3FTExudE0oMwwlTsL8qR7VD46kyOsz37O2gXW8v5NrIK1pH7k06et6kRfCPytEym5FwEkAl48ITMCJmI+E7KMRh+J2yaDrd9Bk0furivs2GjMQMoSjUmcAfH2c7N/EwUhfMzrs+k4mE6Ln7GyVicZAJdCON3IrgWBw79PM6RIzvgkgoO/mE3blzYcZx5h4yMf3cyldB0chlyFXwjtBKYj4VnvYg4L3A/EZGc2rsWhja0dqZ97M+LL/enq8ZN3M1cEtjAcFpwgl3eD+ojh/HwPZl0JZV4kulEGhtx8wYR7CWW0UTRjjCV+xxKT4bkBCheIRIPLlJIyOZO6XCOxS4kRKjgG5Xjgv/RRx/lR46QcfLHXabRFCISbFaNhXcbQ4ESMGA5VGqS+2OVoh73sAg3Lr6jCQf5y3tB85ELD4tx8ToZtCKFkiTzAOmkAu8QyV5iWEQMjxFBMZX6XDu607osVbEAAMnsO/tO6ekawQ91Jwu+5uAbkeOC//TTT9OvX78zrlu/fj2HDh3yVqagdrLgawFCEfEGtwt+fQ6+uRUa9oBHZ0Oh0nk/biEq0IP5FKYyw2nOdmbl/aBe5sHD37j55LRR+sakMoxMKmLnByJJIJYpRNOLcErrTWuvOLLduixToSgAiew9+04ZGRrBD3Wag29Ujn/aPfXUU+zfv5/u3buTmWmNQ1esWJEpU6bQo0cPLVF5ASe3TcnQ6iQikkfJR+CzjjD7Hej+JXQbBmFe7FTRFOF2fudSrmc017OWEd47eC548LAZN1+SSQ/SqEQKVUnhKdJJB14igrVEs4cYviOK7oRTUCP1Xrd6nHVZqFABwokhSSP4kh1N0TEqxyfZRkZGMmrUKB5//HGuv/56Jk6cSGxsLD169KBt27ZcccUV9OnTJz+yBoWIrBcbTdERkbzYs8Za396ZZq1vX/Gq/HmcMKLozChm8TQTuYsT7KIJz/hkkQA3HtbhZg4u5mRd7sdDFNAEB/cQxjWE0QT7qZ+tkv/SjluXNmzEUSb7gq8RfNEUHaNyXPCPHTuGzWbjww8/5PXXX6dFixZMnTqVEiVKULp0aTp27JgfOYOGpuiISF6t+BFG3QflrrR2pi1YKn8fz4adaxlCAS5hBk9wgp2048OzV07JoyQ8LMHFAtwsxMVCXBwFCgDNcdCXcFrioIEKvVHODKh3m/XnOEprBF+ypxF8o3Jc8GfOnHnqz4MGDaJ06dK0aNGCyZMnU7lyZcqWzWYnFTnl3yk6IiI540yHX56EecOgxSPQ+R3vTsm5kEb0pSDlmMhdJLKHzowinJhcHcuDhx14WJBV6BfgYjVu3MAl2GiKg5eIoAUO6mDXSjd+5NBmqHOL9efzFnyN4Ie2k3PwNYJvRI4LfmxsLL169eLNN9+kSJEi3H///RQvXpxrr72WsWPHEhampfXP5+Sok+bgi0hOJPwD33aDg5ug52i48jYzOWpwM7GUYiw3MYJruJVfiaXEBb8uEQ/LcLEYN4uzLvfhIQyoh52WOHiWcJrg4BKdDOu33C5I2Aolqlmfx1GaPSw6+45aB19SU63vAbv+P5uQ4zY+Z84cDh48yLRp07jtNusV5qabbqJo0aJ07dqVypUrez1kMDn5RlWq0RQiEkhW/wKj7oXC5a0lME+WK1MuoRk9WMBorud7mnIbUylKlVO3u/CwATeLcbMoq8yvyxqdL42Nxtjpm1XmG2AnRqPzAePIDnBlQvGq1ucawZdzSk3V6L1BuRpuL1GixKlyf1Lz5s2ZMmUK119/vVeCBau4rBeyJI3gi8gFODNg4jPw53vQ5AHo+gFE+Ml01mJUpycLGcMNvE9nKjCOLVRkMW6W4SIRa0CjPnba4eBFIrgKO+WwaRfvAHZoi3V5esFPZv/Zu7OnpWkEP9SlpEBM7qbwSd55dT7NZZddxrp167x5yKATm3WZbDSFiPi7IzutKTn7/oK7voeGd5tOZDmRNdVmCW6WUIjF/HFqFfQqnKApBbiVSK7CzhXYT+3eLcHh0BaIKQqxxazP4yiDiwxSOUIMxf69Y1ISFChgJqT4hwMHoGRJ0ylCltcnzBcsWNDbhwwqUVibD2gEX0TOZd0k+KGHtTpO/6VQqpaZHBl4WIObpVnz5pfgYiMePFhTba7CzmNEUB8X+3mYvfxIF36kGp3MBJZ8d2jzv6P3YI3gAySx78yCn5iogh/q9uyBMmVMpwhZOiPWx6x1gyHJdBAR8TuuTJg0CGa+ZY3Y3/oJRMZe+Ou8wY2HLXhYemp03sVK3GRgLVPZEAedCGMwDhphp+x/ToR18zVTiWIcN9ORr6hNT98EF586tOXMc0D+Lfh7KcHl1pVOpzVFRwU/tO3dC5deajpFyFLBNyAWG8kawReR0xzbA991h13LrF1pG98Htnyc3bIP96kivwQ3S3FxHGsp3zrYaYSD3oTTCAfVsWG/wFQbOw7a8ykxFOM37iGVw1zFk/n3FxAjDm6GSk3//TyKIjiIPPNE28RE61IFP7Tt3QvNm5tOEbJU8A3QCL6InG7jNPj+TogtCk8shrK1vXv8RDwsz1rN5mSh3501yFAdG41w8DoRNMJBbexE5XLevA0bV/M/oinGTPqTymFa8bpOqg0Szgw4sh2KnzaCb70rXSr7gq8pu6Ft715N0TFIBd+AOGyagy8iODOsKTmz3oYru8Ntn0NUHgc9nXhYm7VE5ckyvw43HqBU1rz53oTTEDsNcVA4H8r3VfQniqJM5gFSOcx1fOz1XW/F9w7/Ax73mXPwwTrRViP4coakJDhxArT5qTEq+AbEohF8kVB3YBN8fwcc3Jj7KTkePOzEc2rjqCW4WI6bVCAGaICd9lk7wvp6ico63EsURRhPd9I4yk0Mx4HWRQ9k/10i86QYipPCoX+vUMGXfVm/8GkE3xgVfAM0gi8SujweWPgl/NIPStaEp1Ze/MZVSVlLVC7KWtVmEW7248EOXI6dRtjpSTiNsFMLO2GGp8ZUpzO3MYWxdGIMN3Iz44ggzmgmyb1DW6yVnf77LlM0xUhkz79XqODL3qzFc1XwjVHBN6AoNo6q4IuEnOTDMPpB+Gs8tH4KOrwGYecY1HbjYWPW6PyirDK/Nms32FLYaIKdfoTTGAf1sZ/aRM/fVOQa7mQ2o7meUbSlG5OIpqjpWJILBzefPXoPVsE/yJp/r1DBlz17wOGA4sVNJwlZKvgGFMXGDtymY4iID22ZDcPvBjzQZwZUa33m7UfxsAgXC7PK/JKsVW2igCux0wYHg7Km2lwSYLvBlqY+dzOX0bRjOC25g+mnlleUwHFoy5kn2J4UTTFSOfzvFYmJEBUFYaoYIWvvXihVyir5YoT+9xlQFDiiEXyRkODMgMkvwqy34IrO0P0LiC7mYT0eFmYV+gW42JD1M6EyNhrjYDARXJW1qk1EAJX5c4mnBj2Yz0iu5QdacQczKcglpmNJDhzaDDXanX19NEXPLPjHj0OhQr4LJv5HK+gYp4JvQDFsHDEdQkTy3cEt1om0+9d5uOJTN3sedHGLzZpycwxrdL4hdm4ijDdw0AQ7Jf6zgVQwKcgl3MUcRtKG4bTkTmZRmEqmY8lFyEiBY7vPPUUng0RcZFgnUh8+DMWKnX1HCR0q+Map4BtQFBuH8eDBE1Bvs4vIhXnwsMPjYfw3bv553EFSNQ8TVqRypIaH8thogoNXiKAJDuoEyeh8TsRRirv4g1G0ZTgtuINZFOMizzIWYw5ssC5LXXb2bdFYZT6VI8RRChISID7eh+nE7+zdC1dcYTpFSAveoSI/VgwbTrRUpkgwcOFhFS4+IoPupHHpkRT63OZi2/1h7OvtpNDCTD6rEcluYthBLKOJ4nEiaIgj5Mr9STHEcwezKEBZfqAlB1lrOpJcwL61EBYJ8ZXPvu3fgp81TUcj+KIRfOM0gm9A0awX9cN4KBCiL/AigSoZD0twMQ8387Lm0CcCBYG2k8Pp/EAMEcAd0zzUaRtuOK3/iqYItzOdH+nICK7mdqZTinqmY8k57FsLJWuAI5vWcFbBT0iASy/1YTrxKx6PtYqOCr5RGsE34GTB14m2Iv4vAQ+/4ORJ0mlECoVJpjVpfEEmxbDxJpEsORHNJw/EUrZjJHWvtvHiXzbqtNUv7xcSSUG6M5WS1GUE17CHRaYjyTnsWwelLs/+tmwLvkbwQ9exY5CWpoJvmEbwDSh22gi+iPiX/biZg4s/cfMnLtbhxoa1kVQLHDxBOM1wUD5rfGTzLBh5r3US4r0/Qd1bzOYPNBHE0o3fGMfNp9bJL09L07HkP/atheZ9sr8tjEjCiT1zio7m4Ieuv/+2LivpBHqTVPANKIz1xB9UwRcxbldWkbdKvYvNWTvDXomd63HwPyJojuPUO28npSfDr8/C3I+s5S+7fQoFSxr5KwS8MKK4hV8Yz+2M5npuZSKVaGM6lmRJPQ7HdkHpc4zgw3/WwtcIfmhbuxYiI6FyNidsiM+o4Btgx0ZpbOxVwRfxKQ8etuHhz6wy/ycutuMhDGu5yq6E0QoHTXFQ8Dznx/wzH0bcA8mH4K7h0OBOsGlGTp44iKALPzKRHozhBroylqrcYDqWAPvXWZels1lB56RTBT8lxZqeoRH80LV2LdSqpU2uDFPBN6SMCr6IT+zGzSxczMbFLFzsxEMk0Bg7d2cV+iY4iLmIE94z06xNq2YPgRrXwWN/QOGy+f5XCBl2wriJ4UwminF0pTOjqMHNpmOFvH3rICIWilQ4931OFfyEBOsKjeCHrnXr4LLz/DYoPqGCb0gZbOxRwRfxuoO4mX1aod+Ch3CgCXbuJYxrCOMq7ETlcAWrnctgRE84uhO6fQZNHtCofX6w46AjXxJGNL9wG134USXfsH1rrdF7+3mW5ThV8A9nTdPRCH7oWrsWHnvMdIqQp4JvSBnsrMJlOoZIwDuaNeXm5Cj9WtzYsabc3EIY1+Cg2UWO0GfHmQHTXofp/4NLW8BDk6BYRa/+FeQ/bNi5jo8AVPL9wL61515B56RoinKIdXDggHVF8eL5H0z8z9Gj1hKZl1/gG0bynQq+IWWxMVkj+CI5loqHebiYnlXqV+DGA9TFTjscvEEELXBQyAt7TOxaDqPuh4ObofM70OLR849iivfYsKnk+4l9a+Gyjue/TwRxZJIE+/ZBdDQUKuSbcOJf1mWdsKGCb5wKviEn5+B78GDTZlci5+TGwxrcTMfFNFzMw0UaUB0b1xLGc0TQCgfxXvx/lJECU16G2UPh0mbw9CooUc1rh5eLpJJvXtIhSDp4/hV0ACIoQAZJ/+5gqvlroWndOoiLg/LlTScJeSr4hpTBRjpwFChqOoyIn9lzWqGfgYtDeCgGtCGMj4ik7Wnr0Hvb5lnw40NWsbl1GDR5UKP2Jqnkm7Xv5Ao6Fyz4cf8W/NKl8z+Y+Ke1a60TbPULnnEq+IaUyRpt3IObomgpKQltSVnz6KfhYjpONuAhAmiOg/6E0xYHdbFjz8d3u1KOwoSnYNFXcPlNVrnXCjn+4fSSP57udGa0Sr6P7FsLMUWg4AU6uzWCn2hN0dEOpqFr7VpNz/ETKviGnBx93IGHKwxnEfE1Dx7W4mYKLqbgYj4uMoErsNOeMN7FQYs8nBibU6vGwbhHwe2Ge8ZYu9FqAMq//FvyPSr5PrRvLZS6iAHZ8KwRfM/ePdiaNPVNOPE/a9fCTTeZTiGo4BtTABslsPE3btNRRHziOB5m4GIKTqbiYk/WtJvrCOOrrGk3pfJp2s05M+2FsY/Cml+g0T3QeSjEas6c37JK/seARvJ9Zd9aKHMRo1ARxAEeMo/tJUJTdELTwYPWPggawfcLKvgGVcbGVq2kI0HKk3Vy7JSsUr8ANy6gEXYeJJz2OKiPHYeBk8zdbmsqzsSnIKYo9JkO1dv4PIbkgkq+73g81i629W+/8H0jKABARtJ+IjRFJzStXWtdquD7BRV8gypj1wi+BJXjeJh+2ij9XjwUx8Z1OOhFOO0I8+pqN7lxcIt1Eu3WOdCqH3R4FSJjjUaSHFLJ943jeyH12IVPsIWTI/iQGenUHPxQtXYtFC0KpUqZTiKo4BtVBTuLyTQdQyRPtuDmV5z8hou5uHABV2Gn12mj9Pl5cuzFcqbDrCHWplXFq8ETi6BCQ9OpJLf+W/K7MpZqdDKcKrjsWWVdlr6oKTpZI/gF0Co6oWrdOq2g40dU8A2qjI3teHDiIcwPCpDIxXDiYUFWqf8VJ5vwUBhoTxjfEcl1hFHMz76fN82EsY/A0Z1w3YvQegA4wk2nkrw6eeKtGye/0I1bmEBlrjcdK2jsXgFFK17ceSknR/Az4lDBD1Vr10KdOqZTSBYVfIOqYCcT2IWHSn5WiEROdwwPU3Hya9b0m6NAVWzcSBif4qAZDsL98Hv4+D4Y3x9WjILLboCHp0CxSqZTiTfZsNOeT3GSxji60I1JVKS16VhBYddyKHflxd33VMEvqV1sQ1JmJqxeDT16mE4iWVTwDaqctWLIVtxU8vHqISIXsgU3v2WV+rm48ADNsTOQCG4kjGp+/D3rdsG8YTBpEEQXhgfGwxWavRG0bNi5ga9xkc5P3Eh3fucSmpuOFfB2rYBmD1/cfcOxTmTJqFhcUzRC0cqVkJwMLVqYTiJZVPANigcKAZtwowU8xDQPHpbj5hec/JK12VRh/p16cz1hFPXDUfr/2rEExvSGvWusqTjtBukk2lBgJ4yb+IFfuJUf6cAdzKAMjUzHClhJh+DYLrjkIkfw7TgIT3OQcUmR/A0m/mnOHIiPh5o1TSeRLCr4BtmwcQV21mglHTHEiYc5uPgFF+NxshsP5bHRmTA+xkFzP516k52Uo/Db87DgM6jcEp5ZDaVqmU4lvuQgnM78yDi6MJrruINZlKKe6VgBadcK6/Jip+gAhKfYyShXMH8CiX+bOxeaN9e7N35EBd+wujhYgst0DAkhqXiYhotfsk6SPQJchp17CKMLYdTDji1ASj1Ya3UvHQ4TBlif3/kdNLhLrzOhKoxIujKOn7iRUbTlTv6gBFqXO6d2LYfC5aBAiYv/mrBUN67imn8fctxumDcPBg40nUROo4JvWB3sfEUmLjxGNvyR0HAUD79lTb35HRcpQGPsPEMEXQijqh/Ppz+ffevgpz7wz1xo+jDcMBhiNEMg5IUTzS1M4EfaM5JruYs/iaeG6VgBZfcKuKR+Dr4gPR17mgt3UY3gh5z16+HIEWjZ0nQSOU1gvqoHkTrYSQX+1o624mUJePiCTK4jlRIkcx/pJANDiWQPMSwkhqeJCMhyn3IMfu4Hb9WB9CRrTftuw1Tu5V8RxNKN3yhMJUZyLUfZajpSQNm9ImfTc9i5E3smuIrG5Vsm8VNz50JcHNStazqJnEYj+IZdjh07sBoX1QOwaIl/OYibX3DxE07+wEUY0B4H3xJJR8IoHODvErldsOhra649Hrh1GDS+H+wO08nEH0VSkO5MZSTXMoLW3M0cClHBdCy/l3wEDm/LYcHfvh1HKXAV0RntIWfuXGjaFMJUKf2JGqVh0diojo1VOtFWcukAbj4hk9akUpoU+pFOIeAHIjlELL8QzZ2EB3y5/2c+DG0IP/WG+nfAoC3Q9CGVezm/KArTnWlEUoiRXEsS+0xH8nu7V1qXOZqis2MHdpcNd7RKXkjxeKwVdLQ8pt9RwfcDdXCwWgVfcmAfbj4mg6tJoTQpDCCdeGyMyir144imO+EUCPBSD3BsN3x/J7zfHGKKwtOr4eb3NR1HLl4Mxbid6dhwMJK2pHDYdCS/tns5FCwFhXKyIe327TjskbhtznzLJX5o+3bYs0fz7/2QCr4fuBI7y3Dj0Tx8OY+DuBlGJi1JoSwpPEMGpbAzhigOEssYouhGOHFBUOoBMtNg2v9gcHXYtgDu+xn6TIfSl5lOJoEojpLcznQyOMGPtCedE6Yj+a1dK6BcTkbvAbZtw+6IxkVmvmQSPzVnDkREQCPtOeFvVPD9QAscHMTDJhV8+Y9jePiGTNplTb95inTKYmdcVqkfTRS3EEZskJR6sN7xXTMe3rgMpg+GNs/Bc+uhThctfSl5U4jy3MFMTrCTMdxIJqmmI/ml3SsufoOrU7ZswR4Ri1sFP7TMnQsNG0JUlOkk8h8q+H7gSuzEAHO0Hr4AyXgYTSadSKUkyTxMOrHASCI5SCyjiKILYcQEUak/af96+OQ6+KoLVGgEz2+E6wZBRLTpZBIsilKV25nGIdbwM7fgIsN0JL+SehwObcnhCbYeD2zZgiMyTgU/1Mydq+k5fkoF3w9EYKMJDhX8EJaOhwk46U4aJUjmLtJJAz4jkgNZJ8reRnhQjdSfLikBxj4K/1cbkg7B43Og5ygoconpZBKMSlCb25jKTv5kAnfh1s/eU/assi5zdIJtQgIcO4Y9uqCm6ISS/fth82adYOundLq7n2iFg8/JxIMnoHYRldxz4WEWLkZmbUB1HGiBnSFEcjMOSoTA79/OdPjzA2sqTlgU3PoJNL5PK+NI/ivLVdzKr/xIe6bwEB34AlsI/J+7kF3LITbe2sX2om3ZAoAjtpBG8EPJvHlgt1tLZIrfUcH3Ey1x8CIZbMdDJRX8oOXBwwrcjMDJKJzsx0N97LxABN0I45IQKRgeD6z6CX59Fk7sh2v6w7VPQ1QB08kklFTkGroylnF0IYKCtOGdkB9g2ZW1g22OznfZsgUiIjSCH2rmzoU6daBQIdNJJBsq+H6iEXYisObhVwqRkhdKtmWV+hFkshEPl2LjQcK4k/CQ2+Bs+yL45UnYvhAa3g0dB2sqjphTlRu4keFM4A4iKURLXjYdyajdy+GKLjn8os2boUoVHLZIMkjMl1ziZzwemDIFbrrJdBI5BxV8PxGNjauwMwMXPQk3HUe84DAexuDkBzJZgJtiQHfC+ZowGmMPuZHCw9utEfuVP0LlltB/KZRvYDqVCFxGdzJJYjIPEkkBrqK/6UhGJB+BAxvhxqty+IVbtkDVqhBiP9NC2saN1r97586mk8g5qOD7kZsIYzAZZOAhQj8oA1IqHn7FyQ84mYKLcKATYTxPBO1wEB6C/66px2H6G/Dne1D4Erj/F7iik5a8FP9SlwdI5wQz6U8khanL/aYj+dyOxdZlxSY5/MItW6BtW9zsxIZOoAkJ48dD8eLQJKffLOIrKvh+pCthPEUGf+Cinf5pAoYbD/Nx8z2ZjMFJEtAGB18RSRfCgmI32dxwZcLCL2Hyi+BxwY1vQvM+EBZhOplI9q7iSdI4yhQeIooi1KCr6Ug+tW0BxFeGAiVy8EVZS2TSpw8etqngh4oJE+CGG8Chf29/pRbpRy7FTl3sjMOpgh8A/sbNcDIZjpNteLgCOy8SwR2EUTrE5tWfzuOBNb/Ab89Bwj/Q4lG47gWILWo6mciFteRVUjnCBG4nkklUoo3pSD6zfSFUyumCKPv2QXIyVKuGmyk40G/wQW/fPli8GJ5/3nQSOQ+1SD9zM2F8SCbD8OAI0ZFff3Y0a17991nz6kti407C6EEYdTRyxdZ5MPFpqyjUuw16TbZGBEUChQ0b1/EhaRxlLJ25g5mUJaeT0gOP22VN0bnprRx+4caN1mX16nhwYke70gW9iRMhOhrahM4vv4EodIcZ/VRXwjiYNeVD/EMmHn7Dya2kUopk+pFOeexMJordxDCUyJAv9/s3wBed4IMWEB4FTy6Be0ar3EtgsmHnRr6jPK0YQwcOsc50pHy3by2kJ+ViBH/dOihaFEqWxI1LU3RCwYQJ0K4dxMSYTiLnoYLvZ2piozo2xuI0HSXkrcbFk6RTlhRuJI2DeBhGJPuJZRRRtCeMsBB/l+X4Xhj9ILx5ORzeZo3YPzITKjQ0nUwkbxyE05WfKEYtRtGOY2w3HSlfbVsAkXFQ+vIcfuG6dVCrFthseHBh18SA4JaYCDNnavWcAKCC72ds2LiLcIaTSTIe03FCziE8vE8G9UihLqmMx8kjhLOVGP4khvsJp1CIl3qAtBMwaRC8VgU2/A53fA1Pr4Ra7bU6jgSPcGLoxq/EUJxRtCWJ/aYj5ZvtC6HCVbnYRXr9erjsMgDcOLFrBD+4TZ0KTqd1gq34NRV8P/QQYaQAIzSK7xMZeBiPk86kUoZkBpJBPez8STR/E8NLRHCp/qsA4MyAPz+AVyvD3I+h/SswcBM06pmLYiASAKIoTHd+B2A015PGMbOB8sm2BblYHtPjsUbwTxV8TdEJehMmQLNmEB9vOolcgFqLHyqBndsJ4wMy8WgUP1948LASF31JpyzJdCGNROBrIjlALF8TRUsc2DVaD4DbDctGwv9qwoSnrEL/wla49imI0Dl1EuTiKMntTCeVBMZwA5mkmI7kVYkHIWFrLubfHzgAR45YU3RAU3SCXWYmTJoEnTqZTiIXQQXfTz1GOOtwMxuX6ShB5SBu3iWDuqRyJalMwsnjRLCdGGYSzd2EE6tSf4rHA+smw9v14Ie74NLmMGgzdB6iZS8ltBSmIt2ZxmE28DO34CLDdCSv2b7QuqzYOIdfuC7r5OPTpuhoBD+IzZkDx46p4AcIFXw/VR8HzbDzAZmmowS8DDz8gpNOpFKWFF4ig4bYmUM0W4jhBSKooP8KZ9m2AD5sBZ93hGKV4Ok1cNd3ULSC6WQiZhSnFrcxlZ3M4VfuwRMkq51tWwgla0JMkRx+4fr1p1bQgZMj+Cr4QWvCBOuXuSpVTCeRi6BW48ceJ5yJuFirUfwcO30KThmSuZk0koFviGQfsXxJFC1wYNNo/Vn2rrWWvHyvmfV5v/nwwHgok9PVNUSCUBkacgvj2cQ4ptE3KKZRbs/N/Hs4YwUdACdpOIj0bjjxDx6PVfA1eh8wNFnOj91MGHXJpB8ZTCdKZfQiHMDNSJx8i5M1uKmMjX5EcDdhGqW/gMPbYcpLsGw4lKltLXlZ83qtiiPyX5VoQydG8gvdiCGeFrxkOlKuuTJh51Jo2DMXX3zaCbYAGSQSSUHvhRP/sWoV7Nyp5TEDiAq+H3Ng40MiaU4q43HRRf9c2UrDw6+4+I5MpuIiBuhGGB8TSTPs+sXoAhIPwvT/wbxPoHA5uHuEtQutXb8PiZxTDW7mej5lCg8RRVEa8pjpSLmyexVkpkGl3K6g063bqavSOUGECn5wGjsWypaF+vVNJ5GLpMbo55rh4A7CeJJ0rsdBtMoqYE3BWYib78nkR5ycANrg4Hsi6UwYMXqeLijtBMwaCn+8AxGx0OVdaPIAhEWYTiYSGOrxIKkcZjqPE01RLudO05FybPtCiC4MJWrk8At37YKjR6FOnVNXWSP4BbyaT/yAywXffQd33aWRnwCigh8A/o8IqpPCUDIZRGi3r+24GY6T78nkbzzUws5zRHAnYZTVFJyLkpkG84ZZo/ZuJ7R5Flr1g8hY08lEAk8TniGVBH7jHqIoQhU6mI6UI9sWWKvn5Li3rV5tXWYVfCfpuMjQCH4wmjED9uyBe+81nURyQAU/AJTDziAieIUM2uGgUYitUnAUD2NxMoJM/sRNMeAOwulJGFdqCs5Fczlhybcw9RVIToCWj8O1z2i5S5G8sGGjNW+TymF+5hZuZzqX0Mx0rIu2faH1zl2OrVoFFStCoUKANXoPEKER/ODz9dfQtClUr246ieSACn6AeJpw/sRFF9JYRjSlg3y0OhUPv+FiJJlMxoUNuAEH44miPQ4iVOovmtsNq8fC5Bcg4R/rxfy6F6BQGdPJRIKDDRsd+IJUjvATN3AXf1KC2qZjXdCx3XB0Zy5X0Fm9GurWPfXpyYKvk2yDzJEjMH48DBtmOonkUHC3xCDiwMYooogFupBGWhAszfZfLjzMwMm9pFGKZG7L2l3206zdZccSTSfCVO4vkscDG6bC0Abw7W1Qrj48vwG6faJyL+JtdsLozGhKUIdRXMdRtpqOdEFb/gBHeC4L/qpVZ8y/T+cEoIIfdEaOhLCwM06mlsCggh9AimBjItFswM3DpAfF+stuPMzDRT/SKUcKbUnjL9y8TAS7iWEG0dxLOIVU6nNk2wL48Gr4tD0ULANPr4KeI6G49icRyTfhRHMLE4ijNKNoSyJ7TUc6ry2zoMJVuTj/JjERtm7NdgRfU3SCzDffwK23QgH9uwYaFfwAUwM7o4hiOE56kB6QI/kuPPyBk0ezSn0LUpmKkwcJYyMxLCOGJ4igjL49c+z0Tao8bnh8LvT6DcrWufDXikjeRVGI7kzFTjijuY5UjpiOdE5bZkPVa3LxhWvWWJcawQ9uq1fDihU6uTZAqUEFoA6EMYkoJuLkWlI5GADbpTvxMBMnvUmjDClcQxp/4KIX4awlmg3E8CqRVNe3ZK4c2QE/9IS3asOR7fDQb/D4HKjc3HQykdATSwluZxppHGMMHckg2XSksxzebv2syFXBX70aCha0TrLNYo3g2whHy3EFjW++gcqVoWVL00kkF9SmAtT1hLGQGPbhoRGprMFlOtJZDuJmOJncTholSaYNaSzEzWOEs54Y1hLDS0RwGQ6thJNLSYfg537wejX4Zy7c9QM8tRIu66gdaEVMKkQFbmc6R/ibcXTBSbrpSGfYMhvCIvMw/75u3TN+yCRzgBji9bM8WKSnww8/wD336MUkQAXMKjqDBg0iOjqabdu28eqrr1KmzJlnCX7zzTesXLmSsmXLsmbNGj788EOKFg3u9f9qYWcxMXQllfqk0otwBhFOKUO/t7nxsAw3k3EyGRfLcBMGtMDBc0TQiTCq6ndKr0hLhNnvwOwhEB4DnYdC04e0SZWIP4mnBt2ZwgiuYSJ305lR2P1kmeMts6BSUwiPysUXr1oFjRufcVUSeylAWa9kEz/w66/WCjo9e5pOIrkUEG1r1qxZHDhwgIEDB3L33Xfz3HPPnXWfgwcP8s477/DMM89Qt25dPvjgAwNJfa84NmYRzUdE8jNOqpDCC6Rzwgdz8zPxsAQX75LBraRSkmSuIpWvcFIXOz8TxWFimUk0A4hQufcCZzr8+QG8VhlmD7XWsX9xK7R8VOVexB+VpgG3MJEtTGQqvf1icQSPJw/z7zMyrDn49eufcXUie1Twg8k330C7dnDJJaaTSC4FxAj+zJkzadCgAQCNGjXijjvuOOs+zzzzzKk/u91uYmNDZx5gODZ6Ec7dhPE+mfwfGbxPJtfhoCNhdMBBiTyWazce9uBhDW7m42I+LpbiJhUoAjTFwQAi6ICDy7X5lNe53bB8pLWW/fG90OJRaPscxMWbTiYiF1KRa+jCj4zjZqIpyjW8aTTPob/h+B6okpuCv26dNX0jm4JfBC3TFRT27IGpU60lMiVgBUTBT0hIoFatWgBER0dz7Nixc943JSWF2bNnM2bMmGxvz8zMxOl0nvo8NTXVq1lNisHGc0TwEOH8QCaTcNGLdDKBhthpjIOy2CiLjXLYKYuNQthIxUMKnLpMwcNuPGzBzWbcbM76c1rW41TDRjMc3E04zXBQHRt2Ffp8s3E6THwa9q6BRj3h+pehaHnTqUQkJ6rRiY58xW/cQxRFaMIzF/6ifPL3bIiIgQqNcvHFy5dDTAzUqHHG1YnspTytvBNQzBo+3NqhuFMn00kkD/ym4LtcLlq1OvuHQ+3atYmPjycpKQmwCnnhwoWzPUZmZib9+vXjo48+omDB7JfqGjx4MK+88orXcvujYtjoSwR9gSQ8zMDFbzhZgos9eNiL54Kn5EYCVbFTDRsdcFCNcKphpwZ24lXmfWLPapj4DGz8HWp1gLuGQ5nLTacSkdyqTU/SOMYM+hFBAerTx0iOzbPg0ua5nNa3bBnUq2dtfnSaJPYQh3bQC3geD3z9NdxxB0Tl5gQN8Rd+U/AdDgfz5s3L9rZZs2YxatQoevXqxZIlS2jTpg1gjdanpKQQHx+P0+mkb9++PPnkk1SpUoXx48fTuXPns441cODAM6bzpKamUqxYsXz5O/mDOGx0JozOp/1Tu/BwMGvKzQk8xGAjBog+7bIwaFTekKO7rKk4S7+HsvXgkZlQrbXpVCLiDY3oSwaJ/M4jRBDHFfTw6eN7PPD3H9CqXy4PsGwZND9z/d10TpBBkubgB4PZs2HLFhg92nQSySO/Kfjn07p1a2bOnMkrr7zCjh07eOONNwAYO3YsK1eu5N1332XAgAFMmzaN9evXA1CmTJlsC354eDjh4eG+jO93HNgojY3SpoPIGVKPw4w34c/3oEBJa8nLK7uDXecmiwSVZgwkg0R+417CiaUGN/vssQ9sgMQDuTzBNj3dOsG2b98zrj65Y68KfhAYMsRa9/7KK00nkTyyeTwe86f0G5SamkpMTAwpKSlER0ebjiMhyJkB8z+F31+1dp9tNwhaPGKtUS0iwcmDh995lFV8wa1MoDLtffK4cz+GX5+DN46AI6dDfMuXQ4MGsH491Kx56uptzGQUbejLQWIp7t3A4jtr18IVV8DEiXDjjabTSB4FxAi+SDDyeGDNeJj4lDUtp9Xj0PZ5iCliOpmI5DcbNq7jQzJJYhxduY2pVPDBSaqbZ0Hllrko92BNz4mLg2rVzrj6ONsJI5oYtKxXQHvnHaheHTp2NJ1EvEAFX8SAvX9ZO9BumWVNw+kzA4pVNJ1KRHzJhp2OfEUGyfzEDdzBTMqQm6VtLo7bbc2/b/t8Lg+wbJk1dcNx5mZdh1hLPLW0PHIg27fP2rn24481LzRI6F9RxIeSEmBMH3irLqQdh8fnQs9RKvciocpOGJ0ZSTmaM5rrOciafHusfX9BypFczr8Hq+D/Z/17sAp+Ca7IWzgx68MPoUgRuPtu00nES1TwRXzAlQl/vA+vV4U1P0P3L+HJJVC5+YW/VkSCm4MIbmYcJajNSNpwiHX58jhbZltTAMvWycUXp6TAX39Bo7PfYTjEXxRHa/gGrMRE+OQTeOwxLY0ZRFTwRfLZhqnwf7Wtzaqa9oJBm6HxvXoXVET+FU4Mt/IrRanGCFpziPVef4wts6ByK7A7LnzfsyxfDi4XXHXVGVcnc4hkDqjgB7Kvv7ZWSOrd23QS8SJVDJF8cnALfHYDfNoeStSA59fDTW9CVPZ7sIlIiIukALcxhaJUYSStSWCD147tcsLWOXmYnrNoEZQoARUrnnH1IdYCUFxTdAKT0wnvvgv33QdBvCdQKFLBF/GyzDSY8jK8eTkc3WGdQPvALxBf2XQyEfF3J0t+YS5lBNeQwEavHHf7QmuvjZrX5/IAixdbo/e2M0+kPcRaoihCnHZWCUzjxsHOnfDEE6aTiJep4It40aaZ1nScWW/DDYPhqRVQ/VrTqUQkkERSkO5MpTCVvFby10+2BhmKV83lARYvhsaNz7r6EGspzhVaQScQeTzw9tvQtStU1ghUsFHBF/GCEwfg+7tgWBsoWROe2wCtB4AjtDdNFpFciqQgtzGVQlRgBNdwmE15Ot6GKVCz/VkD8Bdnzx7Yvfus+fcA+1hCSermKZsY8uef1rkVAwaYTiL5QAVfJA/cbpj/GfyvhjW/9YHx8OAEKFredDIRCXRRFKI7v1OI8nkayT+2B/ashlodchlk8WLrN4OGDc+4OokDHGAVlWiTywOLUUOGQLNm2b4zI4FPBV8kl/asgfebwdhHoPH91km0V3QynUpEgsm/Jb8Cw2nBflbk+BgbpkB4FFS5OpchFi+GWrWg4JkrBGxnBnbCKE9uDyzGrF8PkyZp9D6IqeCL5JAzAyYNgiFXWlMYByyHzkMgMs50MhEJRlEU5namU5K6/MDV7GROjr5+/WSocg1EROcywKJF2U7P+YffKUczIimQywOLMW+/DVWrwo03mk4i+UQFXyQH9qyBdxrBH+9Cl/eg34JcbhojIpIDEcTRjd+oRFtGcx1/M+mivs6ZAZtm5GF6jtNp7WD7n4LvwcM2plGJdrk8sBizYQN8/z0MHAiO3GyKIIFABV/kIricMP1NGNoAImLhqVXQ8lFtViUivhNGJF34kVrczlg6s46RF/yabfMhPTEPBX/NGmsX26ZNz7j6EH+RzAEuVcEPPIMGQc2acNddppNIPgozHUDE3x3cAiN6wK4V0OE1a3WcXO0EKSKSR3bC6MhXRFGECdxFGseoT59z3n/9ZChRDeIvzeUDLlhgzb2vVeuMq7cyhWiKUZJ6uTywGLF0Kfz8M4wfr9H7IKeCL3IObjfMGwYTn4YS1WHAMiijzRpFxDAbNq5lCNEU5XceIZHdtOJ1bNm8Kb9+CtTM7eg9WAW/SZMz3q5042Iln1OTbthRSQwozz1nrZpz002mk0g+U8EXycax3TDiHvj7D2jzHFz3AoRFmE4lImKxYaMZA4mlFFPpzSHWcRM/nHHC65EdsH8ddHk3Dw+0YAHcd98ZV/3NbxzjHxrweB4OLD43c6b1MXt2LjdEkECiGcQi/7FpBrxVD47tsk6i7fiayr1ITkx5GWYNzf62WUOt28U76nI/dzKLPSzkO5pwlH9O3bZ+CkTEQJWWuTz4nj2wY8dZ8++X8B6VaU88NfKQXHzK47FG79u1g6uvNp1GfEAFXySL2w2/vw6ftINq10L/ZVChkelUIoEnsgBMGHB2yZ811Lo+UqsqetUlNOdelmEnjG9pxA7+AGDDZOtnWVhkLg+8cKE1NafRvz8ID7CKnfxBQ/rlObf40C+/WPPv//c/00nERzRFRwRIPgI/3A0bp0HX96HFo3oHUyS3Wve3LicM+Pfzk+W+05B/bxfvKUR5ejCfX+nJKNpyTfr7bJ7Zm05D8/CDbMECuOKKMza4WshbFKMmlWjrhdTiE06ntXLOrbdC/fqm04iPqOBLyNu1HL6+BVyZ8PifUKnphb9GRM7v9JL/xztwfK/KfX6LIJaujGEerzFlzgQyUvpwSfs9QNncHXDBgjOm52zgJ9Yzipv5GRsaAQkYw4fD5s3WKL6EDE3RkZDl8cCCL+DdplDsUnhqhcq9iDe17g+FyljlvlAZlXtfsGGnBS9x6eRviKi1hZ8q1GQlX+DBk7MDpabCihWnCv4xtjGZB6jHw1SnSz4kl3yRng4vvwz33gvVq5tOIz6kgi8hyZUJox+EHx+Ca5+CPtOgQAnTqUSCy6yh/5b743vPfeKteN+uKWVo0qEi9XiIKfRiNNdznJ0Xf4BlyyAzE5o0wUUm4+lOQSrQhnfyL7R436efwoED8NJLppOIj6ngS8hJT4LPb4QVo+HBidDxdW1cJeJtp8+5f3WPdZndibfifQlb4eAmuLx9ONcyhB7M4zjb+ZRqTKYXh9l84YPMmwelSnHsUhsjacMh1tKFHwknOv//AuIdiYnw+uvw6KNQrpzpNOJjmoMvISXxIHzWEY7ugEdnQ4WGphOJBJ/sTqjN7sRbyR/rJlkrFV3a3Pq8HE25n1Ws4VsWM4RVfEE1OtOYpyhL42zn03vmz2P1i2WZYatDQcpzN3OJp6aP/yaSJ+++a03RefZZ00nEABV8CRkJW+GT66y59/0WQPEqphOJBKf0xOxPqD35eXqi7zOFktXj4LKOZ+7fEU409elNPR5iE7+wiLf4nqZEUogS1KYEtSlGDRLZzX7PCg58M4OUeLiKJ2nF64QRZe4vJDm3eze89RY88wzEx5tOIwbYPB5PDs+8CS6pqanExMSQkpJCdLTeegxWu5bDpx2gcDnoNRkKljSdSETE+04cgBdLwz1joO4t576fBw/7WMpelnKQNRxiDQlsoADlKHWsEiVf/Y0KD/xAqVp3+i68eM+tt1onSa9dC+o2IUkj+BL0NvwOX98MlzaDe8dClDbZEZEg9dd4CIuCmu3Pfz8bNsrQiDJks5vfj5/B57PhrdvyJaPks99/h7FjYdIklfsQppNsJait/hk+vwFqd4EHf1W5F5Hgtnoc1LweImPzcJB586BxYwjTGGDASUuzTqrt0gU6dDCdRgxSwZegtXE6fNcdmjwId3535nxUEZFgk3wEtsyGOjfn8UDz5kHz5l7JJD729tuwdy+8957pJGKYCr4EpW0L4avOULcb3PIR2PWdLiJBbu1EsNngshvycJA9e2D7dmjWzFuxxFf++Qf+9z944QUoX950GjFMtUeCzp418FkHqNoa7vxG5V5EQsPqcVC9LUQXysNB5s+3fmg2buy1XOIDHg88/jhUrAhPPmk6jfgBTbCToHLob/ikHZStY60i4Qg3nUhEJP+lnYCN06DbJ3k80Lx5ULcuFNAJSwFl4kTrpNqZMyFC81FFI/gSRI7tgWFtoFBZa4faCC0eICIhYt0k8Ljgik55PJDm3wee5GTo2xduvx1atzadRvyECr4EhbQT1sh9eDT0ngpRBU0nEhHxndXjoMrVEFssDwc5cQJWr4YWLbwVS3xh8GA4cgSGDjWdRPyICr4EPI8HRj0ASYeg9zSIK246kYiI72SkwIYpXlg9Z+FCcLt1gm0g2bgRhgyB116D0qVNpxE/ojn4EvDmDYPVY61yX+QS02lERHxrw1TITLX2+8iTefOgcmUVxUDh8Vhr3teqBY88YjqN+BkVfAlou5bDL09CuxegehvTaUREfG/1OKjUDAqWyuOBNP8+sPz4o3VS7fz52pRMzqIpOhKwUo7BN7fCpc3h+hdNpxER8T1nOqz7zQvTczIyYPFizb8PFPv3W6P3DzwATZuaTiN+SAVfApLHA6Pus+ae9hgBdofpRCIivrdphrXIQO2ueTzQihWQmqoR/EDg8cBDD0FcnE6slXPSezoSkOZ8CH9NgEdmeOFtaRGRALV6HJRvCEXzunHpvHkQHw/Vqnkll+Sjb76B336D2bOhoJaMk+xpBF8CTsI/MPFpuO5FqHqN6TQiIma4Mq2BjjyP3oM1j7t5c7DZvHAwyTfbtllr3j/xBLRqZTqN+DEVfAk44/tDsUrQ9jnTSUREzPn7T0g54oX59x6PVfC1PKZ/c7mgZ08oX95a+17kPDRFRwLKxunw13h4eCqEaTduEQlhK0ZD2TpQomoeD7RlCxw6pPn3/u6996y9ChYvhqgo02nEz2kEXwKGKxN+7guX3wQ1rzOdRkTEnIxUWPUTNLjbCwebN88qjFde6YWDSb5Yuxaefx5eekn/TnJRNIIvAWPuMEjYCg/9ajqJiIhZaydCehLUv8MLB5s/Hxo2hAi9LeqXMjKgRw+oVw+efdZ0GgkQKvgSEJIOwdSX4Jr+EF/ZdBoREbOWDofqbaGQNzadnTcPbs7rRH7JN6++Chs3wqpV2tBKLpqm6EhAmDQIImKh3fOmk4iImHXiAGycCg29MT3n0CHYvFkn2PqrRYvgjTfg7be1hKnkiH4VFL93fC8s+hpu+wwi40ynERExa8VoCI+GKzp74WDz51uX2g3V/yQnW1Nzrr0Wevc2nUYCjAq++L35n0JMEWhwp+kkIiLmLRtuLY0ZGeuFg82fD5ddBkWKeOFg4lVPP229wzJrFtg14UJyRt8x4tec6TD/M2j6EIRFmk4jImLW/vWwazk07OGlAy5cCE2aeOlg4jVjxsCwYfDJJ1CunOk0EoBU8MWvrfwJUg5Ds4dNJxERMW/pcChcDqpc7YWDZWTAsmUq+P5mwwa47z545BHo3t10GglQKvji1+Z+CLW7WC9oIiKhzO2GZT9A/Tu9NGNj1SpIT1fB9yeJidC1K1x+OQwdajqNBDDNwRe/tWOJ9XHT26aTiIiY9/cfcGy3l1bPAWt6TuHCUL26lw4oeeLxwAMPQEICTJsGkZqXKrmngi9+a86HUKY2VG5hOomIiHlLh0O5K6H0ZV464KJF0LixTuD0F++/D2PHwu+/wyWXmE4jAU7/q8UvZaTC6nHW3HubzXQaERGzMlJg9VgvnlwLOsHWn8ybB089Ba+9Bm3amE4jQUAFX/zSP3MhMxUuu8F0EhER89aMt34m1r/dSwfctw927FDB9wcHDkC3bnD99fDss6bTSJBQwRe/tGEqlKoFRfQupYgIy4ZDjeugQAkvHXDhQuvt0UaNvHRAyRWn01opJzoavv9e06XEazQHX/zSxt+tFzMRkVB3fB9snAY9RnrxoEuWQI0aUKiQFw8qOTZwoHUuxMKF2mxMvEq/KorfObrL2sxFBV9EBFaMgsg4uPwmLx502TJo2NCLB5Qc++UXeOsta0OrunVNp5Ego4Ivfmfj7xAeBZVbmk4iImLe0u+h7q0QEe2lA3o8VsFv0MBLB5Qc27wZevaEBx+Ee+81nUaCkAq++J0NU6FyKy++mImIBKjdq2DPai+ufQ/w999w/LhG8E1JSICOHa39Bz74wHQaCVIq+OJX3G7YPEPTc0REAOZ/AiWqe/kdzWXLICwM6tTx4kHloqSlQadOkJEBEydCVJTpRBKkVPDFrxzbBanHobwGlkQkxKWdgGUj8mE/kGXL4PLLrZVbxHfcbujRA9atg8mToXRp04kkiGkVHfErh7ZYlyWqmc0hImLa0uHgcUOjnt4+8FLNvzfhuedg/HiYOhUu89Z2xCLZ0wi++JVDWyCqIMQVN51ERMQcjwfmfQJXdocYb66e6HLBihUq+L726afWijlffgmtW5tOIyFABV/8ysHNULyal9+OFhEJMP/Mg/3roFlvLx9461ZIToZ69bx8YDmnyZPhkUfglVesKToiPqCCL37l0BYoXtV0ChERs+Z9ApfUhwrePh9pzRprBOXyy718YMnWihXQrZtV7F94wXQaCSEq+OJXDm1WwReR0JZ4EFaPzYfRe4C//oIqVSAmJh8OLmfYuRNuuAEaN4bPPtNb0+JTKvjiN1yZcHibTrAVkdC26GuIiLHm33vdmjVQu3Y+HFjOcPy4tdZ90aIwdixERJhOJCFGBV/8xtFd4HZCfBXTSUREzHC7YMFn0LAnRMbmwwOo4Oe/jAy45RZrQ6vJk6FwYdOJJARpmUzxG+mJ1mV0YaMxRESM2fA7HNlurX3vdUlJ8M8/cMUV+XBwAcDphDvugIULYc4cKF/edCIJUSr44jecGdZlmN7JFJEQNf8TqHI1lKqZDwdfu9a61Ah+/nC5rJNpJ0+GKVPgyitNJ5IQpik64jdcJwt+pNkcIiImHNkB6yfl0+g9WAU/JgYqVcqnBwhhbjc88AD8/DNMnAitWplOJCFOI/jiN5zp1qVDI/giEoIWfgFxJaB2l3x6gC1boGpVsGtsz6s8HujTB0aMsHaqbdPGdCIRFXzxHy5N0RGREOXMgIVfQuP78/Fn4N9/W0tkivd4PNC3L3z1Ffz0E3ToYDqRCKApOuJHnJqiIyIh6q/xkHQQmj6Ujw+igu9dHg88/TR8/DGMHAmdO5tOJHKKRvDFb5wcwbeHm80hIuJr8z6BWh2haIV8egCPRwXf2154AYYOheHD4dZbTacROYNG8MVvONPBHqbpoSISWvZvgL//yKeda089yH5ISVHB95bXXoPBg+HLL+HOO02nETmLqpT4jbBIa6MrV6bpJCIivjPnAyhWCWpel48PsnWrdamCn3dvvQUvvgiffAL33Wc6jUi2VPDFbxQoaV0mHTKbQ0TEV04cgMXfwDX9we7IxwfauhUiI6FMmXx8kCDn8Vgj9888A++9Bw/n13qmInmnOfjiN+JKWJeJB6GQXoNEJATM/Qgi4+Cqe/P5gfbutcq95kDmjtttrZbz8ccwbBj0zs/5VCJ5p4IvfqPAyYJ/wGwOERFfSE+CeR9Dy74QEZPPD3bwIJQokc8PEqQyMuCee2DsWBg9Grp1M51I5IJU8MVvRBcGR7i1VJyISLBb+CVkpkGLR3zwYAcOQMmSPnigIJOcDDffDPPmweTJ2sRKAoYKvvgNm82appOogi8iQc6VCbPfgSYPQFy8Dx7w4EGoVMkHDxREjhyBjh2tHYBnz4aGDU0nErlomownfqVACU3REZHgt+JHOLEXrn7SRw+oEfyc2b0bWrSAPXus0XuVewkwAVPwBw0axODBg3nggQfYu3fvOe83ZMgQatSo4cNk4k0FSmqKjogEN48HZr4FdbtBsYo+elDNwb94mzZBs2bWP9SCBaBOIQEoIAr+rFmzOHDgAAMHDuTuu+/mueeey/Z+a9asYefOnT5OJ95UoCQcP/fvbyIiAW/DVNj3F1z7lA8f9MgRKFrUhw8YoJYtg+bNoXRpmDsXypUznUgkVwKi4M+cOZMGDRoA0KhRI2bMmHHWfTIyMhg2bBh9+/Y977EyMzNJTU0940P8R6lasG+t6RQiIvln5ltQox2Uq+ejB/R4wOmEiAgfPWCAGj8err4arrwSZsyAYsVMJxLJtYAo+AkJCcTFxQEQHR3NsWPHzrrP//73PwYMGIDDcf6dQgYPHkxMTMypj2L6D+xXytaDE/uszV9ERILNjiXw9x/Q+mkfPqjTaV2Gh/vwQQOI2w2vvgpdusAdd8Cvv0JW5xAJVH6zio7L5aJVq1ZnXV+7dm3i4+NJSkoCIDU1lcKFC59xn7S0NLZu3crYsWM5evQoR44c4c033+Thhx8+674DBw7kmWeeOfV5amqqSr4fKVfXutyzEgpebzSKiIjXzXobyl0J1Vr78EFPFvwwv3nJ9x9JSdYa9xMmWJtY9e5tLekmEuD85n+7w+Fg3rx52d42a9YsRo0aRa9evViyZAltstahTUlJISUlhfj4eIYPHw7A9u3bmTBhAs8++2y2xwoPDydcoxh+K644FCoLu1dCTRV8EQkih/6G1eOgxygfd0iN4Gdv+3bo1MlaKWf6dGt6jkiQCIgpOq1bt6ZEiRK88sorfPfdd7zxxhsAjB07lsGDB5+63759+/joo484fPgwQ4YMMRVX8qhcPdizynQKERHvmjUEilaCOjf7+IEzM61LjeD/648/oEED6/yEpUtV7iXo2Dwej8d0CJNSU1OJiYkhJSWF6Oho03EEmPwirBgNgzabTiIi4h0nDsArFaDzO9Cij48f/MgR64TRadOgbVsfP7if8Xhg2DDo29cavf/uO823l6AUECP4ElrK1oVDWyAt0XQSERHvmPshRBaAq+4x8OCFCoHdbhX9UJaRAb16waOPwosvwk8/qdxL0NL7deJ3Ti4dt2c1VG5uNouISF6lJ8Hcj+HqJyAixkAAh8NaAz8hwcCD+4lt2+DOO2HNGvj5Z2vFHJEgphF88TtFK0JMEdi51HQSEZG8mzcMXBnQ4hGDIeLjQ7fgjxgBdetCYiIsXqxyLyFBBV/8js0GVVvDpmmmk4iI5E3qcZjxf9DycYg1uSJzKBb8Eyfg7rvhrrugRw9YsgQuu8x0KhGf0BQd8Us128PYRyAjxdBb2iIiXvDHu+BxQeunDAeJj4eDBw2H8KGFC60pOUlJ8Ntv0LGj6UQiPqURfPFLtdqDMx22/GE6iYhI7iQlwOx34JoBEFvUcJjq1WHtWsMhfMDlgtdegxYtrL/zmjUq9xKSVPDFLxUqY62ms2Gy6SQiIrkz8/8gLBJa9TWdBGjUCDZssKatBKsdO6z17F9/HYYMgUmToFQp06lEjFDBF79Vsz2sn2wtWywiEkiO74W5H0Hb5yCqgOk0WAXf44Hly00n8T63Gz7/HOrUsZYCXbIE+vWzlgYVCVH67he/VasDHN4GB7XhlYgEmGmDIaYYNOttOkmWsmWhdGmr/AaTNWugeXPo0wfuv9/albZOHdOpRIxTwRe/VbExRBe2RvFFRALF4W2w4HO47gWI8JcN0m02axR/7lzTSbwjORmeegquvNIawV+2DIYOhRityiACKvjixxxhUKOdCr6IBJapr0CR8tD4PtNJ/uOWW2DqVNi3z3SSvJk4EWrVgi++gI8+ggULrHXuReQUFXzxa7U6wNY5kBbE54WJSPDYvwGWDof2L4Mj3HSa/7j5ZihYEL75xnSS3Nm1Czp3hk6drGk5GzfCww9rrr1INvS/QvzaZTdalyt/MptDRORiTHkJStaA+neYTpKN6Ghrw6cvvrCmtQSK48fhpZegZk1Ytw6mT7d2p9UKOSLnpIIvfi22KFzRCRYH6ICTiISO3Sth1U/Q4TWwO0ynOYeHHoLt261pLv4uORnefBMqVYL334fnn4e//oI2bUwnE/F7Kvji9666F7bN12o6IuLfJg2CS+pD7S6mk5xHrVpw223wyCNw9KjpNNlLT4cPPoDKla017Xv3hm3brIIfFWU6nUhAUMEXv1ejHRQqC4u/NZ1ERCR72xZYCwJ0fN1asMavffyxNUXnscdMJzlTZiZ8+SVUrQpPPw233w7//AODB0ORIqbTiQQUFXzxe3YHNOwBS78Dt8t0GhGRM3k88NvzcGlzqHGd6TQXoVgxax7+iBEwZozpNJCQAG+/DdWrW6P17dvD33/Du+9CiRKm04kEJBV8CQhX3WPtDLlxmukkIiJn2jQD/v4TbvhfAIzen3TDDVaZvvNO+PZb3z++xwOLFkHPnlCuHLz2GnTsaK2M89ln1nUikmthpgOIXIwS1aBSM+tk21rtTacREbG43TBpoDVyX7mF6TQ59NFHUKgQ3HuvNcf95Zfz/zeU5GQYNQqGDYOVK6F2besE2jvvhLi4/H1skRCigi8Bo/F9MKY3JB+G2GKm04iIwNLvYdcyGLDcdJJcsNvhjTesVWr69LF2g33lFWjQwLuPc+AATJ4Mv/0G06ZBRgbceqv1C0aTJgH0todI4NAUHQkYdW+1drddPtJ0EhERSD0Ovz4LTXtBuXqm0+TBQw9ZxXv/fmjYEK67Dv7805pGkxsuF6xYAa++Co0aWevVP/wwpKRYv1Ds2gU//ABNm6rci+QTm8eT2//BwSE1NZWYmBhSUlKIjo42HUcuYOT91pKZz63X5oUiYtYv/WHJNzBoS5C8q+jxWEV/8GCYOxeKF7dG8xs2tD6qV//3B+/JYp6SYs2b37DB+li/HjZtgrQ0KF3amld/ww1w7bWagiPiQyr4KvgBZf96eOMyuO9nqOPPa02LSFDbvwH+rzZ0fR9a9DGdJh8sXQpz5liXS5day1Wei80GFStaa+zXrGl91KsHdepoJEbEEBV8FfyA82VnOLEPnlikd3dFxPc8HhjWDpIPWXPv/XbXWm86csQ6Efe/IiKsDaliYnyfSUTOSSfZSsBp8yy82wS2zIZqrU2nEZFQs2Y8bJ4Bj/0ZIuUeoGhR60NEAoLeO5OAU7ExVLkaZrxpOomIhJqMVBj/JFx5O1RpaTqNiEj2VPAlILV5FjZNh12BuDSdiASsWW9D0iHo9LbpJCIi56aCLwGpRjsoW1ej+CLiO0d2wIw3oN1AKFzWdBoRkXNTwZeAZLNZo/irx8HBzabTiEgoGN8fCpWDa540nURE5PxU8CVg1b0Fil1qvWUuIpKfNs20BhS6vgdhkabTiIicnwq+BCy7A659GpZ8B0d3mU4jIsHKlQk/Pw61OsBlHU2nERG5MBV8CWiNekKhsjBpoOkkIhKs5n4Mh/6GLu+ZTiIicnFU8CWghUXCjW/C0uFaUUdEvC/xIEx5yZp3X6Kq6TQiIhdHBV8CXr1u1tr44/tbO0yKiHjLr89BZJy1co6ISKBQwZeAZ7NB56Hw95+wdqLpNCISLP6eA4u/hpvetkq+iEigUMGXoFCpqTWSP+EpcGaYTiMigS49GUbeC7U6Qv3bTacREckZFXwJGje+aW1EM/9T00lEJND99hykHIbbPrPeJRQRCSQq+BI0ilWCVo/D1Fcg5ajpNCISqLb8AXM+hK7va8daEQlMKvgSVNoOtEbbfn/ddBIRCUTpSTDqPmtqTsMeptOIiOSOCr4ElZjCcP3LMPdDSNhqOo2IBJpfn7XeAez+uabmiEjgUsGXoNOsFxS7FMb11bKZInLxtsy2NrW6+QMoVMZ0GhGR3FPBl6DjCIdun8L6SbBitOk0IhII0pNg5H1w+Y3Q4C7TaURE8kYFX4JS1auhaS8Y9zgkHTKdRkT83cRnIO04dNOqOSISBFTwJWh1egvCo6ySLyJyLptnwbxh0PUDKFTadBoRkbxTwZegFVXQmqqzYjT8pR1uRSQb6Ukw6n64/CZocKfpNCIi3qGCL0Htso5Q/04Y8zCkHDOdRkT8zYSns6bmfKqpOSISPFTwJeh1fQ/cTpj4lOkkIuJPNs+C+Z/AzR9qao6IBBcVfAl6cfFwy0ew8EvYNNN0GhHxB2mJ1oZWV3SC+neYTiMi4l0q+BIS6t5qvZD/+CCkJ5tOIyKmTRhglXxNzRGRYKSCLyHBZoNbh0HKEfjtedNpRMSkFaNhwedWuS9YynQaERHvU8GXkFGoDHR9H+Z8AOsmm04jIiYc2AijHoAWj0K9W02nERHJHyr4ElIa9rB2qRzRA47tNp1GRHwpPRm+vgVK1YLOQ0ynERHJPyr4ElJsNuj2CcTGw7fdweU0nUhEfMHjgZ96w4m9cO9PEBZpOpGISP5RwZeQExkH94yB3cth8gum04iILyz8EpYOh7uGQ9EKptOIiOQvFXwJSWVrW2tfz3gTNkw1nUZE8tPulTDuMWjznLX5nYhIsFPBl5DV+H5r/evhd2s+vkiwSj0O39wKFRtDh1dNpxER8Q0VfAlZNpu1TF5sUfjuds3HFwk2Hg+MvBfSk6DHKHCEmU4kIuIbKvgS0qIKWPPxdy6FKS+ZTiMi3vTHe/DXBOg5GgqVNp1GRMR3VPAl5JWtAzd/ANP/Bxt+N51GRLxh2wKY+DR0fB2qXm06jYiIb6ngiwBNHoQru8PwuyDhH9NpRCQvkg7BN92gRju49hnTaUREfE8FXwRrPn73L6BwOfi8I6QcM51IRHLD7bJ+Ubc74K7vwa5XOREJQfrRJ5IlMg4e+jVr1Y1bwJVpOpGI5NS0wbBltrWZVWwx02lERMxQwRc5TeFyVsnfvhB+6mOtwiEigWHVOJj6MnQeChUamU4jImKOCr7If1xSH3qMhEVfwawhptOIyMXYtgB+uAuaPgwtHjWdRkTELBV8kWxc0Qk6DYFfn4HVP5tOIyLnc3AzfHETVGtjrYhls5lOJCJilrb9EDmHq5+wisPwu6DIHCjfwHQiEfmvxIPwaXsoWsla716bWYmIaARf5JxsNrjlQ7i0OXxxIxzdZTqRiJwuI8X6v+lxw0O/QWSs6UQiIv5BBV/kPBzh1mocMUXh8xsgLdF0IhEBaznM7++AQ1vg4SlQsKTpRCIi/kMFX+QCogvBQ5PgxH74ths4M0wnEgltHg/83A82TIUHJkLJGqYTiYj4FxV8kYtQrKK1fOY/8+C77lojX8Sk2e/A3I+sjawqNzedRkTE/6jgi1ykCo2skfyNv8MPPawpAiLiWyvHwIQB1ipX9bqZTiMi4p9U8EVyoEpLa0rAml9g1P3gdptOJBI6ts6F4Xdb69xf86TpNCIi/ksFXySHql8L9/8Cy0fCmIe1262ILxzYCF92glrtoet7WuteROR8VPBFcqFWe2t1ncXfwM99VfJF8tOJA9Za98WrWrtM2x2mE4mI+DcVfJFcuqIT9BgBcz+GiU+r5Ivkh+Qj8Fl7sNnhwV8hIsZ0IhER/6c9/0TyoF7WspkjekB4NHR41XQikeCRlADD2kJyAjw6GwqUMJ1IRCQwqOCL5FHDu8CZDqMfgLBIaDfQdCKRwJd4ED5uA2nH4bE/If5S04lERAKHCr6IFzS53yr5Yx+xPm/7vE4CFMmtE/vh42shM9Uq98Uqmk4kIhJYVPBFvKRFH8AD4x6zRh+7vAt2neUikiPH98JHrcHttMp9kUtMJxIRCTwq+CJe1OIRiI2HH+6GpINw57fWtB0RubBju61yb7NZ5b5wWdOJREQCk8YXRbzsytug12RY9xt8dgOkJZpOJOL/juyED1pZS2A++ofKvYhIXqjgi+SD6m2sEci9a+Cja6wpOyKSvcPb4cNW1kpUj/4BhUqbTiQiEthU8EXyySVXQr/5kHIU3msGCf+YTiTifxK2WuU+sgA8NhsKljSdSEQk8Kngi+Sj4lWskh8ZB+81hd2rTCcS8R8Ht8CHV0NMUXh0FsQVN51IRCQ4qOCL5LOCpeDxP6HUZfBBS9gy23QiEfMObLJG7guUhEdmQly86UQiIsFDBV/EB6IKwsOToeb18Mn1sPIn04lEzNmx1Cr3RS6BPjMgtqjpRCIiwcXm8Xg8pkNcjEGDBhEdHc22bdt49dVXKVOmzFn3+fjjj0lPT2fjxo2UL1+eQYMGXfC4qampxMTEkJKSQnR0dH5EFznF7YKf+8Hcj6DdIGj/srVqiEioWDkGRvSESs3hvrEQXch0IhGR4BMQ6+DPmjWLAwcO8MUXX/Dnn3/y3HPP8d13351xnxkzZnDkyBFeeOEFPB4P69atM5RW5NzsDrjlQyhzBYx9FHYtgx4jIaaI6WQi+cvjgamvWB8tHrU2gnMExCuQiEjgCYgR/IEDB1K+fHl69epFamoqVapUYc+ePWfc58EHH6REiRKUKFGCw4cP8/jjjxMff/akzszMTJxO56nPU1NTKVasmEbwxee2L4Kvb4awKLj/Fyhb23QikfyRkQoj74HV46DrB1m7PouISL4JiDn4CQkJxMXFARAdHc2xY8fOus/u3btJSEigb9++tGnThvvuuy/bYw0ePJiYmJhTH8WKFcvP6CLnVLExDFgBhcvBu41h2UjTiUS87/he6+TyjdPg4akq9yIivuA3b5C6XC5atWp11vW1a9cmPj6epKQkwBpxL1y48Fn3K1CgAPXr1wfgqquuYv78+dk+zsCBA3nmmWdOfX5yBF/EhIIl4ZEZMOEpGH4n7FwKnd4CR7jpZCJ5t2s5fHETRMTCk4uhRDXTiUREQoPfFHyHw8G8efOyvW3WrFmMGjWKXr16sWTJEtq0aQNASkoKKSkpxMfH06JFC3bs2AFYo/lVqlTJ9ljh4eGEh6s9if9whEPX9+CSBvDjQ7BnJfT8URv+SGBbNRZ+6AGVmsK9P+k8ExERXwqIOfhgjbxHRESwY8cOXn/9dcqUKcP333/PypUreffdd0lNTaVv376UL1+ebdu28eijj1KvXr0LHler6Ig/2b0Kvu4Kzgy4bxxUvMp0IpGc8Xhg2mCY/AI06w03v693pEREfC1gCn5+UcEXf5N8BL6/w9oQ6+YPoOlDYLOZTiVyYRmpMOp+WPkjdH0fWj5qOpGISGhSwVfBFz/kdsHkF2HGG1CrI3T/wtoRV8RfHd8HX3WGg5vgnjFQo53pRCIioUsFXwVf/Njff8KIeyDtBHT7BOp1M51I5GzrJsOo+yAyDh76DUrWMJ1IRCS0BcQymSKhqkoreGYN1LkZvr0NvrvdmsIj4g/Sk2FMH/i8I1RtDf2XqtyLiPgDjeBrBF8CxLrJMPoB68+3fwW12pvNI6FtxxL44W5IPAi3DoP6t5tOJCIiJ2kEXyRAXNYBnv3LGtX/rAOMfgjSEk2nklDjcsLUV+G9plConPUOk8q9iIh/0Qi+RvAlAK0cA2N6Q3QhuONbqNLSdCIJBQe3WKP2e1bBjW9Cy8fBrmEiERG/ox/NIgGoXjd4di2UrAUfXQ2/9LeWKBTJDx4PLPgc3q4LzjTovwyu7qdyLyLirzSCrxF8CWAeDyz6Gn7pB7Hx0Hko1O6idfPFe04csM79WD8JWj8NHV6BsEjTqURE5HxU8FXwJQgc2w0Tn4HlI63VTLq+B2WuMJ1KAt1fE61yHxEDdw2Hyi1MJxIRkYuhN1hFgkDhctBjBPSdB6nH4K26MPZRLakpuXNiP4y4F77sBLU6WCfSqtyLiAQOjeBrBF+CjNsFi7+F354HtxM6vAZNHwJHmOlk4u8y0+CPd2H6/yCqENz8AdTpajqViIjklAq+Cr4EqdTj8Ptr8Of7ULIm3Pw+VL3GdCrxRx4PrPrJmuaVdNCaa996AETGmk4mIiK5oYKvgi9B7sAm+OUJ2DAFaneFzkOgWCXTqcRf7FwGP/eDbfOh4d1ww/+sKV8iIhK4VPBV8CVErJsM45+AIzus9cuv6Q8FS5pOJaYc22NN41r6PVRqCl3ehQqNTKcSERFvUMFXwZcQ4syAuR/BjP+D9BPQ+AFo/RQULW86mfhKRgrMfBtmvQVxxeGmt6DurVpaVUQkmKjgq+BLCMpIgYVfwqy3IfEANOwBbZ6F4lVMJ5P84nZby6j+9py10lLb5+HqJyA8ynQyERHxNhV8FXwJYc50WDocpr8BR7ZDvdus4lfmctPJxFvcblj3G0wfDDuXwlX3QcfXoWAp08lERCS/qOCr4IvgcsLKH63lEfevhys6Q7uBUL6B6WSSW+nJsOQ7+PM9OLQFara3TqAtV9d0MhERyW8q+Cr4Iqe43fDXBGu0d9dyqNEO2g60NjnSHO3AcHwvzP0Y5n8KGcnW9Kur+0GpWqaTiYiIr6jgq+CLnMXjgY2/w7TB8M88KH25NbWj4V3WiZnif/ashtnvwIpREF0Ymj8CzXtDgRKmk4mIiK+p4Kvgi5zX9kWw6CtYMdqas3/5TVbZr9FOu+Oa5nbDhqnwxzuweaY1Sn/1k9DgTp08KyISylTwVfBFLkp6MqweC4u+hq1zoFAZaNgTGt+n1Xd8LSMVlg2HP96FAxuheltrX4Ma7TSVSkREVPBV8EVy4eAWWPwNLPkWTuyDyi2tol/nFoiMNZ0uOGWmWdOmVo2FtROtzxvcaS11WeYK0+lERMSfqOCr4IvkmssJG6fB4q+t0hkWBfW6Qe2uUPVqiIgxnTCwZaTChilWqV/3K6QnQaVmUPcWuLK7lroUEZHsqeCr4It4RdIhWPoDLP0e9qyy5oBXudpanrFmeyhR1XTCwJCenFXqf4J1kyAzBS5tbu02W7srFC5rOqGIiPg7FXwVfBGvO7bHOvlzwxTYNB3STkB8FajVHmp1gMqtIEL/3U5JT7LK/OqxsH6yNf2mcktrpL52VyhU2nRCEREJJCr4Kvgi+cqVCdsWwPopVnnd91fW6P41Vtmv1R7iK5tO6VvJR2DHYmuFou0L4Z+54Myw3vGoeyvU7gIFS5pOKSIigUoFXwVfxKeO7bZG99dPhk0zID0RCpWFcvWgbN1/L4tVCo4VYVxO65ea7Yusjx2L4OBm67b4ylChMVRpBbU7a48BERHxDhV8FXwRY5wZsG0+bF8Me1Zac/cPbbE22ooqaBX900t/qVoQFmE284Wc2P9vmd++EHYtg4wUiCwAFRpBxcZWqa94lQq9iIjkDxV8FXwRv5KWaI14784q/LtXWZ8708ERDqUug7J1oHA5KFAKCpS0Pgpm/TmqYP6N/GekwNFd1rsQx3ZZH0ezLk9el3rcum+pWlCxyb+FvlRNsDvyJ5eIiMjpVPBV8EX8nisTDmyyRvlPFv7jeyHxAKQctkb8TwqL/LfsFyj57y8BMUWt2z0u8LjB/Z/L7K7LSP63uB/dBSlHznycwpdAkUusy8LlrMv4ylC+IcQU9uUzJCIi8i8VfBV8kYDmclpLdCbutwp/4gFrmszJP5/8POUI2OzWh91x5uW5rguP/re4n17ki1wCsfHBcY6AiIgEnzDTAURE8sIRZi0jqaUkRURELHbTAURERERExHtU8EVEREREgogKvoiIiIhIEFHBFxEREREJIir4IiIiIiJBRAVfRERERCSIqOCLiIiIiAQRFXwRERERkSCigi8iIiIiEkRU8EVEREREgogKvoiIiIhIEFHBFxEREREJIir4IiIiIiJBRAVfRERERCSIqOCLiIiIiAQRFXwRERERkSCigi8iIiIiEkRU8EVEREREgogKvoiIiIhIEFHBFxEREREJIir4IiIiIiJBRAVfRERERCSIqOCLiIiIiAQRFXwRERERkSCigi8iIiIiEkRU8EVEREREgogKvoiIiIhIEFHBFxEREREJIir4IiIiIiJBJMx0ANM8Hg8AqamphpOIiIiISF5FRUVhs9lMxzAq5At+WloaAMWKFTOcRERERETyKiUlhejoaNMxjLJ5Tg5hhyi3282xY8f85re91NRUihUrxuHDh0P+m9OX9Lz7np5zM/S8m6Hn3ff0nJvhD8+7v3Q6k0J+BN9ut1O0aFHTMc4SHR2tH0gG6Hn3PT3nZuh5N0PPu+/pOTdDz7tZOslWRERERCSIqOCLiIiIiAQRFXw/ExYWxksvvURYWMjPnvIpPe++p+fcDD3vZuh59z0952boefcPIX+SrYiIiIhIMNEIvoiIiIhIEFHBFxEREREJIir4Bq1bt46rr76aN99885z32bZtGwULFmTRokU+TBa8LvScr1q1ikGDBvHaa6/RsmVLH6cLXhd63gcOHMhzzz3HY489xtChQ32cLjht3bqVu+66iyFDhnDfffcxderUs+4zZswYBgwYQJ8+fZgzZ46BlMHnQs/7xfy7SM5d7POq11TvuZjnXK+p5ugMCIPWrl1LixYtznm72+3mrbfe4rLLLvNhquB2vufc6XTy1FNPMW3aNGw2G507d/ZtuCB2vuf977//ZtKkSaxatQq3202JEiXo3bs3MTExPk4ZXI4cOUKPHj1o164dhw4domHDhmzfvv3U7SdOnODNN99k+fLlpKWl0bBhQ9asWYPdrnGfvLjQ836h2yV3LuZ51Wuqd13oOddrqlkq+AbddtttbNiw4Zy3v/vuu/Tq1Yt+/fr5LlSQO99zvnjxYux2O++//z7Hjh2jVatWPk4XvM73vBcoUIDU1FRcLhfJyclUqFCBqKgoHycMPg0bNjz1Z7fbTWxs7Bm3L168mOrVq2Oz2YiOjiY2NpatW7dStWpVX0cNKhd63i90u+TOxTyvek31rov5GaPXVHNU8P3UqlWrAKhbt67RHKFk9+7dLFu2jJ9//pmIiAgaNmzIpEmTKFu2rOloQa1kyZL07t2bHj16cPz4ce6//36NInvZhx9+eNb0qISEBOLi4k59XqBAARISElTwvSi75z0nt0vuZPe86jU1f2X3nOs11SwVfD81adIkAN5880127tzJ8OHDyczMPO+UHsmbAgUKUL169VOjEDVr1mTFihX6YZTPli1bxsSJE5k1axZOp5MaNWrQrl07qlSpYjpaUBgxYgRlypThxhtvPOP6+Ph4kpKSTn2emJhIfHy8r+MFrXM97xd7u+TOuZ5Xvabmn3M953pNNUvDZH5m586dgHXS4cCBA3n22WcpX748d999t34Q5ZOTz3nDhg05ePAgJ7eG2LNnD5UrVzYZLaidfN737dt3qliGhYVRpEgRnE6nyWhBY8yYMRw9epQ+ffrw+++/k5qaeup5v+qqq9i0aRMej4fU1FSSk5P1/e4l53vez3W75N35nne9puaP8z3nek01SxtdGTRu3Dg+/vhjwsPD6dOnD23btuWyyy7j77//xuFwAPD555/zxhtvcN111/Hkk09SrVo1w6kD24We8++//56lS5cSFxdHfHw8/fv3Nx05KJzveXe73Tz88MOULl2a9PR0YmJieOWVV0xHDnjLli2jTZs2p6Yk7Ny5k3nz5tGsWbNT3+9jxoxh4cKFpKSkcMcdd2iOrBdc6HlfuXLlWbevWLGCwoULG8scDC7m+x30mupNF/Oc6zXVHBV8EREREZEgoik6IiIiIiJBRAVfRERERCSIqOCLiIiIiAQRFXwRERERkSCigi8iIiIiEkRU8EVEREREgogKvoiIiIhIEFHBFxEREREJIir4IiIiIiJBRAVfRCQEZGZmsn37dtMxRETEB1TwRUSCnMvl4q233qJEiRI5+rp9+/bxySef5FMqERHJLzaPx+MxHUJERC7sn3/+4f333+eDDz5gwIABFChQgGPHjpGSksJbb71FwYIFs/26jz/+mBYtWlC7du0cP+aUKVNITEykW7dueY0vIiI+ooIvIhJApk+fTp8+fdiyZcup6x577DESExP59ttvz7p/amoq99xzDz/++GOuH/OWW27hhx9+ICoqKtfHEBER39EUHRGRADJ79myuueaaM67bv38/brc72/tPnz6dhg0b5ukxW7RowcSJE/N0DBER8Z0w0wFEROTizZ49m8cff/zU5zNnzmTz5s389ttv2d5/5syZdO3a9dTnv//+O/3796dr165UqVKFtLQ0Zs2aRf/+/dmyZQvbtm0jNjaWfv36nfqaFi1a8NFHH2majohIgFDBFxEJEElJSSxbtoxjx47xww8/MG7cOFq2bMmyZcsIDw/P9mt2795NfHz8qc+vu+465s6dy8qVK3n11VcBGDZsGHPnzuXJJ58kNTWVSy655IyCX65cOdatW5evfzcREfEeFXwRkQAxd+5cKlWqRO/evQFo06YNV1xxBb179z5nwU9KSiIyMvKM68LCwqhbt+6pzwsXLkydOnUAiI6O5vDhw2fcv0iRIhw9etSLfxMREclPmoMvIhIg/vjjjzPm3ycmJpKQkHDe8l28ePFsb3c4HOf9/HQpKSnnXKFHRET8jwq+iEiAmD17NldfffWpz1euXInNZqN48eJnrKpzuurVq7N79+48PW5CQgLlypXL0zFERMR3VPBFRPzcwoUL6d+/P8uXL2fWrFmn5sM3b96cevXq8d1337Fs2bJsv/b6669n7ty5pz6fMWMGkyZNYtKkScyYMYPPP/+c9evX89FHH7F+/XqeeuopAJ566ikyMzMBWLZs2Vkr94iIiP/SOvgiIkGuW7dujBgx4pzz9C+kV69ePP/881SoUMHLyUREJD9oBF9EJMj169eP7777Lldfu3fvXuLi4lTuRUQCiAq+iEiQa9q0KSVKlMjxUpdut5tPP/2Ul156KZ+SiYhIftAUHRERydaBAweIiIigSJEipqOIiEgOqOCLiIiIiAQRTdEREREREQkiKvgiIiIiIkFEBV9EREREJIio4IuIiIiIBBEVfBERERGRIKKCLyIiIiISRFTwRURERESCiAq+iIiIiEgQUcEXEREREQki/w9C1h9E2aBM9gAAAABJRU5ErkJggg==", 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, )" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# plot modes of |B| in Boozer coordinates\n", "plot_boozer_modes(eq_init, num_modes=8, rho=10)\n", @@ -269,7 +196,8 @@ "\n", "# plot normalized QS metrics\n", "plot_qs_error(eq_init, helicity=(1, eq_init.NFP), rho=10)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -363,10 +291,10 @@ }, "tags": [] }, - "outputs": [], "source": [ "optimizer = Optimizer(\"proximal-lsq-exact\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -408,25 +336,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "surface.R_basis.modes is an array of [l,m,n] of the surface modes:\n", - "[[ 0 -8 -4]\n", - " [ 0 -7 -4]\n", - " [ 0 -6 -4]\n", - " [ 0 -5 -4]\n", - " [ 0 -4 -4]\n", - " [ 0 -3 -4]\n", - " [ 0 -2 -4]\n", - " [ 0 -1 -4]\n", - " [ 0 -8 -3]\n", - " [ 0 -7 -3]]\n" - ] - } - ], "source": [ "# indices of boundary modes we want to optimize\n", "idx_Rcc = eq_init.surface.R_basis.get_idx(M=1, N=2)\n", @@ -450,7 +359,8 @@ " FixIota(eq=eq_qs_T), # fix rotational transform profile\n", " FixPsi(eq=eq_qs_T), # fix total toroidal magnetic flux\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -486,18 +396,6 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# objective\n", "grid_vol = ConcentricGrid(\n", @@ -510,7 +408,8 @@ "plot_grid(grid_vol, figsize=(8, 8))\n", "\n", "objective_fT = ObjectiveFunction(QuasisymmetryTripleProduct(eq=eq_qs_T, grid=grid_vol))" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -534,92 +433,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: QS triple product\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 2.23 sec\n", - "Timer: Objective build = 4.54 sec\n", - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 1.19 sec\n", - "Timer: Objective build = 1.69 sec\n", - "Timer: Proximal projection build = 16.4 sec\n", - "Timer: Linear constraint projection build = 4.42 sec\n", - "Compiling objective function and derivatives: ['QS triple product']\n", - "Timer: Objective compilation time = 6.33 sec\n", - "Timer: Jacobian compilation time = 15.6 sec\n", - "Timer: Total compilation time = 22.0 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 3.62 sec\n", - "Timer: Jacobian compilation time = 9.29 sec\n", - "Timer: Total compilation time = 12.9 sec\n", - "Number of parameters: 4\n", - "Number of objectives: 1377\n", - "Starting optimization\n", - "Using method: proximal-lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 6.409e+01 7.916e+03 \n", - " 1 2 2.066e+01 4.344e+01 2.078e-02 2.529e+03 \n", - " 2 3 3.243e+00 1.741e+01 3.604e-02 4.044e+02 \n", - " 3 4 4.970e-01 2.746e+00 4.288e-02 6.251e+01 \n", - " 4 5 6.229e-02 4.347e-01 3.349e-02 1.010e+01 \n", - " 5 6 4.948e-03 5.735e-02 2.054e-02 1.503e+00 \n", - " 6 7 1.545e-03 3.403e-03 1.200e-02 1.082e-01 \n", - " 7 8 1.523e-03 2.198e-05 8.282e-04 1.137e-03 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 1.523e-03\n", - " Total delta_x: 1.072e-01\n", - " Iterations: 7\n", - " Function evaluations: 8\n", - " Jacobian evaluations: 8\n", - "Timer: Solution time = 3.84 min\n", - "Timer: Avg time per step = 28.8 sec\n", - "Start of solver\n", - "Total (sum of squares): 6.409e+01, \n", - "Maximum absolute Quasi-symmetry error: 4.730e+02 (T^4/m^2)\n", - "Minimum absolute Quasi-symmetry error: 4.422e-04 (T^4/m^2)\n", - "Average absolute Quasi-symmetry error: 1.117e+01 (T^4/m^2)\n", - "Maximum absolute Quasi-symmetry error: 4.183e+00 (normalized)\n", - "Minimum absolute Quasi-symmetry error: 3.910e-06 (normalized)\n", - "Average absolute Quasi-symmetry error: 9.879e-02 (normalized)\n", - "Maximum absolute Force error: 1.516e+05 (N)\n", - "Minimum absolute Force error: 2.431e+00 (N)\n", - "Average absolute Force error: 5.922e+03 (N)\n", - "Maximum absolute Force error: 8.198e-03 (normalized)\n", - "Minimum absolute Force error: 1.315e-07 (normalized)\n", - "Average absolute Force error: 3.203e-04 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "End of solver\n", - "Total (sum of squares): 1.523e-03, \n", - "Maximum absolute Quasi-symmetry error: 2.085e+00 (T^4/m^2)\n", - "Minimum absolute Quasi-symmetry error: 1.884e-05 (T^4/m^2)\n", - "Average absolute Quasi-symmetry error: 1.081e-01 (T^4/m^2)\n", - "Maximum absolute Quasi-symmetry error: 1.844e-02 (normalized)\n", - "Minimum absolute Quasi-symmetry error: 1.666e-07 (normalized)\n", - "Average absolute Quasi-symmetry error: 9.560e-04 (normalized)\n", - "Maximum absolute Force error: 1.640e+04 (N)\n", - "Minimum absolute Force error: 3.549e-01 (N)\n", - "Average absolute Force error: 7.465e+02 (N)\n", - "Maximum absolute Force error: 8.868e-04 (normalized)\n", - "Minimum absolute Force error: 1.919e-08 (normalized)\n", - "Average absolute Force error: 4.038e-05 (normalized)\n", - "R boundary error: 6.939e-18 (m)\n", - "Z boundary error: 3.957e-27 (m)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n" - ] - } - ], "source": [ "eq_qs_T, result_T = eq_qs_T.optimize(\n", " objective=objective_fT,\n", @@ -641,7 +454,8 @@ " copy=False, # copy=False we will overwrite the eq_qs_T object with the optimized result\n", " verbose=3,\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -665,21 +479,10 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_boozer_surface(eq_qs_T); # |B| contours at rho=1 surface" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -691,18 +494,6 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# compare f_T & f_C before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -711,7 +502,8 @@ "plot_qs_error(\n", " eq_qs_T, helicity=(1, eq_init.NFP), fB=False, ax=ax, marker=[\"x\", \"x\"], rho=10\n", ");" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -723,18 +515,6 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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ZJ4ceP//9zMzA1+1xrOoCAKCktm83wWb6dGnpUtOvc+utZo+dm24yIz1wNUZ8AAAoytat+WHnm2+k6tWlLl2kgQOlG2+UqlSxXSFKgeADAMCpfv7ZBJ1p06QVK8wxEbfdJj3/vNlYsHJl2xWijAg+AABI5hwsf9hZudLsr9O1qzk76w9/YEPBMEHwAQB4108/5YedVavMsvPbb5deekm67jrCThgi+AAAvOXHH/PDzpo10hlnSN26mTOzfv97DgANcwQfAED427jRBJ3p06V166Q6dUzYSU6Wrr1WiubPoVfwSQMAwtOGDflhZ8MGqV49E3Zee03q2JGw41F86gAA9xo2zOyVU9BuxikpZsO/YcPMfceR1q/PDzsbN5rzsbp3l958U7r6aikqKpjVw4UIPgAA94qPL/goB//RD6NHmz4df9j58Udz8Gf37tK4ceZcLMIOTkDwAQC4V0HnWCUnS88+a1ZdjRtnbjdqJPXoIY0fL115pRTJGdwoGEdWAADczz/CU62alJVlHmvSxISdO+6Q2rUj7KBEGPEBALjXwYPS5MnS1KnmflaWCT9ffSW1bStFRNitDyGHeAwAcBfHkRYtkh54QGrQQHrySenoUfNcw4Ym/CxeTOhBmRB8AADusGuXNHKkdP75Zrn56tVmU8Hnnze3k5OlHTvMdf/+ZvoLKCWCDwDAntxc6V//MgeANm4sDR8uXX+99N135giJo0elF14wYcff6OxvcCb8oAzo8QEABN9PP5kVWO+/b0Z6rr1WmjDBLEM/cSFLZubJocfPfz8zM1gVI0ywqgsAEBzZ2WavnfHjpYULTb/OAw9IDz0knX227ergEYz4AAACx3HMtNX48dKkSSb83Hqr9Mkn0k03cWwEgo7/4gAAFW/fPmniRBN41q0zDctDhkj33mvOzAIsIfgAACqGz2f21xk/Xpo9W4qJkXr2lN5+2+ymzPJzuADBBwBQPlu3Sv/8p7ls22ZCzltvSXfeac7aAlyE4AMAKL0jR8yozvjxZpQnIUG67z7TqHzBBbarAwpF8AEAlNy6dSbsTJwoHTggdepkVmr98Y9SpUq2qwOKRfABABQtI8OclzV+vLRihdSsmdSvn3T//WbTQSCEEHwAAKfzn5c1frw0bZq53727OVLimms4CR0hi+ADAMi3c6fZTfm998zuyq1bm52T//QnqVYt29UB5UbwAQCvO3ZMmjvXjO7MnWtWYt1zjzR1qnTppbarAyoUwQcAwsmwYSa4nHq2lWQO9MzMNF8jSf/7X/55Wb/+Kl13nfThh9Ltt0tVqgSzaiBomKQFgHASH1/wqeUpKebxypXNYaAdOkjnnSf93/9Jjzwibd4szZtnprQIPQhjjPgAQDjxj/T0759/PzlZevZZqV07afhw6fBhqUsXM611441SVJS9eoEg43R2AAhH/hGeGjXMcnTJbCz45z+b87Lq1LFbH2AJIz4AEG62bZPS0szZWBkZUlycmcZq147zsuB59PgAQLhYs8asxmrWzCxHdxypQQMpO1tasoTQA4jgAwChzXGkr782R0dceqm0erV0xx3SwYOmtyc93VwX1PAMeBBTXQAQinJzpRkzpFGjpO+/l669Vvr0U+m//zWNzMnJ+Y3OBTU8Ax5F8AGAUHLokPTPf0qvvipt3Sp16yaNHSu1bWueX7785NDj57+fmRncegGXYVUXAISCPXukN9+Uxowx4efBB6VnnpGaN7ddGRBSGPEBADfbvNmM7rz3nlmd1aeP1Lu3VLeu7cqAkETwAQA3WrFCGj3a9PH87neml+ehh6SqVW1XBoQ0VnUBgFs4jvTZZ+bMrLZtpU2bpI8+Mqek9+1L6AEqAMEHAGw7elT64AOpZUvp5pulmBjpq6+klSulXr2kaAbngYrC/5sAwJbMTOmdd6S//13audOEnA8+MPvxAAgIgg8ABNvOndI//mGWoefmSg8/LPXrJ515pu3KgLBH8AGAYPnhB7PHzocfSjVrmo0GH39cql3bdmWAZxB8ACDQliwxK7TmzJHOOUd64w3pvvukKlVsVwZ4Ds3NABAIPp8JOlddJV19tbRrlzRzprRxo/Too4QewBKCDwBUpMOHpXfflS64QOraVTrjDGnhQmnZMun226WoKNsVAp7GVBcAVIQDB6S33zZNy/v2SffcY0Z4LrjAdmUATkDwAYDy2L5deu01KTVVioyUEhOlJ5+UGjWyXRmAAhB8AKAs1q0zDcuTJplzs4YOlR55RKpRw3ZlAIpA8AGAknIcacECE3g++8xMY73zjnTXXVKlSrarA1ACNDcD8LZhw6SUlIKfS0kxz+flSdOmmfOzrrtOOnRI+uQTM+rzwAOEHiCEMOIDwNvi46X+/c3tpKT8x1NSzOO33y6de670889St27SmDFSu3Z2agVQbgQfAN7mDzsnhp8XXzQ9O3Fx0ty50oMPSs88YzYfBBDSIhzHcWwXUZScnBzFxcUpOztbsbGxtssBEK78IzxVq5qprNhYE4L69JHq1bNdHYAKwogPABw8aPbekUzoqVFDSkuTqlWzWxeACkdzMwDvys01J6Q3b2724pGkhg2ljAxp3DirpQEIDIIPAO9xHLMq6+KLpaeeks4/X8rJMSen79hhrvv3L3y1F4CQxVQXAG9Ztcr07syfL3Xvbs7TGjHChB1/o3NBDc8AwgIjPgC8Yft26f77pcsuk7KzpcWLpenTpcqVTw49fklJ5vHMTDv1AggIVnUBCG+ZmdLIkWbaqn59M7pz551SRITtygBYwFQXgPCUmyuNHy+98IJ05Ij0t7+ZpelVqtiuDIBFTHUBCC+OYzYdbNnSBJ1evaRNm0y/DqEH8DyCD4DwsXq1dMMN0i23SOedJ/33v9Lrr0sJCbYrA+ASBB8AoW/HDnOsROvWZjPChQulmTM5YgLAaQg+AEJXVpbp4TnnHLM8/aOPpG++kTp0sF0ZAJeiuRlA6MnLk957TxoyxGw8OGyY9OST9PAAKBYjPgBCy+efS5deKj3+uNSjh2lcHjCA0AOgRAg+AELD2rXSTTdJnTtLzZpJGzZIY8ZIderYrgxACCH4AHC39HTpz382ozx795penjlzzKotACglenwAuNOhQ9Lo0eZyxhnSBx9Id90lRfLvNQBlR/AB4C55edKECaZxOStLGjxYevppiSNrAFQA/ukEwD2++EJq1Up67DFzavqmTdJzzxF6AFQYgg8A+9avN03LN90knXmmtG6d9NZbUt26tisDEGYIPgDs2blTeuQRc67Wr79K8+ZJH38stWhhuzIAYYoeHwDBd+iQlJIijRol1awp/fOf0j330LgMIOAIPgCCJy/PrM4aPNicqfXcc1K/flJcnO3KAHgE/7wCEBxffSVddpn08MPSH/8o/fST9PzzhB4AQUXwARBYGzZIN98s3XCD1LCh2YF53Dipfn3blQHwIKa6AATGr7+ak9PffVe66CKzVP2GG2xXBXiKz+fTsWPHbJcRVJUqVVJEREShzxN8AJTOsGFSfLyUlHT6cykp0v79Zt+dkSPN1737rnTffVJUVNBLBbzKcRzt3r1b+/fvt11K0EVFRalp06aKiYkp8HmCD4DSiY+X+vc3t08MP8nJ0rPPStWrmybmAQPM81Wr2qkT8DB/6KlXr57i4uKKHAEJJz6fT+np6dq5c6eaNGlS4M9N8AFQOv6wc2L4SUw0fTsREdKdd0ovvig1aGCvRsDDfD7f8dBTu3Zt2+UEXd26dZWWliafz6eoAkaaCT4ASu/E8PP889KRI+a09GnTpIsvtlsb4HH+np44j66Y9E9x5ebmEnwAVBDHkapUMbePHDGnp//wg92aAJzEK9Nbpyru52Y5O4DS2bFD6tRJ6tvX3G/YUNq3zzQ2A4DLEXwAlNyUKWYqa+VKM+qTnGyCUHKymfYi/ABwOaa6ABTvwAGpd29p0iTpiiukb74xYcff61NQwzMAlNHu3btVt27dgLw2wQdA0b78UnrwQbNE/dNPpeXLpR49Tg83/vuZmcGvEUDYGDNmjL777js9/fTTuvTSSyv89Qk+AAqWnW324nnzTal7d+ntt6WEBHP8RGEY6QFQDmvWrFGbNm3Up08fvfPOO7rooosUHV2xUYXgA+B0K1ZI99wj7dplTlO/5x6zRw8ABFDLli2P337kkUcC8h40NwPId+yYOZLiyiulxo2ldeuke+8l9ABedeCA9OOP5jqIdu/erb59+6pr165auXJlhb42wQeA8cMPUvv25oytlBTT2/O739muCoANmzZJ3bqZ6e3zzzfX3bubx4Ng1KhRat26tbp166azzz67Ql+bqS7A63w+08czYIB0wQVmqfoFF9iuCoAtmzZJbdpIWVnm94Nkrv/1L+nrr81UePPmAS1h3rx5SkxMVPMAvA8jPoCXpaVJN90kPf20WYq+bBmhB/C6gQNN6MnNPfnx3Fzz+MCBAXvrHTt2aPDgwdqyZYsmT56spUuXVvh7MOIDeNWkSdITT5gh7CVLzP48AMJbWpqUkVH48xkZ0uzZ+SM9p8rNNc8vXSrVqFH469SoYfoES6lRo0bq1q2bFi1apMGDB5f6+0uC4AN4zf79JvBMmSI9/rg0erRUtartqgAEWkaG1KyZWcRQHj6fdNVVRX9NTIy0Z0/R4agQ69ev18UBPOw46MHnwIEDGjNmjOLj4/X0008H++0Bb/v8c+mhh8ztzz4zZ24B8IYaNaQtW4of8enQofARH0mKjJQWLSp+xKcMoUeS1q1bd1rwOXLkiIYOHaq0tDT16NFDe/fu1YoVKzRu3LhSv36pg8+GDRvUu3dvderUSYMGDZIkTZ06VcuXL1d2drZ69eqljh07Fvr9tWrVUocOHbR69epSFwugjA4dkp59Vho7VrrzTumtt8yJ6gC8pXHj4qegunY1jcyn9vhIUnS01KWLWQEaIGvXrlW3bt1Oeqxy5cqKiYlRUlKSWrVqpbS0NE2cOLFMr1/q4LN+/Xp16NDh+P2DBw9qxIgRWrlypQ4fPqw2bdpo7dq1+v7775WcnHz86y644AK98MILZSoSQDl8+63Zi2fPHumjj6Q//Yl9eQAUbuRIs3rr1Abn6GipWjXzfABt2LChwKmutWvX6pZbbtHnn3+uKVOm6JNPPinT65c6+PTs2VMbN248fv/bb7/Veeedp4iICMXGxqpq1aravHmzLr/8ck2ePPm07z927JiWLVumn3/+WXv37lVCQsJpz+ee8D90Tk5OaUsEIJl5/L/9TXrlFen3vze/yMrQbAjAY5o3N0vWBw7Mb3SOijIjPSNHBnQp+65du9SkSRNVq1btpMcPHjyomjVr6or/vwhjw4YNmjp1qh7yT92XQrl7fPbu3XtSgfHx8dq7d6/OOeecAr8+JiZGzz33XKGv9/LLL+uvf/1recsCvG3jRjPKs2GD9Pe/m5PVI9m9AkAJNW8uzZhhdmzevVuqW1eqVStgb5eWlqYOHTro9ddfV8+ePU97fv78+bryyiuP3//555911llnlem9yv2bMCEhQVlZWcfvZ2ZmnjaKUxrPP/+8srOzj1/27dtX3hIB7/D5pNdfl1q3NvdXrZL69iX0ACibWrWk884LaOiRzKBI586dtXz5cj3++OMnPff999/rnXfe0f79+zV9+nS9+uqratGihbp3716m9yr3iE+7du00cOBAOY6jw4cP69ChQ+XaXjomJkYxMTHlLQvwnu3bpQcflBYskAYPlp5/3iwpBQCXq1evnt56660Cn2vdunWZ+3kKUurgM2PGDC1cuFAxMTFq0aKFbrvtNg0aNEjPPPOMsrOz9eabbyqSf10CweM4pmm5Tx+pXj2zsVjbtrarAgBXinAcx7FdRFFycnIUFxen7OxsxcbG2i4HcJd9+6TERGn6dBN8Ro6U4uJsVwXAoiNHjmjLli1q1qyZKleubLucoCvu52fnZiBUffaZ2YwwMlL697+lG2+0XREAuB5zUkCoycoyozw33yxde620bh2hBwBKiBEfIJQsW2aWqe/bZw4Z7dXLdkUAEFIY8QFCwdGjZqXW1VdLZ58trV9P6AGAMmDEB3C7DRvMKM8PP0hvvGFOVOfICQAoE0Z8ALfy+aRXX5Uuu8zsx7NqlfTEE4QeACgHgg/gRlu3StdfLw0YIP3lL9KSJWb3VABAuRB8ADdxHOmDD6RLLpF27ZK++UZ64QVzKjIAeMTu3bsD9toEH8At9u6VevSQ7r9feuAB6fvvpcsvt10VAATVmDFjNGDAAK1evTogr0/wAdzg00+liy6Sli+XvvzSHDTKTuUAPGbNmjVq06aNJkyYoBUrVig3N7fC34PxcyDQhg2T4uOlpKTTn3vlFWnGDDO6c/fd0pgxUs2awa4QAFyhZcuWx28/8sgjAXkPRnyAQIuPl/r3l1JSTn68Tx9zgvrGjdLUqdLEiYQeAJDp8enbt6+6du2qlStXVuhrM+IDBJp/pKd/f3Pdt6/UqZM0f75ZqfX111LDhvbqA4ATFTVKnZIiZWaarwmgUaNGqXXr1mrTpo3OPvvsCn1t1waf1NRUpaamyufz2S4FKL8Tw8+gQVJurtS9uzRtGvvyAHAX/yi1dHL4SUkxjycnB7yEefPmKTExUc2bN6/w13Zt8Hn00Uf16KOPKicnR3FxcbbLAcrvsstMyMnNlerWlaZPt10RAJzu1FHqpKSTQ09BI0EVZMeOHRo7dqy2bNmiyZMn67rrrlP79u0r9D1cG3yAsDJlimledhypQQNp507ziySAv0AA4DRpaVJGRvFf16mT2Uusf39p1Chp925zu1Mnc4xOcWrUkBo3LnV5jRo1Urdu3bRo0SINHjy41N9fEgQfINBee03q18/cHjVKevbZ/H89SYQfAMGRkSE1ayYdO1a67/NvJpicXPJprpgYac8eE4BKaf369br44otL/X0lRfABAsXnkwYOzP9FMXr06WGH8AMgWGrUkLZsKdmIjyRNmGB+f9Wtmz/i88ADJX+vMoQeSVq3bt1pwefIkSMaOnSo0tLS1KNHD+3du1crVqzQuHHjSv36BB8gEI4elR580CxT79pVuvrq08ON/35mZtDLA+BRjRuXbAoqJSV/hOfEHp/69QP+D7W1a9eqW7duJz1WuXJlxcTEKCkpSa1atVJaWpomTpxYptcn+AAV7eBBqVs36dtvzY7MN95Y+Ncy0gPAbQpqZA7iKPWGDRsKnOpau3atbrnlFn3++eeaMmWKPvnkkzK9PsEHqEjp6dLNN5umwP/8R2rd2nZFAFA6mZkFr94Kwij1rl271KRJE1WrVu2kxw8ePKiaNWvqiiuukGTC0dSpU/XQQw+V+j0IPkBF+eEHs+KhUiVp6VLTRAgAoaaozQkDNNKTlpamDh066PXXX1fPnj1Pe37+/Pm68sorj9//+eefddZZZ5XpvQg+QEVYulS69VbpnHOkTz6REhJsVwQAISMmJkadO3fW8uXLNWTIkJOe+/777/XOO++offv2mj59urZt26YWLVqoe/fuZXqvCMdxnIooOlD8GxhmZ2crltOq4UZz5ki9ekl/+IPZr4cNNwFYdOTIEW3ZskXNmjVT5cqVbZcTdMX9/BxSCpTHuHGmkfmee6RZswg9AOByBB+gLBxHGjJESkyUXnhBSk2Vopk5BgC34zc1UFrHjpnAM2GCCTyPPGK7IgBACRF8gNI4dEi6805p/nzT2/PHP9quCABQCgQfoKR27zZBZ8sWE3zatbNdEQCglAg+QEls3mz26MnNNUvXzz3XdkUAUCSfz2e7BCuKW6xO8AGK8913Zjfmxo2luXPNWTUA4FKVKlVSVFSU0tPTVbduXcXExCgiIsJ2WUHhOI727t2ryMhIxcTEFPg1BB+gKJ9/LvXoIbVvL82YIcXH264IAIoUERGhpk2baufOnUpLS7NdTtBFRkaqSZMmiowseOE6wQcozPvvSw8/bDYnHD/eHEUBACEgJiZGTZo0kc/nU25uru1ygiomJqbQ0CMRfIDTOY40fLj0/PPSoEHSK69IHhkmBhA+IiIiFBUVpaioKNuluIprg09qaqpSU1M925wFS/LypCeflMaOld54Q+rTx3ZFAIAKxFldgF9OjnT33aaBeeJE09sDAAgrrh3xAYJq/36pSxdpwwbpiy+kjh1tVwQACACCD7Btm9mjJzNTWrxYuvBC2xUBAAKEQ0rhbWvXSldeKUVFScuWEXoAIMwRfOBd8+dLHTpIzZtLixaZDQoBAGGN4ANvmjLFTG/ddJP0739LNWvarggAEAQEH3jP3/9uNiVMTJQmT5aqVLFdEQAgSAg+8A6fT0pKkp55Rho1SnrtNamI3T0BAOGHVV3whiNHpAcflKZNM3v03H237YoAABYQfBD+MjKkbt2k5cvN5oQ33GC7IgCAJQQfhLf0dKlzZ2n3bmnhQqlVK9sVAQAsIvggfG3caFZuVakiLV0qNW1quyIAgGV0diI8LV0qXXWV1LChtGQJoQcAIIngg3A0e7Z0/fXS1VdL8+ZJCQm2KwIAuATBB+Hl7bel7t2le++VZs6U4uJsVwQAcBGCD8KD40iDB0uPPy4NGyaNGydF08IGADgZfxkQ+o4dkx59VPrwQ+ndd6U//9l2RQAAlyL4ILRlZUl33in95z/SnDnSLbfYrggA4GIEH4Su3btN0PnlF3PSetu2tisCALgcwQehadMms0ePz2eWq597ru2KAAAhgOZmhJ4VK6T27aUaNaRlywg9AIASI/ggtHz2mXTttVLr1tKCBVK9erYrAgCEENcGn9TUVF1++eW66qqrbJeCYBs2TEpJOf3xCRNMT0/z5tLHH0vx8cGuDAAQ4lwbfB599FF99913WrJkie1SEGzx8VL//vnhx3Gkl1+WHnzQ3L73Xikmxm6NAICQRHMz3CcpyVz372+al3/+WRo71jyWnJz/PAAApUTwgTslJZnRnWefzX+M0AMAKCfXTnUBOnYs/3bDhoQeAEC5EXzgTv/6l/SXv5jbDRtK6ekFNzwDAFAKBB+4z4YN0h13mNujR0s7dphprhMbngEAKAN6fOAu+/ZJHTtKR49KI0aYsCOd3PB84n0AAEqB4AP3OHbMjPTk5kpDh0oDB578vD/sZGYGvzYAQFiIcBzHsV1EUXJychQXF6fs7GzFxsbaLgeB1LevNH68OXurVSvb1QAAwhAjPnCH1FRpzBhp6lRCDwAgYGhuhn0LF0q9e0tDhuQ3NQMAEABMdcGuX36R2rSRrr5amjFDiiSLAwACh+ADe7KypKuuMjs0L10qVatmuyIAQJijxwd2+HzSffeZPXpWrCD0AACCguADO158Ufr4Y+mrr6SmTW1XAwDwCIIPgm/6dOmvf5Xeflu65hrb1QAAPIROUgTX6tXS/fdLTzwhPfaY7WoAAB5DczOCZ/dus4KrWTPpiy+kmBjbFQEAPIYRHwTH0aNS9+5SVJQ0bRqhBwBgBT0+CDzHMVNbq1dLy5ZJCQm2KwIAeBTBB4E3Zow5g2v2bOmii2xXAwDwMKa6EFhffSX16ye99JJ02222qwEAeBzNzQicTZuktm2lG2+UJk2SIiJsVwQA8DiCDwLj4EHpiiuk2Fhp0SIpLs52RQAA0OODAMjLk+66S9q/3xxHQegBALgEwQcVb/Bg6csvpQULpCZNbFcDAMBxrg0+qampSk1Nlc/ns10KSuOjj6QRI6T33pOuvNJ2NQAAnIQeH1ScFSukDh3Mnj2vvmq7GgAATkPwQcVITzfHUVx0kfTpp1K0awcTAQAexj4+KL/Dh6Xbb5eqVpUmTyb0AABci79QKB/HkR59VPrhB+nbb6VatWxXBABAoQg+KJ+UFNPQ/Mkn0vnn264GAIAiEXxQdnPnSgMGSKNHS507264GAIBi0dyMstm40ezM3LWrNGECx1EAAEICwQeld+CAOYPrjDPMJoVVqtiuCACAEmGqC6WTmyv17CllZ0sLFxJ6AAAhheCD0nn2WXPo6MKFUoMGtqsBAKBUCD4ouffek157zaziatPGdjUAAJQaGxiiZJYskRITpUGDzMnrAACEIJqbUbxt28wIT9u20uzZUlSU7YoAACgTRnxQtOxss2Q9IcFMcRF6AAAhjB4fFM5xpAcflH75xZy8Xr267YoAACgXgg8K9/LL0owZ0r//LZ19tu1qAAAoN4IPCjZrljRkiPTGG9L119uuBgCACkGPD063bp10773SI49IvXvbrgYAgArDqi6cbO9es4KrcWNp3jypUiXbFQEAUGEY8UG+Y8ekHj0kn8/09hB6AABhhh4f5HvqKbN6a8kSqW5d29UAAFDhCD4wxo41l+nTpUsvtV0NAAABwVQXpAULpCeflIYOlbp3t10NAAABQ3Oz123ZYo6iuPZaaepUKZIsDAAIXwQfL8vMlNq3N8dQLFkiVa1quyIAAAKKHh+v8vnMXj2//moamgk9AAAPIPh41dCh0qefSl9/LZ15pu1qAAAICoKPF02ZIr30kpSaKnXoYLsaAACChk5Wr/n+e3Piep8+5kgKAAA8hOZmL9m1yxxHce650uefSzExtisCACCoGPHxiiNHpG7dzDEUU6cSegAAnuTaHp/U1FSlpqbK5/PZLiX0OY6UmCitXy8tWyadcYbtigAAsIKpLi947TXpmWekOXOkW2+1XQ0AANYw1RXuvvhCSkqSXnmF0AMA8DxGfMLZ//4ntWsnde4sffSRFBFhuyIAAKxixCccDBsmpaSc/FhGhtSli1StmtS0KaEHAAC5uLkZpRAfL/Xvb24nJUl5edKf/iSlp5vzuGrXtlsfAAAuQfAJB0lJ5toffnbtMr09eXlScnL+8wAAeBzBJ1ycGn4kQg8AAKeguTmc7N8vJSSYfXsaNpR27LBdEQAArkJzczi57TYTeho0MP09pzY8AwDgcQSfcDFwoLR4sdS9uwk9yclm2ovwAwDAcfT4hIOUFGnUKKlePWnyZPPYqT0/9PoAAEDwCQtr1pjrDz6Qok/4SP1hJzMz+DUBAOBCNDeHurw8qXVrqXFj6dNPbVcDAICrMeIT6t57T9qwIX+KCwAAFIrm5lB28KA0eLCUmCi1aGG7GgAAXI/gE8pGjJCOHDFndQEAgGIx1RWqfvlFevVV6ZVXzKaFAACgWDQ3h6pevaSVK01/T6VKtqsBACAkMOITipYulaZMkWbNIvQAAFAKjPiEGp9PuvJKKTZWmj9fioiwXREAACGDEZ9QM3mytGKFmeYi9AAAUCqs6gol2dnSoEHSAw9IrVrZrgYAgJBD8Aklr74q7d8vvfyy7UoAAAhJBJ9QkZ5u9u0ZNEhq0MB2NQAAhCSCT6gYPFiqVUt65hnblQAAELJobg4Fq1ZJEyZIH34oxcXZrgYAgJDFcna3cxzpuutMY/OyZVIkg3QAAJQVIz5uN2eOtGCBtGQJoQcAgHJixMfNjh6VLrxQuuwys38PAAAoF0Z83OzNN6Xt26Uvv7RdCQAAYYG5E7fat0968UWpXz/prLNsVwMAQFgg+LjVsGHmANLnnrNdCQAAYYOpLjfauFEaO9Zcqle3XQ0AAGGD5mY3uuUW09uzapUUFWW7GgAAwgYjPm7zxRfS3LmmoZnQAwBAhWLEx01yc82p62edJX38se1qAAAIO4z4uMn48dIPP0jTp9uuBACAsMSqLrfIyJCGDJGeeEI67zzb1QAAEJZcO+KTmpqq1NRU+Xw+26UExyuvmKmuoUNtVwIAQNiix8cNfv5ZOv98aeRI6emnbVcDAEDYIvi4wZ13SqtXS+vXm00LAQBAQLh2qsszFi+Wpk0zp7ATegAACChGfGzy+aR27czuzF99JUVE2K4IAICwxoiPTR99JK1caXZoJvQAABBwLGe3JTvbHED60ENSy5a2qwEAwBMIPrYkJ5u9e156yXYlAAB4BsHHhh07zNL1556T6te3XQ0AAJ5B8LHh+eelhASpXz/blQAA4Ck0NwfbypXS++9LkyZJ4bZKDQAAl2M5ezA5jnTttdLRo9LSpazkAgAgyBjxCaZZs6SFC6Vlywg9AABYwIhPsBw5Il1wgdmw8P/+z3Y1AAB4Es3NwfLGG1J6ujRihO1KAADwLIJPMOzZI/3tb1JSkvS739muBgAAzyL4BMOwYVJcnDRwoO1KAADwNJqbA+2//5XGjTOX+Hjb1QAA4Gk0Nwda587Srl3Sd99JUVG2qwEAwNMY8Qmkzz83l3nzCD0AALgAIz6BkptrTl1v3lyaM8d2NQAAQIz4BM4770j/+5/ZtBAAALgCq7oC4bffpBdekPr0kc4913Y1AADg/yP4BMLLL0s+nwk/AADANZjqqmibN0uvvy6lpEi1atmuBgAAnIDm5orWo4e0fr20bp0UE2O7GgAAcAJGfCrSwoXSjBnSxx8TegAAcCFGfCqKzye1bWumt774QoqIsF0RAAA4BSM+FeXDD6VVq6TVqwk9AAC4FKu6KsKhQ9Jf/iI9/LB08cW2qwEAAIUg+FSE0aOlzEzpxRdtVwIAAIpA8CmvtDRp1Cgz4lOvnu1qAABAEQg+5eUPPE8/bbsSAABQDJqby2PFCtPUPGWKVKWK7WoAAEAxWM5eVo4jdehgrhcvZiUXAAAhgBGfspoxQ1qyRPr2W0IPAAAhghGfsjh8WLrgAql9e2niRNvVAACAEqK5uSz+8Q9p1y5p+HDblQAAgFIg+JTW7t3SSy9J/ftLTZrYrgYAAJQCwae0XnhBqlZNGjDAdiUAAKCUaG4ujfXrpXfekd5914QfAAAQUmhuLinHkTp1kvbskb77TopksAwAgFDDiE9JffaZ9MUX0oIFhB4AAEIUIz4lceyYdMklUosW0syZdmoAAADlxohPSaSmSps3Sx9/bLsSAABQDszZFOfAAWnoUKlvX6l5c9vVAACAciD4FOell8z1kCF26wAAAOXGVFdRfvpJeuMN6e9/l2rWtF0NAAAoJ5qbi3L77dKPP0pr10rRZEQAAEIdf80Ls2CBNHu2NHcuoQcAgDDBiE9B8vKkNm2kOnWkzz+XIiKC874AACCgXDuUkZqaqtTUVPl8vuC/+QcfSGvWmAuhBwCAsMGIz6mysqRzzpG6dpXGjg38+wEAgKBhOfupRo6UsrOlF1+0XQkAAKhgBJ8Tbd8uJSdLgweb/h4AABBWCD4neu45qUED6cknbVcCAAACwLXNzUG3fLn00UfStGlS5cq2qwEAAAHgzRGfYcOklJT8+44j9esndegg/fKLeR4AAIQdbwaf+Hipf//88DN1qrR0qdS6tfTss+Z5AAAQdrw51ZWUZK7795eOHZPeflu67DLp9ddNc7P/eQAAEFa8GXykk8OPJG3dSugBACDMsYFh9epSZqbUsKG0Y0fFvz4AAHANb/b4+KWk5Iee9PSTG54BAEDY8W7wSUkx01zJyWakJzn55IZnAAAQdrzZ43Ni6PH39Jza80OvDwAAYcebwSczs+BGZv/9zMzg1wQAAAKO5mYAAOAZ3u3xAQAAnkPwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnkHwAQAAnhFtu4DiOI4jScrJybFcCQAAsK1KlSqKiIgo8/e7PvgcPnxYknTGGWdYrgQAANiWnZ2t2NjYMn9/hOMfUnEpn8+n3377rdwJzytycnJ0xhlnaN++feX6DwOBwefjbnw+7sbn427B+nzCfsQnMjJStWvXtl1GyImNjeUXg4vx+bgbn4+78fm4m9s/H5qbAQCAZxB8AACAZxB8wkx0dLSGDh2q6GjXz2J6Ep+Pu/H5uBufj7uFyufj+uZmAACAisKIDwAA8AyCDwAA8AyCDwAA8Ax3dyChSFOnTtXy5cuVnZ2tXr16qWPHjsefW758ud566y1deOGFWrt2rZ566ildfvnlFqv1nqI+H79vvvlGHTp00Pbt21W/fn0LVXpXcZ/PvHnztHjxYuXl5WndunWaNWuWpUq9q6jPKC8vT0888YQaNWqkrVu36rrrrtPdd99tsVpv2bBhg3r37q1OnTpp0KBBpz1fkt9/1jgISRkZGU6rVq0cn8/nZGdnOxdeeKGTl5d3/Pk5c+Y4a9eudRzHcZYvX+5cc801lir1puI+H8dxnKysLKd3797OmWee6ezcudNSpd5U3Oezf/9+57bbbjt+3///JQRPcZ/Rl19+efwzOnDggFOvXj1LlXrT5MmTncGDBzvDhw8/7bmS/P6ziamuEPXtt9/qvPPOU0REhGJjY1W1alVt3rz5+PNdunTRxRdfLMkc+1G1alVbpXpScZ+PJL300kt67rnnLFXobcV9PnPnzlXVqlX16quvavDgwfL5fBar9abiPqOEhATt27dPkrRnzx61bNnSVqme1LNnT0VFRRX4XEl+/9lE8AlRe/fuVbVq1Y7fj4+P1969ewv82nHjxunFF18MVmlQ8Z/Pp59+qksuuUSNGjWyUZ7nFff5pKWlafXq1Xrqqac0YMAA9ezZUzk5OTZK9aziPqNLL71U7dq1U2JiohITE/XYY4/ZKBMFKM3fJxsIPiEqISFBWVlZx+9nZmYqISHhtK8bPXq0unTpossuuyyY5XlecZ/P119/ra1bt2rEiBHKyMjQmDFjtHbtWhulelJxn098fLxatmypqKgoVa9eXbVq1dKmTZtslOpZxX1GM2bM0N69e/X2229r5syZSkxM1KFDh2yUilOU9O+TLQSfENWuXTv9+OOPchxHOTk5OnTokJo1a6bt27cf/5rXX39dTZs2VdeuXTV79mx7xXpQcZ9PSkqKBg0apEGDBqlGjRrq06ePLrnkEstVe0dxn0+HDh20detWSZLjONq3b58aN25ss2TPKe4zSk9PV926dSWZoBoTE2OzXEjatm2bpII/u7PPPttydfnYuTmETZ06VcuWLVN2drbuuusuNWrUSHfffbe+/fZbzZ49Ww8//LAuuugiSdLu3bv13//+13LF3lLU5+M3atQoDR8+XI899pj69eunevXqWazYW4r7fEaMGKEDBw7o8OHDatu2LSuGLCjqM8rIyFBiYqJatGihX3/9VRdffLESExNtl+wZM2bM0JtvvqmYmBg98cQTuuGGG3ThhRdq06ZNioqKOu2zu+aaa2yXfBzBBwAAeAZTXQAAwDMIPgAAwDMIPgAAwDMIPgAAwDMIPgAAwDMIPgAAwDMIPgAAwDMIPgAAwDOibRcAACWxevVqrVmzRgcPHlRiYiJHFAAoE0Z8ALjeokWL9OGHH+r+++9XzZo1NXz4cNslAQhRjPgAcLW8vDz17t1bixcvliTVqlVL77//vuWqAIQqRnwAuNqiRYvUtGlTVa9eXZK0Zs2a46dyA0BpEXwAuNqCBQvUsWPH4/dnzZqlxx57zGJFAEIZwQeAqy1evFi5ubmSpEmTJql9+/a65pprLFcFIFRFOI7j2C4CAAqSl5enRo0aaebMmfrpp58UHR2tu+++23ZZAEIYzc0AXGvVqlW68MIL1b59e7Vv3952OQDCAFNdAFxr8eLFuuqqq2yXASCMMOIDwLXq16+vG2+80XYZAMIIPT4AAMAzmOoCAACeQfABAACeQfABAACeQfABAACeQfABAACeQfABAACeQfABAACeQfABAACeQfABAACeQfABAACe8f8AxBb2GsTM9eMAAAAASUVORK5CYII=", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# compare f_B before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -743,7 +523,8 @@ "plot_qs_error(\n", " eq_qs_T, helicity=(1, eq_init.NFP), fT=False, fC=False, ax=ax, marker=[\"x\"], rho=10\n", ");" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -779,18 +560,6 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "grid_rho1 = LinearGrid(\n", " M=eq_init.M_grid,\n", @@ -815,7 +584,8 @@ "objective_fC = ObjectiveFunction(\n", " QuasisymmetryTwoTerm(eq=eq_qs_C, grid=grid_rho1, helicity=(1, eq_init.NFP))\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -839,91 +609,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: QS two-term\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 399 ms\n", - "Timer: Objective build = 1.23 sec\n", - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 567 ms\n", - "Timer: Objective build = 1.27 sec\n", - "Timer: Proximal projection build = 6.24 sec\n", - "Timer: Linear constraint projection build = 2.98 sec\n", - "Compiling objective function and derivatives: ['QS two-term']\n", - "Timer: Objective compilation time = 3.50 sec\n", - "Timer: Jacobian compilation time = 19.5 sec\n", - "Timer: Total compilation time = 23.0 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 5.97 sec\n", - "Timer: Jacobian compilation time = 12.0 sec\n", - "Timer: Total compilation time = 18.0 sec\n", - "Number of parameters: 4\n", - "Number of objectives: 289\n", - "Starting optimization\n", - "Using method: proximal-lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 1.957e+04 8.707e+05 \n", - " 1 2 1.366e+04 5.917e+03 1.073e-02 5.735e+05 \n", - " 2 3 6.926e+03 6.729e+03 2.221e-02 2.656e+05 \n", - " 3 4 2.297e+03 4.629e+03 5.120e-02 6.051e+04 \n", - " 4 5 1.535e+03 7.620e+02 5.187e-02 5.600e+03 \n", - " 5 6 1.516e+03 1.898e+01 4.711e-03 6.688e+02 \n", - " 6 7 1.513e+03 2.768e+00 1.073e-03 1.926e+02 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 1.513e+03\n", - " Total delta_x: 1.184e-01\n", - " Iterations: 6\n", - " Function evaluations: 7\n", - " Jacobian evaluations: 7\n", - "Timer: Solution time = 2.44 min\n", - "Timer: Avg time per step = 20.9 sec\n", - "Start of solver\n", - "Total (sum of squares): 1.957e+04, \n", - "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 1.353e+02 (T^3)\n", - "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 1.562e-02 (T^3)\n", - "Average absolute Quasi-symmetry (1,4.0) two-term error: 2.315e+01 (T^3)\n", - "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 2.034e+01 (normalized)\n", - "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 2.348e-03 (normalized)\n", - "Average absolute Quasi-symmetry (1,4.0) two-term error: 3.479e+00 (normalized)\n", - "Maximum absolute Force error: 1.516e+05 (N)\n", - "Minimum absolute Force error: 2.431e+00 (N)\n", - "Average absolute Force error: 5.922e+03 (N)\n", - "Maximum absolute Force error: 8.198e-03 (normalized)\n", - "Minimum absolute Force error: 1.315e-07 (normalized)\n", - "Average absolute Force error: 3.203e-04 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "End of solver\n", - "Total (sum of squares): 1.513e+03, \n", - "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 2.017e+01 (T^3)\n", - "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 7.090e-02 (T^3)\n", - "Average absolute Quasi-symmetry (1,4.0) two-term error: 7.306e+00 (T^3)\n", - "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 3.031e+00 (normalized)\n", - "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 1.065e-02 (normalized)\n", - "Average absolute Quasi-symmetry (1,4.0) two-term error: 1.098e+00 (normalized)\n", - "Maximum absolute Force error: 1.993e+04 (N)\n", - "Minimum absolute Force error: 4.870e-01 (N)\n", - "Average absolute Force error: 9.949e+02 (N)\n", - "Maximum absolute Force error: 1.078e-03 (normalized)\n", - "Minimum absolute Force error: 2.634e-08 (normalized)\n", - "Average absolute Force error: 5.381e-05 (normalized)\n", - "R boundary error: 6.939e-18 (m)\n", - "Z boundary error: 3.957e-27 (m)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n" - ] - } - ], "source": [ "eq_qs_C, result_C = eq_qs_C.optimize(\n", " objective=objective_fC,\n", @@ -940,7 +625,8 @@ " copy=False,\n", " verbose=3,\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -964,21 +650,10 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_boozer_surface(eq_qs_C); # |B| contours at rho=1 surface" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -990,18 +665,6 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# compare f_T & f_C before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -1010,7 +673,8 @@ "plot_qs_error(\n", " eq_qs_C, helicity=(1, eq_init.NFP), fB=False, ax=ax, marker=[\"x\", \"x\"], rho=10\n", ");" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -1022,18 +686,6 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# compare f_B before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -1042,7 +694,8 @@ "plot_qs_error(\n", " eq_qs_C, helicity=(1, eq_init.NFP), fT=False, fC=False, ax=ax, marker=[\"x\"], rho=10\n", ");" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -1078,7 +731,6 @@ }, "tags": [] }, - "outputs": [], "source": [ "objective = ObjectiveFunction(\n", " (\n", @@ -1086,7 +738,8 @@ " AspectRatio(eq=eq_init, target=6, weight=1e1),\n", " )\n", ")" - ] + ], + "outputs": [] } ], "metadata": { diff --git a/docs/notebooks/tutorials/bootstrap_current.ipynb b/docs/notebooks/tutorials/bootstrap_current.ipynb index 40f2b509bc..666cf32874 100644 --- a/docs/notebooks/tutorials/bootstrap_current.ipynb +++ b/docs/notebooks/tutorials/bootstrap_current.ipynb @@ -34,30 +34,29 @@ "cell_type": "code", "execution_count": 12, "metadata": {}, - "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, - "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, - "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -83,7 +82,8 @@ ")\n", "from desc.plotting import plot_1d\n", "from desc.profiles import PowerSeriesProfile" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -98,11 +98,11 @@ "cell_type": "code", "execution_count": 15, "metadata": {}, - "outputs": [], "source": [ "eq0 = get(\"precise_QA\")\n", "eq0 = rescale(eq0, L=(\"R0\", 10), B=(\"B0\", 5.86))" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -127,7 +127,6 @@ "cell_type": "code", "execution_count": 16, "metadata": {}, - "outputs": [], "source": [ "eq0.pressure = None # must remove the pressure profile before setting kinetic profiles\n", "eq0.atomic_number = PowerSeriesProfile([1])\n", @@ -135,7 +134,8 @@ "eq0.electron_temperature = PowerSeriesProfile(params=[1, -1], modes=[0, 2]) * 9.45e3\n", "eq0.ion_temperature = PowerSeriesProfile(params=[1, -1], modes=[0, 2]) * 9.45e3\n", "# the existing current profile is the vacuum case eq0.current = PowerSeriesProfile([0])" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -148,93 +148,10 @@ "cell_type": "code", "execution_count": 17, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 867 ms\n", - "Timer: Objective build = 1.58 sec\n", - "Timer: Linear constraint projection build = 8.56 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 9.30 sec\n", - "Timer: Jacobian compilation time = 12.3 sec\n", - "Timer: Total compilation time = 21.6 sec\n", - "Number of parameters: 856\n", - "Number of objectives: 5346\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 1.506e-02 1.077e+01 \n", - " 1 4 2.845e-04 1.478e-02 9.222e-02 2.691e+00 \n", - " 2 5 1.830e-04 1.014e-04 1.397e-01 1.249e+00 \n", - " 3 6 1.089e-04 7.414e-05 1.213e-01 7.621e-01 \n", - " 4 7 3.200e-05 7.690e-05 9.716e-02 6.395e-01 \n", - " 5 8 1.869e-05 1.331e-05 9.350e-02 2.676e-01 \n", - " 6 10 1.651e-06 1.704e-05 2.585e-02 7.973e-02 \n", - " 7 12 6.750e-07 9.757e-07 1.704e-02 6.897e-02 \n", - " 8 14 4.748e-07 2.002e-07 7.785e-03 1.575e-02 \n", - " 9 15 4.482e-07 2.658e-08 1.338e-02 9.857e-03 \n", - " 10 16 4.128e-07 3.545e-08 1.298e-02 2.335e-03 \n", - " 11 18 3.932e-07 1.959e-08 6.564e-03 5.648e-04 \n", - " 12 19 3.792e-07 1.398e-08 1.314e-02 1.775e-03 \n", - " 13 20 3.616e-07 1.763e-08 1.309e-02 1.628e-03 \n", - " 14 21 3.464e-07 1.518e-08 1.294e-02 1.850e-03 \n", - " 15 22 3.335e-07 1.289e-08 1.267e-02 2.304e-03 \n", - " 16 23 3.226e-07 1.093e-08 1.239e-02 2.642e-03 \n", - " 17 24 3.137e-07 8.889e-09 1.217e-02 2.861e-03 \n", - " 18 25 3.081e-07 5.589e-09 1.204e-02 3.115e-03 \n", - " 19 27 2.977e-07 1.040e-08 3.093e-03 3.110e-04 \n", - " 20 28 2.960e-07 1.678e-09 5.981e-03 1.224e-03 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 2.960e-07\n", - " Total delta_x: 5.126e-01\n", - " Iterations: 20\n", - " Function evaluations: 28\n", - " Jacobian evaluations: 21\n", - "Timer: Solution time = 1.03 min\n", - "Timer: Avg time per step = 2.95 sec\n", - "Start of solver\n", - "Total (sum of squares): 1.506e-02, \n", - "Maximum absolute Force error: 6.502e+07 (N)\n", - "Minimum absolute Force error: 2.968e-01 (N)\n", - "Average absolute Force error: 5.342e+06 (N)\n", - "Maximum absolute Force error: 2.008e-02 (normalized)\n", - "Minimum absolute Force error: 9.164e-11 (normalized)\n", - "Average absolute Force error: 1.650e-03 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "End of solver\n", - "Total (sum of squares): 2.960e-07, \n", - "Maximum absolute Force error: 9.149e+05 (N)\n", - "Minimum absolute Force error: 5.582e+00 (N)\n", - "Average absolute Force error: 3.383e+04 (N)\n", - "Maximum absolute Force error: 2.825e-04 (normalized)\n", - "Minimum absolute Force error: 1.724e-09 (normalized)\n", - "Average absolute Force error: 1.045e-05 (normalized)\n", - "R boundary error: 6.836e-17 (m)\n", - "Z boundary error: 2.883e-17 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n" - ] - } - ], "source": [ "eq0, _ = eq0.solve(objective=\"force\", optimizer=\"lsq-exact\", verbose=3)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -247,42 +164,13 @@ "cell_type": "code", "execution_count": 18, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Initial Equilibrium')" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "fig, ax = plot_1d(eq0, \" Redl\", linecolor=\"b\", lw=2, label=\"Redl\")\n", "fig, ax = plot_1d(eq0, \"\", linecolor=\"r\", lw=2, label=\"MHD\", ax=ax)\n", "ax.legend(loc=\"best\")\n", "ax.set_title(\"Initial Equilibrium\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -297,7 +185,6 @@ "cell_type": "code", "execution_count": 19, "metadata": {}, - "outputs": [], "source": [ "grid = LinearGrid(\n", " M=eq0.M_grid,\n", @@ -306,7 +193,8 @@ " sym=eq0.sym,\n", " rho=np.linspace(1 / eq0.L_grid, 1, eq0.L_grid) - 1 / (2 * eq0.L_grid),\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -330,10 +218,10 @@ "cell_type": "code", "execution_count": 20, "metadata": {}, - "outputs": [], "source": [ "eq0.current = PowerSeriesProfile(np.zeros((eq0.L + 1,)), sym=False)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -357,109 +245,15 @@ "cell_type": "code", "execution_count": 29, "metadata": {}, - "outputs": [], "source": [ "eq1 = eq0.copy()" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: Bootstrap current self-consistency (Redl)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Precomputing transforms\n", - "Timer: Precomputing transforms = 370 ms\n", - "Timer: Objective build = 1.64 sec\n", - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 288 ms\n", - "Timer: Objective build = 843 ms\n", - "Timer: Proximal projection build = 10.1 sec\n", - "Timer: Linear constraint projection build = 8.22 sec\n", - "Compiling objective function and derivatives: ['Bootstrap current self-consistency (Redl)']\n", - "Timer: Objective compilation time = 7.42 sec\n", - "Timer: Jacobian compilation time = 55.4 sec\n", - "Timer: Total compilation time = 1.04 min\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 3.03 sec\n", - "Timer: Jacobian compilation time = 10.7 sec\n", - "Timer: Total compilation time = 13.8 sec\n", - "Number of parameters: 7\n", - "Number of objectives: 16\n", - "Starting optimization\n", - "Using method: proximal-lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 2.258e-02 1.935e-08 \n", - " 1 2 9.430e-05 2.249e-02 1.237e+07 1.029e-09 \n", - " 2 3 2.292e-06 9.201e-05 2.480e+07 4.206e-12 \n", - " 3 4 1.750e-06 5.424e-07 4.868e+07 1.039e-11 \n", - " 4 5 1.477e-06 2.729e-07 6.573e+07 8.437e-12 \n", - "Warning: Maximum number of iterations has been exceeded.\n", - " Current function value: 1.477e-06\n", - " Total delta_x: 1.391e+08\n", - " Iterations: 4\n", - " Function evaluations: 5\n", - " Jacobian evaluations: 5\n", - "Timer: Solution time = 2.74 min\n", - "Timer: Avg time per step = 32.9 sec\n", - "Start of solver\n", - "Total (sum of squares): 2.258e-02, \n", - "Maximum absolute Bootstrap current self-consistency error: 2.840e+06 (T A m^-2)\n", - "Minimum absolute Bootstrap current self-consistency error: 1.677e+05 (T A m^-2)\n", - "Average absolute Bootstrap current self-consistency error: 1.787e+06 (T A m^-2)\n", - "Maximum absolute Bootstrap current self-consistency error: 3.027e-01 (normalized)\n", - "Minimum absolute Bootstrap current self-consistency error: 1.788e-02 (normalized)\n", - "Average absolute Bootstrap current self-consistency error: 1.905e-01 (normalized)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Maximum absolute Force error: 9.149e+05 (N)\n", - "Minimum absolute Force error: 5.582e+00 (N)\n", - "Average absolute Force error: 3.383e+04 (N)\n", - "Maximum absolute Force error: 2.857e-04 (normalized)\n", - "Minimum absolute Force error: 1.743e-09 (normalized)\n", - "Average absolute Force error: 1.056e-05 (normalized)\n", - "End of solver\n", - "Total (sum of squares): 1.477e-06, \n", - "Maximum absolute Bootstrap current self-consistency error: 3.941e+04 (T A m^-2)\n", - "Minimum absolute Bootstrap current self-consistency error: 3.852e+03 (T A m^-2)\n", - "Average absolute Bootstrap current self-consistency error: 1.294e+04 (T A m^-2)\n", - "Maximum absolute Bootstrap current self-consistency error: 4.200e-03 (normalized)\n", - "Minimum absolute Bootstrap current self-consistency error: 4.106e-04 (normalized)\n", - "Average absolute Bootstrap current self-consistency error: 1.379e-03 (normalized)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "R boundary error: 8.358e-17 (m)\n", - "Z boundary error: 6.953e-18 (m)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Maximum absolute Force error: 1.432e+06 (N)\n", - "Minimum absolute Force error: 1.249e+01 (N)\n", - "Average absolute Force error: 8.006e+04 (N)\n", - "Maximum absolute Force error: 4.472e-04 (normalized)\n", - "Minimum absolute Force error: 3.900e-09 (normalized)\n", - "Average absolute Force error: 2.500e-05 (normalized)\n" - ] - } - ], "source": [ "objective = ObjectiveFunction(\n", " BootstrapRedlConsistency(eq=eq1, grid=grid, helicity=(1, 0)),\n", @@ -483,7 +277,8 @@ " gtol=1e-16, # it is recommended to use a very small gtol\n", " verbose=3,\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -496,42 +291,13 @@ "cell_type": "code", "execution_count": 31, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Method 1: Optimization')" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "fig, ax = plot_1d(eq1, \" Redl\", linecolor=\"b\", lw=2, label=\"Redl\")\n", "fig, ax = plot_1d(eq1, \"\", linecolor=\"r\", lw=2, label=\"MHD\", ax=ax)\n", "ax.legend(loc=\"best\")\n", "ax.set_title(\"Method 1: Optimization\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -553,215 +319,16 @@ "cell_type": "code", "execution_count": 24, "metadata": {}, - "outputs": [], "source": [ "eq2 = eq0.copy()\n", "fam2 = EquilibriaFamily(eq2)" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 627 ms\n", - "Timer: Objective build = 1.65 sec\n", - "Timer: Linear constraint projection build = 7.71 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 2.80 sec\n", - "Timer: Jacobian compilation time = 9.89 sec\n", - "Timer: Total compilation time = 12.6 sec\n", - "Number of parameters: 856\n", - "Number of objectives: 5346\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 6.277e-03 8.832e+00 \n", - " 1 2 9.553e-04 5.322e-03 1.778e-01 2.882e+00 \n", - " 2 3 2.544e-04 7.009e-04 1.565e-01 8.031e-01 \n", - " 3 4 2.018e-04 5.260e-05 1.078e-01 2.517e+00 \n", - " 4 5 4.386e-06 1.975e-04 2.972e-02 1.524e-01 \n", - " 5 7 2.777e-06 1.609e-06 1.257e-02 2.818e-02 \n", - " 6 9 2.503e-06 2.742e-07 7.600e-03 1.122e-02 \n", - " 7 10 2.478e-06 2.540e-08 1.202e-02 3.106e-02 \n", - " 8 12 2.401e-06 7.660e-08 3.372e-03 3.923e-03 \n", - " 9 13 2.371e-06 3.045e-08 6.233e-03 2.433e-03 \n", - " 10 15 2.342e-06 2.853e-08 3.358e-03 1.067e-03 \n", - " 11 16 2.316e-06 2.603e-08 6.722e-03 7.377e-03 \n", - " 12 18 2.288e-06 2.836e-08 3.649e-03 2.782e-03 \n", - " 13 19 2.268e-06 1.946e-08 7.183e-03 9.851e-03 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 2.268e-06\n", - " Total delta_x: 2.219e-01\n", - " Iterations: 13\n", - " Function evaluations: 19\n", - " Jacobian evaluations: 14\n", - "Timer: Solution time = 41.0 sec\n", - "Timer: Avg time per step = 2.93 sec\n", - "Start of solver\n", - "Total (sum of squares): 6.277e-03, \n", - "Maximum absolute Force error: 6.172e+07 (N)\n", - "Minimum absolute Force error: 3.756e+01 (N)\n", - "Average absolute Force error: 4.027e+06 (N)\n", - "Maximum absolute Force error: 1.706e-02 (normalized)\n", - "Minimum absolute Force error: 1.038e-08 (normalized)\n", - "Average absolute Force error: 1.113e-03 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "End of solver\n", - "Total (sum of squares): 2.268e-06, \n", - "Maximum absolute Force error: 1.608e+06 (N)\n", - "Minimum absolute Force error: 9.463e+00 (N)\n", - "Average absolute Force error: 9.382e+04 (N)\n", - "Maximum absolute Force error: 4.443e-04 (normalized)\n", - "Minimum absolute Force error: 2.615e-09 (normalized)\n", - "Average absolute Force error: 2.593e-05 (normalized)\n", - "R boundary error: 2.867e-17 (m)\n", - "Z boundary error: 3.497e-18 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 9.313e-10 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 658 ms\n", - "Timer: Objective build = 1.56 sec\n", - "Timer: Linear constraint projection build = 7.61 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 4.68 sec\n", - "Timer: Jacobian compilation time = 9.66 sec\n", - "Timer: Total compilation time = 14.3 sec\n", - "Number of parameters: 856\n", - "Number of objectives: 5346\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 3.551e-04 2.865e+00 \n", - " 1 2 1.250e-05 3.426e-04 5.998e-02 8.708e-02 \n", - " 2 3 2.060e-06 1.044e-05 1.747e-02 2.468e-02 \n", - " 3 5 1.761e-06 2.993e-07 1.001e-02 1.671e-02 \n", - " 4 6 1.683e-06 7.778e-08 9.537e-03 5.701e-03 \n", - " 5 8 1.642e-06 4.113e-08 2.907e-03 1.141e-03 \n", - " 6 10 1.640e-06 1.511e-09 1.518e-03 2.400e-04 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 1.640e-06\n", - " Total delta_x: 6.220e-02\n", - " Iterations: 6\n", - " Function evaluations: 10\n", - " Jacobian evaluations: 7\n", - "Timer: Solution time = 22.0 sec\n", - "Timer: Avg time per step = 3.14 sec\n", - "Start of solver\n", - "Total (sum of squares): 3.551e-04, \n", - "Maximum absolute Force error: 1.804e+07 (N)\n", - "Minimum absolute Force error: 4.405e+01 (N)\n", - "Average absolute Force error: 9.569e+05 (N)\n", - "Maximum absolute Force error: 5.075e-03 (normalized)\n", - "Minimum absolute Force error: 1.239e-08 (normalized)\n", - "Average absolute Force error: 2.691e-04 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "End of solver\n", - "Total (sum of squares): 1.640e-06, \n", - "Maximum absolute Force error: 1.399e+06 (N)\n", - "Minimum absolute Force error: 9.554e+00 (N)\n", - "Average absolute Force error: 7.499e+04 (N)\n", - "Maximum absolute Force error: 3.934e-04 (normalized)\n", - "Minimum absolute Force error: 2.687e-09 (normalized)\n", - "Average absolute Force error: 2.109e-05 (normalized)\n", - "R boundary error: 2.776e-17 (m)\n", - "Z boundary error: 3.469e-18 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 1.547e-08 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 176 ms\n", - "Timer: Objective build = 502 ms\n", - "Timer: Linear constraint projection build = 3.70 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 2.77 sec\n", - "Timer: Jacobian compilation time = 8.01 sec\n", - "Timer: Total compilation time = 10.7 sec\n", - "Number of parameters: 856\n", - "Number of objectives: 5346\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 1.201e-05 5.137e-01 \n", - " 1 2 1.968e-06 1.004e-05 2.063e-02 5.355e-02 \n", - " 2 3 1.683e-06 2.844e-07 1.181e-02 1.123e-02 \n", - " 3 5 1.630e-06 5.308e-08 4.613e-03 3.960e-03 \n", - " 4 6 1.627e-06 3.194e-09 3.133e-03 4.582e-04 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 1.627e-06\n", - " Total delta_x: 1.640e-02\n", - " Iterations: 4\n", - " Function evaluations: 6\n", - " Jacobian evaluations: 5\n", - "Timer: Solution time = 22.0 sec\n", - "Timer: Avg time per step = 4.40 sec\n", - "Start of solver\n", - "Total (sum of squares): 1.201e-05, \n", - "Maximum absolute Force error: 2.969e+06 (N)\n", - "Minimum absolute Force error: 3.485e+01 (N)\n", - "Average absolute Force error: 1.823e+05 (N)\n", - "Maximum absolute Force error: 8.329e-04 (normalized)\n", - "Minimum absolute Force error: 9.777e-09 (normalized)\n", - "Average absolute Force error: 5.112e-05 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", - "End of solver\n", - "Total (sum of squares): 1.627e-06, \n", - "Maximum absolute Force error: 1.450e+06 (N)\n", - "Minimum absolute Force error: 3.668e+01 (N)\n", - "Average absolute Force error: 7.661e+04 (N)\n", - "Maximum absolute Force error: 4.067e-04 (normalized)\n", - "Minimum absolute Force error: 1.029e-08 (normalized)\n", - "Average absolute Force error: 2.149e-05 (normalized)\n", - "R boundary error: 2.776e-17 (m)\n", - "Z boundary error: 1.397e-20 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-current profile error: 5.821e-11 (A)\n", - "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", - "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", - "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n" - ] - } - ], "source": [ "niters = 3\n", "for k in range(niters):\n", @@ -776,7 +343,8 @@ " # re-solve the equilibrium\n", " eq2, _ = eq2.solve(objective=\"force\", optimizer=\"lsq-exact\", verbose=3)\n", " fam2.append(eq2)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -789,43 +357,14 @@ "cell_type": "code", "execution_count": 26, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "fig, ax = plot_1d(fam2[0], \"current\", linecolor=\"k\", lw=2, label=\"0\")\n", "fig, ax = plot_1d(fam2[1], \"current\", linecolor=\"g\", lw=2, label=\"1\", ax=ax)\n", "fig, ax = plot_1d(fam2[2], \"current\", linecolor=\"b\", lw=2, label=\"2\", ax=ax)\n", "fig, ax = plot_1d(fam2[3], \"current\", linecolor=\"r\", lw=2, label=\"3\", ax=ax)\n", "ax.legend(loc=\"best\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -838,42 +377,13 @@ "cell_type": "code", "execution_count": 27, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Method 2: Iterative Solves')" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "fig, ax = plot_1d(eq2, \" Redl\", linecolor=\"b\", lw=2, label=\"Redl\")\n", "fig, ax = plot_1d(eq2, \"\", linecolor=\"r\", lw=2, label=\"MHD\", ax=ax)\n", "ax.legend(loc=\"best\")\n", "ax.set_title(\"Method 2: Iterative Solves\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -893,24 +403,11 @@ "cell_type": "code", "execution_count": 32, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[ 0.00000000e+00 0.00000000e+00 2.67019471e+03 3.97402482e+06\n", - " 1.66002514e+07 -6.86550329e+07 1.01228131e+08 -6.28828607e+07\n", - " 1.20716658e+07]\n", - "[ 0.00000000e+00 0.00000000e+00 4.36224944e+05 -1.62002569e+06\n", - " 4.23552467e+07 -1.25717545e+08 1.66207488e+08 -9.88761406e+07\n", - " 1.95335994e+07]\n" - ] - } - ], "source": [ "print(eq1.c_l)\n", "print(eq2.c_l)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", diff --git a/docs/notebooks/tutorials/continuation_step_by_step.ipynb b/docs/notebooks/tutorials/continuation_step_by_step.ipynb index a497440080..af922e05a7 100644 --- a/docs/notebooks/tutorials/continuation_step_by_step.ipynb +++ b/docs/notebooks/tutorials/continuation_step_by_step.ipynb @@ -32,7 +32,6 @@ }, "tags": [] }, - "outputs": [], "source": [ "import sys\n", "import os\n", @@ -42,7 +41,8 @@ "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams.update({\"font.size\": 20})" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -64,11 +64,11 @@ }, "tags": [] }, - "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -79,16 +79,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "DESC version 0.10.2+280.gad1dd690.dirty,using JAX backend, jax version=0.4.13, jaxlib version=0.4.13, dtype=float64\n", - "Using device: CPU, with 14.44 GB available memory\n" - ] - } - ], "source": [ "%matplotlib inline\n", "import numpy as np\n", @@ -103,7 +93,8 @@ "from desc.optimize import Optimizer\n", "from desc.plotting import plot_1d, plot_section, plot_surfaces\n", "from desc.profiles import PowerSeriesProfile" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -136,7 +127,6 @@ }, "tags": [] }, - "outputs": [], "source": [ "surface_2D = FourierRZToroidalSurface(\n", " R_lmn=np.array([10, -1]), # boundary coefficients\n", @@ -145,7 +135,8 @@ " modes_Z=np.array([[-1, 0]]),\n", " NFP=5, # number of (toroidal) field periods (does not matter for 2D, but will for 3D solution)\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -167,12 +158,12 @@ }, "tags": [] }, - "outputs": [], "source": [ "# axisymmetric & stellarator symmetric equilibrium\n", "eq = Equilibrium(surface=surface_2D, sym=True)\n", "eq.change_resolution(L=6, M=6, L_grid=12, M_grid=12)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -194,10 +185,10 @@ }, "tags": [] }, - "outputs": [], "source": [ "objective = ObjectiveFunction(ForceBalance(eq=eq))" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -219,24 +210,12 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "\n", - "\n", - "\n" - ] - } - ], "source": [ "constraints = get_fixed_boundary_constraints(eq=eq)\n", "for c in constraints:\n", " print(c)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -258,84 +237,14 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 4.17 sec\n", - "Timer: Objective build = 8.29 sec\n", - "Timer: Linear constraint projection build = 4.57 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 1.40 sec\n", - "Timer: Jacobian compilation time = 3.07 sec\n", - "Timer: Total compilation time = 4.48 sec\n", - "Number of parameters: 27\n", - "Number of objectives: 98\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 5.673e-03 6.271e-01 \n", - " 1 2 1.043e-03 4.630e-03 2.108e-01 4.286e-01 \n", - " 2 3 1.068e-04 9.364e-04 8.901e-02 1.354e-01 \n", - " 3 4 2.265e-06 1.045e-04 5.145e-02 1.341e-02 \n", - " 4 5 1.600e-07 2.105e-06 3.861e-02 4.019e-03 \n", - " 5 6 1.067e-08 1.493e-07 1.658e-02 1.960e-03 \n", - " 6 7 9.095e-11 1.058e-08 3.866e-03 1.085e-04 \n", - " 7 8 5.407e-11 3.688e-11 8.400e-03 2.692e-04 \n", - " 8 9 2.028e-13 5.387e-11 9.622e-04 6.896e-06 \n", - " 9 11 3.245e-14 1.704e-13 6.780e-04 2.137e-06 \n", - " 10 13 3.277e-15 2.917e-14 2.260e-04 6.548e-07 \n", - " 11 15 5.597e-16 2.718e-15 1.074e-04 2.288e-07 \n", - " 12 16 4.640e-16 9.570e-17 3.502e-04 2.504e-07 \n", - " 13 17 5.172e-18 4.588e-16 9.745e-05 1.657e-08 \n", - " 14 19 1.720e-19 5.000e-18 4.832e-05 2.899e-09 \n", - "`gtol` condition satisfied.\n", - " Current function value: 1.720e-19\n", - " Total delta_x: 1.839e-01\n", - " Iterations: 14\n", - " Function evaluations: 19\n", - " Jacobian evaluations: 15\n", - "Timer: Solution time = 4.24 sec\n", - "Timer: Avg time per step = 282 ms\n", - "Start of solver\n", - "Total (sum of squares): 5.673e-03, \n", - "Maximum absolute Force error: 7.882e+04 (N)\n", - "Minimum absolute Force error: 1.042e-11 (N)\n", - "Average absolute Force error: 2.555e+04 (N)\n", - "Maximum absolute Force error: 4.952e-03 (normalized)\n", - "Minimum absolute Force error: 6.547e-19 (normalized)\n", - "Average absolute Force error: 1.605e-03 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "End of solver\n", - "Total (sum of squares): 1.720e-19, \n", - "Maximum absolute Force error: 1.661e-03 (N)\n", - "Minimum absolute Force error: 2.852e-06 (N)\n", - "Average absolute Force error: 1.160e-04 (N)\n", - "Maximum absolute Force error: 1.044e-10 (normalized)\n", - "Minimum absolute Force error: 1.792e-13 (normalized)\n", - "Average absolute Force error: 7.286e-12 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n" - ] - } - ], "source": [ "# this is a port of scipy's trust region least squares algorithm but using JAX functions for better performance\n", "optimizer = Optimizer(\"lsq-exact\")\n", "eq, solver_outputs = eq.solve(\n", " objective=objective, constraints=constraints, optimizer=optimizer, verbose=3\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -357,32 +266,11 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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JYfHKkJGtPgGl9sSyMINfYSxaGbTNUjuxjyRYu6QGoM/oUCptow72VST6IVUMEd+F6Yelg9S0Z6ERuPHPQ5X/pXjozppKOksq2Tl6tAfIY4u2KG6KhGtCWM0FCSAnBgBXMIkmqpjJUkMHB4eK8doBJkUAjtRnFRN57cSVbAKvUCteCMvb+sE4yH0g4GqErQzaoLQ5poPrOi32JU0oTsI9AWWbO1hEOQipQFYt5BroLK+ks6aSneWjoSbOsJodSRin58do8iwHeImZNDCCc3nGooORBpIiAPdzxcS8BwFaSIEXvG4GMZAm1Cq1ATP/ZNeArXVrtGxlqVZsJalMDKrMdfLs1AWOxjoOUj2paA8ROaKDsvCv1xSzs2Q0O0enYCy7KlIQTlnHIvriAS7mCh7O8jz7n4aSfiXoVJTvjvSCIgD3U8X2T7yRoQte8OqkQhi81rAJtvI61W+bZuEiNTBJBW1hOhT9zsXEaVmewxf6+5hNipH6MWkHPu2CTwu9MBaDmSqMS4rZWT6anTWjWT9BD2MR7jaCBoqIczvX0EQVv2CeZQcj9WdFAO6Hih2Be+O34t7sHfjDSnKfAvrBNHk8yA+4Ynkuoav23e/HRHUW6kLmdFLPCfQDgDowyz8Mwopu74JPSYexbBnLg3vritlZ41rG6zWWsYiwENbwxTxAO6U8yXcNJzRwVIbd7+lAhNVAPKcBq9jXEm9KcYEig8lk8QqpEAazhQv+cAoFXSFxi2mga3KZlEvLUPofppix33m2kO5OgfSoDLFOwDjpzuhKWMbAusIUhD2RFKRbxhoYi7hjMUgH8DX+mxcDpylE6q+KANxPFDsfF0QCCgLCEAxfIdXHawKuvC7Nnys3UgfRZMnZdQu94XBisTxACOmTKMQy8IaYmXJUmBQUmywDWHwWTxjCvy2eNtR9yiB2uhI+Y4OLohR3vYi5Fj7jGtdNQbkLY3V23nReo4kqVjHF4mT7n4pxreDBqAjAfVyxGzE/VgtIBQUPCJl8oBlBV3fQUlIDaZJP1xQOB+nxyPKEEBW+qtWbiRVco3zuSLzXAVn+fk0w1oGYLmhvhk+r3djjobjgrUn8L1wUAsYisqKmOBFJAXXlo5IwFrPyRrGBbewb4qQj9XVFAO7Dij2Ce6OHCQszyQ+4Yr0WujrgyiFfArqgtXZNoXDyZxmwKmyDLGBbafNG4H63NaQgLL9XYdye2M9IvJEfWtdEBdDobtNe7Ya2yT7ibXitYk8kBa6bYvTotNwVVWxlZ/1wnLEDKyvYYFUE4D6o2HPShw7Sk94IBcFXdSvIbbUTIURjFbqyq6ESL3g1vl2/yR+6nBPyez8LWF4WVrpp1vJyGcjywGYHqfwZkJrVJ/8eCdeQALEDbtic+G4a3WX1EogrSPnly4HtpKxi4TdOuivcBEOdNZVQ7mZ6i30AzuQMvoc+KNtBuILgJv1OEYD7mGIfkHpUbSEFX9lPKT6DefQ+J9CVR+6Elau4GSAz8Mrg04FY53bQAdlGHcp+RCieDFv5s3ivWsMyjLfhglRsrx4vCeEu3C+lmTQQN+P9vkQ4oOyuEP1JDuQVJ88lthSc6SG/i0h9ShGA+5CKG3dBSaXrNxQTAFT3g2nUHnIIXSHZvZCBq8EEXpO1a+N+gKQVqJPIBQypah1e+BanQ1eFMcr7ctKtYkh3TQjOgg+EAdaBU+m1iDtIAVh2S8jf2VaUtJqJp6V6cPpxtJrtVOQ9+e5ILygCcB/QBNYk3o1NZSATEIYUcP1CptAs9x1IM0EXvFav/D7H4DW5IMQySIOtDFidSsvd5OvtLWX6tiVxF8zl6GEcpBLcv8tIUtawCmIhzwCdDOFK3O99Fzjj3KgJGcQliX2JHwe/71NYw/8PnO9b9D9Sn1IE4F7WFN5iOFDLWDrrDdavCl8deK2gS2In8nvxHAyB7oZswKvC1uSCgCR0VYAKuNpI17a9pSy5XxfCYv/KgJYfjIVrQucjliezCNYmp2brLGGAzUAlOBXBIBYeIfnYwk2BGzHj3Grodx+W7VTkyAecJ7W1tXHzzTez7777MmrUKM466ywArr32WhobGwHo6OjgiSee4Mwzz6Sqqopx48Zxyy239Ga3s9bX+G+qKGMbo6irHZUC71ZSQBUg1oVCgQJeW+iKNhWJl/wAqLF6bTKr5QG8KkQzrSkX7yzy7E9YxykXhQRi1aer8/EKd4WqUWDMMOmBMKSsYEhawwLEDYUpd4QfiMUgnegnELsanLsMfYiUF/3hD3/gF7/4BW+++WbobfsEgP/7v/+bI444grPOOotZs2YlATxnzhzGjx/P3/72N7q7uwEYO3YsRxxxBMOGDevNLmeti3mA4ZTSxHDWNh4A9cWwDvclD8CJ/3XgDe3XlS2vLKxe4Zu0GVyzinZIt3hl+OrAq1ZO1qk9Ed4vbx/vLKK0vM3jokiCWFZQtEVWEFZdEUKSW6K90OsXlkG8ndT3LuKKIfmnjJ0PzuMB/e9DKsLOB7zboo3JmFu1ahVPPfUUsViMb33rW0ycOJHbb7+dcePGsXXrVv793/9d2+a3v/0tQ4YMYdWqVdxxxx089dRTbNq0iT179vDVr36VQw45hMMOO4yhQ1OzoebPn8/w4cNZuXIls2fPZuLEicb+DjGu6UFt3LiRkSNHAtDenvJHjh8/HoBFixZx/PHHA3Dbbbdx3nnn8dxzz7F58+a0fS1YsIBp06Yxbdo0tm/f3gO9D68b+THFxNlBFWs5gM5NlSnwyq/tpMO3A/cmdBIB/zQmVm7GvfPbE//vSvxfl1gv4CusXkj39Y4CxuEmck/M5hqBG5s6MvE+CL7lifbqctki9oFvaXlbEr7FRZ1p8C2lzQq+prZifzLgjX5lnc/az7IvxzvrbSipwTnxPgbeEDVV7bh/y0b3b9yO65bYins9iErM4vrYjvtn3kbqGmqH2FkQ+5LhEANYwpi78sorefLJJ5PL77rrLubMmcOVV17JXXfdxcaNG9m6dSsXXnghmzdvZtOmTWlttm/fztNPP01nZycHHXQQAE899RSXX345Z599Nv/xH/8BwAEHHODpw7nnnssll1zCzJkzeeWVV3z72ycs4PHjxydhWVrq/S1ct24dEyZMAGDXrl1s376dYcOGMWzYMHbs2MG4ceM87S+99FIuvfRSAKZNm5b/zofUXVwBVLGNUazjM67rYSte61fcXK3S/0mL12Tt6lwMAjJioqd80+siHBJWr1w3zsbdAF4wZWD15sLi1andZ5KrsISTKo97B+Z0Ui1jk694FPr47LT9ylZwu/S/+JuOc63mdrwWcQUpq1jOZidcFQnFjgDnXUMf+4iGFkClRXrQmANbtmzx3Nfy/Q6uMffFL34R8BpzmzZtoqamJtlG/lxTU8OmTZvS2qxdu5bOzk4uvPBCLr/8co4++mjuuOMOHnnkESorK6mrq0MnwaS3336ba665xvec+gSATz/9dG6++Wa2bdvGueeey3e/+10efvhhhgwZwu9+9zvmzp0LQDwe584772TGjBnstddeHHzwwb3c83B6kjMppopaxlLLWNf18FExbCLd8hVxog1ocuuqUQyQGlCDdPCC2ert4UE2KarBBr6Zghf84Zvcv+SO0LoiTNK5H7wHTxxAWtZMCu4eV4TfThKDdFS428ghcHIOEAFjsY7U+tj+4HwS0N9+ojFjxrB48WLjepMxt88++1BfX59sI3+ur69PWzZ+/Hj23nvvpKuzqqqKHTt2UFNTw5VXXsnatWt5//33tX1wHIcHH3yQ2bNn09raSnW1ueRonwBwWVkZ8+fPT34WfhuA66+/Pvl+5MiR/PrXv+7RvuVKLzETGMEqJrGWA1Kuh014rV8BXzEQ56kiIcDrZ+0K+Vm9WYAX9PC1DStLKCicTKidsowgbIKvGJBLtmtR2gkrOFvpnJodyntHdkWYEhvJIYIVKWtYWIwqiA3Hi40Ep2965CgrgQobElnUMjUZc1dffTX33XcfsViMq6++mvHjxzN69GgeffRRxo0bx7hx49La7L///uy///488sgj7N69m8MOO4yHHnqIxsZG4vF40rp9/vnnqa2t5YUXXuDkk0/mmmuu4ZNPPuHDDz9kzJgx3HTTTcb+xhxnANV4VjRt2jSWLVvW293gLabQRBVLmc4yprKKSaz/YCJ8BKxBD9920INXHVBrkz6Lm1mFr4+7oRdiek2DbUKmaAdbEOvgGwRej/UrANxB6nFeTdhjWq/LI2GKYukg4cs35dxQFZDsKEit4GT+QJEXzZ07l1N/dQ8zLADc7MDpU47xtYD7m/qEBTyQtYFRFEuW7zo+w/r/1cB3HSkAO+AOrtmCF7zwzcLqFZuEdTmo7wMmVGQiG5eCTn7w1YIX7CtmhJXqJsBkBas17kBrDUNq8k6QW6TDLdra10yuvQqh0KLeUOEAnAoXATiP2rW7GAqqWMEUVjGJVUxide0kF7w6+NaD1+oVUQ2yn1AGbyJ2lArMVm8OZrJBuqUL6fBFaqsuS8jG9RDvLAod86tCVicrqxfSLV2dZECr7fxAqPhnveGE4E30DOkgViAMXhDLxzb8iMRiXThyfbxIvaYIwHlSvC0GxUUJl8NBLoAbJ8GyYtf6FQNu6xKvdtBbvTr/rgCyiACRrV4LdwNkB1+d20Es1wI5vPVrA1ST0vy6CWkH2UxWb4vyf15l4wsWP7aQ7qZI/H0d/C13CfSxWCOOYx4c6lGVMmiTQUQAzoc2xigugaVlU5OW76rOg+hcVunCVx54W4dbX4xmUvG7QeDV+Xp10Q1incbqhezgi7QP8FrGPursKPZYwTpYBk05NgFWPY5WugE2kzXbomljA+Scui/kjHSyNdwuvZf8/8Ky9dSxk/fXlXwXi63DcSbksrORQioCcK61PAZ7w4qRrtX7PlNYzjR2Lh7tuh0EfIULwunCDTUSEyh04AUvfP3AK95bVKUAc6QD+MNXBbEq+XG4pdhjBctw1LkkggBrFS5mimTQwVGXcU7XXlfOyG+/svx+oNIiIoR0A3OlpKxhHYS7SFrDForFVuM4B9k1zpeKSEvHoZXNVLh+pgjAudQbMSiBreOHsYIprGAKy5hK3dJ9vX7fJHyFy0GewSZHM8jy8/Oq70O4HNB89ot2AGtrNw3CkOaOCBV7KxQUJuYHQ50Fq1tmsopV+PaIiwK84wA2EIZkvuZIfVYRgHOlP8egGOJTYCnTWc5UljPVDTcTwF1HhvANAi8Yq1OAuR4bms/qRAqwB66Nso2xDQtXm/U2VnFY/7CfVR1K6qBcs7TcD8KQDuKU+0FWLLYYxzk20w5GykIRgHOhpxLP+f8HVpQdxvsJ6/f9/z0SlpEKOfPAV/h763BdDjr46sALvlYv2MG3XPNZhW8m4BUZu4RswqNkBT3K+6WJzGR/pm1N26nw9YuGyJt0EEZ6r44V6MErKxb7M45zag77GEK2ccyRCyJSmn6dgO9EWDNxv+Rkizdrp7vwXYcC33Wkohx08A2aPqz7bAlfoXLNZzXETFU2ULYdlApjUQbt2xaGmVjUfvCVl/nNqRDyhKP5+YFVqRCW31cqbYIqrrnXU69CeJAqAnAuNBS2HjWMpRzFUqaztHO6G262BlhNyv1gDd8w4AVtbTaxWjfghvJZZ6GqEyqCJFu+mViC2bgH/NrabBd2G/U4foNzeZUJwqZ2waUvY7Hf4zjfzL5rYWRrAXfnuyM9rwjA2egBd9CN412/71Kms4QZ7HxptOt2WA2sxAWxL3yDwKtbZglfdXNI9/vKCusukNtnA56wflibY+YChLYWco/DV0iGMHj9waa2+LTpJQgPUkUAzlTzYy7IjoK3Rh6WBHDdX/dN+Xy18G0nFWYm4KuCF9KtXnmZAb4oqyHY9aB77ycBGNFeBZTFdFjjPk3tbAa0chp7q1FYq1twUFfJOm/S+YP7gYqw++HvZsBZwRGAM9H81KCb8Psu5ShWfzAlFeu7GgN8hRWSCXhBC18hGa6q9au6HsLKZO2q4A7rBjA9zodtq8oGyGGs/aD9yn1R4WvqZ1A2yqTEH0w3Jb0MvRUc5o8suzBcxWIP4zgXh9hHpEwUATgTxYGxsOv4IpZyFK9wfGrQbQ2uBbwSC/iaIBsSvqrrQUgXcqYqCEKyb1cX0RDmkTsIoEETIGz3YyvTj0jY7WXlxMr1G4hTJ+m04R24DWsFVxrb9RiERQGAIHVhHpPsp4oAHFa3Jah3IiwtmJ4adFucyPGwDtf6bW9ED18bPy+adcpNKcNXVSaWnSp1UM3G5RAmosAGtn4Q1oFOV4FCyO8G1yVPDyu1P3598ZVcuDOMTFZwpq4IF+qRJexVXV0dc+bM4dRTT+Xb3/52cvktt9xCQUEB8+bNC7W/CMBhNN+dbMHx8Nb4w3iF43mF491BNxFqtgao7yIV5ytLnTosyxa+lrObgiwKk9VnittV43vl9mo7nTIFrgw2FWphLF+5bS4nlugk91M9j4zB7Cc/K9hWpl+fzFKAhlIhdlORLSpY5rsoZ3t7OyeeeKLnmPX19Xz88cdMmjQJgMcff5zXX38dgMsuu4ypU6dmc0qRADfiAeAg2DB1b5YynUWcwPqlE1MRD+uATwH+Rfo8fh18S6WXLB/LVyed+8FWfqP3LaT7ZINepnYd0kssq5eW1SeWiUKT7YllraSKTsrrRRvRzu/Vrry2G/rYanjZSm0f9AOh+n8t6qKZNxbL5F8stWxVWLkFXGOxP2e4fc8r30U599tvPwoKCjzH/M1vfsP555+f/ByLxZg+fTqHHXYYn/nMZ3z7G1nAYTQU4sfDEmbwCsenZrrJEQ+sJv2CN8Xz6uRnuWgG3lTZuh9MFi1kH17mZxXrgO83aKWzHMNGPIj28jn5lfIREt9PJlZrzsPR5GtGl4w/F1Yw0jbevMN5na5sGwfc2ftFOUWBYPl4I0eOpKQkdXF9/etfp6KigvXr1zNv3jwefPBB4ylFALaRsH6Ph9fKjuU1Zrp+37+TmmyRjHiQ4SuPRsvZysLIlB/CIJ0LIZMQMx3kdHAPCivzcyvYPKrL26tGXxAY1Zva76scipc5paRDNOz3KJT1wJxcOVkn9cSCoiBEW/ULVfNOqOt6X71dlFMF8Ntvv82uXbt47rnnWLt2Lf/4xz/YvXs3hx9+OCNGjDBWThaKABykX0t5HiYelIz33fnM6NSg2zqk/A6ydElzciCHcI+rwtoVVp+4P8XybELMbGN4db7cIOg2K8t1fZDTLqrfiV8eClHWXScZxvKfLROrVnfe1ha8KQE76GPY5PhyuQO6KcpymyDAi6nKeUpdaRsFYTH8ke+inLW1tbz++usMGTKE448/njPPPJN4PM68efMYMmQIVVVVPP300yxdupRt27bxgx/8wLe/UVHOICUAvPWiYfyBM3mGM1m89CRYDKwAlgOfdgHvaTbOBL66x0Yl/Az8Q9DU6cfgTT2pdkktMxRWJpeDLXRNwJX3m7xKbSMENN8VePNkCFVo1qttIPxvqCkyQne+YlmyCrZo4FchRQWwPLHHlDFPbivvQx2zEMdLf4LLZRL3uXPn8o1N9/ClccFtmzvh1FVRUc7Boz8nZrslphq/xkwW1870+n3XgTvopipTy9fPd5dItm2jIB+nfG/ZhJnZhphlaumqy9KAq8JGtdjU70yiqlwlQj2PoXgNQtlqVr9D1UVhUtgQubxINyVZZwULS1pYwX5uiDzJdiZcqEHK/qE+AWBT6IgunEMNHcm7/o871XgRJ7CEGfBSsTe/b5rf1y+u11YqhAP8wH6wVd0NclsVwhDsdgiafBDk1/Wzdo3QtSnZbgrm1VSJECAuIfV9yONZKoQh/fvtYUZ5VYa+aopQWJ+wSeo27cCovlVPrp+rT4ShmUJH1HAOXehI3vRGDKpTIWeePA/rSEy2EPG+QrmAr5DJJ+fzCG41rRX//AQ2YWZiO/GSQ7ZEOzWUrAEXbM2kLF6xrJ1EaaYu3MKkzbhlmkT8mUhYv4tUEnv5s/xSQ6/ElyJ9bwLE4sdAZ52qPzxhQ9LUbU37DS2/AVlTOSu/9vI+baMmMol39JFwmdm8Bpj6hAVsCh1RwznOO++8tNCRffbZx7OvBQsWsGDBAoDkaGhGKoH4QUrI2d+BjSQmW0DK75speHVmlLy9z8CJGIjTDTSp1p1qBUO6JRxWpnhXWzeD1tqVLV3V6vX7ddFZaqokS1gn2RLWuSPUdrbKmevBb0DOT7bhaOqgnt/AXCGxGAzc0aOeU5+wgE2hI//617+IxWLJcA5d6IiqSy+9lGXLlrFs2TJGjhyZWYc2uoU1l5Z9MTXV+CW8lYxZh3uRZgJfYTr6rdMF0ftAyPZGl2EZdrKB2l62ilVrWEywaAa2KsuSA02iGvRmUtbrNul9Halq0W2al/g+/H7IMoiFlb9mncVq+535tdFFeORcNrDWpaiUr2P1OtwFdA1If2xvqE9YwKbQkUWLFnnCOXShI7lWvM0tKb9i5EG8IULOxFTjdUiVjG1HZIRMN4POypCtHd18fsmnqd4IwoIzWcGgn4SRCcD9QqyMI/yi/7J/Vx15l3cQ9EgtTjhTP2cW0n1nQ33WZe1+0EkuVS8rjB84ZKx5QrEycMJ4PEyynYo8ANUnAFxWVsb8+fOTn8Ug3A9/+MO0tmGTXWSirSOHJf2+7//vkW7I2TrcNJP14I16yAS+QVNDZeCqENbcLH7xrmo3ggbddPKbWBAUu+sbXiV2ZnI3mO7uLCuHhJXt9wvmH7K8wBf0rgJ1VpyNdJMyhAzwHgqxkeBk4ekb7OoTAO4rWsMEqspc+K5gSsr1IKzfreAOEgmFha86S04nsc8g353Gn2nyT5oiHyDc5AJTtEOPWL1hauXJy3zyJ/vF/OZTtoOloeR3vWSaolKWIcokF+NxthMxCoKb9DdFAJbUThlNDE/NdntpNCxBSv4iRz1kCl8deOXRaPlCl8uOh0gtqLohdN0K466WFQReebmv1auTGAjSWW/ynR5k8artA+DrdyihMFawbtu8SI3hhUzdCcGS/e3N4FS7f+8Mh1kiuYoAnNBLzKSYKlYwheVMc6tbLMblbUPixeZE6zDw1Vm9JhNIvnly7NO0nVRgYqP6aJ1RPK9OMjTb0cMjbKkmCJwJJ5Rvy1eFr/xVqN9pqKgCNRY41+WHdD5lSE3WSMUBx44A590sDmU7EWMAKgJwQm2U0sAI1/ptnO7Cdxmu33cr0sBbJvDVgVd9zC6T2sgg6YHaXkGD5aY4Vr+pw6Ekz8LSrROyrBQC6YOTNuANMhzDWMFhvou8Wcjgf83KJxzkFxHWtthXF3QUun2vya6Hg1kRgIG7uIIqhrOcqSxjKp1/r3RdD/W48G0H1/pVH3V1g2lB8JXB65dOUKcsQZxtDKtq9cptrKcQm5SDBPWZQFfdnZ9s4OsHUz/r17dxpgqKhJDXmzKkqRLxhs1AdbJ57EvgvJ5hN23TUfaJoNncKgJwQuuYwAqmsP6Dia7lK/I8tIN34M1POviq4DUl0raFsJAEHl2CmWxlgq9fG2sFPUX45HVQBx6D/LqZWLo6meBra72auJa2fSbliMLK9qnKVNo+UURATEduJ/IFZ6hBD+CLeYAqxrCKSSxvnOrCdzESfNVKgCbr12T5gj98TcpiIkG2YzB+8NWdQpr1q+uMGCyyUYbA7QkLV1am8NX9cPWZWWU2pZrFtd0FrYXJwbjYWeAszOCQthbwAJz8MegBDLCFsaxiEp3LKl34riZxc8mhU2AGiB98hUwXtUwH1frVDThVYFUZA3p+wCmGBJJCvNacLQWzBG7QYXI12GMDX92fPFReiGxKAGcSC2wrUfqoGTqkpDx9I2d7v9KgB3AtY9jCWNf18HdcC7gBCSSmmUZCNvCFdB+bCbxquXqDJaxWRQ6qC2cL3zDTknVKg7CQ+mhtmBQRBrimc833iHqu4WvlN9dNtgijMIO5qhWsklVMD09EQ3TgxpNPgNjl4Jgr8OhVhN1MuN3BTXJdlPPMM8+kqqqKcePGccstt/Dss8/S0tLCihUrOO644xg6dCgPPPAAw4YN47333uPVV1/lBz/4AbFYjHg8zpgxYzyTzFQNagBPYgXFjOX92impqIc1SPGrJqvVZJnYzL33Ay/ogSuHWfn4fm0Ti+dCQ0kBpQQvUDwQFtIAN+ygmQ64frANe942Pz49YvnKyjTvZa6sX92kDAnQTuotLfR6RITIrHjWWWcxa9asJIDvuusu7rzzTgB+/OMfc8MNN7B161bmzZvHlVdemSzKKbdZsGABY8eO5YgjjkiWJpo1axZLlizhxRdfZMqUKZSUlPDYY49RWlrKrbfeSlVVFTfffDPjx4/nt7/9bTLJmEmDGsBtlLK28QBYXOzC910S4WbgnTgQZP0Gye9mUMErH0+uamBwPeQavjJYw0gHYdvt1OMLqcA1wTZXPzB+eRzkPpgAavq99oNvqKiRXk1CnJBI2C4mDSVmZIqulUPsRnBuDbHLED7gnizKCXDbbbcxbNgwLr74YqZOncq4ceOYMWMG3d3dPP7441x33XUAPPfcc5xyyikAySRh//znPznvvPN8T2nQAjj2v1BUM9b1+y7D9fvW66xeFb5h/XJBTkm/SQaaCQaq60FVLixfPwjLT6dqO/nYKmhs4RkEXb9zyjYTqHqMMD9EQVavTr4Db9n4f3MhkxtCrpqxy23TmpgVJ77TPLqAerIo565du9i+fTvDhg1j2LBh7Nixg48++oivfOUrjBkzhtra2uT+3333XW677bbk5yVLljBjxozA8xm0AKYDOtdUpiobr4Rg+MoKyuUbRrrJBppcBkF+X79wtLAldGSpVp8KYUiHTRhrNSx0czHYYzP7LxsFhfF54GuqAILhs5/ChsBkOnVZKl0kzk0k5A/rhrCdCWfhA85lUc54PM6dd97JjBkz2GuvvTj44IN58skn2bBhA6tXr+aSSy4B4KOPPuKQQw7x9OPll1/m1luDHwMGbVHO2HO4oWZLSBTWtIn19UumE1SjzE8WM7wyhW82VmEQRDKdK5CJlWs6D9tS8UJ+yYeCzh/07oegMDMr+Mo70hXIFJ+D4srFlytnjEsvrGme2CJL1x/1Oh8FTIDPABMTrwlAOTjfNexW0ty5c/nGpHv40uHBbZtb4dQbo6Kc/V6x/4d744osZ59CuFFinckUNJMrSD5TazOBb6YlwORT07kYVEsY7EAcNIBm88MRFrY6yftQYRx0/jrlHb4YPudKftavbUxwFzQXut+nON8wbghbH/AA1KAEMPW44BX13dx/spTf1Flb+WTw0sFXB7Cw4AoLId0gVJgn2LDuBVPfc1EWqJxw6TiDngD84Jv2nOkHX1nZ+IJzlRXNrzxRYrnwAYsqKRNydOgBrsEJ4HWkCmvW2ybZkS/AoKQxkNnFb5iEkCl8bSxG0UYGkQ2EwT6cymaKcFDfs7GQMhlUCytr+Krx0Dr46jLpyW1NMcD5SEOpSgfjRF4IRbG/gnNiD3SpH2vQATh2BO7NnoQveMO9wsgiQUwm0k1GCAPfTB7VVWvQ5nHcFPVgOwBn84MRJuoh6Clddw5hrWAhv8Q6OYEvAcvCKpcZ9TSRQR1SJIQ4f9vr0DYh+wAcrRp0AKYB97pPwlfOUWByaprqtgUk/faT7mIKqtagGjg28PW7sINgpIOwbjsINyEiG2vX70HFBshh4pxN7bKGr7wDE3yDZlaq8pvSno0s/cAO3nOP3BBWGnwAXoc02UKW3+Ob/NgVMDHCNmWhCdSmgSnTgJuATiaP7DYWoQph03am/avKBL6Zhp3p+p6pbNwtOYevLNsipb2lxIQMEYqWUOwDcCYHbGobhtadcef6rAYVgGOxdcA4Zamt3yxEXK6fWrG72DKFbyYz30S/hGwhrG4XdPyw8O2LyV1M1m9e4BtUQQWCLdRcfommX7TEMZpJXTeZREMMQg0qAKfiKP2gG3SxS1avbSIcedcyZExWZK7hazPpQLVqbSDsd0zT8cW+g/aRK27kwgoOyoXsm1gH/F1aYYq22gy+5SsDmixdyGZiRhykkvO0ADVxgjLtdJZA3OI6iu8J3dE+r0EGYHAvnkxGi6VtBByGkg5IkzpIdzEHXXTZwNcEMLG8p9IK9CZ8w8pU9VnILxcyWMDXdiKPvC5Xs12ylV8oWkIdpELRcP8vKolT3BgnXp3nslr9VH0CwKYUcvPnz2f48OGsXLmS2bNna9PDhdMotPXDkjJVI1DcDrqIhKDBLjl0y2YCgy3Ydce2AZgOxEG+3bDWZKaTQfIp9fyCIiD8rF/fOF/IzN9rgm9v+n51bg7DxCXx3Ujfa2l5m75tQl2FexEvDq43FO8ceGEQfQLAphRy5557LuPGjeNPf/oTr7zyChMnTkxLD2erWKyLZKyi8N1a/T0V+I7AC0e/CRCqbEGsM16CBt1s+xBGmYZoZaMcF4O2/sGwtX4Dq1nosppl4nLoK/D1kwJh8T1Ip9LZUUxVdVMP9ql/qU8A2JRCbtw4d8Ds7bff5pprrgH06eFkLViwgAULFgAksyK5KvT6bUEpoS5LXFgG+KrgDZppJixHeeBKnlGWTWLx/jSFMxdTicMoCL66Hxedb9e6DFMu4KseTAdfXVL/npbhl7JD+j/xvjTgB6SjoJi2gmAUtRcMPAu4T9QZNaWQcxyHBx54gNmzZ9Pa2ppMDwck08OpuvTSS1m2bBnLli1j5EipUmApLkCHSi8rGeBbiluIsFzZp7r/8sQrUccQwhxbaZ8P67cvRhrkQjr4ynCV4atra+N6sIavqCQslumWq9tCOnyblTZq+54YgAtQM8r37A7ATWBNr3Snr6tPWMCmFHI//OEP+eSTT/jwww8ZM2YMl19+eVp6OGuNTvwvuwBakaxg2f8rPVYJq1mFrwAv6CGmWrzicV72o/ol97aRH8hN1mZPuRSyAXu2boigrGYm+Op8u6rrQfv3CoKvukzXySCXQ5jBOFN1lR78tRVREAmV+TyOdFNIJ0WBu+xk4IVB9AkAl5WVeeomCR/wf/zHf6S1/fWvfx16/7FJWGZcElUwhPuhMLWdDr5+FqmQALEuXlZ1RWSq/mLFtmDvhggLYdP9HRa+sqz8vtnC18bq7asS5yH9oZSJGELFxHuiQ3nRLbfcQkFBAfPmzcv5vvsEgPMuXYLoVlwI+sFPDNZVoIevgInqq+3ACxqpXEuPD2plI7WvYSIgNPdmcp/ydyPgpvtxzDZULhP4qn5f3TptuJlQpvDN1urNp0L2Q+SDSLzaKWMsW4zNOyimzWLAo93CAs51Uc76+no+/vhjJk2aBEBtbS1PP/00Q4cOZfTo0Zx66qlp+3nqqafYtGkTe/bs4atf/WpasnZZfcIHnHeNkl7CJyvH8KZJY/2WJraX4VuSeJUrL7EcUv7fvjBYpoN/vuOBdfsPGvzKRq3SSz5eJvBFs8431tcPvn7+3iBfr40y9f9mCvlwJUV6ygIWEVVXXnklTz75ZHL5XXfdxZw5c7jyyiu566672LhxI1u3buXCCy9k8+bNyaKcchuA3/zmN5x//vnJ/cyfP5/S0lJ27drF1KlTtft56qmnuPzyyzn77LO1T/GyBocFLMbixE2oplZMXj9SWI2I9xXWrwApuBa1+igt+5aFpau6F2QI5xJ8uQrdMg1SiWP4tRcyWbJBlrC6v1zk+w06Bz+fr269b6xvkOWrO0B/cjeAN5ZXPl8lxle4IZQfvpm8xGuclLbXOCW0W/yAtLO7R4tybty4kZEjR1JSkrLO16xZwze/+U32339/rrvuOi699NK0/dxxxx088sgjVFZWUldX53tOgwPA++AmYQf3ptdOI5Uv/sLUwNsIUhassG7F/zoJ6NpO5e0pZeP6sCnVo65TAapzSYg+6fzC2VjEtuAF/wE3eX2oGm7qMl1Oh/4G38wV7ywiXlRMFelRS2HVk0U53377bXbt2sVzzz3H2rVr+cc//sGoUaOorKykqqqKHTt2aPezZ88errzyStauXcv777/vez4DHsCxR3BvcNUS3Y75mhfWr+x6GIkXvn5RBjKE5eVBUtNUdCT2JfzVYSRbmKZjmx7FwwxUmWSyZv1ADJnFCtucn9onU3WLrOCrS6QeBF/dRWia8puLpP+5VjOpGMuE605MSbZUF4XEA/JFAMQtqnLmsijnxIkTicfjzJs3jyFDhlBVVcXVV1/NY489lnyv289//ud/0tjYSDweT85fMGnAF+VcfuMy9watT7xagI2kqmI0kEhPKSIgxkGs0LV8R+LmNK0h5XaQfb46yY9dIimJ+L+d1OOZeC/amWbDBeWBCDMTT5YJTmHgaxrAtE3ILpTvmW9+OXv9XA7Qw/ANKj/kB+AyzXK/MDSbopxCpuKcIrnV3rhWSuLemQBMBaYA02DYsVuZVLSasdTyDOd69jx37lwO/MbzTPlS8C9va/Nubju1OirK2a9UQ8oi9bVCpYtfuB/kyRRI7+XP6sy6cuVzkExthDUsrOB8SgfXoIEqP6ltRP+DrGJZNlD2s7KCimOGSivpN+AmdySf8BVtejqpTYauEek7bW8po726tF+HouVLgwPAwgUhAOx7cyeS9Aj3g3BFyH5fFYjqoJv8GYKhZXONB7khwgzEBbkebOFr6rdqUInt5O8taMAtrL/c5B7JCryQHXxlZQvfXMh0kQSlaLXZr0aa6/5cHuFJvPXq4xTTbnHxdli4IPqbBjyAi2p20Vlf6d78NaRbwZ6brTLl/5UjH1TXg+5pyRT5QGKZjQ9YhZLOChb3kPDxymC2gbCN31ddbwte03pxb9tYxtlK92PnV71YbZ9RSsmgON9M4JvrrET5lh2ES3t1JLrvacADuKq6ibr6ShdW9crK5I3YjCecpgJ95IMa/aBzP9hGG4hp0Gl9kT7LEJaX+Ul332aSFyEoREvdh06ir7ZABnt3i99The4HIsglkXEVi2zy+PqlouxPasb1AUvVkaWxkM4O/wE2+0G4gVeTaEAD+EM6GEMblMehvthihL3CO7milHT4mkLQZMtXrLcZnVeTl8j7kIFrawWr+9cpG/hmGgkBZiCDP5T95Me5UNCF3JQPUrc1Wb828M2nFaz6k4PcEGGLhHolABv5gb0a0AAuYDdltFNUEqezvDjdAtZJl8kMgkPQZJ9vJjG3cshTDG8IGgRbwbahamHha+MzDZKfq8EPymFkG6XhC121I36QzAa+qkxQU+Gb6QBcTwze7cK1ghMSp2RxL7hTkYN/aNrpBjoz6Vyf1YAG8BD2UEyc0vI2OqnU52ygi9TNJFXJEGBQgavC1y/WV40/VtsI61eNN1UhLNqC2QqGYAibrNcg+FoNVhkkzkNVT/l/tX30gy7Yg1ddZ5tEXd2HbpZOb/h/bQfj1P4r59qMG8apUVBu4MGmAQ3gAnZTSjvFRZ3p8E278RMXfEXqrWcb2fXg58qwjXzwHfwp9EIYvK4I8dkEYZRt1OWQHvEQBF9f8OqS0hQa2mKGcrYy/iDo+mczGKZC0Ra+QcfSSYZwbw6+ZRkRIf8NxN84kRPY5OftpNhyKnIXg9IC7u7uZuHChbz55psAtLa2UlBQQFlZGZMnT+acc87xzJfuK0pawMIPHOToj0nvRfSD6vP1g69uEC4oAqIDBb7SDeAUpvqkuiJsFJQjQeVLEHyNA1VC8s1rqq9X6G85x3zWpfVBJ9NxbWecBUFX18amioWt+kLkg03FDfU7EJMzqn337JcXeDAqEMDvvvsuS5Ys4ctf/jLf+ta30tavXbuWBQsWcOihh3LMMcfkpZOZai+6KaUt9Ue3meaqznRTfcByO6FMIiDE/2nwhRTIulwIq5Mxgqxgk8LMcjPC1zRQ5bdMqAJfMHuO4yfTPoL6YAPTMG11x8kmx4MffHujqnAO8lMkrh8/H28nRZZREAMveWMggEtKSrj66qu165qbmznggAP4/ve/zyeffEJnZydFRcGZ7XtKMZwkfItK4nSSiIQQ+UqTagdGpU/7VV0ONhEQ8jIVyDLoPNe2PBUa3JtN8ygYZAX7Jbcx/Tj4DboZ4es3UGWSOCed/MBskh8c/GJrc7GNDXhN7XpSpphEsSzs4FxkveZagQCWkwlv2bKF119/nXg8juM4/PnPf+aZZ54BYP/9989fL7OUJ/QlDUTKTaLCVw5Ly4Xka1jrB1Uv8gq9FQypQTf1PlNBbMoO5uf39YVv0KwvVaXoASdu/kxB5Qf/MJZt0DZCpn4O9IGlDGfqyTlRfNRJkeVMuILM+tGHFWoQbv78+UyaNClp5fb1PD5DgjLoB3XfBN1yJZYxMciQbB9qAE62fgUABFF3oTV35YgIE4QhswTsspXuC9+gvLdBMkE5jDKxaIO2E7L5UfADby6t395wP4RVb1v7/VOhAPzlL3+Zr33ta8nPokxHX5awfpOhaDaSQab6fVX4yuvCjOx7/L+QGsRQO5JwRQgrGDKvrqHz+/q5HgB/+NoE5+tAWxmwTRhl4m6AzIFhY+0OVhhl9je19wEHjdD2P4UC8LZt2zj55JMZNWoUjuOwYsWKwITDvalAC1iVXGizxyTAJlvAMrR8fjRUt4TfxCmbe0Nr/Yo+qjtS4dub0DGdXFCf8uE6sPkeKum5BDyR+rJCA/iee+5JuiCeeOKJvHSqR+S5T3YBn/Wu95twoao8nnJDZCQZYhWkD5SAb3hPUEIeU+5fa+tX9KNd895v8kGZZ73jnJrW9VhssabDJvn9itgOjOVLg9Hqzc05xy1nwsX7sA/4wgsv5Pjjj+fb3/42a9euZfbs2dx0000cffTRvtuFAvChhx7K/vvvT0GB+0V8/vOfz7zHPaBYwozLOAOTGoqWV+kgLFu/XV43BJijIWQIZ/2k7zdhQc32Zb4hHeebPsfIpJP9JRJhsCkxkUhIGoewgWy2ymVV5HHjxvHwww8zbNgwXn31VZ544gluvvlmKioqqK+v5+yzz2bKlCmsWrWKxsbGZB9isRhHHXWUVX9DBdbdfvvtTJ06leOOO46ZM2dy3nnnhdncqLa2Nq699lruv/9+Fi5cmFy+atUqbrzxRm666SbWrFmT7MOjjz7KnXfeabXvPpv+Lm0aNKSDrAcfU43uB10/5O9U1+dd0rJm/MF8rO/6lJrR769Nepna7bJ49bRsB9ZyNQCXq3PM/XfVRSGdFFu8ipJFOcVrwYIFnn3lsipyRUUF3/ve99i8eTOHHnooAIcffji1tbW89dZbLFu2DIA//vGPzJo1K3msMBFhoSzg66+/npNPPjn5+aWXXgqzuVHiSzvrrLOYNWtW8lfrrrvuSoL2xz/+MTfccANbt25l3rx5XHnllWzatIl99tknJ33IVEUl8cB0e2lK480uvMCQp2WqlrAiXXia2CynBoffJAQZdHIEB0AljnOxxf4zsVSDJj0ETaaQvyC5bX+IOsiVeqPKRuYKKsqZy6rIAGVlZdxwww2cdtppzJkzh0cffZSnnnqKLVu20N3dzdtvv83nP/95Nm/enNH5+FrA8XichoaG5GcZvgAnnXSS58QzlSj/DPovraamxvilqVqwYEHy17F1e/59gKHhCxrXQWViYQWkzYkPoKhpBnjOn/bUHVZo3ldK7SoRN3Ys9rDF/isCXjqp35XaLtWHlEqll65t/4FRpHQFVUXWVUBWl4nPa9asYf369YAL4ra2Ntra2iguLqajo4N7772Xf/zjH6xdu5bXXnuNV199lU8++SRUf30t4OLiYl5++WWam5uZNWuW54SEmpqaePrpp5k0aRLjx48PdXChbEpJq7r00ku59NJLARg3bbRVgHevqARoL8QbkiWAIgOthzSUlBsiRnqlEI+FKCeOKcO1RCtwLdAwxR7DtFPb6J4W2gzt+iJUbR/lc2WhmvYRdt+5j+CwHYTrtPCY5rIq8u7du/nFL37B5MmTOeCAA6iuruaCCy7g5z//OevWreOMM87guOOOo76+nnfeeSdZOfnjjz/mvffeo6Ojg8MOO4zycvMgklVV5K1bt/LII49QV1dHR0cH3d3dyWQ8++yzDxdffDHDhg0L/HJMUh3n//M//8PDDz/MmjVrAh3nfho7bQwzl93BKibxaecEdi4bDYuBFbj/1wM0Av8EDoeaQjgIt6rrBNwSRhNwYTka/zjgluJU3bl6zf/itR23EvNWEgxrBLbhXtR1eCvaVkr/V7tgLMGFpalqsthUlm0URNoMODUGOJMoiJSiKAhZYSBmgmRQVWRIr4wsL/Pbtyxd/Hc73kHYMtxIooNS981BwLHANNhv8hqmsZxJrOJW7kjuee7cuWz5RjP7fGlCYC86m+N8cOqSwVcVefTo0Vx//fV560RZWRnz589PfhY+4EmTJnHrrbd62s6bNy83B61AStCuuQhbcC8kG2UVggbps97UGyTAQvSDr1gms0tYu2LyiDBeQZlQUog3FE3sSHxf7VLfmkl3CeDpuwtbtZNhnlD8gpwzSaGYS0DL38NgkXzhZK64ZTpKGwu4v2lA5wPeE+oP1gyt1WYjS654kVNVoH/MlP2pBqn98Wuuy/mtyuiGEHDZRTqEwR+Apk7lcnRfdwy/PuncFzayAbYNlKJJGJFcBQK4sbGR6mr/HJ99WWKKY3tLiJtNBlVaeflivRsibILxoUi5gHUwElCpAAq97odMJUM4IytY+P90EPaT3/llozB9CCsdRNVryATk3FiG/U+Z/U1tpyJ32uUq7VcKBPDBBx/MY489xoknngikIiPGjh2b985lq0ALOG2wSZHJDSG7HGQYS5VgfVWCdH8W4rXU5PgxA1wqSPf96q59XY7iIEtYawWLPooBLdnqtIVgri1hk+UL/n0K2k5IZz2rUBVA1oE4lxDuD6FiWVTRGMQKBPA111zDggULeP3117ntttsoLi5m8+bNPPbYY9TV1XHPPff0QDezk+fXNW1AsgJ3ECwhdYCqQ3qvzbMb0v9bKh2jBA0MZfgq1q8qE3x1NexkEAsIm6xgufxRGoRl+cFMlR9AeurmNYFZuASCRi9Nfl4RCTJQlWXkQ4DrzjYdZdiM0f1BgU7S8vJynnnmGUaMGMFJJ51EXV0dRxxxBNdff30yRq6vyiGWDG9Jxuu2kCo3n1RiEEyAVoVwi/S/DGSUdkHLZPeBhzkCbnIsqgZKQ/WLk5IreejW6aTmP5YlliWTUIkppiI2tzLES95OF+NbGOLlty9Tv8AbAyzHAtu2F9LFJpcRHJfc0zKNyAqFtapDuhh6ZAp//1YggN966y3ADRe59dZbOeWUU3j11VcBmD59en57l6W62Yt2ylIxhjbuARFKJkNXXi63k2GcSSn6oShwEzesBCWd9St/FveEzcUuA1q+l3Q/DCqYPf00QRDDchvQSscxvZLKBM5hIes3iUM9T1nZQDjT/Mb5Ug5+QBLXj18tOOEDtnkNNAW6IIqKirj77rs55ZRT+MIXvsBLL73EhRdeyJIlS7KK/e0J7WFIKsTFxlUg+4PbSQ3AyeDyq71mC2ExAAepx3/PY34CJDFlmwrls+2x1Jpvwjes+oN1rgjZRSH6k+yrkHg4lDsor1eUaVpXq4KduuN2ETxBQ+eGUF0WchvVXyy7JbJxSeR8DnkGsgGv+h2IeHV/9URCnv6kQAA/9NBDQGqKcHV1NX/605/42c9+xk9+8hOuuuqqvHYwG+2mgHZKiXcWpbsE0gCWuJiaU28928hlfmTQqjDWWco6eQbiUHytpGCjRj7In3XWrw7MYpkMYhXCfv5gsVycjwfEUp91MkEz1yF9cr9kaaGsAjkIxuKCqPRZ5zfoZjMg16687y1QZWn1yn+DZE1Fd6DaUxpMUpwiKzB3Z9ezPinrOGB1GvKPfvQjvvzlL+e8Q7lU0gIWIWi6wpme6cBSKr1WYCQpoIqLSbWAVVcFmnWyRFFQ8F7r8oCXDF+ktkGuhyCrWGcNi33ZDMqZQGwjE3CzCasTkvslS9dHrfVugrEOtrp1Ogj7WcHqoJbu8bw3IGwLX7X/itvFZzc2Ey4Gk7KaiHH44Yfnqh950W4KaKPUHYALUzJewFeAtwa7OF/V+g0jT6yx9NnW9ZCJS0K25oMgrG6rAs+Ulc22j5kaXvIPhCwdlFUg+8LYBGKTNRwEYT8r2BQbqEI403C0nghhU44RYmwiTokVmLuhD6dkz0wDeibcIZSwUfb/BsKxGTqqUyAVvlrTdvIN3qG89zuWHIom7ncd2FTXg7w9pC5uFUCqG1NVJhCGdNjJ1rRfmJyqINjauCfE920K11WPrQLZ15XiB2LVGs4Uwr1dlkiFctAfRZ2EE07C/TAQB9Ky0YAGMEBTY5X7RgdEUU04OR04IeEHbsW93lTr11T9OIz1K8fais+tmvVhB97Up1ZTaKsJwijr5VlxahisrdVturez8QObtpV/MIR0PxwmV0rSKpYHFnXQlGcDBkHYJJ1PWagvDMbZSo3ewTNwXVRiSGCVUBeFVmDeze5+843YasADuLOjOBUuVq9p4JkNtwuc6pQbohT3xlUH3VRYyctsY4J1UoGmZjwDf+vX5urUTUcW+1MjI3QDcHK//Piig26+/cC6Y6hA9vNpQ/pgqNYaDgthP1eEyRLub6gx9Ff5e/TZ9LC9pIGXXkjVumI39aNIDdlBwBNUwvIR7USKRr/JGCp8TbHDJtn4P4MglWlSMXm/QTHCKtz85kKgbKduO1R6mfro91I1FP0+1WPL/ZPbyu08cceyj1hsqEvtaEr3KGRKF6lum0+ZLpJs433t4AvwJN9NW+aGipZavHIdOpM//etf/2LSpEmB7Qa8BZwErwCnEYiSJdKBa6SMSKwSg3EydMvRW7Z+URE6qfsV0lm/+ZIuOsJkKZv83rLCWrqZGEVB6RxMLgcw+7VVl4vHGlZdEraWsO2gnI1PuDfyQWSY00L6/kvL2yilvUf8v/kuyvm3v/2NN998k507d3LVVVexevVqHnjgAYYNG8Z7773Hq6++SlVVFQsXLmTMmDGB/R34FrBIhO6bKEe2cqSLrTWxTTspeIv/g162bgch2Y1mMkiCBt9U+U1NNgGs3NBGd6wSw0uVztI1WbPlGbyC9quzioVUi1g+L/CZAQj2lrD8Bw2yhPty0h2Lvsnfrd/1lyfluyjnPffcw7XXXsvpp5/Or3/9ayZPnsxjjz3GggULOO2006iqquL9999n8uTJxGLBcZoDHsDOd0lVpVBdBybQOaRcD8INsR07CIPXFREmNE336A6Z+Uh1CXlUBbkidG3ChLv5gVeWCaa2MgHZD8Q61wToQZ02DVreIBcQNoFYN3VaVl9IeSlP8058NyVof+BNky3EIJzNK6gqcjb1JdU2kCrKuWTJEjo6Omhra2PIkCGMHDmSDRs2UF1dzdChQ3n++ec55ZRTAHj++efT6meaNPBdEACidqcAoRo+lRYJ0QUdhenXt9+jsjqYo0I3fORObqUbPLSVGnmkm1mHZr26D12fTArzo6Obag3e8DpId0/oojxMLglt6lKdO0JIt8xvokaGj/r9RMXEczIJI6gqcjb1JdU2a9asobS0lP322y9ZlHPo0KHs2bOH7du3s++++yb3/+6773LbbbexY8cOWlpaeOihh9i8eTNPP/00Z599trG/gwPA26X36s3qcRWIm6YiZQVD6hdd3Ji6KAi/QTn52MKlkUvlamA5KDRN195GtvDNNBrCFJtsA2IThGWlQdjPJ6ybrOEXIwxevzCaDvQViVpwaoFWRUPxPJEUF3UC8BonaffaQbF+P4r2sCewTb6Lcv7f//t/mT9/ftIHDPDRRx9xyCGHADB8+HB++tOf8te//pVYLBZYzMKqKGd/1bRp01i2bBmxL2lWygUykwUoRfHJRDrIWGGqIOcI3Nlx4F5gpaRucF3ok5AAbqvyGWlZ0GCWKfeDKR+w3EaVDqryD4IMsFxY8fmGr5/UH1v5fEznLP4WzT7rkneMnKFWbKAWsJSXqcv9Cpqq603SuTbEMtUloktFaRMBIZ9bu/S/2OcokoVjS4HPAUcA09zX3pM3cABrWcrMtD3PnTuX//rG4ZR86YjAXuxpbmX/U38w+Ipy9nuJ+F/d7Cg/iRutmRQMba1N29wQfVmqFRxmEpTNIB/4gzeMZR80408cW531p7ZTp2Dr1mktYSE/S1g9sJ81rK7vTYXsRymeQdlS2nzjf+OU4Fi4J2ws4P6mAT8IB+Cswr1xGkhNstBanWJAAdwLrsttJ9q3kkpTKd6Lz+qrXXrpQB9k/YZRb/uXbRVmkC2sW8UvPtjUh6AoD93AnJA2Sb2Qn8WpLlcH4XT5hHOQlzcv0qSgFO4HRdEUZL163QLeunUr9957L8OGDeOoo45ixowZyXXz5s1j//33Z9myZdx8883svffezJw5kwMOOIBDDz2UOXPmhDgQ7sXRTOoHvQMlD4CwZqSkJw6puOCw0j3Oy7DMFr6tmC3I3ra2s5lJm41PW/XzQvqgYZAlbBqYU9clJa4d3bRlG0sYcmsNi4tc/BHE9dyD05uViBS/dJNdXXvhdBYF7tKmTX9TrwP44Ycf5vTTT+fwww/n7LPP9gD4sssuY9y4cTQ3N/POO+9wyimn8JnPfIbp06fz2c9+NtyBRAhaCcGuB4+6wCl0rWdVNtezzu8Y6vikQCuOp0sKn+m91V+s57DSuUuCkhDJ0oFWhbAnMiIIwpCezlL9tQhK7K4O0qmWcRvpFnQPqwIlpNHNA7GOib3Snb6uHgXwRx99xLx58zzLhg8fzsiRIykoKKClxWu2jRs3ju7ubtavX89ll10GwN13382wYcM47bTT+OIXv0hhoTfZ9oIFC5KxgSIcBQCnCyh0r/W0LFiqZDdEBVoIC5jbSAde+eZWDZsKqU3QMfys4L4mv2oi+VAmibv8/MGyQkNY7ZCfXxi81rA6QNcXXBIB04+lOOug8LN4ewldLcE/HE7Lbvvu9RP1KIAPPvhgnn32Wc+y22+/PRlTV17uvTs7Ozu57777uPHGG9m2bRuxWIyiIvcxpKioiI6OjjQAX3rppVx66aWAGwUh5DiFxGKNuCFmPhUc0qRA2OTPDYKgzudreqIUh9QdI8gKhtw9ZfaGGyPXT8h+ELYZlBPSDcoJ+cYIgz2EQW8N99Wqy4r/Vxg20t+wqCTuVqQZeN6DnKjXXRAXXXQR9957L4sWLUrG1X3nO9/hscce45xzzqGkpITrrruOgw8+mGOPPZZf/vKXTJ48malTp1JREdYS2IZ7wY8LuZ1ExGwe2dUQJ5tDZmIF27gjdOcR5BoJe+6ZuEXy7ab0i4zQycYVAQExwuAPYQzr+gqEQwyAiOtQMg7aW8rAJxy2u7MQRNVyP8U77fvRT9TrAB4zZgw//elPPcsee+wxAJ555pm09vfdd1+WR8x0rr0gouLGEPDTWa26XcgKmkmmQtjPCtZBWKjUsLwnpAJVtdx1Tw+9lQrX1gqWlRWEwc4lkckIsM0FGUa6mX6KxIQl8fctd9PBOmOjCAiTeh3APatSgi9KvwtegrCIjggrmwE4GUrZQFjIBrp+kxb89qFuZzq+CmHw9lvdti/lI/ezgtX1VvmEIZxfWMhkBcuw7YmBOJ0RU+HNsyGiIGyqkbcX2bVrGXgW8KCIAxZynAnu7DaPmrGzMHYlXon4YLrcG02AWI0zNr2Q2uteQjLYmqXt5HXi/pRhKR/HVpnA13Qc9Vzlfaj7UY9js01Y5driN1Uokd1E2uQ96samuOCgRD6qenKihunLTCyvwDw7NJJWgwrAAEwAanSDcH4X8i7lvYC2ALEGxjaQdaSXkNxGBlkYCMvr/aQDpS18bWQCsd/xdPuWJ7WEUS7hawOUvEBY3S6sddtTPqfEOSoTMZwDLTbtxO6+ieeut31Fgw/AI4CDkCAsZ0EzWcPqDSFbwz4wDnrJUperIBbdk6WDsM4a9rPGZQXB18+61v3AmLZTYerXb1V+MG4PWC/2bStTZIvJCoY8QNjWDxOUVyJT2VjYpe65yueeTfa9QaRB5gMG512InZ/4sLoQ6rtIH5G2lamCQaaDH4mbVEA4RrrvV9wP4mJXfcKQ7mO1kQ18VZl84Opyua9Cos/g32+df9jUxyDZ/OjYSh4qUAfstD5hSB+cA3N1DVmZBDSryrSkvWlfska55yySVIm/t+13K6bzBymsa60faNABGHDdEOImX1YI7TZWhnyT6G4Q1U2RycUugzsx0JcphMEOxEHZ0cT+ZYUdfJTbqzCWQQypgUUhdaBOKJt8wflQKAhD+BJHclubwbh8KahsUkrOiXnsxgDR4ARwTeIF7nW+bAKwLosd5sLPVol3imli5l4QhCE9OgL0ILZRJvANkzVRhbFq4ZqsYtBbxtkorPWrRkOoATPWEIbgOnNCNrXiTMoVkP2On0jdKqdojdwP1hqUAHa+D7HnEh9ETuBPs308y/QmEaQR26sgDoCwLkQNMpsVFxa+YQbg5bYqjNX8HDqrGPSJ8MPKDww2bhdVYSEMPi4JU2J3NJ9zJT9IW/p/KUxFQIgnnDBPSbYuCAvXdi6LcpaUlHD//fdz4IEHsnnzZm655RaeffZZWlpaWLFiBccddxxf+9rXuP766znggAPo6urisssuY+XKlfztb3+ju7ubI444gi9+8YvG/g6+QTihCbgJow8C9gFi/pnrXYUZGNll+dqGd+RILIe0kDcwD8ypy4Vsogd0bcLCN2jAT43okMc71QE8tb1pcM2mOKquZp+qMBEWNtEQfgNz4DM4p0p3nfWFPBBCiS9NHYAjUYuxF5TLopwjRozgxhtv5NJLL2Xp0qUAzJo1i/32248tW7YwZcoU3njjDaqrq7n44ot59dVX6erq4ic/+Qnl5eV0dnbyuc99zre/g9ICBqAEivbZRWd9Zapo52rVnPHz5eoskkwsFNl/LKcMFMdWclHYWsJgnhkXVn7w9YuKkKUbiMtEqnUs1JuZ4HRzd/wsYQhI4qO6HcK4IcK6HTIFurhOK72VWzJxP4gwtCB1kCzKKSTnfgG3KKewOHVFOUUbv6Kcoo1IdfDhhx8ya9as5L5mzJhBd3c3jz/+OPvtt1+yCOjQoUNpaGhg+fLl/OIXv2DDhg3cfffd3HTTTcZTGrQAdg6EUTTRdDR0tlQmShQVQr2ajUqFcFifnO1zujqQJx9PuqlUd4QqeblpZlyQ/CDpdzp+N5Funep6UCV+VPzaqy6XXCiTHwkThOX9+UJYVTa+31xIPRnxdCbeg8f/K3zAkJsiAwb1ZFFOcF0XK1as4IwzzqC7u5tFixbxla98hTFjxlBbW8vRRx/Nm2++CUBraysjRoxg1KhRVFZWMnz4cBobG33PZ9ACGGAEDYytruX9aUe6AK4HXkr4XJOWgXAJ6CxhW7+cyXlVhr70spxAG7wQlnzCoM9FkQ2Ew8BHbqvedDaVBnVWci4jFsL++Ngc2w8uppqapmnLHqlWsE758gNnomZcP17ChSL56Z27Qu6qDTur2eLUc1mUc926dZxzzjkceeSR/Pa3v2XhwoUsXryYDRs2sHr1ai655BIOPvhgXnjhBR5++GGOO+44CgsLmTdvHvPnz2f37t3Mnj3bt7+Doiinn77Gf7OOz7D6gynwDO5rDVKhzs2JlrrJGJC6Kkwhas14AaxLpu1XTFF+L9YXpgAsP/7Ju1CtY1sYBcX7+hWrFNJeUWrtNI3vM6Z8DjoH3dNzT0yBtbHwdAw1fWdpRT51BT7l9/I1pTuQPGuuAvP1JLdVZeqDOH4FMAFiE1wO7wMcnDidBw271Gju3LncU/4NOEhXOVdRezPH/PbUqCjnQNJYtjCcJhomj6Bu3b5uNJqIjHAg9SgYZAWbRq+F1BtFBrHOQpazZcnuCYMrwuQPFrK1hHVZwMK088BXhW7AOk8SG7xZ53KhXMHZaMVKCvILa0PU/Kxg1SURNj1lmCgfk/tBvq5HpfZZQtL36zwe4jBCIXzAA02DNwpC0hhqmcoyio7elYqMKAH3hpAtBJNPzq/8d5DkcAD1htJZ1SIyguDHfPWCzfeEBF/4Nlu+urwveYp2O96IiaAIC3VmeVCugTCygbnOuDQl8NEqm9DIfGVEE7/wicyC8jn0Fe9IP9KgB/DDXEEVTUxjOVOrl8OxuBCeQIKjhXhvBDliQZYfhMWjYJgRZ9W1EULZJsjyC6Pye+zXWqsyBW3C8jbjpWcjRiCrADXlujABWVVYONtCWP3OdE8iubT0s5Jt7C9AYWoADnAWZnhIEQcc9IqmIg9MldHOWLYwhRXUTh7D+mMnwkbcG28r0C4n7PGTzh1hkm5mQhirJTFTDvQTMbJVUBiVro21bAKT5e9Odf9IbhjZZRFkxco5lpVdBcoUdaIuM/XBNLaW9r3KkzPyJVvLWrgdVN9vpfuSSxBFM98yUgRg4Goe4L/5GlNZzjZGseXosXSuq3TnSACsKwSnEneBKVxMyOQTlufxZ6osE6qEhbMpjEo32i/WWfkzdVK/U/VcZSjL6ySCyrX+hH9c7p862049hyAYmyAsy3YmWOCPV6aVMNR9yFINAnl9mHBJqbCB+C18PWzfJNnOhBuA6SgjACdURjvDaWI6S2moHsHiY0/ypof4tJqUJRDk4w2yhP1ArN40ucpgFSC1Qo4s0+CR3NVW7AantDJFkKjzqXU/QCFhrE4IkX+UdAEqmUr3XeSCqTlV2M4oyaJKcF+R7zdjRQBO6CReYwWTmM5SahnDtsmjWH3sFNcVIZ6+6scB/yI8hCHdGpalu/NzXI9HtX5Nu1eXi5tLtoZlK0+tFiyDx7GxgtXRdV073eyuoKcBDYxtQWxS2CgKnTWsS2OZ9vRgI92ArSlKJxMFuB9kZeubtY2CiCzgga1S2hhDLdNZyhbGUnvSGHauG50a1GkoBGcUqfwNthCGdGtYho4JvOqAnqU1bIoF1h0iSGpBTxXEsktCVhIowhJVG/mF6vmFV2Uy1VbJLCf6Z/p+dIfIJoQt4yeDIPnFAOdaIvIh4X6I4V4LHeB8kqdDDgJFAJY0kXXE22JML0sAuGis1xXRQcIVIZzDmUAYggfo5LYmaSYymKw4ebnusEFZxYR/Tv7tUI+lWsPyckiAOCwc2gzvg2TIpSEgDOnTuXM5gBmknLsigp4G1Kn0NvtTVarfNhfnYesDHng1OSMA6zR6+06mj1zKNkalXBEduBdJM1D/WVxXBISHMOjD2jCst5i5ZGudyd0Mk8pRbtuCP4h1CrSGZakDljrw+sE4IKGRb/Yxg8JYv6bBtbxZwbrrJ5OBXvVXQXY/GK7vVnByWf1oEKrXAbx161buvfdehg0bxlFHHcWMGTOS6+6++25WrlwJwA033MC+++6blnsz1youc6AhxpSNq9k2fhS1siuiBfd6bCgER4aqTfJd9VleyM8iMbkeJJ+mKtX9IAAZBF8bkLYatjUpa2vYD8JC6vTtHlTQE4cK4rxA2HT9BEVA+LW1U87ga+sDHoAWcK9PxHj44Yc5/fTT+eEPf8g999zjWVdYWMiMGTM4/PDD2XvvvbW5N/OmOpi+eynTWcr0oqVwEu7kDPFiAt7cvWA/HCx8aX7rdPD1uVFsH59lgA6VXjZS24vqB5DqslhfAoxMdHm0tKyExA9HIamZhmJgp5TUFNdSYO/E+lG4IFZffvDNYiKL/DXrrF/b7yxXbTKWzY+SbnBTlw2/Uvq/MMRgYSQ/9agF/NFHHzFv3jzPsuHDhzNy5EgKCgpoafE6gs477zyGDRvG4sWLue+++xg/fnxa7s3Ro0d7tlmwYAELFiwASKalC63xDmyIUflWJ9OPeoNaxrDlwLFu1jQxI6cZqP8/wD9Jz+cLdhd/GD+wcqOoyXh0Uq1fFb623ciV1KfcDnBv5mrS8+GaQvl0cFBlctv4uB/UZEZghm8YmVwSof3AKhhtZRvGqHbG74erC8fJwJUTKU09CuCDDz6YZ5991rPs9ttvZ/v27ey7776Ul3ufb9euXcvhhx/OiBEjqKurY/r06Wm5N1XJCZrlxM2hdZQDf44xcfl6Tpi6yB2UO22sm7CnAzdhT2s1tIuoCPAOhtj4hv1kunF8Lvyg6AchP/iGHZALki43kRq6BtAhrCoVxvLB5LA+vwOCL3xNmeRkqd9hNpaqVTpKW/lRu4Jw/l9d7mvbPthUkLGU7SBcvicI9oJ63QVx0UUX8Yc//IH58+dz1VVXAfCd73wHgKeffppf/epXPP7443zve9/jqKOOorGx0ZN7M+/6Jxy5/X2O5xVmsATOjLup9w5CckWog2qmiQW2UiGTRWiRav2a4Cu7E/xUrnnJXhPxeD5KWV+TWD4Cs3uiFBeOMeGeqE40Gof7nYySXqXKSywX7gw5CYPkM/dL46n7ATO5G9TDq56jvCrI+RrG/+sn3fW7C8fJIXz7uP7whz/41nTLVr0+CDdmzBh++tOfepY99thjAGnLAe68886e6JarUx34dQwWwfT/LxGaNnYsbx4707ViRHauTz8LvKdsLCdVD3MD+Fl4hh8cHSCCLDbToFw28a4mCQtQlKuxtoohec7Jm75L2sBPGosX9Favye1gO3lFlc5bknHejEylCxvTubR0eX/99pkHxQMOK2RhAeeyKOfEiRM57LDDGDo0dSE8/vjjvP66O+/6sssu48ADD+Thhx9m2LBhvPrqqzzxxBPcfPPNVFRUUF9fz9lnn82UKVOM/e11C7hfqAFGv7GT6SzlBF5hv+lrYCIwHtcarinEtb5UZWsJ94AEfMUAmbou6CVvW4Jr6Yp1I0m3jG2t4tGJ5WKd2E+s0PtCeSXXkXrJ/ZMtWtXqleGsPilkwp6seJXNNOFsjyH7m9s9yxxnQgbH6TnlsignwAEHHODZfywWY/r06Rx22GF85jOfoaKigu9973ts3ryZQw89FIDDDz+c2tpa3nrrrcCCEL1uAfd5XeTAAzF4H6bsmwpNe+bMKnZ2jE5Zwg0TEj7MbdLGKnhzZEGETV2ouh9Ut4QOvDplYx2r1q9sFct9El+ZbqadHNZma036VdEIa+3ahuDJ/kzZ2tdN1/aVn09WB085MkTuAPhH0wT5ft2nOMc5KKBdhurA7u/Z3bNFOXX6+te/TkVFBevXr2fevHk8+OCDlJWVccMNN3DaaacxZ84cHn30UZ566im2bNlCd3e37ylFALbRFQkIPwczL1xMbdlYaovG8D9Hn+7NVbp6At7yMeLuK8V7kYcBcUjLRgfJFuz9u0H7sjmeuk8BJAEenSvC5Kbwy0ERVkEDa2EHJE1SKwPrXC7Wkq8nk8L6fE2Wr18n+8ZTXE8X5VT1r3/9yxMYsGbNGkpLS9lvv/0oKyujra2NtrY2iouL6ejo4IEHHuC+++4z9jcCcBi1QvEiOOHUV1KhaeuOTE3Q6AA+PQhYjTk+OChUzW9aqSangSqblIngDxdbizgbyTAGM3TldSjrUdqZZBpEU+V3nrYTVeR95TRHrloLDvR1BYUyzaKnC3drxnFOzXB/FrKNgugGivyb5LIoJ8Dzzz9PbW0tL7zwAieffDKLFi1i6dKlbNu2jR/84Afs3r2bX/ziF0yePJkDDjiA6upqLrjgAn7+85+zbt06zjjjDN/+DvqinKE0P0G94+GtqYfxDGfwDGey/rmJsAz39S5Q34U7VVktpKgWSJSlEsH0yKjMgtON5pegdzfIy1T3g2kgToWSbZia3/KOgOXyMpkFKmizAVymswGDZOpju7JenGtzYlkHSnHOZvQZyfwqbAcV4DRJV3hTdI68wnfu3Lnc8+o3YJhFUc7uZo4piopyDl5d68BtblTEkfu+T+3IMWxhLE0nVbGzZXTKHbG6EOrFoJxsCese/Uxxw7IlLKfnssxnEJRcxuSWMME3yC/cEdBOls4tIS+X96layEK5soRlZeOi16XtBLPvO6fKhfWrgh5c2PdAAmPbKIjdBFrA/U0RgDNRHHgOTvjOIpoKhrOjqIr/OfZk6ChOwWRZNbSrvju1KJnsG9a5JkwQJr0qsixbN4Sf/OCr23fQ8dSBJxnCKpAhHb5+oA87OUSnTNwsqp8X0n3aoZXpbAPZ+pU7lKkrwoWv41yc4faRbBQBOKxucFxXRANULupk+onuVOWmscN5c9rMlBXcDiyfAM46ZQe6x0gdiP0grPiCBZSG4uW0AECp9FmXRtIPnkExwtn4h1XrF+yhjGY9UrswfQgj9UdE7UtWA25CqvtBlrB225TPQtmmnhTXZw/CtwO7gNjd9FiBmJ5SBOBMdG0Cwv+Eifuu54SJi2iiiqbJVazeOiV1M7YCayZoINwmveQbSI2WUJfJqRUTkgfkZMDKYBVAKJc+h7UW8xWqpg5WBUFZ/iwfywTGXCkI9qbBRDmyQ5X1073sFhCSrxuT9Rtm/97Bt8jy7RlFAM5U1yZC096AI0e4/uAmhtNw4gjqOvZ124jrOQ3CZXjjhVXJuWzbNctkCBemSrQLOKhWsICygID8uVzz3k+ZhKoFtfVzT8jbmcCs61euIhD8fNs614iQzuebE+vYT2Gt3z6iOHYW8J58d6TnFQE4G12RmKr8Fkw/dSlNDKeJKv589Kl0tlR6b0oPhMVdaDvIYZFkXEAYUq4I8FrBsisC9IZSGP9xPsPVdGDzs4BNbWXlC8oCxHKMc49JZ/3a5Ag2R1k4zjfz0M9IOkUAzoXqElOVj3qDJqoSVZVnAsWpSRodwKcTcOsbiWQydYkdCJgKl0SYkWel0oMOwuKz6ooAM8yERZypZZwrGOuAZrI6dZaxbjuhIF+x7txNA4K9AmFT2JmunZ16Bb7tuDG+QYos4EhpusiBp2KwESZuXM+W8Stooor42GJ3UE69yT+dADRKC3QQzkQVqZI/JrCorghw71m/R3khYRnbADnTGXWmfpvAalpu8g3b7ldsp4OvzuoV+1KX2bgcPDHAuvhfk2xifm3B61q/eZ1sEUmrCMC50P/n5g5mNUwf8SY7yqpoYARNB1axuiMxKCeDYF114oZTY5fUcrw2tc9kVZDmE9aFQqnQFd2Q+5hpGFs+fMTyeh1Q/UCqs/YzkRoWpwNur1m+KO9V8Iq4cXOIW6/Ctx27ckMDcMpYBOBc6VQH3ohRvBqmTV2e9Ae3TS5lfcvE9PZJCIM7ICcmbuhqoutA7BfKkLCGgyAM6dNndY/1tm4IG5XHs9xBsXmVyTWRPDaZAVI3OcQEYdOxMoaz7kdWha/s99XMmgyQ4xybScci5UARgHOpoxxYHmPfjXVMEa4IimmfXkZdy76pG1D8v64aHHHDiBvNVIQyg/SEAsJhZIowkH3FtkD2zKrTg7eoJCSQS+J0dvhAGBL9DWjjJ7/ZeKqft0etXrCDrwm8hQzIshL9WBGAc62pDmyMMWX7appGVtFGKQ2MIH5skZu+UtXWQmgfh7f8jinxig7CssWsSeTjJNwSKoiFdWyanitAK2SaGOEXWpbc1gvZIOiWlmdfblf7RNtSHOzmCOPnNU2pNu23nZTPNy0HhJ//15QnxAe+crImn0f3vKWYDKNO7FKsRi6ISFYa78D2GFN3L2dHQZVrCRcVs/zoMjrFDSPfuOsKoV1UfJBTWLbjjRdWqxj4SXZRZGgN+0FYfA4zOEc6fDOBrd827S1l2uOABZT9/Lzy+iCLNwjGoSTDt1JZLsNXA14hscwB2Qru68nVB4MiAOdJu6rdrCHTEP7g4bRXl/L+tCnuTa/eoOtIQFhYuqWkfMMycNukNn55XTX+YacC2gv9LVdVOgiD1yrsUNrJy8A935C+3+Iim1GZlOKd7vdtgnN7S1kalDs7pH7pQKxaw3mTbP2apIOvxur1iwCJkbQi+1xdtwFo3dooAnCeVFkQZ0NiYG0Krj+4iSp2jK1i/TRlUE7c5NuBBlGmXUi2hlU1K/+LGOIKqb14pLW0hkVu1nJpM51lKw/YpQFXsyyhzo7iQBdEWPgGbRPvLPKAWbaSk/7k8njKb2wTz+sX/dCB1+UgvxdKS0GZ7J3yWZe2VMDXkJoUw+dEf6OS8vlVXV0dc+bM4dRTT+Xb3/62b9sIwHnUvgn3QS1TmMQqNyqCUtoPLEtNV9apFY01bErMIsBi65ZI+Illa1hMVw5jGYMewuK9CuEMrGBVpZYx0u1Kgprios6khQyulay6KrTWcM7cCJKE/zcpk/Wrm82mwNeUE9pHTvbu9TyoG7vBweA2uS7Kqba59tpraWx04/g7Ojq4/fbbmT17Nvvssw8fffQRjzzyCEOHDuXEE0+0OvMIwD2gI1nBS8zk3/iYBka4gJiMGxmh3uRDgQZgK9AhrGEdiMV73eCcPKNOWMM6t0SGvmER16z6fS0hLFvB7S1lHutUZ8nagldur4MwpLsqtNYwhPtO5O9D/K+TdvBNlmnWhsblILsb5GT8JjX3VfjmVqIo51lnncWsWbOSAL7rrruSFdV//OMfc8MNN7B161bmzZvHlVdemSzKGdRmzpw5jB8/nr/97W90d3czatQonnjiCWpqarjxxhuZNGkSAAUFBVb9jQDcQzqJ13iSM5nEKuIUuy6JiVVuzgjTDduMC2OnkFQJXxnElaQsJxnEcqa1Zmm96pawsIZtXRJgtqA17ggbVwSEh6+8nQph8LeGgezC12Tp3A++kQ8maaxeGbymIqOyOsDZntFZ9JBsc6I092hRTl2bI488EoBFixZx6623Am7tuQ8++IDJkyeHPvNeB/DWrVu59957GTZsGEcddRQzZsxIrrvooouIxWLE43HGjBnD/PnzmTlzJgcccACHHnooc+bM6cWeh9e5PMNdXMFYat3IiOpiVh88yU3kDuYpta0krGHwgli2hHVWsZwzVvUNq8rQGhaynqyR8rkKCMtWcLyzyGMFC4hmAmIThGUJ+AbGFqsSlq7O+pW/Yjn0TGyXhG+QDPCVwStDVy1DlTi+s8rqjPqFerIop64NwLp165gwYYLnuH/84x+ZN29e6PPpdQA//PDDnH766Rx++OGcffbZHgDffPPNjB8/nt/+9rfJX7XPfOYzTJ8+nc9+9rO91eWsdDUPcCM/ZhTb3BjhsSOom+DjD4YUT40gFrkAZKtYjicWkmOGs7SGIQWdEtLhG+hPdoGnOhxKy9uSFmouQOwHYY/lKysonleGr0mtuIOqatyvR6r1K4cg+oBX5/PV1f7bBs67Pn3sM2oluPIz2ISi5LIop64NwO9+9zvmzp2bPGZ9fT3Dhw9Puh1qa2t5/fXXGTJkCMcffzxjxowx9rdHi3J+9NFHab8Sw4cP56abbmLChAl85Stf4S9/+UvadjfeeGPS3N+5cyfDhg3jtNNO4w9/+AOFhd4R3QULFrBgwQIAtm/fzvr16/N0NtnpYh6gnVI+5TMsb5xK55pKNxRtHVAvvUw3sceHKB5lwVtgUXz2Fll0FTSzynDzjyDlhhgqvS+R/ifxXl6O8t7T1nVFyC6JXPmFVfgKuMvwTVq/wv0gACzPXFStXLFOZ/1uw3LSBejBM45A8MquIJPlu1Cz6z6muXPncs89RwJfsGjdwjHHXBkV5cxUBx98MM8++6xn2e2338727dvZd999KS9Pf4ZdsmRJ0iretGkTRUXuDVRUVERHR0cagGWfkOwr6mt6mCv4Gv9NMXEOqF7L6gmT8OQ5kK2wUlwYQ/qYWwcJH3E17o0tW8UmF4WIIRYuCV0ljsTBdG4Jk2/YZA0HymsN69wSoLeIbST7fMHS7eAH2azhK6SLfEj88JXiBa8MXb/q1oBzl/m0+qY6sctUn4+wlN5Vr7sgLrroIu69914WLVrEVVddBcB3vvMdHnvsMQBefvnlpPXb1NTEL3/5SyZPnszUqVOpqLDPc9oX9SKnM53XKCbO3mO3pfJFdOACtwXvY6YcS6oDsciEpoWx7KKQs7CZioRmMUgn1smRErrKG2l+Y71bAryuiUyltXqF5Mkxsm8X8gBfdcBJeeIYgRm86hMHeCaQOLfafBOR+op61AXR05o2bRrLli3r7W4EagJrANjSOJbOTZXwEa4rYhP+Af0CEOJ+Vpd7XBRyQ9kt4a0F5sqUZ9bHJxkECvG/zh2huibEMvDEDltFTSjhZTr5uhx0gFXX1eMFr/q3kd1GYICv+KGT3A1hwKt+ny3gfN94yn1Wrgvi34ApFq1bOeaYWyMXRKTcah0TAShml3tj1eDevOIm12WdbCVlZfo9CPhaxqqLArwxw4aBkVxYxPIAHtJ7eX05boRIok1nwGQO4boQ0roY/Py8YrnuveoHFpD1S7IDPvCtBKqDwTsSPXTlH636/gnfSBGA+5Ti1ZXENuHeWDW4N7dwRQj5xeAKEMvuCbkoZBqM5eQ+sltCHchD+qxMaW7HC2JVrehBLMNWwKpE+qyDMXiArMoDaDWeV3Yf6qCrfvYbgNNZuvJTSNoAKXjdDuMgVpgO3pF4AVxDOnRr8FwDznTdN9HfFCfyAUfqE3ImQ+yviQ8yiHUFNdtJAVaFkgCdrKxgLFvDkn+YCncfqkUsg8VvsM5kFafNopO+E79opHrDwJq6jQ668mfxwyfDWOduMFq9kA5fjcUrgCrAKz7XSO9lCNfEk+fphI/7j9THFAG4D8pJTCOPPULqJq3XNFQhrKpE+l/AQVjHGcEYvECWQYy9a6KedL9mPV64lkvL5HORl4WRCcBind/gmgxdMIcFgiE0UAGvHMonQ7YGGI0XzDVAeZyiknjSv72zfngE3wGiCMB9WM53IXZjQCMZwn6SgSv7jgWMkdZ3mGAsDggpGrXjhbMmakIcX2cVyzCWXREqkMHj88wJhFX3glgmg1Zn7Yp1EGD1VqfCyUZq/heWbQ1ei1eCblV1UzLmuZ0ytrEvjM3g3Pu0bKciD7xkFhGA+7icWyF2vmGljdtM1lDlvey6UIGshbEuzljVLlIgBtqlihzCKt5OOowhPcZVtYDrpXb10nIb+bkcVOCC3sWg258RvNVea3YU6b7d0SjwjTOsZgfFRZ2U0sZwmihNdK6JquRgbaSBowjA/UDO4+7/sa9JC2X4mgbAVKnRFHKaYRnIoWAM/tZLYp1TkTCWEyFXOhjL1jB4LWS5/2EtYBmq4IWpzrUgum2CLmjAS2Jgrdpr5cpWrWrxjgZqXOhWFTVRRjtVNFFMnBE0ANBGKS9yeoiT7Y+KY2fdhrU4+r4iAPcjOS+6/8eOSCxQH4PBDGJdKJs6QUL1LgjrUuWsJyeF3EBupErMvOtKDdq1k4Kx6LsAsji+WKY7BxOEdYN06g8W6OOogwba08CbmLU2Gte3q7oY1EE1BbrCyq1iR/J9MXG3mCulPMO5AR2K1J8VAbgfynkXYvsnPph4p0vUIqQD16jE/63Sej8gqzAGKUmQkNo5OTVmV2qb9sT2An4NeF0L6o9K2AmQcjd0P1pB8kxV6sKFbmG6i0EHXQm+wyZsTUK3iiZG0EAx8eT7ItwIhyaqeICrQ55kf5atDzgKQ4vUR+R84v4fE/MOxCO9nPAM0uGlg6/qG1bfy6Fv4AJ5RGL5SJTBqUIpDla4KkwgVuRIHVdTOsql1nURIYHq8u7DpgoveOFbCowuTEUxqNDVRDDooJsoTkUVKbcDQDulXMHDmZxcpH6qCMD9XKLKQWwIqZAvORZXSJdIXeeu0LkqxLIavP7SkaQPWmmBnKhxF5gJTDct2iRdRyG9TDu44C20h656GNm9kBatgDKolnIvjGVL0rXghW/KzyvcDQ2M4Ls8mUEHB4JasUtHGVnAkfqonD3u/7EYLmhMsbgjExuEdVGo6wR8VShD+sAWSFAuhNbqxL1UrYmbNUVXiB2ayrQrFYIhM+DKsbo6f66IXBDALYGiml2UlrcxtmhL0roV8K1Cb/26Z1RGE1WcxGsZdDTSQFAE4AEmx4FYLOFf1U2KgBTD1IgDIZvQLjmfr5AptEssA59kQgkwQ8piFtKli9LB1TYkTUiOTfazapX1Ariqa2EU2zxWbpr1u7uJ4ngn8eIimgqqmMi6kB0eqLKdihycjCnfRTlt2jz77LO0tLSwYsUKjjvuOE4++WRjfyMAD0CJsuOxWKN+UoSwhoVKpeVgtoB1051VdeDCCszTfP3gLC+X95kL6ab+qjkW0v5PzULT+XLHUusL3MrGTndQsRXY2z1WcVlcW/M4UpCCEzfmuyinTZtZs2axZMkSXnzxRaZM8c/yFgF4AMtxUpZkLNblRitsxWsNt5CKgAAvVEXcqqxM4m/l96YJEfIy1RhSgeyXC0L0T7XuS5T/VfAmPsvWbVkiJEx1H7juBQNwazuhDhe6jYnjV+O6NMYP2MyvGeuee9bhfmHjLVqv4m9/29CrRTlt2uyzzz7MmDGD7u5uHn/8ca677jrjGUUAHiRKWcV4reERuInERykblCvvg6xjIZNbQqjFsE4Ha9M+/I4nwxXNeyW3gph1Jk+CELPQ1IGzNN9u206KG/ACV/xfjPvdXhRB10/d3c+w1177AU1AlU/LLuANtm//KAk8nfJdlNOmzV/+8he+8pWvMGbMGGpra33PPwLwIJNIvx+L4VrDkAKUCmEd3MTycmWZaRtZQa4EP8tWJ92xpfpyArBAErIuYNs9oJU/+1q3wp0gIKuCF1zLuwS4IQKvjdxCljOBRcAZPi3fAQ7xhS/kvyinTZv777+fDRs2sHr1ai655BLf/kYVMSK5kzr8chaI92BIDB5PVquQi2nqpCuwGVYiOU2Z5KsoTgzQCJiKdjroltFOEfEkYNMsXhvYytAF19otBn43YG+nvCoW+yxwPPpMQ23Ab2hr+9Rj1Q4ERRZwpNSkjkmJBcISLiG9YgX4wld+pAcvGHUqNoxsq1WPTbD1fk6BuYh4GnzlmWeltHndCK0Ew7Y18V5Y6iNwLd53I+hmq/ff/wOHHfYN4HzSQ1yWANMHHHwhAnAkSc6q1PvYWaTKIkF6Xt6ETL5U0INRAFFIBrAJukVSGxnsQdaumN5btrvdtWiF71sGbQfpgJX8uo2NsK1b9A8q94KKoVDYFEE3lzr00ENx47r/CRwordkBbGT37r/3Sr/yrQjAkbRyFno/x/4fmggJL3zlxDIqKIHkcmGdivXgtWZVYOvWJ/ezu53ieCfFIpFOK6mkOo3S5wbcMFIdaOPQ1QCbd6YKG8tZK0px0TBh4Hrr+oQ2bnye8eO/ABwAFCSWLgKOY8iQIb3XsTwqAnAkK8lFH2NL3f+LSuIUF3UmIwXkx3zV55qKMGhPzgRTLVbAk5TGF66tuEDVLWuQljcm1imgFVXktwGbE+elTmL+ZgTcHtU+++wD7A+8D0zF/cvEcZzf9Ga38qoIwJFCK1UIsjLx2pfpvEYpbWlxs7LPVQ31SrNiZXCaINuorNd9bnFdB7u6UxatAK3OEy08ixdHwO11NTU9T1XVgcDBwMt88MFzvd2lvCoCcKScaCkz05bdxRWU0u4fZaCCVSyLS+sS1qvHsm2Arjg0t7o+2l2JZm2kLFohFbo/jkDbZzVs2DBc6/e/gOEccsghvdyj/CoCcKS86Woe0K8ogORIt4CviDwQoPWBrnAhiJQ9wmcrsspWElmz/Vnx+LMUFx/Opk1/7u2u5F0DOg64vLyciRN7to7W9u3bGTlyZHDDfnzMwXCOg+WYvXGO7e3trFy5skeP2Vc1oC3giRMn9vhEjN6Y/NHTxxwM5zhYjtlb5xjJ1cCM7YgUKVKkfqAIwJEiRYrUSxrQAJbT1EXH7L/Hi445cI7XW8fsqxrQg3CRIkWK1Jc1oC3gSJEiRerLigAcqdfV3d3NHXfc0aOPpj19zMFwjrpjLl++nGnTprFp06Ye60N/Ur8PQ1u5ciW/+c1v+Ld/+zfKy8v55je/CdgV4cvl8ebPn8/w4cNZuXIls2fPZuLEiZx55plUVVUxbtw4brnllpyf4+OPP87rr78OwGWXXcbUqVNzco5+x7z22mtpbHRr7XR0dPDEE09kfZ6tra2cdNJJ/Od//icAv//979m+fTsbN27k5ptv9qQhtCmSmMtjrlu3jvvvv58DDzyQzZs3c8stt2i/91yeo/p99sQ5zp49m3322YePPvqIRx55hGXLloU+R90xq6qqOPjgg7Vtc/W37Ndy+rnuuusu58UXX3Qcx3G+9KUvJZdfdNFFTl1dnVNXV+dccsklzoYNG5wrrrjCcRzHueKKK5yNGzfm9HibNm1yHMdxnn32Wee+++5zHMdx5syZ4zz++OPOn/70p4yOFXTMxx9/3Pn1r3/t3HfffU5DQ0POztHvmBs2bHAcx3EWL17svPLKK47j5OY8P/30U+eiiy5yHMdxTjvtNMdxHOfpp592nnzySc+x1fNT/865PuauXbucnTt3Oo7jOCeccILjOOnfey6P5zjp32e+z7Gtrc3Zvn274ziOc8MNN2R1juoxHcdxLrjggrRrMdd/y/6qfm8BX3jhhTz22GNs376dlpZUTRvb4nm5Ot64ceMAePvtt7nmmmsAuO222xg2bBgXX3wxU6dOTbbJ1TG//vWvU1FRwfr165k3bx7nnXdeTs7R75jjx7vFExctWsStt96a0/MU6uhwkxCPHDmSt956K7ncpkhiro9ZUeHmRvvwww+ZNWsWkP69P/jggzk7HqR/n/k+x9LSUkpLS/nggw+YPHkykJtz9FM+/5b9Sf3eBxyLxfjud7/L+eef74GNKJanK6YnluXyeI7j8MADDzB79mxaW1vZtWtXsjjgsGHD2LFjR87P8V//+hexWIwRI0ZQV1eXs3P0Oya4j6wTJkwAyOl5CpWUuImHt2/fzr777ptc7lckMdvzNR0TXHfWihUrOOOMM+ju7k773nN5PN332RPnCPDHP/6Rb3zjG0D6tZVr5fNv2Z/U7y3gTz/9lPvvv5+JEydy9dVXhyrCl8vj/fCHP+STTz7hww8/ZMyYMVx++eXceeedzJgxg7322svoB8vmmIsWLWLp0qVs27aNH/zgBzk7R79jDhkyhN/97nfMnTsXgHg8nvV5Oo7D73//ez7++GPee+89zjnnHO6///6kr/Kdd95h+fLlXHbZZYFFEnN9zK9+9aucc845HHnkkfz2t79l4cKFad97Lo935plnpn2f+T7Hyy67jPr6eoYPH54okklG56g7puM4/POf/+S//uu/+OEPf5iXv2V/VhQHHClSpEi9pH7vgogUKVKk/qoIwJEiRYrUS4oAHClSpEi9pAjAkSJFitRLigAcKVKkSL2kCMCRIkWK1EuKABypX0jM4ooUaSApAnCkXtNPfvITPvvZz/KrX/2Ku+++m9mzZ9PW1pbW7s9//jPNzc2B+/vggw9455138tHVSJHyogjAkXpNRxxxBN/4xje45JJLmDt3Llu3buXll1/2tNmyZQu7du2yqtw7efJkXn/9dTo7O/PV5UiRcqoIwJF6TW+//TbHHnssANu2baOhoYGjjjrK0+aRRx5JJsGx0Ze//GWeeeaZHPYyUqT8KQJwpF7TsmXL6Ojo4MEHH+Tuu+/mpZdeSmbDEqqrq2Po0KEAPP/880yfPp0XXniBO++8k0ceeYQXXniBq666is2bNwOuFfzmm2/2+LlEipSJIgBH6jU1NDRwxhlncPnll7N06VKKi4vT2siDb6eccgotLS2ceOKJnHHGGSxcuJCTTz6ZSZMmJZOHx2IxovQmkfqLIgBH6hWtX7+e0aNHJz9v2LCBeDye1q6rq8vzubq6msLCQoqKihg1ahQARUVFnm11A3mRIvVFRQCO1Ct6++23OfTQQwE3pWVtbS1Dhw5l27ZtnnYiPWIYDRkSXdaR+oeiKzVSj+tvf/sbDz30EB9//DHbtm2juLiYU089ld///vdpAC4rK0u+/5//+R9WrVrFX/7yF5544gnee+893n77bZ577jmee+45du7cmbZNpEh9WVE+4Eh9Wj//+c+56KKLqK6utmr/r3/9i8WLF3PxxRfnuWeRImWvyAKO1Kd1ySWXsHDhQuv2L7zwAuecc04eexQpUu4UAThSn1ZVVRUHHXQQ69evD2y7du1aJk+eHLkgIvUbRS6ISANGHR0dycKTkSL1B0UAjhQpUqReUuSCiBQpUqReUgTgSJEiReolRQCOFClSpF5SBOBIkSJF6iVFAI4UKVKkXlIE4Ei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vb2+dE+E3yMjIQGJiIhISEpCRkQG1Wg2tVouYmBgUFRVBo9GYVMcYzoBdCA9w+8fliZb1mDABibt3w9/E+mrUXyGk4aogABAXF9fsxWwbaDQa+Pr61j+OWq1z29fXFxqNxqQ6xi57xQB2AQxexySTLWUIW0hERARWrFhh9v0CAwNRXl4OAFAoFDq3y8vL9cqM1TGGAezEGLyOj2vEtiEIAj7//HNcvHgRp0+fxpo1a5CdnQ2lUonMzEzIZDIolUooFAoEBARg48aNkMvlkMvlJtUxhifjcUIMXufFIK6fzaaYsQSRBuDlb79FeHi4FXvVOpwBOxEGr/PjjNi58FsQToLh61r4rQnnwAB2cDwQXRtfe8fGJQgHxQOPGnBZwnFxBuyAGL5kCMeF4+EM2IHwAKOWcDbsWDgDdhAMXzIHx4tjYAA7AB5M1Br8gNb+MYDtGA8gsgSOIfvFALZTPGjIkjie7BMD2A7xYCFr4F9U9ocBbEd4gJAtcIzZDwawneBBQbbE8WYf7OJ7wJWVlUhNTUVQUBD8/f0xdepUAMCrr76KGzduAACqq6uxefNmTJkyBV27doVcLsfSpc4xiHgwkBR4vmHp2UUAb9u2DWFhYZg6dSpefPFFMYATExOhUChw8OBB1NbWAgB69uyJsLAweHt7S9lli2H4kpQYwtKyiyUItVoNPz8/AEBVVZVY3nAm+X379uFPf/oTAGDZsmWYPn06du7ciaKiIr3HysrKQmhoKEJDQ1FWVmaD3rcew5fsAT97kI5dBLBCoRDD0sPDQ2fblStX0Lt3bwBARUWFWM/b2xs3b97Ue6y4uDioVCqoVCox1O0RBzzZG45J27OLAI6MjMTJkyexZs0aTJs2DbNmzUJdXR0A4NNPP0VUVBQAoKamBsuXL8fHH3+M9u3bY+DAgVJ2u9U40MlecWzaFi9JZEMc3OQo7Hld2JkuSWQXM2BXwPAlR8LxahsMYBvgYCZHxHFrfQxgK+MgJkfG8WtdDGAiahZD2HoYwFbEgUvOgmPZOhjAVsIBS0QtYQBbAcOXnBHHteUxgC2Mg5ScGce3ZTGALYiDk1wBx7nlMIAthIOSXAnHu2UwgC2Ag5FcEcd92zGAiajVnDmES0tL8Ze//AWbN2+2Wht2cUJ2R+bMA5DIFRi7Ik9VVRWee+45nbppaWmQy+XQarVITk7G+fPnkZubC5lMhqioKAQHB+vVaQ5nwG3A8CVy/OOg4Yo8CQkJyMnJEct79eoFNzc38bZarYZWq0VMTAyKioqg0WiQkZGBxMREJCQkICMjw2Cd5nAG3EqOPuiILMnWlzZSpAE9u5pW13sbsGvXLiQlJYllcXFxiIuLA1AfrMOHDwege0WepjQaDXx9fQEAvr6+0Gg0OmVqtdpgncDAQKOPyQAmIouw5+vLRUREYMWKFQa3NXdFnsYCAwNRXl4OACgvL4dCodApa3q7oU5zGMCtwNkvkfOIjIxEamoqSkpKxCvyZGdnQ6vV4tChQ2jXrh3+9Kc/QaFQICAgABs3boRcLodcLodSqURmZiZkMhmUSqXBOs3hFTHMxPAlap61Z8ERERH4aNhuk5cgFm4DIl7nFTGIyAVwkmI6BrAZOLCIyJIYwCZi+BKZjseLaRjARGQVDOGWMYBNwIFERNbAAG4Bw5eo9Xj8NM8uvgds7LfYmzZtwqFDhwAA8fHxCAkJMet31kRE9swuZsDGfostk8kwYsQIDBkyBH369DH7d9ZtxXdvorbjcWScXQSwWq2Gn58fAN3fYk+aNAkxMTGYMGECUlJSDP7OuqmsrCyEhoYiNDRU/HkhEUmLIWyYXQSwsd9iX7p0CTKZDN27d0dpaalJv7OOi4uDSqWCSqUSQ701OGCIyNrsYg3Y2G+x9+3bh6NHj6KkpAQLFy40+3fWrcXwJbI8ez5Zj1TsIoA7d+6M9PR08XbDh3CLFi3Sq5uSkmKzfhERWZNdLEHYE85+iayHx5cuBjARkUQYwI3w3ZnI+nic/QcDmIhIIgzg3/Fdmch2eLzVYwATEUmEAQy+GxNJgccdA5iISDIMYCKSjKvPgl0+gF19ABCRdFw+gImIpOLSAczZL5H0XPk4dOkAJiKSEgOYiCTnqrNglw1gV33Bich+uGwAExFJzSUDmLNfIvvjiselSwYwEVFrbN26FcOHD7fY49nFJYmIiKRSWVmJ1NRUBAUFwd/fX7wk2vnz55GbmwuZTIaoqCgEBwdjyJAh8PT0FO9rqE5aWhrkcjm0Wi2Sk5ObbdvlZsCu+GcOkaOQ4vjctm0bwsLCkJCQgJycHLE8IyMDiYmJSEhIQEZGBgCgX79+OvdtWketVkOr1SImJgZFRUXQaDTNts0ZMBE5nO9jhsC3p7tJdTW/XsWuXbuQlJQklsXFxSEuLg4AoFarxWWFqqqq/9xPo4Gvr69Yx+BjN6nT+Lavry80Gg0CAwON9o0BTEROLyIiAitWrDC4TaFQoKysDADg4eEhlgcGBqK8vFysY0jTOo1vl5eXG71fAwYwEdkVmWwpBOENm7UXGRmJ1NRUlJSUYNq0aZg1axays7OhVCqRmZkJmUwGpVIJANi9ezeKi4uRn5+P8ePH69VRKBQICAjAxo0bIZfLIZfLm21bJgiCYIudlEJoaChUKpV4m+u/RI6huQCOiIhAzEcak5cgPlh4FfERnyE8PNxCvbMcl/sQjojIXtjFEoSxr4Gkp6fDx8cH586dw9y5cxEcHIwpU6aga9eukMvlWLqUM1oiclx2MQM29jWQadOmYc6cORg9ejT27t0LAOjZsyeeeeYZhISEmNUGlx+IHIerHK92EcBqtRp+fn4AdL8G0rCAffz4cURHRwMAli1bhunTp2Pnzp0oKirSe6ysrCyEhoYiNDRU/GSTiMge2UUAG/saiCAI+OCDDzB37lzcvXsXFRUVYj1vb2/cvHlT77Hi4uKgUqmgUqnEUCciskd2sQZs7GsgixYtwq+//oqff/4ZPXr0wLx587B8+XKMGjUK7du3x8CBA6XuOhFRq9lFAHfu3Bnp6eni7YYP4Qx9cXr9+vVmP76rrCcRORNbfx9YCnaxBEFE5IoYwEREEmEAExFJhAFMRCQRBjAR2S1n/wDd6QPY2V9AInJcTh/ARET2igFMRCQRBjARkUQYwEREEmEAE5Fdc+YP0p06gE+dKpa6C0RERjl1ABMR2TMGMBGRRBjAREQSYQATEUnEpBOy19bWYsuWLTh27BgA4O7du3Bzc0Pnzp0xaNAgREdHo1OnTlbtKBGRs2kxgE+ePInDhw9j7NixiIqK0tteUFCArKwsDB48GM8884xVOklE5IxaDOBOnTpBqVQa3Hb79m3069cPf//73/Hrr7/i3r17cHd3t3gniYicUYsB/MQTT4j/f+3aNRw6dAg1NTUQBAG7du1CXl4eAKBv377W6yURkRMy60O49PR0VFRUQBAEABD/S0RE5jPrqshjx47FCy+8IN5+7LHHLN4hIiJXYVYAl5SUYPz48fD394cgCPjhhx/w448/Wqlr5CqaXnrcmX/7T9SY2QG8atUq8YO2zZs3W6VT5Dqahm9DGUOYHEFpaSkSExMRERGBl19+2ez7mxXAgwcPRt++feHm5gYAePLJJ81u0JDKykqkpqYiKCgI/v7+mDp1KgDg/PnzyM3NhUwmQ1RUFIKDg5GWlga5XA6tVovk5GSLtE/SMBS+jbcxhMkW2pI/VVVVeO6553Qez5yMMutDuLS0NISEhGDMmDEYPXo0pk+fbuauGrZt2zaEhYUhISEBOTk5YnlGRgYSExORkJCAjIwMqNVqaLVaxMTEoKioCBqNxiLtE5Hrakv+9OrVS5yQAjA7o8yaAS9ZsgTjx48Xb+/Zs8ecuxulVqsxfPhwAEBVVZVYrtFo4OvrK9ZpfNvX1xcajQaBgYE6j5WVlYWsrKzfb1VapH9EZF+W4XW4w9ekulfxAQJ37UJSUpJYFhcXh7i4OACWzR9T6jTWbADX1NTgzp076N69OwDohC8AjBs3Tvx/tVoNhULR3MMZpVAoUFZWBgDw8PAQywMDA1FeXi7WaXy7vLzcYHuNn1iZrGer+kNEziUiIgIrVqwwuM2S+WNKncaaXYLo2LEjjh07hs8++0znnaGxW7duISsrC4WFhc021JzIyEicPHkSa9aswbRp0zBr1izU1dVBqVQiMzMTa9asgVKphEKhQEBAADZu3Ai5XA65XN7qNkl6za3xcv2XbKUt+VNcXIxDhw7hwIEDuHbtmtkZJRNM+DWFVqvFhg0bUFpaiurqatTW1oon4wkMDMTs2bPh7e1tsSfEUupnwK9I3Q1qAb+GRi1pPEYiIiKg+SgG7j1NXIJY+AE+i4hHeHi4lXrXeiatAQcEBGDJkiXW7gu5KAYuuSqeD5iISCItBvCNGzds0Q8iIpfTYgAPHDgQ//u//yverqmpQXExrzZMRNRWLQZwUlISsrKykJKSAkEQ0LFjRxQVFeHtt9/G/PnzbdBFIiLn1GIAe3l5IS8vD927d8e4ceNQWlqKsLAwLFmypE1fPSMicnUtBvD3338PAFiwYAHefPNNTJgwAfv37wcAjBgxwrq9IyJyYi1+Dc3d3R0rV67EhAkT8NRTT2HPnj2IiYnB4cOH7fK7v0REjqLFGfDatWuxYMEC8ffM3bp1w44dO9CpUye8/fbbVu8gEZGzMvlkPI1/Iw0AixcvxtixYy3eISIiV9GmH2IMHTrUUv0gInI5Tv1LuJAQng2NiOyXUwcwEZE9YwATkV1r7tJVjo4BTEQkEQYwEZFEGMBERBJhABMRScTpA9iZF/CJyLE5fQATkeNy9gkUA5iISCIMYCIiiTCAiYgk4hIB7OzrSETkmEw+HaW1aLVarF69Gt7e3hg5ciRGjRolbktJSUHfvn2hUqmQmpqKhx9+GKNHj0a/fv0wePBgJCYmSthzIrImV5g4SR7A2dnZiIyMxNChQ/HSSy/pBHB8fDzkcjlu376NEydOYMKECejTpw9GjBiB/v37S9hrIqK2s2kAnz17FikpKTplPj4+8PPzg5ubG+7cuaOzTS6Xo7a2FoWFhYiPjwcArFy5Et7e3pg4cSKGDx+ODh066NwnKysLWVlZAICysjIr7g0RUdvYNIAHDhyI7du365SlpaWhrKwMQUFB8PLy0tl27949ZGZm4h//+AdKSkogk8ng7u4OoP5addXV1XoBHBcXh7i4OABAaGioWC4Ib0AmW2qFvSIiah3JlyBiY2OxevVq7Nu3D/PnzwcAzJw5Ex9//DGio6PRqVMnvPbaaxg4cCDCw8Px0UcfYdCgQQgJCUGXLl2k7TwRWYUrrP8CdhDAPXr0wDvvvKNT9vHHHwMA8vLy9OpnZmbaoltERFbnEl9DIyKyla1bt2L48OEm1ZV8BmxLXAcmsn+2Xn6orKxEamoqgoKC4O/vj6lTpwIAzp8/j9zcXMhkMkRFRSE4OBhpaWmQy+XQarVITk42WGfIkCHw9PQ0qW3OgInIpW3btg1hYWFISEhATk6OWJ6RkYHExEQkJCQgIyMDarUaWq0WMTExKCoqgkaj0asDAP369TO5bZeaARORc/gxYxjwkIlXPT+2A7uwC0lJSWJR429LqdVqccmgqqpKrKPRaODr6yvWaXzb19cXGo1Gr465XC6AuQxBZL+stfwQERGBFStWGNymUCjE3wx4eHiI5YGBgSgvLxfrNL5dXl6uV6ZQKMzul8sFMBFRY5GRkUhNTUVJSQmmTZuGWbNmITs7G0qlEpmZmZDJZFAqlVAoFAgICMDGjRshl8shl8v16gDA7t27UVxcjPz8fIwfP77ZtmWCIAi22EkphIaGQqVS6ZVzBkxkn0yZAUdERGD3gI9MX4LYsxDfvh2B8PDwtnXOClzyQzhX+ZI3kSNxxePSJQOYiMgeMICJiCTisgHsin/uENkrVz0eXTaAiYik5tIB7KrvukRkH1w6gIlIeq48EWIAExFJxOUD2JXffYmk5urHn8sHMBGRVBjA4LswkRR43DGAiYgkwwD+Hd+NiWyHx1s9BjARkUQYwI3wXZnI+nic/QcDmIhIIgzgJvjuTGQ9PL50MYCJiCQi+TXhtFotVq9eDW9vb4wcORKjRo0St61cuRLnzp0DALz++usICgrCkiVL0K9fP9y/fx/x8fFW6RMv3ElkeZz96pN8BpydnY3IyEgsWrQIq1at0tnWoUMHjBo1CkOHDsXDDz+MI0eOoFu3bpg9ezb279+P+/fvS9NpIiILsOkM+OzZs0hJSdEp8/HxgZ+fH9zc3HDnzh2dbdOnT4e3tzcOHDiAzMxMKBQK+Pn5AQA8PT1x/fp1BAQE6NwnKysLWVlZACBearo1OAsmshzOfg2z6Qx44MCB2L59u86/fv36oaysDHV1dfDy8tKpX1BQAADo3r07SktLoVAoxFC9e/cuunfvrtdGXFwcVCoVVCqVGNatxUFDRNYk+RJEbGwstm7divT0dMyfPx8AMHPmTADAF198gXXr1mHTpk145ZVXMHLkSNy4cQPZ2dkYM2YMOnToIF3HicgknMgYJxMEQZC6E9YSGhoKlUrV5sfhUgRR61gjfCMiIrB7wEfAQz1Nu8Oehfj27QiEh4dbvC9tJfkMmIjIVTGATcA/oYjMx+OmZQxgE3EwEZmOx4tpGMBERBJhAJuB7+pELeNxYjoGsJk4uIiM4/FhHgYwEZFEJD8ZjyPiz5SJ9Dnq7LeyshKpqakICgqCv78/pk6dCgA4f/48cnNzIZPJEBUVheDgYKSlpUEul0Or1SI5OdmkOs3hDLiVHHWwEVmDIx8P27ZtQ1hYGBISEpCTkyOWZ2RkIDExEQkJCcjIyIBarYZWq0VMTAyKioqg0WhMqtMczoDbgDNhIonCd4UawD0TK/+GXbt2ISkpSSyJi4tDXFwcAECtVmP48OEAgKqqKrGORqOBr6+vWKfxbV9fX2g0GpPqBAYGGu0ZA7iNGMJE9i8iIgIrVqwwuK3xSb48PDzE8sDAQJSXl4t1Gt8uLy/XKzNWpzkMYCJqNUdeemgQGRmJ1NRUlJSUYNq0aZg1axays7OhVCqRmZkJmUwGpVIJhUKBgIAAbNy4EXK5HHK53KQ6zeHJeCyEs2ByNVKFb0REBHbvTgHgb+I90vDtty/zZDzOzBlmAkSm4ni3DAawBXFQkivgOLccBrCFcXASkakYwFbAECZnxbFtWQxgIjIJw9fyGMBWwsFKzoTj2ToYwFbEQUvOgOPYehjAVsbBS46M49e6GMA2wEFMjojj1voYwDbCwUyOhOPVNhjANsRBTY6A49R2JD8Zj1arxerVq+Ht7Y2RI0di1KhR4rbY2FjIZDLU1NSgR48eSE9Px+jRo9GvXz8MHjwYiYmJEva8dXj2NLJnDF/bkjyAs7OzERkZiaFDh+Kll17SCeDU1FQoFAp88skn4vk6+/TpgxEjRqB///5SdbnNGMJkjxi+tmfTAD579ixSUlJ0ynx8fODn5wc3NzfcuXNHZ1vDuTR/+eUXTJ8+HQCwcuVKeHt7Y+LEiRg+fDg6dOigc5+srCxkZWUBgHiOT3vUMNgZxGQPGL7SsGkADxw4ENu3b9cpS0tLQ1lZGYKCguDl5aV3n8OHD4uzYo1GA3d3dwCAu7s7qqur9QK48ZnuQ0NDrbAXlsXZMEmJwSstyT+Ei42NxdatW5Geno758+cDAGbOnClu/+abbzB27FgAwK1bt7Bs2TKsW7cOISEh6NKliwQ9tjweBCQFjjvp8YTsdoQzYbIVRw5fnpCdrMKRDwpyHBxn9oMBbGcE4Q0eIGQ1HFv2hQFsp3igkCXxjd0+MYDtGA8YsgSOI/vFALZznLlQW3Ds2DcGsIPggUTm4Bu3Y2AAOxAeUGQKjhPHIfm5IMg8/AkzGcPgdTycATso/olJjXEsOCYGsIPjgefa+Ebs2LgE4QS4LOF6GLrOgTNgJ8LZkGvga+w8OAN2QpwROycGr/NhADsxnmvYOTB4rauyshKpqakICgqCv78/pk6dCgA4f/48cnNzIZPJEBUVheDgYKSlpUEul0Or1SI5OdmkOs3hEoST47KE4+JrZxvbtm1DWFgYEhISkJOTI5ZnZGQgMTERCQkJyMjIgFqthlarRUxMDIqKiqDRaEyq0xzOgF0ElyUcB0O3ebt3XwGQDSDQxHt8j2++8UdSUpJY0vjKOWq1WrzmZFVVlVhHo9HA19dXrNP4tq+vLzQajUl1AgON95MB7GIaH9wMY/vC4DWNSvUxQkP/H4CXTaitBVCFtLQ0vPXWWwZrKBQK8fqRHh4eYnlgYCDKy8vFOo1vl5eX65UZq9McXhGDGMQSYui2jkw2CMAQAP1aqLkZKlUuQkJCjNZougb81VdfITs7GxcuXLD6GjADmEQMYtth8LbNlStX0KfP0wBiYfyjrEsAfoIgnLFdx8zEJQgScXnCuhi6ltO7d28AQQDOoH4m3FQdgG9x+fJ3NuyV+RjAZBDD2DIYutZz40Y+unV7FMDjADo02foTgF6/B7X9YgBTixjG5mHo2oaPjw+AwQC+BzCq0ZZ7AL7HjRv/lqRf5mAAk1kYxoYxdKVRXb0TnTr1BjAUgOfvpd8DGPJ7QNs3BjC1WtPQcaVAZuDah44dOwIYCeAggBcA3AFwHtXVV6TslskYwGQxhkLJWUKZgWu/Hjz4Am5uvQFcR/3s9+nfg9n+MYDJqhwtlBm0jqddu3Y4cOAThIf/FYCAurrjUnfJZAxgsrmWQs7aAc2QdT7PPPMMADm+++49yGQyqbtjMqf+IYaXlxeCg4Nt3m5ZWRn8/Pxs3q6UbXOfnb9dKduuqqrCuXPnbN6utTn1DDg4OFiSX8JJ+Qs8qdrmPjt/u1K2HRoaavM2bYGnoyQikggDmIhIIk4dwA3n+3SVdqVsm/vs/O1K2baU+2xNTv0hHBGRPXPqGTARkT1jAJPdqq2txVtvvSXJn59Ste1q7Rpq+9SpUwgNDW3xemrOwOG/hnbu3Dn8z//8DwYMGAAvLy/85S9/AWDaFU2t0W56ejp8fHxw7tw5zJ07F8HBwZgyZQq6du0KuVyOpUvb9iMDY+1u2rQJhw4dAgDEx8cjJCTEovvbXNuvvvoqbty4AQCorq7G5s2bLbLPd+/exbhx4/Dhhx8CAD7//HOUlZVBrVYjNTVV5/IxplypwBptX7lyBWvWrMEjjzyCoqIiLF261OBrYY19bvoct2WfzdnfuXPnIjAwEGfPnsWGDRugUqlavb+G2u7atSsGDhxosK6lX2fJCQ4uIyND+PLLLwVBEIQ//vGPYnlsbKxQWloqlJaWCnPmzBGuXr0q/O1vfxMEQRD+9re/CWq12irtajQaQRAEYfv27UJmZqYgCIKQmJgobNq0SdixY0eb2myu3U2bNgnr168XMjMzhevXr1t8f5tr++rVq4IgCMKBAweEvXv3CoJguX2+fPmyEBsbKwiCIEycOFEQBEH44osvhJycHJ32m+5r09ffWm1XVFQIv/32myAIgvDss88KgqD/WlijXUHQf47bus+mtFtZWSmUlZUJgiAIr7/+uiAIbd/fpm0LgiDMmDFDb8xa63WWksPPgGNiYvDxxx+jrKwMd+7cEcvberXS1rYrl8sBAMePHxevwrps2TJ4e3tj9uzZCAkJEetYst1JkyahS5cuKCwsREpKCqZPn27R/W2u7YYLD+7btw9vvvkmAMvuc4Pq6moAgJ+fH77//nux3JSr1Vqr7S5dugAAfv75Z7z44osA9F+Lf/7znxZvF9B/ji25z8ba9fDwgIeHB86cOYNBgwYBsOz+NscWr7OtOfwasEwmw6xZs/DXv/5VJ2Aark5q6OqlplyttLXtCoKADz74AHPnzsXdu3dRUVEhXnHV29sbN2/etEq7ly5dgkwmQ/fu3VFaWmrx/W2ubaD+T9OGqw9Yep8bdOrUCUD9z2GDgoLE8uauVmupfTfWNlC/3PXDDz9g8uTJqK2t1XstrNGuoefYkvvc3P4CwL/+9S/8+c9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2HIwAAoO0cPnyZV29elWS9MUXX2jdunXuDsKI4I8dkRYaGhp07NgxFRUVqaCgQPPnz3d7EkYA3yIhLTQ1Nem1117jm6MxhkskpIWffvpJTz75pNszMMK4REJa6O7u1sSJE92egRFGYACY4RIJgBkCA8AMgQFghsAAMENgAJghMADM/D9qoRG/CawBBQAAAABJRU5ErkJggg==", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_1d(eq, \"p\")\n", "plot_1d(eq, \"iota\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -473,7 +329,6 @@ }, "tags": [] }, - "outputs": [], "source": [ "surface_3D = FourierRZToroidalSurface(\n", " R_lmn=np.array([10, -1, -0.3, 0.3]), # boundary coefficients\n", @@ -484,7 +339,8 @@ " modes_Z=np.array([[-1, 0], [-1, 1], [1, -1]]),\n", " NFP=5, # number of (toroidal) field periods\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -508,11 +364,11 @@ }, "tags": [] }, - "outputs": [], "source": [ "eq.change_resolution(L=10, M=10, N=6, L_grid=20, M_grid=20, N_grid=12)\n", "surface_3D.change_resolution(eq.L, eq.M, eq.N)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -534,11 +390,11 @@ }, "tags": [] }, - "outputs": [], "source": [ "objective = ObjectiveFunction(ForceBalance(eq=eq))\n", "constraints = get_fixed_boundary_constraints(eq=eq)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -560,39 +416,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 1.75 sec\n", - "Timer: Objective build = 4.89 sec\n", - "Perturbing Rb_lmn, Zb_lmn\n", - "Factorizing linear constraints\n", - "Timer: linear constraint factorize = 2.70 sec\n", - "Computing df\n", - "Timer: df computation = 16.0 sec\n", - "Factoring df\n", - "Timer: df/dx factorization = 993 ms\n", - "Computing d^2f\n", - "Timer: d^2f computation = 11.7 sec\n", - "||dx||/||x|| = 3.775e-02\n", - "Timer: Total perturbation = 35.3 sec\n" - ] - }, - { - "data": { - "text/plain": [ - "Equilibrium at 0x7f17b152f4c0 (L=10, M=10, N=6, NFP=5, sym=True, spectral_indexing=ansi)" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], "source": [ "eq.perturb(\n", " deltas={\n", @@ -604,7 +427,8 @@ " order=2, # use a 2nd-order Taylor expansion\n", " verbose=2, # display timing data\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -626,39 +450,11 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "image/png": 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -715,71 +500,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Timer: Linear constraint projection build = 1.97 sec\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 2.27 sec\n", - "Timer: Jacobian compilation time = 7.66 sec\n", - "Timer: Total compilation time = 9.94 sec\n", - "Number of parameters: 1011\n", - "Number of objectives: 6050\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 7.428e-02 1.445e+01 \n", - " 1 2 2.140e-03 7.214e-02 1.291e-01 3.965e+00 \n", - " 2 3 1.398e-04 2.001e-03 1.116e-01 6.969e-01 \n", - " 3 4 3.443e-05 1.053e-04 8.128e-02 2.881e-01 \n", - " 4 5 2.015e-05 1.428e-05 1.067e-01 1.408e-01 \n", - " 5 6 1.059e-06 1.909e-05 6.011e-02 2.870e-02 \n", - " 6 7 7.184e-08 9.876e-07 3.398e-02 8.516e-03 \n", - " 7 8 2.418e-09 6.942e-08 8.535e-03 2.212e-03 \n", - " 8 9 1.255e-09 1.163e-09 5.051e-03 1.615e-03 \n", - " 9 10 2.899e-10 9.647e-10 3.426e-03 8.323e-04 \n", - " 10 11 1.524e-11 2.746e-10 1.662e-03 2.486e-04 \n", - " 11 12 6.143e-12 9.095e-12 1.346e-03 1.586e-04 \n", - "Optimization terminated successfully.\n", - "`xtol` condition satisfied.\n", - " Current function value: 6.143e-12\n", - " Total delta_x: 3.355e-01\n", - " Iterations: 11\n", - " Function evaluations: 12\n", - " Jacobian evaluations: 12\n", - "Timer: Solution time = 1.31 min\n", - "Timer: Avg time per step = 6.57 sec\n", - "Start of solver\n", - "Total (sum of squares): 7.428e-02, \n", - "Maximum absolute Force error: 3.724e+06 (N)\n", - "Minimum absolute Force error: 1.109e+00 (N)\n", - "Average absolute Force error: 5.825e+04 (N)\n", - "Maximum absolute Force error: 2.340e-01 (normalized)\n", - "Minimum absolute Force error: 6.967e-08 (normalized)\n", - "Average absolute Force error: 3.660e-03 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "End of solver\n", - "Total (sum of squares): 6.143e-12, \n", - "Maximum absolute Force error: 2.730e+01 (N)\n", - "Minimum absolute Force error: 2.219e-05 (N)\n", - "Average absolute Force error: 5.460e-01 (N)\n", - "Maximum absolute Force error: 1.715e-06 (normalized)\n", - "Minimum absolute Force error: 1.394e-12 (normalized)\n", - "Average absolute Force error: 3.430e-08 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n" - ] - } - ], "source": [ "eq, solver_outputs = eq.solve(\n", " objective=objective, # solve JxB-grad(p)=0\n", @@ -791,7 +511,8 @@ " maxiter=20, # maximum number of iterations\n", " verbose=3, # display output at each iteration\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -812,61 +533,13 @@ "name": "#%%\n" } }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "image/png": 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", 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", 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_surfaces(eq)\n", "plot_1d(eq, \"iota\")\n", "plot_section(eq, \"|J|\", log=True)\n", "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -898,13 +571,13 @@ "name": "#%%\n" } }, - "outputs": [], "source": [ "from desc.objectives import ForceBalance\n", "\n", "objective = ObjectiveFunction(ForceBalance(eq=eq))\n", "constraints = get_fixed_boundary_constraints(eq=eq, profiles=True)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -925,13 +598,13 @@ "name": "#%%\n" } }, - "outputs": [], "source": [ "from desc.profiles import PowerSeriesProfile\n", "\n", "pressure = PowerSeriesProfile([2000, 0, -4000, 0, 2000])\n", "pressure.change_resolution(eq.L)" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -941,39 +614,6 @@ "name": "#%%\n" } }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 234 ms\n", - "Timer: Objective build = 561 ms\n", - "Perturbing p_l\n", - "Factorizing linear constraints\n", - "Timer: linear constraint factorize = 1.79 sec\n", - "Computing df\n", - "Timer: df computation = 15.7 sec\n", - "Factoring df\n", - "Timer: df/dx factorization = 892 ms\n", - "Computing d^2f\n", - "Timer: d^2f computation = 11.6 sec\n", - "||dx||/||x|| = 6.325e-02\n", - "Timer: Total perturbation = 32.2 sec\n" - ] - }, - { - "data": { - "text/plain": [ - "Equilibrium at 0x7f17b152f4c0 (L=10, M=10, N=6, NFP=5, sym=True, spectral_indexing=ansi)" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - } - ], "source": [ "eq.perturb(\n", " deltas={\"p_l\": pressure.params - eq.p_l}, # change in the pressure coefficients\n", @@ -982,7 +622,8 @@ " order=2, # use a 2nd-order Taylor expansion\n", " verbose=2, # display timing data\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -1003,50 +644,12 @@ "name": "#%%\n" } }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_surfaces(eq)\n", "plot_1d(eq, \"p\")\n", "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -1056,71 +659,6 @@ "name": "#%%\n" } }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Timer: Linear constraint projection build = 641 ms\n", - "Compiling objective function and derivatives: ['force']\n", - "Timer: Objective compilation time = 2.26 sec\n", - "Timer: Jacobian compilation time = 7.83 sec\n", - "Timer: Total compilation time = 10.1 sec\n", - "Number of parameters: 1011\n", - "Number of objectives: 6050\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 1.176e-01 4.329e+01 \n", - " 1 2 1.336e-03 1.162e-01 9.653e-02 8.839e+00 \n", - " 2 3 6.489e-04 6.876e-04 1.147e-01 3.173e+00 \n", - " 3 5 2.238e-04 4.251e-04 5.974e-02 4.057e+00 \n", - " 4 6 2.832e-05 1.955e-04 6.178e-02 7.364e-01 \n", - " 5 8 7.778e-06 2.054e-05 2.607e-02 4.198e-01 \n", - " 6 9 2.482e-06 5.296e-06 3.159e-02 2.647e-01 \n", - " 7 10 1.490e-06 9.920e-07 2.960e-02 1.102e-01 \n", - " 8 12 1.962e-07 1.294e-06 8.119e-03 8.609e-03 \n", - " 9 14 1.826e-07 1.365e-08 3.852e-03 2.700e-03 \n", - " 10 16 1.803e-07 2.301e-09 1.943e-03 5.940e-04 \n", - " 11 17 1.790e-07 1.260e-09 3.845e-03 2.154e-03 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 1.790e-07\n", - " Total delta_x: 2.175e-01\n", - " Iterations: 11\n", - " Function evaluations: 17\n", - " Jacobian evaluations: 12\n", - "Timer: Solution time = 48.9 sec\n", - "Timer: Avg time per step = 4.08 sec\n", - "Start of solver\n", - "Total (sum of squares): 1.176e-01, \n", - "Maximum absolute Force error: 1.005e+06 (N)\n", - "Minimum absolute Force error: 4.798e+00 (N)\n", - "Average absolute Force error: 5.618e+04 (N)\n", - "Maximum absolute Force error: 1.092e-01 (normalized)\n", - "Minimum absolute Force error: 5.213e-07 (normalized)\n", - "Average absolute Force error: 6.104e-03 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "End of solver\n", - "Total (sum of squares): 1.790e-07, \n", - "Maximum absolute Force error: 4.771e+02 (N)\n", - "Minimum absolute Force error: 2.019e-02 (N)\n", - "Average absolute Force error: 7.029e+01 (N)\n", - "Maximum absolute Force error: 5.184e-05 (normalized)\n", - "Minimum absolute Force error: 2.194e-09 (normalized)\n", - "Average absolute Force error: 7.638e-06 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n" - ] - } - ], "source": [ "eq, solver_outputs = eq.solve(\n", " objective=objective, # solve JxB-grad(p)=0\n", @@ -1132,7 +670,8 @@ " maxiter=75, # maximum number of iterations\n", " verbose=3, # display output at each iteration\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -1154,21 +693,10 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ] + ], + "outputs": [] } ], "metadata": { diff --git a/docs/notebooks/tutorials/omnigenity.ipynb b/docs/notebooks/tutorials/omnigenity.ipynb index 061d17d233..dc00d8756d 100644 --- a/docs/notebooks/tutorials/omnigenity.ipynb +++ b/docs/notebooks/tutorials/omnigenity.ipynb @@ -34,14 +34,14 @@ }, "tags": [] }, - "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -65,11 +65,11 @@ }, "tags": [] }, - "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -81,24 +81,6 @@ }, "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "DESC version 0.10.4+1069.g4a9334fbc.dirty,using JAX backend, jax version=0.4.11, jaxlib version=0.4.11, dtype=float64\n", - "Using device: CPU, with 11.03 GB available memory\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/jaxtyping/__init__.py:221: UserWarning: jaxtyping version >=0.2.23 should be used with Equinox version >=0.11.1\n", - " warnings.warn(\n" - ] - } - ], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", @@ -125,7 +107,8 @@ "from desc.plotting import plot_boozer_surface, plot_boundaries\n", "\n", "plt.rcParams[\"font.size\"] = 14" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -147,7 +130,6 @@ "metadata": { "tags": [] }, - "outputs": [], "source": [ "surf = FourierRZToroidalSurface.from_qp_model(\n", " major_radius=1,\n", @@ -161,7 +143,8 @@ "# this value of Psi gives an average |B| on axis of about 1 T\n", "# the Equilibrium class defaults to vacuum pressure and current profiles\n", "eq = Equilibrium(Psi=3e-2, M=4, N=4, surface=surf)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -182,79 +165,10 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 1.78 sec\n", - "Timer: Objective build = 2.99 sec\n", - "Building objective: lcfs R\n", - "Building objective: lcfs Z\n", - "Building objective: fixed-Psi\n", - "Building objective: fixed-pressure\n", - "Building objective: fixed-current\n", - "Building objective: self_consistency R\n", - "Building objective: self_consistency Z\n", - "Building objective: lambda gauge\n", - "Building objective: axis R self consistency\n", - "Building objective: axis Z self consistency\n", - "Timer: Objective build = 3.65 sec\n", - "Timer: Linear constraint projection build = 1.61 sec\n", - "Number of parameters: 120\n", - "Number of objectives: 850\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 1.043e-01 4.108e+01 \n", - " 1 2 2.850e-03 1.014e-01 1.372e-01 1.723e+01 \n", - " 2 3 5.358e-05 2.797e-03 6.424e-02 1.375e+00 \n", - " 3 4 1.835e-05 3.524e-05 5.304e-02 1.697e-01 \n", - " 4 5 1.632e-05 2.021e-06 1.809e-02 2.100e-02 \n", - " 5 6 1.627e-05 5.057e-08 1.944e-02 5.184e-02 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 1.627e-05\n", - " Total delta_x: 1.421e-01\n", - " Iterations: 5\n", - " Function evaluations: 6\n", - " Jacobian evaluations: 6\n", - "Timer: Solution time = 6.82 sec\n", - "Timer: Avg time per step = 1.13 sec\n", - "Start of solver\n", - "Total (sum of squares): 1.043e-01, \n", - "Maximum absolute Force error: 4.672e+04 (N)\n", - "Minimum absolute Force error: 3.799e+00 (N)\n", - "Average absolute Force error: 4.703e+03 (N)\n", - "Maximum absolute Force error: 6.138e-02 (normalized)\n", - "Minimum absolute Force error: 4.991e-06 (normalized)\n", - "Average absolute Force error: 6.178e-03 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "End of solver\n", - "Total (sum of squares): 1.627e-05, \n", - "Maximum absolute Force error: 6.159e+02 (N)\n", - "Minimum absolute Force error: 2.030e-01 (N)\n", - "Average absolute Force error: 5.960e+01 (N)\n", - "Maximum absolute Force error: 8.092e-04 (normalized)\n", - "Minimum absolute Force error: 2.667e-07 (normalized)\n", - "Average absolute Force error: 7.831e-05 (normalized)\n", - "R boundary error: 6.939e-18 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n" - ] - } - ], "source": [ "eq, _ = eq.solve(objective=\"force\", verbose=3)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -273,41 +187,11 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "eq0 = eq.copy()\n", "plot_boozer_surface(eq0, fieldlines=4) # defaults to the rho=1 surface" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -345,7 +229,6 @@ "metadata": { "tags": [] }, - "outputs": [], "source": [ "field = OmnigenousField(\n", " L_B=1, # radial resolution of B_lm parameters\n", @@ -362,7 +245,8 @@ " ] # the next M_well coefficients are the L_B=1 spline knots, etc.\n", " ).flatten(),\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -378,36 +262,6 @@ "execution_count": 8, "id": "2147920d-3714-47ef-b3e4-a50f5b53da21", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# plot initial target well |B|\n", "grid_well = LinearGrid(rho=[0.0], M=50)\n", @@ -427,7 +281,8 @@ "ax.set_xlabel(r\"$\\eta$\")\n", "ax.set_ylabel(\"|B|\")\n", "ax.legend(loc=\"upper center\")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -453,7 +308,6 @@ "metadata": { "tags": [] }, - "outputs": [], "source": [ "eq_half_grid = LinearGrid(rho=0.5, M=4 * eq.M, N=4 * eq.N, NFP=eq.NFP, sym=False)\n", "eq_lcfs_grid = LinearGrid(rho=1.0, M=4 * eq.M, N=4 * eq.N, NFP=eq.NFP, sym=False)\n", @@ -485,7 +339,8 @@ " ),\n", " )\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -512,7 +367,6 @@ "metadata": { "tags": [] }, - "outputs": [], "source": [ "def mirrorRatio(params):\n", " \"\"\"Custom linear function to constrain the mirror ratio on axis.\"\"\"\n", @@ -538,7 +392,8 @@ " # fix the mirror ratio on the magnetic axis\n", " LinearObjectiveFromUser(mirrorRatio, field, target=[0.8, 1.2]),\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -557,224 +412,13 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: major radius\n", - "Building objective: aspect ratio\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 59.7 ms\n", - "Building objective: omnigenity\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 567 ms\n", - "Building objective: omnigenity\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 66.2 ms\n", - "Timer: Objective build = 795 ms\n", - "Building objective: fixed-pressure\n", - "Building objective: fixed-current\n", - "Building objective: fixed-Psi\n", - "Building objective: fixed omnigenity B_max\n", - "Building objective: fixed omnigenity map\n", - "Building objective: custom linear\n", - "Building objective: self_consistency R\n", - "Building objective: self_consistency Z\n", - "Building objective: lambda gauge\n", - "Building objective: axis R self consistency\n", - "Building objective: axis Z self consistency\n", - "Timer: Objective build = 779 ms\n", - "Building objective: current density\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 84.0 ms\n", - "Timer: Objective build = 261 ms\n", - "Timer: Linear constraint projection build = 1.65 sec\n", - "Timer: Linear constraint projection build = 88.5 ms\n", - "Number of parameters: 211\n", - "Number of objectives: 258\n", - "Number of equality constraints: 1275\n", - "Number of inequality constraints: 0\n", - "Starting optimization\n", - "Using method: lsq-auglag\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality Constr viol. Penalty param max(|mltplr|) \n", - " 0 1 3.256e+01 1.475e+04 2.143e-02 1.000e+01 0.000e+00 \n", - " 1 2 3.153e+01 1.037e+00 9.907e-04 1.382e+04 2.287e-02 1.000e+01 0.000e+00 \n", - " 2 3 2.779e+01 3.741e+00 4.386e-03 1.061e+04 5.549e-02 1.000e+01 0.000e+00 \n", - " 3 4 1.810e+01 9.683e+00 2.541e-02 4.472e+03 1.385e-01 1.000e+01 0.000e+00 \n", - " 4 5 6.789e+00 1.131e+01 1.356e-01 1.434e+03 1.582e-01 1.000e+01 0.000e+00 \n", - " 5 6 1.679e+00 5.110e+00 1.541e-01 9.284e+02 9.832e-02 1.000e+01 0.000e+00 \n", - " 6 8 1.141e+00 5.381e-01 1.281e-01 1.429e+03 6.245e-02 1.000e+01 0.000e+00 \n", - " 7 10 7.641e-01 3.769e-01 8.749e-02 4.986e+02 6.297e-02 1.000e+01 0.000e+00 \n", - " 8 12 6.396e-01 1.244e-01 9.038e-02 1.397e+03 5.265e-02 1.000e+01 0.000e+00 \n", - " 9 13 5.337e-01 1.060e-01 7.602e-02 3.731e+02 3.530e-02 1.000e+01 0.000e+00 \n", - " 10 15 4.125e-01 1.211e-01 7.919e-02 2.077e+02 2.877e-02 1.000e+01 0.000e+00 \n", - " 11 17 3.494e-01 6.312e-02 5.712e-02 2.011e+02 2.656e-02 1.000e+01 0.000e+00 \n", - " 12 18 3.368e-01 1.258e-02 1.154e-01 1.634e+03 2.887e-02 1.000e+01 0.000e+00 \n", - " 13 19 1.547e-01 1.822e-01 3.043e-02 2.252e+02 2.152e-02 1.000e+01 0.000e+00 \n", - " 14 21 1.352e-01 1.949e-02 2.488e-02 7.064e+01 2.007e-02 1.000e+01 0.000e+00 \n", - " 15 23 1.192e-01 1.602e-02 2.433e-02 7.707e+01 1.928e-02 1.000e+01 0.000e+00 \n", - " 16 25 1.054e-01 1.373e-02 2.254e-02 6.183e+01 1.819e-02 1.000e+01 0.000e+00 \n", - " 17 27 9.370e-02 1.173e-02 2.376e-02 5.963e+01 1.719e-02 1.000e+01 0.000e+00 \n", - " 18 29 8.336e-02 1.034e-02 2.283e-02 5.346e+01 1.609e-02 1.000e+01 0.000e+00 \n", - " 19 31 7.452e-02 8.845e-03 2.290e-02 4.734e+01 1.489e-02 1.000e+01 0.000e+00 \n", - " 20 33 6.683e-02 7.693e-03 2.266e-02 4.097e+01 1.378e-02 1.000e+01 0.000e+00 \n", - " 21 35 6.018e-02 6.647e-03 2.300e-02 3.964e+01 1.329e-02 1.000e+01 0.000e+00 \n", - " 22 36 5.599e-02 4.191e-03 8.023e-02 3.972e+02 1.615e-02 1.000e+01 0.000e+00 \n", - " 23 37 3.813e-02 1.786e-02 2.208e-02 5.597e+01 1.227e-02 1.000e+01 0.000e+00 \n", - " 24 38 3.391e-02 4.221e-03 6.744e-02 3.674e+02 1.556e-02 1.000e+01 0.000e+00 \n", - " 25 39 2.600e-02 7.906e-03 1.665e-02 5.092e+01 1.079e-02 1.000e+01 0.000e+00 \n", - " 26 41 2.431e-02 1.696e-03 1.696e-02 2.782e+01 1.071e-02 1.000e+01 0.000e+00 \n", - " 27 43 2.268e-02 1.622e-03 1.488e-02 2.990e+01 1.059e-02 1.000e+01 0.000e+00 \n", - " 28 45 2.125e-02 1.433e-03 1.448e-02 2.618e+01 1.045e-02 1.000e+01 0.000e+00 \n", - " 29 47 1.997e-02 1.283e-03 1.393e-02 2.335e+01 1.030e-02 1.000e+01 0.000e+00 \n", - " 30 49 1.883e-02 1.137e-03 1.374e-02 2.334e+01 1.014e-02 1.000e+01 0.000e+00 \n", - " 31 51 1.782e-02 1.009e-03 1.362e-02 2.766e+01 9.978e-03 1.000e+01 0.000e+00 \n", - " 32 53 1.693e-02 8.936e-04 1.363e-02 3.202e+01 9.808e-03 1.000e+01 0.000e+00 \n", - " 33 55 1.613e-02 7.929e-04 1.368e-02 3.600e+01 9.634e-03 1.000e+01 0.000e+00 \n", - " 34 57 1.543e-02 7.073e-04 1.376e-02 3.923e+01 9.458e-03 1.000e+01 0.000e+00 \n", - " 35 59 1.479e-02 6.369e-04 1.384e-02 4.139e+01 9.280e-03 1.000e+01 0.000e+00 \n", - " 36 61 1.421e-02 5.805e-04 1.392e-02 4.382e+01 9.097e-03 1.000e+01 0.000e+00 \n", - " 37 63 1.367e-02 5.359e-04 1.400e-02 4.557e+01 8.910e-03 1.000e+01 0.000e+00 \n", - " 38 65 1.317e-02 5.009e-04 1.411e-02 4.634e+01 8.715e-03 1.000e+01 0.000e+00 \n", - " 39 67 1.270e-02 4.736e-04 1.426e-02 4.610e+01 8.508e-03 1.000e+01 0.000e+00 \n", - " 40 69 1.225e-02 4.519e-04 1.447e-02 4.481e+01 8.287e-03 1.000e+01 0.000e+00 \n", - " 41 71 1.181e-02 4.330e-04 1.473e-02 4.247e+01 8.044e-03 1.000e+01 0.000e+00 \n", - " 42 73 1.140e-02 4.132e-04 1.502e-02 3.920e+01 8.130e-03 1.000e+01 0.000e+00 \n", - " 43 75 1.101e-02 3.886e-04 1.531e-02 3.518e+01 8.206e-03 1.000e+01 0.000e+00 \n", - " 44 77 1.066e-02 3.568e-04 1.548e-02 3.059e+01 8.226e-03 1.000e+01 0.000e+00 \n", - " 45 79 1.034e-02 3.195e-04 1.543e-02 2.550e+01 8.186e-03 1.000e+01 0.000e+00 \n", - " 46 81 1.005e-02 2.823e-04 1.518e-02 1.995e+01 8.087e-03 1.000e+01 0.000e+00 \n", - " 47 83 9.802e-03 2.521e-04 1.494e-02 2.009e+01 7.938e-03 1.000e+01 0.000e+00 \n", - " 48 85 9.571e-03 2.310e-04 1.485e-02 2.268e+01 7.753e-03 1.000e+01 0.000e+00 \n", - " 49 87 9.359e-03 2.119e-04 1.484e-02 2.708e+01 7.555e-03 1.000e+01 0.000e+00 \n", - " 50 89 9.181e-03 1.783e-04 1.474e-02 3.621e+01 7.366e-03 1.000e+01 0.000e+00 \n", - " 51 90 9.044e-03 1.367e-04 1.456e-02 4.504e+01 7.202e-03 1.000e+01 0.000e+00 \n", - " 52 91 8.897e-03 1.474e-04 1.445e-02 4.873e+01 7.046e-03 1.000e+01 0.000e+00 \n", - " 53 92 8.669e-03 2.284e-04 1.442e-02 4.589e+01 6.846e-03 1.000e+01 0.000e+00 \n", - " 54 93 8.394e-03 2.747e-04 1.436e-02 4.209e+01 6.580e-03 1.000e+01 0.000e+00 \n", - " 55 94 8.148e-03 2.455e-04 1.423e-02 4.347e+01 6.292e-03 1.000e+01 0.000e+00 \n", - " 56 95 7.915e-03 2.338e-04 1.395e-02 4.362e+01 6.378e-03 1.000e+01 0.000e+00 \n", - " 57 96 7.678e-03 2.368e-04 1.333e-02 4.033e+01 6.491e-03 1.000e+01 0.000e+00 \n", - " 58 98 7.456e-03 2.215e-04 1.241e-02 3.512e+01 6.541e-03 1.000e+01 0.000e+00 \n", - " 59 100 7.263e-03 1.932e-04 1.148e-02 2.985e+01 6.525e-03 1.000e+01 0.000e+00 \n", - " 60 102 7.095e-03 1.685e-04 1.072e-02 2.553e+01 6.476e-03 1.000e+01 0.000e+00 \n", - " 61 104 6.941e-03 1.535e-04 1.013e-02 2.211e+01 6.420e-03 1.000e+01 0.000e+00 \n", - " 62 106 6.797e-03 1.442e-04 9.663e-03 1.929e+01 6.362e-03 1.000e+01 0.000e+00 \n", - " 63 108 6.660e-03 1.371e-04 9.265e-03 1.676e+01 6.301e-03 1.000e+01 0.000e+00 \n", - " 64 110 6.529e-03 1.310e-04 8.918e-03 1.426e+01 6.238e-03 1.000e+01 0.000e+00 \n", - " 65 112 6.403e-03 1.257e-04 8.609e-03 1.174e+01 6.176e-03 1.000e+01 0.000e+00 \n", - " 66 114 6.282e-03 1.209e-04 8.332e-03 9.232e+00 6.115e-03 1.000e+01 0.000e+00 \n", - " 67 116 6.166e-03 1.167e-04 8.083e-03 6.917e+00 6.057e-03 1.000e+01 0.000e+00 \n", - " 68 117 6.063e-03 1.023e-04 2.519e-02 4.373e+01 5.776e-03 1.000e+01 0.000e+00 \n", - " 69 118 5.622e-03 4.410e-04 7.956e-03 6.986e+00 5.777e-03 1.000e+01 0.000e+00 \n", - " 70 120 5.517e-03 1.053e-04 8.047e-03 7.558e+00 5.758e-03 1.000e+01 0.000e+00 \n", - " 71 122 5.429e-03 8.832e-05 7.594e-03 6.763e+00 5.717e-03 1.000e+01 0.000e+00 \n", - " 72 124 5.335e-03 9.378e-05 7.595e-03 6.796e+00 5.676e-03 1.000e+01 0.000e+00 \n", - " 73 126 5.248e-03 8.635e-05 7.315e-03 7.292e+00 5.622e-03 1.000e+01 0.000e+00 \n", - " 74 128 5.165e-03 8.371e-05 7.059e-03 7.938e+00 5.566e-03 1.000e+01 0.000e+00 \n", - " 75 130 5.086e-03 7.884e-05 6.788e-03 8.856e+00 5.500e-03 1.000e+01 0.000e+00 \n", - " 76 132 5.011e-03 7.480e-05 6.625e-03 1.025e+01 5.430e-03 1.000e+01 0.000e+00 \n", - " 77 134 4.940e-03 7.151e-05 6.566e-03 1.124e+01 5.354e-03 1.000e+01 0.000e+00 \n", - " 78 136 4.871e-03 6.829e-05 6.604e-03 1.211e+01 5.276e-03 1.000e+01 0.000e+00 \n", - " 79 138 4.806e-03 6.583e-05 6.699e-03 1.253e+01 5.194e-03 1.000e+01 0.000e+00 \n", - " 80 140 4.742e-03 6.325e-05 6.818e-03 1.272e+01 5.110e-03 1.000e+01 0.000e+00 \n", - " 81 142 4.681e-03 6.098e-05 6.941e-03 1.338e+01 5.023e-03 1.000e+01 0.000e+00 \n", - " 82 144 4.623e-03 5.867e-05 7.061e-03 1.416e+01 4.934e-03 1.000e+01 0.000e+00 \n", - " 83 146 4.566e-03 5.650e-05 7.185e-03 1.509e+01 4.842e-03 1.000e+01 0.000e+00 \n", - " 84 148 4.512e-03 5.439e-05 7.332e-03 1.631e+01 4.746e-03 1.000e+01 0.000e+00 \n", - " 85 150 4.459e-03 5.231e-05 7.526e-03 1.806e+01 4.646e-03 1.000e+01 0.000e+00 \n", - " 86 151 4.409e-03 4.996e-05 7.807e-03 2.071e+01 4.540e-03 1.000e+01 0.000e+00 \n", - " 87 152 4.363e-03 4.650e-05 8.246e-03 2.500e+01 4.426e-03 1.000e+01 0.000e+00 \n", - " 88 153 4.323e-03 3.949e-05 9.002e-03 3.217e+01 4.297e-03 1.000e+01 0.000e+00 \n", - " 89 154 4.230e-03 9.383e-05 4.685e-03 6.640e+00 4.242e-03 1.000e+01 0.000e+00 \n", - " 90 156 4.206e-03 2.331e-05 5.468e-03 7.071e+00 4.292e-03 1.000e+01 0.000e+00 \n", - " 91 158 4.179e-03 2.714e-05 6.067e-03 7.628e+00 4.358e-03 1.000e+01 0.000e+00 \n", - " 92 160 4.153e-03 2.614e-05 6.467e-03 7.587e+00 4.440e-03 1.000e+01 0.000e+00 \n", - " 93 162 4.128e-03 2.524e-05 6.371e-03 7.179e+00 4.512e-03 1.000e+01 0.000e+00 \n", - " 94 164 4.104e-03 2.337e-05 5.866e-03 6.305e+00 4.553e-03 1.000e+01 0.000e+00 \n", - " 95 166 4.082e-03 2.237e-05 5.291e-03 5.277e+00 4.564e-03 1.000e+01 0.000e+00 \n", - " 96 168 4.060e-03 2.234e-05 4.842e-03 4.324e+00 4.550e-03 1.000e+01 0.000e+00 \n", - " 97 170 4.037e-03 2.262e-05 4.549e-03 3.549e+00 4.517e-03 1.000e+01 0.000e+00 \n", - " 98 172 4.014e-03 2.290e-05 4.377e-03 2.928e+00 4.474e-03 1.000e+01 0.000e+00 \n", - " 99 174 3.991e-03 2.320e-05 4.293e-03 2.437e+00 4.424e-03 1.000e+01 0.000e+00 \n", - " 100 176 3.967e-03 2.359e-05 4.274e-03 2.053e+00 4.369e-03 1.000e+01 0.000e+00 \n", - "Warning: Maximum number of iterations has been exceeded.\n", - " Current function value: 3.967e-03\n", - " Constraint violation: 4.369e-03\n", - " Total delta_x: 6.815e-01\n", - " Iterations: 100\n", - " Function evaluations: 176\n", - " Jacobian evaluations: 100\n", - "Timer: Solution time = 1.47 min\n", - "Timer: Avg time per step = 878 ms\n", - "Start of solver\n", - "Total (sum of squares): 3.256e+01, \n", - "GenericObjective value: 9.999e-01 (m)\n", - "GenericObjective value: -1.493e-04 (normalized error)\n", - "Aspect ratio: 9.973e+00 (dimensionless)\n", - "Maximum absolute Omnigenity error: 2.009e-01 (T)\n", - "Minimum absolute Omnigenity error: 3.144e-03 (T)\n", - "Average absolute Omnigenity error: 8.289e-02 (T)\n", - "Maximum absolute Omnigenity error: 2.009e-01 (normalized)\n", - "Minimum absolute Omnigenity error: 3.144e-03 (normalized)\n", - "Average absolute Omnigenity error: 8.289e-02 (normalized)\n", - "Maximum absolute Omnigenity error: 4.613e-01 (T)\n", - "Minimum absolute Omnigenity error: 1.207e-02 (T)\n", - "Average absolute Omnigenity error: 1.420e-01 (T)\n", - "Maximum absolute Omnigenity error: 4.613e-01 (normalized)\n", - "Minimum absolute Omnigenity error: 1.207e-02 (normalized)\n", - "Average absolute Omnigenity error: 1.420e-01 (normalized)\n", - "Maximum absolute Current density: 1.149e+04 (A*m)\n", - "Minimum absolute Current density: 3.072e+00 (A*m)\n", - "Average absolute Current density: 9.327e+02 (A*m)\n", - "Maximum absolute Current density: 6.593e-03 (normalized)\n", - "Minimum absolute Current density: 1.763e-06 (normalized)\n", - "Average absolute Current density: 5.354e-04 (normalized)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed omnigenity B_max error: 0.000e+00 (rad)\n", - "Fixed omnigenity map error: 0.000e+00 (rad)\n", - "Custom linear Objective value: 0.000e+00(Unknown)\n", - "End of solver\n", - "Total (sum of squares): 3.967e-03, \n", - "GenericObjective value: 1.023e+00 (m)\n", - "GenericObjective value: 2.266e-02 (normalized error)\n", - "Aspect ratio: 9.779e+00 (dimensionless)\n", - "Maximum absolute Omnigenity error: 4.628e-03 (T)\n", - "Minimum absolute Omnigenity error: 6.075e-06 (T)\n", - "Average absolute Omnigenity error: 1.614e-03 (T)\n", - "Maximum absolute Omnigenity error: 4.628e-03 (normalized)\n", - "Minimum absolute Omnigenity error: 6.075e-06 (normalized)\n", - "Average absolute Omnigenity error: 1.614e-03 (normalized)\n", - "Maximum absolute Omnigenity error: 3.188e-03 (T)\n", - "Minimum absolute Omnigenity error: 2.929e-05 (T)\n", - "Average absolute Omnigenity error: 7.248e-04 (T)\n", - "Maximum absolute Omnigenity error: 3.188e-03 (normalized)\n", - "Minimum absolute Omnigenity error: 2.929e-05 (normalized)\n", - "Average absolute Omnigenity error: 7.248e-04 (normalized)\n", - "Maximum absolute Current density: 1.203e+04 (A*m)\n", - "Minimum absolute Current density: 5.637e-01 (A*m)\n", - "Average absolute Current density: 4.930e+02 (A*m)\n", - "Maximum absolute Current density: 6.907e-03 (normalized)\n", - "Minimum absolute Current density: 3.236e-07 (normalized)\n", - "Average absolute Current density: 2.830e-04 (normalized)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed omnigenity B_max error: 0.000e+00 (rad)\n", - "Fixed omnigenity map error: 0.000e+00 (rad)\n", - "Custom linear Objective value: 3.140e-16(Unknown)\n" - ] - } - ], "source": [ "optimizer = Optimizer(\"lsq-auglag\")\n", "(eq, field), _ = optimizer.optimize(\n", " (eq, field), objective, constraints, maxiter=100, verbose=3\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -790,77 +434,10 @@ "execution_count": 12, "id": "89a8472d", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Building objective: force\n", - "Precomputing transforms\n", - "Timer: Precomputing transforms = 115 ms\n", - "Timer: Objective build = 304 ms\n", - "Building objective: lcfs R\n", - "Building objective: lcfs Z\n", - "Building objective: fixed-Psi\n", - "Building objective: fixed-pressure\n", - "Building objective: fixed-current\n", - "Building objective: self_consistency R\n", - "Building objective: self_consistency Z\n", - "Building objective: lambda gauge\n", - "Building objective: axis R self consistency\n", - "Building objective: axis Z self consistency\n", - "Timer: Objective build = 898 ms\n", - "Timer: Linear constraint projection build = 1.06 sec\n", - "Number of parameters: 120\n", - "Number of objectives: 850\n", - "Starting optimization\n", - "Using method: lsq-exact\n", - " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", - " 0 1 2.032e-05 2.827e-01 \n", - " 1 2 8.473e-06 1.185e-05 3.102e-02 1.069e-01 \n", - " 2 3 8.278e-06 1.949e-07 3.186e-03 2.764e-03 \n", - " 3 4 8.278e-06 3.635e-10 9.147e-04 1.453e-04 \n", - "Optimization terminated successfully.\n", - "`ftol` condition satisfied.\n", - " Current function value: 8.278e-06\n", - " Total delta_x: 3.211e-02\n", - " Iterations: 3\n", - " Function evaluations: 4\n", - " Jacobian evaluations: 4\n", - "Timer: Solution time = 6.02 sec\n", - "Timer: Avg time per step = 1.50 sec\n", - "Start of solver\n", - "Total (sum of squares): 2.032e-05, \n", - "Maximum absolute Force error: 1.187e+03 (N)\n", - "Minimum absolute Force error: 4.845e-02 (N)\n", - "Average absolute Force error: 6.262e+01 (N)\n", - "Maximum absolute Force error: 1.514e-03 (normalized)\n", - "Minimum absolute Force error: 6.177e-08 (normalized)\n", - "Average absolute Force error: 7.984e-05 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n", - "End of solver\n", - "Total (sum of squares): 8.278e-06, \n", - "Maximum absolute Force error: 7.519e+02 (N)\n", - "Minimum absolute Force error: 4.210e-02 (N)\n", - "Average absolute Force error: 4.333e+01 (N)\n", - "Maximum absolute Force error: 9.586e-04 (normalized)\n", - "Minimum absolute Force error: 5.368e-08 (normalized)\n", - "Average absolute Force error: 5.524e-05 (normalized)\n", - "R boundary error: 0.000e+00 (m)\n", - "Z boundary error: 0.000e+00 (m)\n", - "Fixed-Psi error: 0.000e+00 (Wb)\n", - "Fixed-pressure profile error: 0.000e+00 (Pa)\n", - "Fixed-current profile error: 0.000e+00 (A)\n" - ] - } - ], "source": [ "eq, _ = eq.solve(objective=\"force\", verbose=3)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -880,40 +457,10 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "plot_boozer_surface(eq, fieldlines=4) # defaults to the rho=1 surface" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -934,44 +481,14 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# compute the rotational transform at rho=1\n", "grid = LinearGrid(M=eq.M_grid, N=eq.N_grid, NFP=eq.NFP, sym=eq.sym)\n", "iota = eq.compute(\"iota\", grid=grid)[\"iota\"][0]\n", "\n", "plot_boozer_surface(field, iota=iota, fieldlines=4)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -989,40 +506,10 @@ "metadata": { "tags": [] }, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", - " fig.canvas.print_figure(bytes_io, **kw)\n" - ] - }, - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ "# plot final target well |B|\n", "data_optimal = field.compute(\"|B|\", grid=grid_well)\n", @@ -1086,15 +543,16 @@ "ax.set_xlabel(r\"$\\eta$\")\n", "ax.set_ylabel(\"|B|\")\n", "ax.legend(loc=\"upper center\")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": null, "id": "d088b7a2", "metadata": {}, - "outputs": [], - "source": [] + "source": [], + "outputs": [] } ], "metadata": { diff --git a/publications/panici2022/make_plots_Panici_2022.ipynb b/publications/panici2022/make_plots_Panici_2022.ipynb index 4ba527c8d7..3aaa4891e3 100644 --- a/publications/panici2022/make_plots_Panici_2022.ipynb +++ b/publications/panici2022/make_plots_Panici_2022.ipynb @@ -13,16 +13,6 @@ "execution_count": 1, "id": "34af547f-0492-48aa-92d3-4c7157318a89", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "DESC version 0.5.0, using JAX backend, jax version=0.2.25, jaxlib version=0.1.76, dtype=float64\n", - "Using device: CPU, with 24.22 GB available memory\n" - ] - } - ], "source": [ "\n", "from desc.equilibrium import EquilibriaFamily, Equilibrium\n", @@ -37,7 +27,8 @@ "plt.rcParams.update({'font.size': 22})\n", "xfontsize=18\n", "import pickle as p" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -52,7 +43,6 @@ "execution_count": 2, "id": "1bd20d28-31bc-45ed-933e-d4d1f716e102", "metadata": {}, - "outputs": [], "source": [ "def get_F_FSA(descfile, is_eq=False, use_p_FSA=False):\n", " \"\"\"is_eq is for if the file you give is only an Equilibrium, not an EquilibriaFamily\n", @@ -113,7 +103,8 @@ " return F_rhos_fsa / p_rhos_fsa, rho\n", " else:\n", " return F_rhos_fsa / p_V_avg, rho" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -128,20 +119,6 @@ "execution_count": 3, "id": "fcf55b01-d4e6-451f-a3a5-97fa02efaca7", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# compare FSA for different ns of VMEC with finite diff 2nd order with lambda on full mesh\n", "plt.figure()\n", @@ -160,7 +137,8 @@ "\n", "plt.legend(fontsize=12)\n", "plt.savefig(\"Figures/W7X_VMEC_FSA_ns_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -175,20 +153,6 @@ "execution_count": 4, "id": "2878aeba-d08e-4835-b39e-e7972b079928", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# compare FSA for different ns of VMEC with finite diff 2nd order with lambda on full mesh\n", "plt.figure()\n", @@ -208,7 +172,8 @@ "plt.legend(fontsize=12)\n", "# plt.savefig('Figures/W7X_VMEC_FSA_MN_conv.pdf',format='pdf')\n", "plt.savefig(\"Figures/W7X_VMEC_FSA_MN_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -223,20 +188,6 @@ "execution_count": 5, "id": "07584174-c119-4c44-a4c6-25c66b462156", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# compare FSA for different ns of VMEC with finite diff 2nd order with lambda on full mesh\n", "\n", @@ -317,7 +255,8 @@ "plt.legend(fontsize=12)\n", "# plt.savefig('Figures/W7X_VMEC_FSA_ftol_conv.pdf',format='pdf')\n", "plt.savefig(\"Figures/W7X_VMEC_FSA_ftol_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -332,120 +271,6 @@ "execution_count": 7, "id": "921a81c7-8648-4fc2-9e82-85026fb5cb6b", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "plt.figure()\n", "for MN in [12, 14, 16, 18, 20]:\n", @@ -473,7 +298,8 @@ "plt.legend(fontsize=12)\n", "# plt.savefig('Figures/W7X_DESC_FSA_MN_conv.pdf',format='pdf')\n", "plt.savefig(\"Figures/W7X_DESC_FSA_MN_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -488,99 +314,6 @@ "execution_count": 8, "id": "2de39ea5-eea6-4fca-b8f3-4d35daa7febb", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[0.01861037 0.06147554 0.12630518 0.20984297 0.307899 0.41555604\n", - " 0.52741561 0.6378686 0.74137646 0.83274899 0.90740478 0.96160186\n", - " 0.99263535]\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Getting p vol avg\n", - "Getting F\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "\n", "from desc.grid import ConcentricGrid\n", @@ -624,27 +357,14 @@ "\n", "\n", "\n" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 9, "id": "4fd14e76-e2c0-4068-aef2-26cf840323e4", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# Add plot insert showing the spike locations\n", "plt.close(\"all\")\n", @@ -728,7 +448,8 @@ "plt.savefig(\n", " \"Figures/W7X_VMEC DESC_FSA_with_blowup.pdf\", bbox_inches=\"tight\", pad_inches=0.1\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -751,7 +472,6 @@ "execution_count": 10, "id": "5f8fef0a-5f60-4299-bad6-6ae981fb9e1a", "metadata": {}, - "outputs": [], "source": [ "# define functions\n", "\n", @@ -810,224 +530,14 @@ " E = eq.compute(name=\"W\")\n", "\n", " return F_normalized, E" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 11, "id": "c66aebcc-e8db-438d-8693-f4445c22f075", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "here\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M14_N14_ansi_cpu1_compute_branch/W7X_M14_N14_ansi_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "14 14 ansi 10368.0 0.0029762519419092247\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M8_N8_fringe_cpu1_compute_branch/W7X_M8_N8_fringe_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8 8 fringe 598.8000000000001 0.06072838527006248\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M14_N14_fringe_cpu1_compute_branch/W7X_M14_N14_fringe_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "14 14 fringe 17280.0 0.003350115473865639\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M12_N12_fringe_cpu1_compute_branch/W7X_M12_N12_fringe_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "12 12 fringe 9936.0 0.012194768520399813\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M12_N12_ansi_cpu1_compute_branch/W7X_M12_N12_ansi_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "12 12 ansi 2472.0 0.013293831150314791\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M10_N10_fringe_cpu1_compute_branch/W7X_M10_N10_fringe_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "10 10 fringe 2166.0 0.03817117156422936\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M16_N16_fringe_cpu1_compute_branch/W7X_M16_N16_fringe_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "list index out of range\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M10_N10_ansi_cpu1_compute_branch/W7X_M10_N10_ansi_cpu1_compute_branch_output.h5\n", - "10 10 ansi 864.0 0.048108788981856124\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M16_N16_ansi_cpu1_compute_branch/W7X_M16_N16_ansi_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "16 16 ansi 23652.0 0.008549193963658473\n", - "here\n", - "7\n", - "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M8_N8_ansi_cpu1_compute_branch/W7X_M8_N8_ansi_cpu1_compute_branch_output.h5\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "8 8 ansi 376.8 0.08000300106005162\n" - ] - } - ], "source": [ "import pickle as p\n", "\n", @@ -1080,7 +590,8 @@ " \"wb\",\n", ") as f:\n", " p.dump(data_dict, f)" - ] + ], + "outputs": [] }, { "cell_type": "code", @@ -1089,7 +600,6 @@ "metadata": { "tags": [] }, - "outputs": [], "source": [ "# %pdb\n", "data_dict = {}\n", @@ -1136,14 +646,14 @@ " continue\n", " # if timing_file_exists:\n", " print(M, N, zern_pattern, t, F)" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 13, "id": "17b378bf-ac76-4e38-ba02-9d30868e8b27", "metadata": {}, - "outputs": [], "source": [ "# save as a pickle file\n", "with open(\n", @@ -1151,7 +661,8 @@ " \"wb\",\n", ") as f:\n", " p.dump(data_dict, f)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -1166,233 +677,6 @@ "execution_count": 14, "id": "31150e88-5cc2-4c11-b13e-4deb0a462632", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "dict_keys([])\n", - "KeyError('s128_M8_N8_f13_cpu1')\n", - "KeyError('s256_M8_N8_f13_cpu1')\n", - "KeyError('s512_M8_N8_f13_cpu1')\n", - "KeyError('s1024_M8_N8_f13_cpu1')\n", - "KeyError('s128_M8_N8_f14_cpu1')\n", - "KeyError('s256_M8_N8_f14_cpu1')\n", - "KeyError('s512_M8_N8_f14_cpu1')\n", - "KeyError('s1024_M8_N8_f14_cpu1')\n", - "KeyError('s128_M8_N8_f15_cpu1')\n", - "KeyError('s256_M8_N8_f15_cpu1')\n", - "KeyError('s512_M8_N8_f15_cpu1')\n", - "KeyError('s1024_M8_N8_f15_cpu1')\n", - "KeyError('s128_M8_N8_f16_cpu1')\n", - "KeyError('s256_M8_N8_f16_cpu1')\n", - "KeyError('s512_M8_N8_f16_cpu1')\n", - "KeyError('s1024_M8_N8_f16_cpu1')\n", - "KeyError('s128_M8_N8_f17_cpu1')\n", - "KeyError('s256_M8_N8_f17_cpu1')\n", - "KeyError('s512_M8_N8_f17_cpu1')\n", - "KeyError('s1024_M8_N8_f17_cpu1')\n", - "KeyError('s128_M8_N8_f18_cpu1')\n", - "KeyError('s256_M8_N8_f18_cpu1')\n", - "KeyError('s512_M8_N8_f18_cpu1')\n", - "KeyError('s1024_M8_N8_f18_cpu1')\n", - "KeyError('s128_M10_N10_f13_cpu1')\n", - "KeyError('s256_M10_N10_f13_cpu1')\n", - "KeyError('s512_M10_N10_f13_cpu1')\n", - "KeyError('s1024_M10_N10_f13_cpu1')\n", - "KeyError('s128_M10_N10_f14_cpu1')\n", - "KeyError('s256_M10_N10_f14_cpu1')\n", - "KeyError('s512_M10_N10_f14_cpu1')\n", - "KeyError('s1024_M10_N10_f14_cpu1')\n", - "KeyError('s128_M10_N10_f15_cpu1')\n", - "KeyError('s256_M10_N10_f15_cpu1')\n", - "KeyError('s512_M10_N10_f15_cpu1')\n", - "KeyError('s1024_M10_N10_f15_cpu1')\n", - "KeyError('s128_M10_N10_f16_cpu1')\n", - "KeyError('s256_M10_N10_f16_cpu1')\n", - "KeyError('s512_M10_N10_f16_cpu1')\n", - "KeyError('s1024_M10_N10_f16_cpu1')\n", - "KeyError('s128_M10_N10_f17_cpu1')\n", - "KeyError('s256_M10_N10_f17_cpu1')\n", - "KeyError('s512_M10_N10_f17_cpu1')\n", - 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"KeyError('s256_M20_N20_f15_cpu1')\n", - "KeyError('s512_M20_N20_f15_cpu1')\n", - "KeyError('s1024_M20_N20_f15_cpu1')\n", - "KeyError('s128_M20_N20_f16_cpu1')\n", - "KeyError('s256_M20_N20_f16_cpu1')\n", - "KeyError('s512_M20_N20_f16_cpu1')\n", - "KeyError('s1024_M20_N20_f16_cpu1')\n", - "KeyError('s128_M20_N20_f17_cpu1')\n", - "KeyError('s256_M20_N20_f17_cpu1')\n", - "KeyError('s512_M20_N20_f17_cpu1')\n", - "KeyError('s1024_M20_N20_f17_cpu1')\n", - "KeyError('s128_M20_N20_f18_cpu1')\n", - "KeyError('s256_M20_N20_f18_cpu1')\n", - "KeyError('s512_M20_N20_f18_cpu1')\n", - "KeyError('s1024_M20_N20_f18_cpu1')\n", - "KeyError('s128_M20_N20_f4_cpu1')\n", - "KeyError('s256_M20_N20_f4_cpu1')\n", - "KeyError('s512_M20_N20_f4_cpu1')\n", - "KeyError('s1024_M20_N20_f4_cpu1')\n", - "KeyError('s128_M20_N20_f8_cpu1')\n", - "KeyError('s256_M20_N20_f8_cpu1')\n", - "KeyError('s512_M20_N20_f8_cpu1')\n", - "KeyError('s1024_M20_N20_f8_cpu1')\n", - "KeyError('s128_M22_N22_f13_cpu1')\n", - "KeyError('s256_M22_N22_f13_cpu1')\n", - "KeyError('s512_M22_N22_f13_cpu1')\n", - "KeyError('s1024_M22_N22_f13_cpu1')\n", - "KeyError('s128_M22_N22_f14_cpu1')\n", - "KeyError('s256_M22_N22_f14_cpu1')\n", - "KeyError('s512_M22_N22_f14_cpu1')\n", - "KeyError('s1024_M22_N22_f14_cpu1')\n", - "KeyError('s128_M22_N22_f15_cpu1')\n", - "KeyError('s256_M22_N22_f15_cpu1')\n", - "KeyError('s512_M22_N22_f15_cpu1')\n", - "KeyError('s1024_M22_N22_f15_cpu1')\n", - "KeyError('s128_M22_N22_f16_cpu1')\n", - "KeyError('s256_M22_N22_f16_cpu1')\n", - "KeyError('s512_M22_N22_f16_cpu1')\n", - "KeyError('s1024_M22_N22_f16_cpu1')\n", - "KeyError('s128_M22_N22_f17_cpu1')\n", - "KeyError('s256_M22_N22_f17_cpu1')\n", - "KeyError('s512_M22_N22_f17_cpu1')\n", - "KeyError('s1024_M22_N22_f17_cpu1')\n", - "KeyError('s128_M22_N22_f18_cpu1')\n", - "KeyError('s256_M22_N22_f18_cpu1')\n", - "KeyError('s512_M22_N22_f18_cpu1')\n", - "KeyError('s1024_M22_N22_f18_cpu1')\n", - "KeyError('s128_M22_N22_f4_cpu1')\n", - "KeyError('s256_M22_N22_f4_cpu1')\n", - "KeyError('s512_M22_N22_f4_cpu1')\n", - "KeyError('s1024_M22_N22_f4_cpu1')\n", - "KeyError('s128_M22_N22_f8_cpu1')\n", - "KeyError('s256_M22_N22_f8_cpu1')\n", - "KeyError('s512_M22_N22_f8_cpu1')\n", - "KeyError('s1024_M22_N22_f8_cpu1')\n", - "DESC run with params M8_N8_fringe_cpu1 does not exist\n", - "DESC run with params M8_N8_ansi_cpu1 does not exist\n", - "DESC run with params M10_N10_fringe_cpu1 does not exist\n", - "DESC run with params M10_N10_ansi_cpu1 does not exist\n", - "DESC run with params M12_N12_fringe_cpu1 does not exist\n", - "DESC run with params M12_N12_ansi_cpu1 does not exist\n", - "DESC run with params M14_N14_fringe_cpu1 does not exist\n", - "DESC run with params M14_N14_ansi_cpu1 does not exist\n", - "DESC run with params M16_N16_fringe_cpu1 does not exist\n", - "DESC run with params M16_N16_ansi_cpu1 does not exist\n", - "DESC run with params M18_N18_fringe_cpu1 does not exist\n", - "DESC run with params M18_N18_ansi_cpu1 does not exist\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "import pickle\n", "from matplotlib import pyplot as plt\n", @@ -1620,7 +904,8 @@ "ax.spines[\"right\"].set_visible(True)\n", "\n", "plt.savefig(\"Figures/DESC_VMEC_F_t_comp.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -1643,7 +928,6 @@ "execution_count": 15, "id": "a7b64a42-9cc0-4483-a0de-7ac5ec7a0991", "metadata": {}, - "outputs": [], "source": [ "from desc.equilibrium import EquilibriaFamily\n", "from desc.plotting import plot_surfaces, plot_section, plot_comparison\n", @@ -1662,14 +946,14 @@ "plt.rcParams.update({\"figure.figsize\": (8, 6)})\n", "plt.rcParams.update({\"font.size\": 22})\n", "xfontsize = 18" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 16, "id": "15450957-26ba-42b1-9168-35069fd69b4d", "metadata": {}, - "outputs": [], "source": [ "def get_f_err(eq):\n", " \"\"\"run DESC to calculate the force error mean weighted by volume\"\"\"\n", @@ -1688,45 +972,14 @@ " E = eq.compute(name=\"W\")\n", "\n", " return F_normalized, E" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 17, "id": "9d67b1cc-fe98-4cb4-9463-d307442001ad", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_spacing' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'shift' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'rotmat' was not loaded.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "image/png": 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\n", 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Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "M=16, slope = -1.0173517799908665\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "import os\n", "import glob\n", @@ -2008,7 +1201,8 @@ "plt.legend()\n", "\n", "plt.savefig(\"Figures/VMEC_DSHAPE_Radial_Conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -2023,28 +1217,6 @@ "execution_count": 19, "id": "10644f36-2da4-42f6-aa9a-a7700b68202f", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_416/2598228681.py:59: UserWarning: You passed a edgecolor/edgecolors ('k') for an unfilled marker ('x'). Matplotlib is ignoring the edgecolor in favor of the facecolor. This behavior may change in the future.\n", - " plt.scatter(MN_for_colors[i],np.asarray(Fs[i]),c=fts[i],marker=shapes[i],cmap=cm,label='VMEC NS=%d'%ns[i],s=msize,edgecolor='k',norm=matcolors.LogNorm(vmin=min(fts[0]),vmax=max(fts[0])))\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "import pickle\n", "from matplotlib import pyplot as plt\n", @@ -2138,7 +1310,8 @@ "plt.savefig(\n", " \"Figures/W7X_beta_VMEC_res_ftol_comp.pdf\", bbox_inches=\"tight\", pad_inches=0.1\n", ")" - ] + ], + "outputs": [] }, { "cell_type": "markdown", @@ -2153,60 +1326,40 @@ "execution_count": 20, "id": "43a99627-6dc2-4c5d-bcb4-a0bef779bd14", "metadata": {}, - "outputs": [], "source": [ "from desc.equilibrium import EquilibriaFamily\n", "from desc.vmec import VMECIO\n", "import matplotlib.pyplot as plt" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 21, "id": "e1e06139-4e33-4a05-9022-eab8d325c238", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_surface' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_axis' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_spacing' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n" - ] - } - ], "source": [ "eq = EquilibriaFamily.load(\n", " load_from=\"DESC_outputs/W7X_M16_N16_ansi_cpu8_output_new_DESC.h5\"\n", ")[-1]" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 22, "id": "88d5f547-c428-45fa-a27c-409a4358321b", "metadata": {}, - "outputs": [], "source": [ "from desc.plotting import plot_1d" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 23, "id": "239ec8ad-e986-4df6-9c55-8b4ae5ab4ff7", "metadata": {}, - "outputs": [], "source": [ "%matplotlib inline\n", "from desc.grid import LinearGrid\n", @@ -2214,27 +1367,14 @@ "grid = LinearGrid(L=5 * eq.L_grid)\n", "p = eq.compute(\"p\", grid=grid)\n", "i = eq.compute(\"iota\", grid=grid)" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 24, "id": "66430f4c-9c4b-4eb2-be7f-6e8a6eee9ad9", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "import numpy as np\n", "\n", @@ -2253,92 +1393,38 @@ "ax.patch.set_linewidth(\"1\")\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/W7X_beta_profiles.pdf\")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 25, "id": "e8343e8a-ecec-4d55-a6ac-f1d4d2e34ef6", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Pressure Profile Coefficients\n", - "l = 0.0, coeff = 185596.929 \n", - "l = 1.0, coeff = 0.0 \n", - "l = 2.0, coeff = -371193.859 \n", - "l = 3.0, coeff = 0.0 \n", - "l = 4.0, coeff = 185596.929 \n", - "l = 5.0, coeff = 0.0 \n", - "l = 6.0, coeff = 0.0 \n", - "l = 7.0, coeff = 0.0 \n", - "l = 8.0, coeff = 0.0 \n" - ] - } - ], "source": [ "print(\"Pressure Profile Coefficients\")\n", "for coeff, l in zip(eq.p_l, eq.pressure.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 26, "id": "f96decb2-d228-4faf-b9ab-aa624c0d10b1", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Rotational Transform Profile Coefficients\n", - "l = 0.0, coeff = 0.856047021 \n", - "l = 1.0, coeff = 0.0 \n", - "l = 2.0, coeff = 0.0388095412 \n", - "l = 3.0, coeff = 0.0 \n", - "l = 4.0, coeff = 0.0686795128 \n", - "l = 5.0, coeff = 0.0 \n", - "l = 6.0, coeff = 0.0186970315 \n", - "l = 7.0, coeff = 0.0 \n", - "l = 8.0, coeff = -0.0190561179 \n" - ] - } - ], "source": [ "print(\"Rotational Transform Profile Coefficients\")\n", "for coeff, l in zip(eq.i_l, eq.iota.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 27, "id": "45cb8437-4aa9-4d4a-908a-261cd9db3aac", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "6\n" - ] - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# make flux surface comparison plot\n", "vmecfile = \"VMEC_outputs/wout_W7X_s512_M16_N16_f12_cpu1.nc\"\n", @@ -2348,82 +1434,38 @@ " ax[i].set_title(r\"$\\zeta \\cdot NFP / 2\\pi = %0.3f$\" % (i / 6))\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/W7X_beta_surfaces.pdf\")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 28, "id": "d5ed99bf-c6d3-42a1-9e8e-79ac9fa868b1", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_spacing' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_L' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_M' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_N' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_R_lmn' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_Z_lmn' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'shift' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'rotmat' was not loaded.\n", - " warnings.warn(\n", - "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_NFP' was not loaded.\n", - " warnings.warn(\n" - ] - } - ], "source": [ "eqD = EquilibriaFamily.load(\n", " load_from=\"DESC_outputs/DSHAPE_quad_M14_small_pert_master_output.h5\"\n", ")[-1]" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 29, "id": "fecd2ae8-f4a6-476e-aee3-def4c5962f5c", "metadata": {}, - "outputs": [], "source": [ "grid = LinearGrid(L=5 * eq.L_grid)\n", "p = eqD.compute(\"p\", grid=grid)\n", "i = eqD.compute(\"iota\", grid=grid)" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 30, "id": "971c60ba-84d2-49c2-8303-fafc5ccfa1be", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# Plot profiles\n", "import numpy as np\n", @@ -2443,77 +1485,38 @@ "ax.patch.set_linewidth(\"1\")\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/DSHAPE_beta_profiles.pdf\")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 31, "id": "7816bdf6-b2e7-4079-923f-dbf4968bbcea", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Pressure Profile Coefficients\n", - "l = 0.0, coeff = 1600.0 \n", - "l = 1.0, coeff = 0.0 \n", - "l = 2.0, coeff = -3200.0 \n", - "l = 3.0, coeff = 0.0 \n", - "l = 4.0, coeff = 1600.0 \n" - ] - } - ], "source": [ "print(\"Pressure Profile Coefficients\")\n", "for coeff, l in zip(eqD.p_l, eqD.pressure.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 32, "id": "30e814ae-1f28-4c7e-960f-8115334f4707", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Rotational Transform Profile Coefficients\n", - "l = 0.0, coeff = 1.0 \n", - "l = 1.0, coeff = 0.0 \n", - "l = 2.0, coeff = -0.67 \n", - "l = 3.0, coeff = 0.0 \n", - "l = 4.0, coeff = 0.0 \n" - ] - } - ], "source": [ "print(\"Rotational Transform Profile Coefficients\")\n", "for coeff, l in zip(eqD.i_l, eqD.iota.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": 33, "id": "ad5804df-6e6e-4545-b5d4-7a519545a3a1", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], "source": [ "# make flux surface comparison plot\n", "vmecfile_D = \"VMEC_outputs/wout_DSHAPE_s128_M14.nc\"\n", @@ -2521,23 +1524,24 @@ "plt.title(r\"DSHAPE $\\sim 3\\%~\\beta$\")\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/DSHAPE_beta_surfaces.pdf\")" - ] + ], + "outputs": [] }, { "cell_type": "code", "execution_count": null, "id": "efac75ab-534c-4264-840e-9c7a2d3af90e", "metadata": {}, - "outputs": [], - "source": [] + "source": [], + "outputs": [] }, { "cell_type": "code", "execution_count": null, "id": "be7f1695-980c-4539-a4c5-51e4615ea4f6", "metadata": {}, - "outputs": [], - "source": [] + "source": [], + "outputs": [] } ], "metadata": { From 7554edcb227e523e22e0b0fd465b4113ffe27fae Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 20 May 2024 23:03:02 -0500 Subject: [PATCH 04/28] Add coordinate metadata to data_index to ensure things are computed correctly... Add checks to eq.compute to resolve the issues mentioned in pull requst 1024 --- desc/compute/utils.py | 2 +- desc/equilibrium/equilibrium.py | 26 ++++++++++++++++++++++++++ desc/utils.py | 6 ++++++ tests/test_compute_funs.py | 13 ++++++++++--- 4 files changed, 43 insertions(+), 4 deletions(-) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index 271efa0326..ad00baab13 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -133,7 +133,7 @@ def _compute( if "grid" in transforms: coords = data_index[parameterization][name]["grid_coordinates"] errorif( - transforms["grid"].coordinates != coords, + coords != transforms["grid"].coordinates, msg=( f"Expected grid with coordinates '{coords}' to compute {name}, " f"but got grid with coordinates '{transforms['grid'].coordinates}'." diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index 406787a764..c698b4522f 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -36,6 +36,7 @@ from desc.profiles import PowerSeriesProfile, SplineProfile from desc.transform import Transform from desc.utils import ( + ResolutionWarning, Timer, check_nonnegint, check_posint, @@ -43,6 +44,7 @@ errorif, only1, setdefault, + warnif, ) from .coords import compute_theta_coords, is_nested, map_coordinates, to_sfl @@ -879,6 +881,30 @@ def compute( calc0d = calc1dr = calc1dz = False if isinstance(grid, LinearGrid): calc1dr = calc1dz = False + else: + for dep in deps: + req = data_index[p][dep]["require_resolution"] + coords = data_index[p][dep]["coordinates"] + msg = lambda direction: colored( + f"Dependency {dep} may require more {direction}" + f" resolution to compute.", + "yellow", + ) + warnif( + "r" in req and "r" in coords and grid.L < self.L_grid, + ResolutionWarning, + msg("radial"), + ) + warnif( + "t" in req and "t" in coords and grid.M < self.M_grid, + ResolutionWarning, + msg("poloidal"), + ) + warnif( + "z" in req and "z" in coords and grid.N < self.N_grid, + ResolutionWarning, + msg("toroidal"), + ) if calc0d and override_grid: grid0d = QuadratureGrid(self.L_grid, self.M_grid, self.N_grid, self.NFP) diff --git a/desc/utils.py b/desc/utils.py index 3447f4804d..97b84a9e42 100644 --- a/desc/utils.py +++ b/desc/utils.py @@ -535,6 +535,12 @@ def errorif(cond, err=ValueError, msg=""): raise err(msg) +class ResolutionWarning(UserWarning): + """Warning for insufficient resolution.""" + + pass + + def warnif(cond, err=UserWarning, msg=""): """Throw a warning if condition is met.""" if cond: diff --git a/tests/test_compute_funs.py b/tests/test_compute_funs.py index 53728cb180..1f1869dae0 100644 --- a/tests/test_compute_funs.py +++ b/tests/test_compute_funs.py @@ -1,6 +1,7 @@ """Tests for compute functions.""" import pickle +import warnings import numpy as np import pytest @@ -24,6 +25,7 @@ FourierCurrentPotentialField, OmnigenousField, ) +from desc.utils import ResolutionWarning # convolve kernel is reverse of FD coeffs FD_COEF_1_2 = np.array([-1 / 2, 0, 1 / 2])[::-1] @@ -1236,6 +1238,7 @@ def test_compute_everything(): sym=things["desc.equilibrium.equilibrium.Equilibrium"].sym, axis=True, ) + print() curvegrid1 = LinearGrid(N=10) curvegrid2 = LinearGrid(N=10, NFP=2) fieldgrid = LinearGrid( @@ -1262,9 +1265,13 @@ def test_compute_everything(): error = False for p in things: - this_branch_data[p] = things[p].compute( - list(data_index[p].keys()), **grid.get(p, {}) - ) + with warnings.catch_warnings(): + # Max resolution of master_compute_data.pkl limited by GitHub file + # size cap at 100 mb, so can't hit suggested resolution for some things. + warnings.filterwarnings("ignore", category=ResolutionWarning) + this_branch_data[p] = things[p].compute( + list(data_index[p].keys()), **grid.get(p, {}) + ) # make sure we can compute everything assert this_branch_data[p].keys() == data_index[p].keys(), ( f"Parameterization: {p}." From a0d8d759094e4e4d79e4fc75b4529f90876098d7 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 20 May 2024 23:10:24 -0500 Subject: [PATCH 05/28] Reupload notebooks from master; black bug reformatted these files unknown to user --- .../tutorials/basic_optimization.ipynb | 423 +++++- .../tutorials/bootstrap_current.ipynb | 571 ++++++++- .../tutorials/continuation_step_by_step.ipynb | 568 ++++++++- docs/notebooks/tutorials/omnigenity.ipynb | 610 ++++++++- .../panici2022/make_plots_Panici_2022.ipynb | 1136 ++++++++++++++++- 5 files changed, 3084 insertions(+), 224 deletions(-) diff --git a/docs/notebooks/tutorials/basic_optimization.ipynb b/docs/notebooks/tutorials/basic_optimization.ipynb index cfde830823..43a183098e 100644 --- a/docs/notebooks/tutorials/basic_optimization.ipynb +++ b/docs/notebooks/tutorials/basic_optimization.ipynb @@ -22,14 +22,14 @@ }, "tags": [] }, + "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -67,11 +67,11 @@ "metadata": { "tags": [] }, + "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -83,6 +83,16 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DESC version 0.10.2+349.g81f43916.dirty,using JAX backend, jax version=0.4.13, jaxlib version=0.4.13, dtype=float64\n", + "Using device: CPU, with 5.76 GB available memory\n" + ] + } + ], "source": [ "%matplotlib inline\n", "import numpy as np\n", @@ -114,8 +124,7 @@ " plot_boundaries,\n", " plot_boundary,\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -147,11 +156,11 @@ }, "tags": [] }, + "outputs": [], "source": [ "# load initial equilibrium\n", "eq_init = desc.io.load(\"qs_initial_guess.h5\")" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -160,10 +169,32 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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, )" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot modes of |B| in Boozer coordinates\n", "plot_boozer_modes(eq_init, num_modes=8, rho=10)\n", @@ -196,8 +269,7 @@ "\n", "# plot normalized QS metrics\n", "plot_qs_error(eq_init, helicity=(1, eq_init.NFP), rho=10)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -291,10 +363,10 @@ }, "tags": [] }, + "outputs": [], "source": [ "optimizer = Optimizer(\"proximal-lsq-exact\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -336,6 +408,25 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "surface.R_basis.modes is an array of [l,m,n] of the surface modes:\n", + "[[ 0 -8 -4]\n", + " [ 0 -7 -4]\n", + " [ 0 -6 -4]\n", + " [ 0 -5 -4]\n", + " [ 0 -4 -4]\n", + " [ 0 -3 -4]\n", + " [ 0 -2 -4]\n", + " [ 0 -1 -4]\n", + " [ 0 -8 -3]\n", + " [ 0 -7 -3]]\n" + ] + } + ], "source": [ "# indices of boundary modes we want to optimize\n", "idx_Rcc = eq_init.surface.R_basis.get_idx(M=1, N=2)\n", @@ -359,8 +450,7 @@ " FixIota(eq=eq_qs_T), # fix rotational transform profile\n", " FixPsi(eq=eq_qs_T), # fix total toroidal magnetic flux\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -396,6 +486,18 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# objective\n", "grid_vol = ConcentricGrid(\n", @@ -408,8 +510,7 @@ "plot_grid(grid_vol, figsize=(8, 8))\n", "\n", "objective_fT = ObjectiveFunction(QuasisymmetryTripleProduct(eq=eq_qs_T, grid=grid_vol))" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -433,6 +534,92 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: QS triple product\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 2.23 sec\n", + "Timer: Objective build = 4.54 sec\n", + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 1.19 sec\n", + "Timer: Objective build = 1.69 sec\n", + "Timer: Proximal projection build = 16.4 sec\n", + "Timer: Linear constraint projection build = 4.42 sec\n", + "Compiling objective function and derivatives: ['QS triple product']\n", + "Timer: Objective compilation time = 6.33 sec\n", + "Timer: Jacobian compilation time = 15.6 sec\n", + "Timer: Total compilation time = 22.0 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 3.62 sec\n", + "Timer: Jacobian compilation time = 9.29 sec\n", + "Timer: Total compilation time = 12.9 sec\n", + "Number of parameters: 4\n", + "Number of objectives: 1377\n", + "Starting optimization\n", + "Using method: proximal-lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 6.409e+01 7.916e+03 \n", + " 1 2 2.066e+01 4.344e+01 2.078e-02 2.529e+03 \n", + " 2 3 3.243e+00 1.741e+01 3.604e-02 4.044e+02 \n", + " 3 4 4.970e-01 2.746e+00 4.288e-02 6.251e+01 \n", + " 4 5 6.229e-02 4.347e-01 3.349e-02 1.010e+01 \n", + " 5 6 4.948e-03 5.735e-02 2.054e-02 1.503e+00 \n", + " 6 7 1.545e-03 3.403e-03 1.200e-02 1.082e-01 \n", + " 7 8 1.523e-03 2.198e-05 8.282e-04 1.137e-03 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 1.523e-03\n", + " Total delta_x: 1.072e-01\n", + " Iterations: 7\n", + " Function evaluations: 8\n", + " Jacobian evaluations: 8\n", + "Timer: Solution time = 3.84 min\n", + "Timer: Avg time per step = 28.8 sec\n", + "Start of solver\n", + "Total (sum of squares): 6.409e+01, \n", + "Maximum absolute Quasi-symmetry error: 4.730e+02 (T^4/m^2)\n", + "Minimum absolute Quasi-symmetry error: 4.422e-04 (T^4/m^2)\n", + "Average absolute Quasi-symmetry error: 1.117e+01 (T^4/m^2)\n", + "Maximum absolute Quasi-symmetry error: 4.183e+00 (normalized)\n", + "Minimum absolute Quasi-symmetry error: 3.910e-06 (normalized)\n", + "Average absolute Quasi-symmetry error: 9.879e-02 (normalized)\n", + "Maximum absolute Force error: 1.516e+05 (N)\n", + "Minimum absolute Force error: 2.431e+00 (N)\n", + "Average absolute Force error: 5.922e+03 (N)\n", + "Maximum absolute Force error: 8.198e-03 (normalized)\n", + "Minimum absolute Force error: 1.315e-07 (normalized)\n", + "Average absolute Force error: 3.203e-04 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "End of solver\n", + "Total (sum of squares): 1.523e-03, \n", + "Maximum absolute Quasi-symmetry error: 2.085e+00 (T^4/m^2)\n", + "Minimum absolute Quasi-symmetry error: 1.884e-05 (T^4/m^2)\n", + "Average absolute Quasi-symmetry error: 1.081e-01 (T^4/m^2)\n", + "Maximum absolute Quasi-symmetry error: 1.844e-02 (normalized)\n", + "Minimum absolute Quasi-symmetry error: 1.666e-07 (normalized)\n", + "Average absolute Quasi-symmetry error: 9.560e-04 (normalized)\n", + "Maximum absolute Force error: 1.640e+04 (N)\n", + "Minimum absolute Force error: 3.549e-01 (N)\n", + "Average absolute Force error: 7.465e+02 (N)\n", + "Maximum absolute Force error: 8.868e-04 (normalized)\n", + "Minimum absolute Force error: 1.919e-08 (normalized)\n", + "Average absolute Force error: 4.038e-05 (normalized)\n", + "R boundary error: 6.939e-18 (m)\n", + "Z boundary error: 3.957e-27 (m)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n" + ] + } + ], "source": [ "eq_qs_T, result_T = eq_qs_T.optimize(\n", " objective=objective_fT,\n", @@ -454,8 +641,7 @@ " copy=False, # copy=False we will overwrite the eq_qs_T object with the optimized result\n", " verbose=3,\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -479,10 +665,21 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_boozer_surface(eq_qs_T); # |B| contours at rho=1 surface" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -494,6 +691,18 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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D3kMMOP/rtvJx9YGpvPwbXBCAwkJx4beCAnFMifrnJy8ZGcAHHzzRfWOeDVilA/nOQGH5B9S9u3i+J0NKZS0QajKZGEQqCycNuba0rH4Mi752DenaOjGk3Rh89Iw+fLE+SV/ej7bPsqmLhnQ9CAJQVFQxfKhDyZ3sVFzIPIXEnFO4mn8KN4vOogQKmMIaLZR90byoP+zz+8M6px9Uuc7VhhqFouaF4mQysZunqoG2T5oyBWjTpvYBxcKiaVbJrQ197hrSl98HJC2DDz768g9Jn75YAf16P9rYVC8I4pTioiKxJUN9qe52UZE4hmT+/JpbSPr3F7tsKgslggDAWAG0OAe4nfrf5TRgdxcQZEBGF8jT+sMisz+sHvWHXXFnWFnIYWmJSi8WFpXfX9NxZmbiSrr61kKijX/fiLSJwQYffrFqL317PzX9D/yFF4CVK2sOHXUJKLU5ti7/8uVysXXExEQMC3BIAobPBzru/N+YGCPgSgBwcBmQ5YlJk4BWrdSBQ0CBeTLuG53CbdUpJBefwk3FBSiFUjQzdUIPp/7wde2PAe79MbCtL5ztbDXaWqKPLSTsGiKqmkEGH0P7YtW1X9z1fT8qldiKUVzc8EtRUeOcR6EAUlIa9udhYiKGDjMz8fqvP9f3sbocp15PJTsbcPRKgjDVFzCtZBZUsTVkGw5j256HSMwpn06eWZAJYyNj9HDtUWE6uYe9h+R7WOnb74Mn6UuLNlFjMsjgU58vVkEQv1gFoeLPld3X1D8/ed+jR8CIEdU31RsZAZs3i+MPlErxolJVvK7q59re11jPKSwEDh2q+TNs2VL8/J4MGdUNNq2JiYk4u6Wmi5lZ7Y5TXx49AkJCan79338HOnV6OnCYmWnfgmytPhqLVOuIiqFHTf3bRAa427pXmGXV07UnLEy0c4weW0iIDIfBBZ/azHoAytekqOk4XSeTib/kjYzE6yd/ruy++h5b23Pl5YkhoCbz5wPu7nULIVVdTEyabiCqvs2yyVZkw3G5EwRU/YZkMEL8O3Ho6txVg5U1DraQEOk/g9uyIj29dmFm2TLAzU38QpTJxC/luvxcn+fU5+fHj4E+fWr+Yr1xQ/wC/msYkbiX4SnZ2eXjrqoilwMLF+rGF5O9vTh2rKYWRm1+L5kFmTh88zAOJh/Enut7qg09ACBABWMj3fzVot63iYj0l27+dmoAZ2fxC7+mL9YpU3TnF2BtvljbtNF4WfWiD0Hhr5YtE/dIqmoMybJl0tVWmYKSAhy/cxwHkw/iYPJBnE87DyOZEfq26ouJXSfiq1NfQUDVDcVymRzOVs4arJiIqPa0uqsrLCwMYWFhUKlUOH/+vKRjfLSZvg3O1Lf3A2j3GBKlSonY+7FlQefE3RMoVhajk1MnvNDuBbzg8QKebfssmpk3AwCM3ToWEdciUKp6+h+QsZEx/Dro1t5WRGRYtDr4qHFWV820+Yu1PvTt/ahpwxgSQRBwPet6WdA5fPMwcopy4Grtihc8XsAL7V7A8x7Pw83WrdLnJ2UlwXetL/KK8yqEH2MjY1ibWuPMtDPwdNDhD4mI9JpBBh+AX6y6Qt/ej1TS8tJwKPkQDt4Uw07K4xRYm1pjaNuhZa06XZp3qfXU8qSsJCyIXIAdV3dAJaggl8nh39Efy4YvY+ghIq1msMFHjV+spI9yi3Jx7PYxsVXn5kEkpCfA2MgYA9wGiK06Hi/At6UvTOQmDXqdbEU20vPT4WzlDHsL/gMiIu1n8MGHSB+UKEsQcy+mLOicSjmFUlUpvJ29y4LOkDZDYG1qLXWpRESSMrhZXUT6QBAEXMq4VBZ0jtw6grziPLjbuuMFjxfwTp93MKzdMLhau0pdKhGRVmGLD5EGNaRrKOVxSoVxOml5aWhm3gzPtX2urFXHy8FL8i0giIi0GVt8iDQgKSsJ8yPnY+fVnVAJKhjJjBDQMaDawcCPCh/hyK0jOJh8EIduHsKVzCswlZvimdbP4P2+7+MFjxfQq0UvyI20bE8LIiItxhYfoiZW2+nfRaVFOJlysmya+ZnUMxAEAT1b9CybeTWo9SBYmlhK+G6IiHQbgw9RE6tuwT+5TI7OzTujlU0rHLt9DIpSBTzsPcqCznPtnoOTpZMEVRMR6ScGH6ImlK3IhtMKJ6iE6ve3CugUgNGeo/G8x/PwsPfQUHVERIaHY3yImlB6fnqNoQcAlj6/FB2dOmqgIiIiw8bgQ9QEshRZ+P3y79gYt7HGY7mpJxGR5jD4EDWSnMIc7Ly6E1sTt+LAjQOQy+QY7TUavi19cT7tfLWbenLVYyIizWDwIWqAvOI87Lq6C1sTt2Jv0l4IgoAXPV/Ej/4/wq+jH2zNbGuc1bVs+DIJ3wERkWHh4GaiOiooKcCe63uwNXErdl/bjWJlMZ73eB5BXYPwSqdXKm294aaeRETagcGHqBaKSouwL2kftiZuRcTVCBSUFGBo26EI6hqEwM6BaG7VvFbn4aaeRETSYvAhqkKxshgHkw9ia+JW7LiyA4+LHuOZ1s8gqGsQxnUZx32wiIh0EMf4ED2hVFWKI7eOYGvCVmy7vA3Zhdno16ofFj27COO7joebrZvUJRIRUQMw+JDBU6qUOH7nOLYmbsVvl35DRkEGerr2xIJBCzCh6wS0s28ndYlERNRIGHzIIKkEFU6lnMLWhK349dKvuJ93H92cu+H9fu8jqGsQvBy9pC6RiIiaAIMPGQxBEHA29Sy2Jm5FeGI47j6+i46OHTGt1zQEdQtCl+ZdpC6RiIiaGIMP6TVBEHDxwUVsTdiK8EvhSM5Ohoe9B17r/hqCugahu0t3yGQyqcskIiINYfAhvZSYnoitiVuxNXErrj28htZ2rTGhywQEdQtC7xa9GXaIiAwUgw9ptbqse3Pt4TVsTRDDTmJGIlpYt8D4LuOx3n89+rn1g5HMSENVExGRtmLwIa2UlJWE+ZHzsfPqTqgEFYxkRgjoGPDUSsc3s28iPDEcWxK34ELaBTS3bI5xXcZh9ejVeKb1M5AbySV8F0REpG24gCFpnZr2toqYGIEzqWewNXErYu7FwMHCAYGdAhHULQhD2w6FsRHzPBERVY7Bh7TO2K1jEXEtotLdzNVszWzxSqdXENQ1CC94vAATuYkGKyQiIl3F/xqTVslWZJdt5FkVI5kRrsy6ghY2LTRYGRER6QOO9iStkp6fXm3oAcTFBx8XPdZQRUREpE8YfEhrKEoUiLgaUeNxcpkczlbOGqiIiIj0Dbu6SHJ5xXn479n/IvRkKLIV2WjXrB3u5NyBUlA+dayxkTH8OvjVOLWdiIioMgw+JJlHhY/wzelv8J/T/0FhaSHe6fMO5g6Yi/yS/GpndS0bvkzCqomISJcx+JDGpeen4+uTX2P1mdUwkhnhvb7v4YP+H8DJ0qnsmDPTzmBB5IKygc5ymRx+HfyeWseHiIioLjidnTQm5XEKQqJDEBYbBitTK3zY/0PM8p0FO3O7Kp9Tl5WbiYiIasIWH2pyydnJWHZ8GX688COaWzXH4ucXY1qvabAytarxufYW9gw8RETUaBh8qMlcyriEJceXYHP8ZrjbueObUd/gzR5vwszYTOrSiIioESxaBNjYAHPnPv1YaCiQmyseo004nZ0a3fn75zEufBy6fdsNZ1PP4gf/H3Bt9jXM6DODoYeISI/Y2ADBwWLIeVJoqHi/jY00dVWHLT7UaKLvRuPLqC+x5/oe+Lj4IHx8OF7p9Ao3CiUi0lPqlp7g4PLb6tATElJ5S5DUGHyoQQRBwOGbh/HvqH/jyK0j6O/WH3+8+gdGe42GTCaTujwiImpic+cCJSVi2Fm+HEhP197QA3BWF9WTIAjYfX03/n3s3zh97zSGtRuGTwd/iufaPsfAQ0Skh7KygBs3Kr/cu1d+XMuWFW9rG422+Fy5cgV79+6FsbExBg0ahF69emny5akRKFVKbLu8DYujFuPig4t4yeslRL8djQHuA6QujYiIGkClAlJTnw41SUni9aNH4nFGRkCbNkD79kDnzsDLLwOJicBPPwEtWojnCA3V3hafRgk+iYmJmDVrFkaOHImFCxcCAMLDwxETE4OCggJMnDgRQ4YMwdq1a/HRRx/Bzs4OH3zwAdatW9cYL08aUKIswS/xv2DJ8SW49vAaxnUZh/UB69HDtYfUpRERUS0VFQG3blXeanPzJlBYKB5nYQF4eIjhZsgQ4K23xJ/btxdDj6lp+TlDQ8XQo+7eUo/xAbQz/DRK8ElISMDgwYPLbj9+/BhLly5FbGwsCgsL4evri7i4uFqfr6SkBKWl5VsVKBSKxiiT6qGwtBA/nv8Ry6OX427OXUzuPhk7Ju5AJ6dOUpdGRESVePz46dYa9eXuXUA9wMXRsTzMjB1b/nP79mLLTW1GLVQ2kLmyAc/apFGCT1BQEC5fvlx2+/Tp0+jYsSNkMhksLCxgZWWFGzduYNq0afj1119hbGyMWbNmVXm+L7/8El988UVjlEb1lF+cjzWxaxASHYKHiod4q8dbWDBoAdrZt5O6NCIindUY694IApCWVvV4m8xM8TiZDHBzKw8zw4cDnp7lt+2qXjS/1nJzKx/IrL6dm9vw12hsTTLGJzMzE9bW1mW3bWxskJmZiQEDBqBTp5pbCj799FMsWLCg7LZCoYCjo2NTlEp/8ajwEVbHrMbXp75GQUkBZvaZibkD5qKVbSupSyMi0nnqdW+AimHhyZYTQJwldefO0y02N24AyclAQYF4nKlpeZdUv37ApEnlwaZtW8DcvGnfT3UhTdtaetSaJPg4OTkhLy+v7HZubi6cnJyqeUZFJiYmMDExaYrSqAoZ+Rn4z6n/YNWZVQCA2b6zMaf/HDS3ai5xZURE+uPJbqCiInFg8FdfiWNkBgwA9u8Hvv0WuH0bUCrFY+3sxCDj6QmMGVOxS6pVK3GwMdVekwSffv36YcGCBRAEAYWFhcjPz0f79u2b4qWogVJzUxESHYI1sWtgYWyBeQPnYXbf2Whm3kzq0oiIdJpSCaSkiC006svNm+K1lRXw6afiBQBsbQFjYzHIDBlSMdw4ONRuvA3VTqMEn23btuHYsWMwMTFB586d4e/vj4ULF+Kjjz5CQUEBVq9eDSNGUq1yM/smlp0QNw51tHDEv577F6b3ng5rU+uan0xERACA7OzKg01ysthqo56nY2kJtGsndkv17y92SX3xhbg2jnoKOGkGFzDUM9mKbKTnp8PZyrnSXc2vZF7BkuNLsCluE9xs3bBg0AK81fMtmBs3cUcwEZEOKi4WA0xlwSY5GcjJEY9TDyT28BAv6pCjvjg7V2y1UY/padlSDD3avNKxvuGWFXoiKSsJ8yPnY+fVnVAJKhjJjBDQMQDLhi+Dp4MnLqRdwOKoxfjt0m/wcvTC937fY7L3ZJjIOZaKiLRXU+/+LQjiFgtVBZuUlPLp37a2YteThwfw/PPAtGnlwaZ1a8Cslnsw/3UKuLave6NvtDr4hIWFISwsDCqVSupStFpSVhJ81/oirzgPKkH8s1IJKkRci8CB5APwbemLP2/9ie4u3bFl3BaM7TyWG4cSkU6o7Syo6hQUlAeavwabmzfLZ0gZG4uL87VrB3TsCIwaVbEFx96+4WNtdHHdG33Dri49MHbrWERci0CpqrTSx+3N7fFTwE94ucPL3EeLiHROVS0k6ttKpdhdVFWwSUsrP5eTU8UuqCe7pdzcxPDTlJq6BYtqxuCj47IV2XBa4VTW0lMZuUyOjHkZlY75ISLSBYsXizOgHBzEAcEDBohdTzdvilswFBeLx5mZVRxf89efbWwkfRukBbS6q4tqlp6fXm3oAQCloER6fjqDDxFpLUEAHj6suM3Ck9fp6eJxWVniujVyOeDiIs6QerL1xtWV69pQ9Rh8dJyzlTOMZEY1tvg4WzlrsCoioqc9ufv3X8PNjRvlM6TkcnHVYU9PoEcPYNw4ID4e+PFHcer3/ftAQADHwlD9MPjoOFO5KVytXJGaV/kiEMZGxvDr4MfWHiLSiJIScfr3XzfJTEoSx9z8dfdvT09g6FBg6tTy1Ylbt6441iY0VAw9nAVFjYHBR4elPE6B/xZ/5Jfkw9rUGoWlhRUGOBsbGcPa1BrLhi+TsEoi0jcKhRhiKuuS+utWC56e4iUgoOIGmS1a1K5LirOgqLEx+OioM/fOwH+LP+zM7XB2+lkAwILIBdhxdQdUggpymRx+HfzK1vEhIsPQWLOGHj2qukvq3r3y41xdy8PMM8+Ut9o01lYLurj7N2k3rQ4+XMencuGJ4XhjxxsY0mYIto7bWrav1ragbTWu3ExE+q22696oF+6rrNXmxg1xoDEgtsq4u4thplMncVNNdbjx8ACsm3iXG13c/Zu0G6ez6xBBEPDPo//EoqOL8F7f9/DVi1/B2EirsysRSUAdclasAMaPB5YsAdasEcfSODiUh5v8fPF4U1Nxqre6pebJLqm2bWu/IjGRLmDw0RGKEgXe2vkWfrv0G74Z9Q3e8X1H6pKISEuUlopB5tIl8XL5MvDnnxU3vjQ1BTp3rhhq1D+7uYkzqYgMAZsLdMD93Pvw3+KP61nXse+1fXjB4wWpSyIiCRQVAdeuVQw4ly6J95WUiMe0aSMGnIkTgR9+EMfquLqKIYgLtxMx+Gi98/fPY8zmMbA0scSpKafQ0amj1CURURPLzweuXHk64Ny4Ia6FY2QkttR06QKMGSNed+ki7i+lHnMTGiqGHvXu3199xTExRACDj1bbfnk7Xv/9dfR3649fx/8KBwsHqUsiokb06FF5qHky4Ny+LT5uYgJ06CCGmldfLQ84Xl6AuXnV5+Xu30RVY/DRQoIgYHHUYnz252eY2Xsm/m/U/8FEbiJ1WURUD4IAZGRUDDbqn+/fF4+xsBBnTHXpAkyfLnZVdekizpoyqeM/fa57Q1Q9Bh8tU1haiKkRU7E5YTO+GfUNZvnO4o7qRE2osda9EQRxfZvKAo56aritbXmoGTWq/Oc2bRpvfymue0NUPa0OPoa2js+DvAcI2BqASxmXsGfSHrzo+aLUJRHpvdque6OmUom7gVcWcNShwtER6NpVvIwfL4abzp3F8TZN/f8YrntDVD1OZ9cSF9MuYszmMTCRm+CPV/9A5+adpS6JyGBUNSZm/nygX7+KAefqVXHLBkAMMupQox5/07kz0Ly5tO+HiKrG4KMFIq5GYNK2SejTsg+2TdgGR0tHqUsiMiiZmcAnnwBr14qDhgsLxa4ndWNz27ZPB5xOnYBmzaSsmojqQ6u7uvSdIAhYEb0CCw8uxNs938a3L30LU7mp1GUR6bWsLCA2Fjh7tvxaPYtKLhdDj7U18N135VPEraykrZmIGg+Dj0SKSoswc/dM/HThJ4SOCMWc/nM4iJmokT16BJw7J4Yb9eXmTfGxVq2APn2AKVPE65gYcXyMet2bBw+A116TsnoiagoMPhLIyM9AYHggLqRdwK5Xd+GlDi9JXRKRznv8uDzkqFtykpLEx1xdxXDzxhvide/e4n1qoaFi6OG6N0T6j8FHwxLSEzBm8xgAwMkpJ9HNuZvEFRHpnrw84Pz5ii05166JjzVvDvj6igv+9ekjXlq2rPpcXPeGyLAw+GjQnut7MPG3ieju0h3bg7bD2cpZ6pKItF5+PnDhQsWWnCtXxHVzHB3FYDN+fHlLjptb3aaMc90bIsPCWV0aIAgC/nPqPwiODMZr3V9D2MthMDM2k7osIq1TUABcvFgecM6eFaeSq1SAvX15uFG35LRuzY03iahuGHyaWLGyGLN2z8K68+uw9IWlmDdwHgcxE0GcPRUXVx5wYmOBxERAqQTs7CoGnN69gXbtGHKIqOG0uqtL11dufljwEGPDx+Js6ln8HvQ7/Dv5S10SUYPVZ4uHoiIgPr5iS05CAlBaKp6rd29g+HDg44/FoOPh0XhbOBARPYktPk3kcsZljNk8BsXKYux6dRd8XH2kLomoUVQ2GPjJ+5cuBUaMqNiSExcHlJSI6+H06lWxJcfLiyGHiDSHwacJ7E/ajwm/TUCX5l3we9DvcLV2rflJRDpEHXKWLxdDzuLFQHg44O4OpKeLLTyWlkDPnhW7rDp0EBcJJCKSCoNPIxIEAatiVmHO/jl4tdur+N7ve5gbm0tdFlGjUanELqrDh8XtHS5dKn+sdWvAz6+8JadTJ8BYqzvTicgQ8ddSIylRluCDfR/gu7Pf4d/P/RufDP6Eg5hJ5wmCuCnn4cPAn3+Kl4cPxT2qnn0WuHcPyMkR18lRb/tARKTN2LPeCLIV2Ri1aRTWX1iP38b/hk+HfMrQQzpJEIDkZOD774HJk8VtHTp3Fncpz88HFi4Ux+1kZgKDB5eHntRUsfuLiEjbscWnga49vIYxm8cgvzgfx98+jl4tekldElGdpKSILTnqVp3bt8UdygcNAmbNAoYNE7uvTEzKn/PXAc7c4oGIdAWDTwMcSj6Ecb+Og6eDJ/5840+0tKlmXXwiLfHgAXDkSHnQuX5dDDX9+4t7WQ0bBvTrJ4afynCLByLSZQw+9fTfs//F7D2zMbbLWPzo/yMsTSylLomoUllZwNGj5UEnMVGcPu7rC4wdKwadgQPFqea1wS0eiEiXcVZXHZWqSvHR/o/wTcw3+Mez/8A/nv0Hx/OQVnn8GIiKKg86Fy6I9/foATz3nBh0Bg8GbG2lrJKISBps8amDR4WPEPRbEI7dPoYtY7cgqFuQ1CURoaAAOHGiPOicPStu+9C1qxh0Pv9cnIHl4CB1pURE0tPq4KNNW1YkZSVhzOYxyCnMwbE3j8G3la/UJZGBKioCTp0qH5B86pS4KrKnp9iaM2cOMHQo4Mp1M4mInsKurlo4eusoAsMD0cauDSJejYCbrZvGayDDVVIituKog86JE+IGn61bi0HnuefEi7u71JUSEWk/rW7x0Qbrzq3DzN0z4dfRDz8H/Awr01qOACX6n7pu6qlUiuNy1EEnKgrIyxNbcIYNA775RrzmbuVERHXH4FMFpUqJ+ZHz8dWpr/Dp4E/xz+f+CSMZ13ukurOxqXyat3pa+IoV4s7l6qBz9Cjw6BHg6Ch2WS1bJgadjh0ZdIiIGopdXZV4XPQYr257FYeSD2Gd3zpM7j65yV+T9NuTa9989BHw8cdioPHxEVc9zsgQZ1k9+2x595W3N3ctJyJqbAYffLIV2UjPT4ezlTPsLexxM/smxmweg4yCDOwI2oEB7gMa9fXIMJWWArNnA2vWiGFGpRIXDRw2rDzo9OzJTT2JiJqawf6aTcpKwvzI+dh5dSdUggpGMiM80/oZxD+Ih7udO2KmxqBNszZSl0k6TKkUx+eEhwPbtgHp6WKwKS0FnJzEDT5NTaWukojIsBhki09SVhJ81/oirzgPparSCo+ZGJngzLQz8HH1afDrkOFRqcRZV+HhwG+/AWlpQLduwIQJ4gDl5cvLN/WsbPVjIiJqWgY5gmBB5IJKQw8ACBDwz6P/lKAq0lUqFRAdLa6f4+4ODBkCHDoEzJwpbg8RHw9YWoqhJyREbOkJCRHH/HBHcyIizTK4rq5sRTZ2XN0BlVD5ooilqlLsvLoT2Yps2FvYa7g60hWCAJw+Lbbs/PqruMN5hw7AlCli607XruUzsLipJxGR9jC44JOen15l6FFTCkqk56cz+FAFgiAuJBgeLl7u3BFXS/7b34CgIHEWVmXTzbmpJxGR9jC4MT7Zimw4rXCqNvzIZXJkzMtg8CEIAnD+PLB1qxh2bt0CPDzEVp0JE8SNP7m2DhGR7jC4Fh97C3sEdAxAxLWISsf4GBsZw6+DH0OPARME4OLF8padGzeANm3EoBMUBPTqxbBDRKSrDK7FB6h6VpexkTGsTa1xZtoZeDp4Nvh1SHcIApCQUN6yc/26OFBZ3bLj68uwQ0SkDwwy+ABi+FkQuaBsoLNcJod/R38sG76MoceAJCaWt+xcuQK0agWMHy+GnX79uHIyEZG+0ergExYWhrCwMKhUKpw/f14jKzeT/rtypTzsJCYCLVqUh50BAxh2iIj0mVYHHzVN79VF+ufatfKwEx8PuLgA48aJYWfQIEAul7pCIiLSBIMb3EyGIylJXGMnPBy4cAFo3hwYOxb4v/8DBg9m2CEiMkQMPqRXbt4sb9k5dw5wdBTDTkiIuPM5NwElIjJs/BogrbNoEWBjU/lqxqGh4oJ/ixaV33f7dnnLzpkzgL09EBgILF0KDB0q7oJOREQEMPiQFrKxqXwrhye3frh7V9wEdOtWceuIZs2AV14B/vlP4PnnGXaIiKhyDD6kdSrbx0odevz9ge3bxZ9tbYGAAODzz4HhwwFTU8lKJiIiHcFZXaS11GHHzg7IyRHvs7ERw8+ECcCIEYCZmbQ1EhGRbmGLD2ml1FTxIpOJocfCAvjlF2DkSMDcXOrqiIhIV3GpNtIqycnAjBlAu3bA2rXiVhItWgAKhbhnFkMPERE1BIMPaYWEBOC11wAvL+DAAWDMGHH2VkiI2PITEiJ2e4WGSl0pERHpMnZ1kaTOnAEWLwZ27AA6dwbWrwfu3wcWLBDDjnqgc2UDnomIiOqKLT6kcYIA/PmnOBOrb19xavr27WKrz+uvAwUFFUOP2ty54v25udLUTUREuo+zukhjBAHYvVts4Tl5UlxJ+ZNPxAAkk0ldHRERGQK2+FCTUyqBLVuAHj3EsTsODsDx48CRI+KUdIYeIiLSFAYfajLFxcC6dUCnTsCkSeL1+fPAH3+IO6ITERFpGgc3U6PLzwe+/14cj5OWBvztb2IXV4cOUldGRESGjsGHGs2jR8C33wJffy2Gn2nTxAHJrVtLXRkREZFIq4NPWFgYwsLCoFKppC6FqpGeDvznP8Dq1eLtWbOAOXMAZ2cpqyIiInoaZ3VRvd29K3ZnrV0LWFkBH34IvPuuuFM6ERGRNtLqFh/STteuAcuWARs2iK06S5YAU6eK4YeIiEibMfhQrV28KIacX38FPDyA774Tt5ngDulERKQrOJ2danTyJPDyy+I6PJcuAZs2AZcvA1OmMPQQEZFuYfChSgkCEBkJPPccMHAg8PAhsGuX2OozcSJgzLZCIiLSQQw+VIFKBfz+u7iH1ogRYsA5fBiIjhZbfbjKMhER6TIGHwIAlJYCGzcC3t5AYCDg5gacPl3e6sPAQ0RE+oAdFgausBBYvx5Yvhy4fRt49VVg61agWzepKyMiImp8DD4GKi8PWLMGCA0Vx++89RYwf744W4uIiEhfMfgYmKws4JtvgP/7P7G1Z+ZMcVuJli2lroyIiKjpMfjogUWLABsbMcD8VWgokJsLzJgh7qH13XfigOX33xcvjo4aL5eIiEgyDD56wMYGCA4Wf34y/ISGivcPGAAsXSpuJfH3v4shyNZWklKJiIgkxeCjB9Rh58nwM38+sGKFOBsrNRX46itxHA+3OiMiIkPGTUr1iLqFx9xcHL/TvLm4ieirrwImJlJXR0REJD22+OgRDw+xhaewEHBwANLSACOu1EREZLBUKhVKSkqkLkOjTE1NIatm8TkGHz2gVAKffSaO4wHEGVqpqeJg5soGPBMRkX4TBAHp6enIysqSuhSNk8vlaNeuHUyq6Opg8NFxmZnApEnithKA2LU1d255txfA8ENEZGjUocfFxQWWlpbVtoDoE5VKhdTUVNy/fx/u7u6Vvm8GHx127py4vUROjtjqow49QOUDnomISP+pVKqy0OPg4CB1ORrn7OyMlJQUqFQqyOXypx5n8NFR69eLiw8+8wzQqxfg4vJ0uFHfzs3VeHlERCQR9ZgeS0tLiSuRhrqLq7S0lMFHHxQXA3PmiAsRLlgA/Pvf4oKEVWFLDxGRYTKU7q2/qul9M/jokHv3gHHjgIQE4NdfxZ+JiIio9jjZWUccOwb07i3utXX6NEMPERHpr/T09CY7N4OPlhMEYOVKYNgwceuJM2eALl2kroqIiKhprFq1CvPnz8eFCxea5PwMPlosPx947TXgww+Bf/0L2LaNe2wREZH+unjxInx9fbF+/XqcOXMGpaWljf4aHOOjpW7cAF55RRzXs3cv8OKLUldERETUtHx8fMp+njZtWpO8hla3+ISFhaFPnz4YNGiQ1KVo1J49QJ8+gFwOnD3L0ENERNLIzgauXhWvNSk9PR3vvfceAgICEBsb26jn1urgM336dJw9exYnTpyQuhSNUKmAf/4TePllwM8PiI4G2rWTuioiIjI0SUniArlOTkCnTuL12LHi/ZqwfPly9OrVC4GBgWjfvn2jnptdXVri0SPg9deBffuAVauAd94RNxwlIiLSpKQkwNcXyMsT/0MOiNcREeL2SGfOAJ6eTVvDoUOHMHPmTHg2wQtpdYuPoYiPF/+SxcYCR44A777L0ENERNJYsEAMPX8dV1xaKt6/YEHTvfa9e/fw2WefITk5GVu2bEF0dHSjvwZbfCS2ZQswZYq47UR4ONCihdQVERGRvkpJEfd3rEpODrBjR3lLz1+VloqPR0cDdnZVn8fODnBzq3t9rVq1QmBgIKKiovDZZ5/V/QS1wOAjkZISMTV//TXw/vviBqP/216EiIio0eXkAB4e4vdPQ6hUQE1zjkxMgIyM6sNRVRISEuDt7V2/4mqBwUcCDx4AQUFATAywYYO4Vg8REVFTsrMDkpNrbvEZPLjqFh8AMDICoqJqbvGpT+gBgPj4+EqDz+7du3Hjxg24ubnh0aNHiIuLw4oVK8o2Ja0tBh8NO31aHBlvaio2FfboIXVFRERkKNzcau6CCggQBzJXtnagsbE463jgwCYpDwAQFxeHwMDACvctWbIEDg4OeP/998vumzVrVp1DD8DBzRojCEBYGDBkCODtLa7Pw9BDRETaZtkywNpaDDlPMjYW71+2rGlfPzExsUKLz4ULF7B//37MmDGjwnHz58+v1/kZfDSgsBCYOhWYMUMc1/PHH4CDg9RVERERPc3TU5yy7ucndmsB4oK6fn5NP5U9LS0N7u7usLa2LrvvwIEDGDlyZIXjsrOz0aZNm3q9BoNPE7tzR+wv/e03YOdOcYFCuVzqqoiIiKrm6SnuD5mZCVy5Ig5U3rat6UJPSkoK2rVrh5iYGAQFBVV4rE2bNigsLCy7LQgCjh07Vu/XYvBpQocOAb17AwUF5emZiIhIV9jbAx07itdNycTEBKNGjUJMTAzeeeedCo9NmDABgiBg1apV2LlzJ/bs2fNUC1BdyARBEBpacFNTKBSwtLREQUEBLCwspC6nRoIgTk9fuFAcyPzDD2K/KBERUVMrKipCcnIyPDw8YGZmJnU5GlfT++esrkaWmwu8/TawfTuwfDnw0UdchZmIiEhbMPg0oqtXgVdeEftCIyOBYcOkroiIiIiexDE+jWTHDnG/LWtr4Nw5hh4iIiJtxODTQEol8OmnYktPUBBw7Bjg7i51VURERFQZdnU1wMOHwKRJ4o7qYWHAtGlSV0RERETVYfCpp/PngcBAcUnvqCigb1+pKyIiIqKasKurHn7+WdynpG1bIDaWoYeIiEhXMPjUQXExMHs28MYbwKxZ4swtZ2epqyIiIqLaYldXLaWmAuPHAxcvAlu2iAOZiYiISLcw+NTC8eNi6LGxAU6dArp1k7oiIiIiqg92dVVDEIBvvgGee04cx3PmDEMPERFRU0tPT2+yczP4VKGgAPjb34APPgD+8Q/g998BOzupqyIiItJvq1atwvz583HhwoUmOT+DTyWSk8VZW3/8AezeDXz2GWDEPykiIqImdfHiRfj6+mL9+vU4c+YMSktLG/01DHKMz6JF4niduXOffmzaNGDjRqBDB+DsWaB9e42XR0REZJB8fHzKfp7WRKsCG2Q7ho0NEBwMhIaW36dSAaNGAd9/D3TpApw8ydBDRESGLVuRjauZV5GtyNbo66anp+O9995DQEAAYmNjG/XcBtnio27pCQ4Wr6dOFbu2Ll0CAgKA7dsBmUyy8oiIiCSVlJWE+ZHzsfPqTqgEFYxkRgjoGIBlw5fB08GzyV9/+fLl6NWrF3x9fdG+kVshZIIgCI16xiagUChgaWmJgoICWFhYNNp5Q0PF8COXi5uNvvsusHp1o52eiIhI44qKipCcnAwPDw+YmZnV+flJWUnwXeuLvOI8lKrKx9gYGxnD2tQaZ6adafLw07NnT/z666/w9Kz769T0/g2yq0tt7lzAwUEMPa6uDD1EREQLIhc8FXoAoFRVirziPCyIXFB2X2puKtLy0io9T1peGlJzU+v02vfu3cNnn32G5ORkbNmyBdHR0XV/AzUwyK4utdBQICsLaNlSXJk5NLTyAc9ERET6IOVxCnIKc6p8PKcoBzuu7oBKUFX6eKmqFDuu7kD03WjYmdkhsyATaXlpcLV2hZOlU9lxRcoiqAQV3Gzd6lRfq1atEBgYiKioKHz22Wd1em5tGWzwUXdzhYSIYUd9G2D4ISIi/ZNTmAOPlR4oUZU06DwqQYVBPwyq9hhjI2MkvpsIV2vXOp8/ISEB3t7e9S2vRgYZfP4aeoCnBzwz/BARkT6xM7dD8gfJNbb4DP5xcJUtPgBgJDNC1FtRsDMrX9VX3fJjJDOCSlDBy9ELHRw71KvO+Pj4CsEnOjoaERER6NevH+bNm4cvvvgCxcXFuHbtGpYsWVLn8xtk8MnNrRh61NS3c3M1XxMREVFTc7N1q7H7KaBjACKuRTw1xgcQW3L8OvhhoPtAAGLrT5YiCwIEWJlaAQBMjEzg4+rz1HNrKy4uDoGBgWW3s7KysHTpUuTn5yMkJASTJ08GAOzatate5zfoWV1ERET6RhOzuto1a4eMggw8yHuAUlUpLEwsUFBSABMjE5SoSuBm61avbi4AcHNzw5UrV2BtbV3h/j179iAqKqrGVh7O6iIiIqJa83TwxJlpZ+DXwQ9GMjEmyGVy+HXww4m3T8Dc2BxxD+KQmpsKBwsHuFq7oqCkAG62bvBx9YGbrRtSHqdUOdurOmlpaXB3d38q9ADAoUOHMHz48Aa/P4Ps6iIiIqKqeTp4YlvQNmQrspGenw5bU1sUqYrwsOAhipXFcLV2RXOr5sgsyETK45QKLTzq65THKRVuVyclJQWDBw/GypUrERQUVOkx0dHRWLx4cYPfG4MPERERVcpEbgK5kRz38u7BTG4Gdzt3OFk4weh/O3erp6z/Ndyob1c3SLrC65iYYNSoUYiJicHnn39e4bErV64gKioK6enp2LdvH/z9/Rv0njjGh4iISI80dIyPIAjIKcpBWl4a8orzYGliCVdrV9ib20OmA/s51fT+Nd7ik52djVWrVsHGxgZz5szR9MsTERFRJdQztB7kPYCiVAFbM1t0cOwAG1MbnQg8tVXnwc2JiYkYOnQoli5dWnZfeHg4goOD8e677+LYsWPVPt/e3h6DBw+ue6VERETU6JQqJR7kPUBCegJuPboFCxMLdGneBR0cO8DWzFavQg9QjxafhISECsHl8ePHWLp0KWJjY1FYWAhfX1/ExcXh3LlzCAkJKTuuS5cu+Pvf/944VRMREVGDlChLkJ6fjvT8dAgQ4GTpBBcrF5gZ1717TJfUOfgEBQXh8uXLZbdPnz6Njh07QiaTwcLCAlZWVrhx4wb69OmDLVu2PPX8kpISnDx5Ejdv3kRmZiacnJwqPaa0tHztAIVCUdcyiYiIqBKFpYV4kPcAmQWZkBvJ4WLtguaWzWEiN5G6NI1o8BifzMzMCvPtbWxskJmZCS8vr0qPNzExwccff1ztOb/88kt88cUXDS2NiIiI/ie/OB9peWnILsyGqdwU7nbucLRwhNxILnVpGtXgBQydnJyQl5dXdjs3N7fSVpy6+PTTT1FQUFB2efjwYUPLJCIiMjiCICCnMAdXM6/icuZlFCmL4GHvAW9nbzhbORtc6AEaocWnX79+WLBgAQRBQGFhIfLz89G+ffsGndPExAQmJobR5EZERNTYBEFAtiIbD3MeQlGqgI2pDTo4dICNmX7N0KqPOgefbdu24dixYzAxMUHnzp3h7++PhQsX4qOPPkJBQQFWr15dtrARERERaU5+cT42XdiEdmiHgscFsLe2R9tmbcs2ECUuYEhERKTzMgsysSpmFVbFrIKdsR1+HvozvDt6w9bKVurSNE7rFjAkIiKixnEz+yZCT4bih/M/wNzYHLP7zsbMHjORk5aj09PS09PT4ezs3CTn1urgExYWhrCwMKhUtdvrg4iIyBCcv38ey6OXIzwxHG62bljy/BJM6TUF1qbWKCoqQg5ypC6x3latWoWzZ89izpw56NGjR6Ofn11dREREOkAQBBy+eRjLTixDZHIkvJ29MX/QfAR1DaqwBk9D9+qS0sWLF1FYWIh+/fph7dq1eOutt2BsXLc2GnZ1ERER6bBSVSm2X96O5SeWI/Z+LIa2HYo9k/ZgpOdIvZuh5ePjU/bztGnTmuQ1OP2KiIhICylKFPj2zLfouKojJv42EW2btcWpKafw5xt/YpTXKL0LPU9KT0/He++9h4CAAMTGxjbqudniQ0REpCGLjiyCjakN5g6c+9RjodGhyC3Oxfv93sfqmNX4JuYbPC56jDd83kDw5GB4OVa+I0Kj17gIsLEB5j5dIkJDgdxc8ZimtHz5cvTq1Qu+vr4NXhvwrxh8iIiINMTG1AbBkcEAUCH8hEaHIjgyGINbD0ZIdAiMjYzxru+7eL/f+3C1dtVsjTZAsFhihfATGire/8T+403m0KFDmDlzJjw9PRv93Aw+REREGqIOO0+Gn7kH5uKrk19BBhmSs5PxxdAvML33dNiY2UhT4//CzpPh58nQU1lLUGO5d+8evvvuOyQnJ2PLli0YNmwYBg4c2KivwVldREREGrbixArMPzgfZnIzFCmL4GLlgqUvLMUk70kwlZs26NzVzWpKSQFyajnTff16Meg4OwPp6WLwefPN2j3Xzg5wc6tT2WXOnTuHDz/8EEePHq3X83V6VhfX8SEiIn2S8jgFP5z/AevOrwMAFCmL4GDhgNS5qTCSNe18o5wcwMMDKCmp2/PS08XrkJDad3OZmAAZGWIAqquEhAR4e3vX/Ym1pNXBZ/r06Zg+fXpZiw8REZGuKVWVYu/1vVh7bi12X98Ne3N7dHPuhjs5d9DSpiVSc1Px9cmvKx3w3Jjs7IDkZM21+NQn9ABAfHx8pcFn9+7duHHjBtzc3PDo0SPExcVhxYoVdd7UXKuDDxERka66k3MH686tw7rz63Av9x6ea/scNgVuwu1Ht7Hw0EKEDA/B3IFzywY2A2jy8OPmVrsuqNDQ8haeJ8f4uLo27RgfAIiLi0NgYGCF+5YsWQIHBwe8//77ZffNmjWrzqEHYPAhIiJqNCXKEuy+vhtrz63F3ut74WTphLd6vIWpvabCy9ELodGhFUIPUPmAZylVNpC5sgHPTSUxMbFCi8+FCxewf/9+HDlypMJx8+fPr9f5GXyIiIga6Gb2Taw7vw4/nP8B9/PuY7jHcGwdtxX+nfwrDFbOLc6tEHrU1Ldzi3M1WndlcnMrn72lvp3bhCWmpaXB3d0d1tbWZfcdOHAAI0eOrHBcdnY22rRpU6/XYPAhIiKqhxJlCSKuRiDsXBgib0TC2coZb/d8G1N6TkF7h8oX3Vs0dFGV55O6pUetusUJm6qlJyUlBYMHD8bKlSsRFBRU4bE2bdrg8uXLZbcFQcCxY8fg7+9fr9di8CEiIqqDG1k38P257/HjhR+Rnp+OFz1fxG8TfsOYDmMqbBZKtWdiYoJRo0YhJiYGn3/+eYXHJkyYgEWLFmHVqlVwd3eHsbHxUy1AdcF1fIiIiGpQrCzGjis7EBYbhkM3D6GFdQtM6TkFU3pNQdtmbaUurwJd3p29MXAdHyIionq69vAa1sauxU8Xf8JDxUOM8hyFnRN3YrTXaBgbafVXKFWBLT5ERERPKCwtxO+Xf0fYuTAcuXUEbrZumNpzKt7u+Tbc7dylLq9GbPHR4RYfIiIiTbmccRlrz63Fzxd/xqPCR3ipw0v449U/MNJzJORGcqnLo0bC4ENERAZLUaLAtsvbEBYbhqg7UWhj1wZz+s/BWz3eQivbVlKXR02AwYeIiAxOQnoC1sauxc9xPyO3KBf+nfyxd/JeDPcYztYdPcfgQ0REBqGgpADhieFYe24tou9Go12zdpg/cD7e7PEmWti0kLo80hAGHyIi0msX0y5i7bm12Bi3Efkl+Xil0yuIfD0Sw9oNa/Id0Un7MPgQEZHeySvOw9aErQg7F4aYezHwdPDEJ4M/wRs+b8DF2kXq8khCDD5ERKQ3zt8/j7DYMGyK34QiZRECOwdi6fNL8WzbZ9m6QwAYfIiISIstOrIINqY2le5jFRoditziXMwdMBebEzZj7bm1OJt6Fh0dO+Ifz/4Df/P5G5pbNZegatJmWh18uHIzEZFhszG1QXBkMICKm3iGRIdgXuQ89GvVDyHRIShVlWJcl3EIHRGKwa0HQyaTSVUyNYL09HQ4Ozs3ybm1OvhMnz4d06dPL1u5mYiIDIs67KjDz9ReU/H2zrex/cp2AEBucS6+HPYlXvd5HQ4WDpLVSY1n1apVOHv2LObMmYMePXo0+vm1OvgQERHN6T8HVx9eRXBkMOZFzoMAAb1b9MbKkSsx0H0gW3f0yMWLF+Hr64vZs2dj7dq16NatG4yNGzeqMPgQEZFWuph2ERviNuCX+F9wP+8+TIxMUKIqQQvrFjg7/azU5VET8PHxKft52rRpTfIaHOJORERa497je1h+Yjm6f9cdPdb0wLbL2zCl5xTMHzgfJaoStLRpift59xEaHSp1qdSE0tPT8d577yEgIACxsbGNem4GHyIiklRuUS5+uvATXvj5Bbh/7Y4lx5dggNsARL0VhRvv30Az82ZYHr0cIcNDcO+jewgZHoLgyGCGnyay6MiiKv9sQ6NDsejIoiavYfny5ejVqxcCAwPRvn37Rj03u7qIiEjjSlWlOJh8EBviNuD3y7+jVFWK0V6j8ev4X/FSh5dgbmwOQPyiDY4MRsjwkLKBzn8d8FzZVHeqv6pm0j35WTS1Q4cOYebMmfD09Gz0czP4EBGRRgiCgPNp57ExbiN+if8FD/IfoL9bf4SMCEFQ1yA4Wjo+9Zzc4twKoUdNfTu3OFcjtRuSyoJlZQG0Kdy7dw/fffcdkpOTsWXLFgwbNgwDBw5s1NeQCYIgNOoZm4B6OntBQQEsLCykLoeIiOrgbs5dbIrfhA1xG3Ap4xI87D3wmvdreK37a/By9JK6PL1TVFSE5ORkeHh4wMzMrMJjKY9TkFOYU6vzrL+wHiEnQ+Bs5Yz0/HQEDwjGmz3erNVz7czt4GbrVtfSAQDnzp3Dhx9+iKNHj9br+dW9f4AtPkRE1AQeFz3GtkvbsCFuA47cOoJm5s0Q1DUIa8esxQC3AZyCLoGcwhx4rPRAiaqkTs9Lz08HAIScDEHIydp1c5kYmSBjXgbszO3qXGdCQgK8vb3r/LzaYvAhIqJGUaoqxYEbB7AhbgN2XNkBpUqJlzu8jG0TtmG012iYGT/9v2/SHDtzOyR/kKyxFp/6hB4AiI+PrxB8oqOjERERgX79+mHevHn44osvUFxcjGvXrmHJkiV1Pj+DDxER1ZsgCIi9H4sNFzdgS+IWpOenY6D7QHz94teY0HUCV1PWMm62brXqggqNDhVbeP43pkc9xsfV2rXJB5PHxcUhMDCw7HZWVhaWLl2K/Px8hISEYPLkyQCAXbt21ev8Wh18uFcXEZF2uv3odtm4nSuZV+Dp4IlZvrMw2Xsy2js07vRj0iypZ9IlJiZWaPF5+eWXAQBHjx7FkCFDyu4fM2ZMvc6v1cGHe3UREWmPnMIc/HbpN2yI24Cjt4/CwcIBE7tOxI/+P6Jfq34ct6MnpJxJl5aWBnd3d1hbWz/12KFDh/DSSy81+DW0OvgQEZG0SpQl2Je0DxvjNyLiagRUggpjOozBjqAdGOU1CqZyU6lLpEa2aOiiKh9rqpaelJQUDB48GCtXrkRQUFClx0RHR2Px4sUNfi0GHyIiqkAQBJxJPVM2biezIBPPtH4GK0euxPgu42FvYS91iaRnTExMMGrUKMTExODzzz+v8NiVK1cQFRWF9PR07Nu3D/7+/g16La7jQ0REAIBbj25hY9xGbIjbgGsPr8HLwQuvd38dr3V/De3s20ldHtVSTevY6Duu40NERFXKVmSXjduJuhMFJ0snTOw6ERte2QDflr4ct0N6h8GHiEiPLDqyCDamNpWOxQiNDkVucS4+GfwJ9l7fiw1xG7Dr2i7IIINfRz9ETIzASM+RMJGbSFA5kWYw+BAR6ZGqNpgMiQ7BvMh5GOg2EKtiVuGh4iGebfMsVo9ejXFdxqGZeTOJKibSLAYfIiI98tf1Vl7p/Are2f0ODtw4AADIKszCRwM+wmTvyWjTrI1kdRJJhcGHiEjPTPKehKg7UQiODC4LQM+4P4OvR36N3i16c9yOgdCBuUtNoqb3zeBDRKQHHhY8xPbL27E5YTOO3DoCK1MrWBhbQFGqQEubloh6O0rqEklDTEzEMVoFBQUwNzeXuBrNKykRN2E1Nq484jD4EBHpqNyiXOy8uhObEzbjwI0DkMvkeLnDywgfH46krCR8fOhjtLRpidTcVIRGhzb5HkukHYyMjODg4IAHDx4AACwtLQ2mlU+lUiE9PR1WVlYwMjKq9BgGHyIiHaIoUWDP9T3YnLAZu6/vRqmqFCPaj8CP/j/Cr6MfbM1sERodio8PffzUBpNA0+6xRNrD2dkZAMrCjyGRy+Vo3bp1lWGPwYeISMsVK4txMPkgNidsxo4rO5BfnI+hbYfi/0b+HwI7B8LR0rHsWKk3mCTtIJPJ4OLigubNm5d1/RgCmUwGExOTalu4tDr4cHd2IjJUSpUSR28fxZaELdh2eRuyFFno79YfXw77EuO7jEcLmxaVPk/KDSZJ+xgZGRnk6s3V4ZYVRERaQhAEnEo5hS0JWxB+KRxpeWnwcfHBq91exYSuE7htBFEj0OoWHyIifScIAi4+uIgtCVuwJWELbufcRgfHDpjRewaCugahc/POUpdIpFcYfIiIJHA186oYdhK34ErmFbS2a42JXSdiYreJ6OHaw2Bm4RBpGoMPEZGG3H50G1sTt2JzwmZcSLsAFysXTOg6Aev81qG/W38YySqffktEjYfBh4ioCaXlpeHXxF+xOWEzTqachL25PcZ2HouQ4SEY2nYo5EZyqUskMigMPkREjSxLkVVhFWULYwsEdArAJ4M/wYj2I2AqN5W6RCKDxeBDRNQIcotyEXE1ApsTNmP/jf2Qy+R4qcNL2DJ2C17q8BIsTSylLpGIwOBDRFRvihIF9ibtxeaEzfjj2h8oVZViuMdwrPNbh4BOAbA1s5W6RCL6CwYfIqI6KFGWVFhFOa84D8+2fRYrR65EYOdAOFk6SV0iEVWDwYeIDNqiI4tgY2pT6TYOodGhyC3OxedDPkfUnShsjt+M3y7/hixFFvq16od/PfcvjO86Hi1tWkpQORHVB4MPERk0G1ObSvewCokOwbzIeRjcejDCYsNwP+8+urt0x7yB8xDUNYirKBPpKAYfIjJoT27gKUDAiPYjMGffHPx5608A4nT0ab2mIahbELo07yJlqUTUCLhXFxEZvNuPbuOd3e9gb9LesvuGthmK0BdD0dO1J1dRJtIjbPEhIoOUrcjGb5d+w8b4jTh2+xgcLBxgaWKJgpICtLRpiT/f/FPqEomoCXB9dCIyGIWlhdh+eTsCtwbCNdQV7+19Dy5WLtg5cSfmD5pfFnpSc1MRGh0qdblE1AQYfIhIr6kEFY7eOoppEdPgGuKKceHjkFOUg/++9F88CH6A8PHhuP7wOhYeXIiQ4SG499E9hAwPQXBkMMMPkR5iVxcR6aWE9ARsituETfGbcPfxXfi4+OCzIZ9hYreJcLN1KzsuNDoUwZHBCBkeUjbQ+ckBz0/eJiLdp9XBJywsDGFhYVCpVFKXQkQ64N7je9icsBkb4zbi4oOLcLd1x2TvyZjcfTK6OXer9Dm5xbkVQo+a+nZucW6T101EmsNZXUSk03IKc7D98nZsjN+IP2/+CVszW4zvMh6vdX8Ng9sMhpGMPfpEVE6rW3yIiCpTrCzGvqR92Bi3Ebuu7YJKUOElr5fw24TfMNprNMyNzaUukYi0FIMPEekEQRAQfTcam+I3YWviVmQpsjCkzRD838j/w7gu42BvYS91iUSkAxh8iEirXcm8UjZI+eajm+jSvAvmDZyHV7u9ijbN2khdHhHpGAYfItI6aXlp2JKwBRvjNiL2fixa2rTEq91exWvdX4OPiw9XUiaiemPwISKtkFech98v/46N8RtxMPkgrEysMLbLWCx7YRmGth0KuZFc6hKJSA8w+BCRZEqUJYhMjsSm+E3YcWUHipXFGOU5CpvHbsaYDmNgYcJZnETUuBh8iEijBEHAmdQz2Bi3EVsStiCjIAMD3QdixfAVmNB1ApwsnaQukYj0GIMPEWlEUlYSNsVtwsb4jUjKSkIHxw54r+97mOQ9Ce0d2ktdHhEZCAYfIqqTRUcWwcbUptJtHEKjQ5FbnItFQxcBADLyM7A1cSs2xm3E6Xun4WzlXDZIuXeL3hykTEQax+BDRHViY2pT6R5W6j2vFj+/GJvjN2NT/CbsS9oHM2MzBHYOxBdDv8DzHs/D2Ii/dohIOvwNRER1UtkGnitOrMD8g/PRu0VvLI5aDEWJAiPaj8BPAT/Bv5M/rE2tpSyZiKgM9+oionpRt/BYmVghvyQfANC3VV9M9p6MoK5BcLF2kbhCIqKnscWHiOpEUaJAeGI4tl3eBgDIL8mHjakNzk4/iw6OHSSujoioety2mIhq5VLGJXyw9wO0/Kolpu6aWtbK09KmJXKLc7Hr6i6JKyQiqhlbfIioSoWlhfjt0m9YE7sGx+8cR7tm7TB/4HwUKYvwxdEvEDI8BHMHzi3r9gJQ6WwvIiJtweBDRE+5knkFYbFh+OniT8gpzIFfRz/sm7wPw9sPx9cnv8Ynhz8pCz1A5QOeiYi0EYMPEQEAikqLsP3ydqyJXYOjt4+itV1rfNj/Q7zd8220tGlZdlxucW6F0KOmvp1bnKvRuomI6oKzuogM3PWH1xEWG4b1F9cjS5GFlzu8jBm9Z+DF9i9yY1Ai0jts8SEyQMXKYuy4sgNrYtfg8M3DcLN1w2zf2ZjSawrcbN2kLo+IqMkw+BAZkOTsZITFhuHHCz8iIz8Do71GI2JiBEZ5jeKKykRkEPibjkjPlShLEHE1Amti1yAyORItbVpiRu8ZmNprKlrbtZa6PCIijWLwIdJTtx7dwtrYtfjhwg94kPcAL3q+iN+DfsfLHV5m6w4RGSz+9iPSI6WqUvxx7Q+siV2D/Un74WLtgrd7vI1pvaehbbO2UpdHRCQ5Bh8iPXAn5w6+P/c91p1fh9TcVAz3GI5fx/8Kv45+MJGbSF0eEZHW0OrgExYWhrCwMKhUKqlLIdI6SpUSe67vwZrYNdibtBdOlk54q8dbmNZrGto7tJe6PCIircR1fIh0TMrjFKw7tw7fn/8eKY9TMKzdMMzoPQMBnQJgKjeVujwiIq2m1S0+RCRSqpTYf2M/1sSuwR/X/oCDhQPe9HkT03tPh5ejl9TlERHpDAYfIi2WmpuKH87/gO/PfY/bObfxbJtnsfGVjQjsHAgzYzOpyyMi0jkMPkRaRiWoEHkjEmti1yDiagTszO3whs8bmN57Ojo5dZK6PCIincbgQ9TEFh1ZBBtTm0p3LA+NDkVucS4WDV2EB3kP8MP5H7D23FrcfHQTz7R+BusD1mNcl3EwNzaXoHIiIv3D4EPUxGxMbRAcGQwAFcJPaHQogiODMb33dIz/dTx2XNkBa1Nr/K373zC993R0de4qVclERHqLwYeoianDzpPh54sjX2DR0UVwtHBEWGwYBrgNwPdjvsf4ruNhaWIpZblERHqN09mJNETdwmNhbAFFqQJmcjNM7TUVM3rPgLeLt9TlEREZBLb4EDUxQRBw4MYB7Lq2CwCgKFWgmXkzpHyYAitTK4mrIyIyLEZSF0Ckr5QqJcITw9E7rDdGbhqJ1NxUAEBLm5Z4VPgI/z37X4krJCIyPAw+RI2sqLQI35/7Hp1Xd8bE3yaivUN7fNDvA1zPuo6Q4SG499E9hAwPQXBkMEKjQ6Uul4jIoLCri6iR5BXnYc3ZNfjq1FfIyM/A691fx65Xd+GPa38gODIYIcNDygY6VzbgmYiImh6DD1EDZRZk4pvT3+CbmG9QpCzC9F7TMXfgXLjZugEANidsrhB61NS3c4tzNV4zEZGh4qwuonq6m3MXoSdDsfbcWpjJzfB+v/fxXt/34GjpKHVpRERUBbb4ENXR1cyrWHZiGTbGbYSzlTP+/dy/Ma33NFibWktdGhER1YDBh6iWzqaexdLjS7H98nZ4Onjiu5e+w2vdX+NmoUREOoTBh6gagiDgz1t/YsnxJTiYfBA9XXti67itCOwcCLmRXOryiIiojhh8iCqhElTYeWUnlp5Yiph7MRjadij2v7Yfwz2GQyaTSV0eERHVE4MP0RNKlCX4Jf4XLDuxDJczL8Ovox9OTjmJ/m79pS6NiIgaAYMPEYCCkgJ8f+57hESHIDU3FZO8J+HX8b9yh3QiIj3D4EMGLVuRjdVnVmPl6ZXIK87DlJ5TEDwwGG2btZW6NCIiagIMPmSQ7ufex9envsZ3Z7+DXCbHLN9ZeL/f+3CxdpG6NCIiakIMPmRQbmTdwPITy7H+4nrYm9vjs8GfYWafmbAzt5O6NCIi0gAGHzIIF9IuYNmJZQhPDEcbuzZYOXIl3uzxJsyNzaUujYiINIjBh/Ra1O0oLDm+BHuT9sLb2RsbXtmACV0nwNiIf/WJiAwRf/uT3hEEAXuu78GS40tw4u4JDHQfiF2v7sJLXi9xDR4iIgPH4EN6o1RVivDEcCw9vhTx6fEY5TkKx948hsFtBktdGhERaQkGH9J5haWFWH9hPVZEr8CtR7cwoesE/PzKz+jh2kPq0oiISMsw+JDOelz0GN+d+Q5fn/oa2YXZeNPnTcwbNA+eDp5Sl0ZERFqKwYe0zqIji2BjaoO5A+c+9VhodCjS8tJgKjfF6jOroRSUeKfPO5jTfw5a2rSUoFoiItIlDD6kdWxMbRAcGQwAFcLPp4c/xeKoxTA2MkYz82YIHhiMWb6zYG9hL1WpRESkYxh8SOuow446/Iz0HIk3dryB2PuxsDOzwz+f+yem9poKSxNLKcskIiIdJBMEQZC6iJooFApYWlqioKAAFhYWUpdDGvL3P/+Ofx37V9ntoK5B2PDKBpjITSSsioiIdBlbfEjrFCuLsfLUSnx96mvIZXIoBSVa2rTElnFbpC6NiIh0nJHUBRA96WDyQfj81wef//k5BrgNKAs9qbmpCI0Olbo8IiLScQw+pBXu5NzB+F/HY/iG4fBy8MKH/T9EZHIkQoaH4N5H9xAyPATBkcEMP0RE1CDs6iJJFZUWIfRkKL6M+hItrFvgj1f/wJXMKwiODEbI8JCygc5/HfBc2VR3IiKimjD4kGT2Xt+L9/e9j3uP7+GTwZ8geGAwzI3NcSb1TIXQo6a+nVucK0W5RESkBzirizTuZvZNzNk/BxFXIxDYORBfjfgKbZq1kbosIiIyABpv8fnhhx9gZ2eH8+fPY/z48fDx8dF0CSQRRYkCy04sw7ITy9DGrg32v7YfI9qPkLosIiIyIHUOPomJiZg1axZGjhyJhQsXAgDCw8MRExODgoICTJw4EUOGDKny+W+//TYAIDc3Fw8fPqxn2aRLBEFAxNUIzNk/Bxn5Gfhi6BeY038OTOWmUpdGREQGps7BJyEhAYMHDy67/fjxYyxduhSxsbEoLCyEr68v4uLicO7cOYSEhJQd16VLF/z9738HAJw7dw42NjYYNmxYI7wF0mbXH17HB/s+wN6kvZjYbSJWDF8BN1s3qcsiIiIDVefgExQUhMuXL5fdPn36NDp27AiZTAYLCwtYWVnhxo0b6NOnD7ZseXrBuT/++AM//vgjBgwYgG+//RbvvvvuU8eUlJSgtLS07LZCoahrmSSx/OJ8LI5ajJCTIfBy8MKfb/yJoW2HSl0WEREZuAaP8cnMzIS1tXXZbRsbG2RmZsLLy6vS419++WW8/PLL1Z7zyy+/xBdffNHQ0kgCgiBg2+Vt+Gj/R3hU+AhLn1+K2X1nc5sJIiLSCg1ewNDJyQl5eXllt3Nzc+Hk5NSgc3766acoKCgou3AskG64nHEZIzaOwPhfx2No26G49t41fDjgQ4YeIiLSGg0OPv369cPVq1chCAIUCgXy8/PRvn37Bp3TxMQEFhYWFS6kvXKLcjHvwDx0/293ZORnIOqtKPz8ys9wtXaVujQiIqIK6tzVtW3bNhw7dgwmJibo3Lkz/P39sXDhQnz00UcoKCjA6tWrYWTEnTAMgSAI2JywGcEHgqEoVeA/L/4HM/rMgLER18UkIiLtxAUMqV7iH8Rj9t7ZOHb7GKb0nIIlzy9Bc6vmUpdFRERULf7XnOrkUeEjLDqyCKtiVqFni544PfU0+rbqK3VZREREtaLVwScsLAxhYWFQqVRSl2LwVIIKGy5uwPyD81GqKsW3L32LKT2nQG4kl7o0IiKiWmNXF9Xo/P3zmLVnFk6lnMLMPjPxr+f+BUdLR6nLIiIiqjOOQqYqZSmy8O7ud9FnbR8IEHB2+ll8+9K3DD1ERKSztLqri6ShElRYd24dPj70MeRGcqzzW4e/+fwNRjLmZCIi0m0MPlRBzL0YzN4zG7H3YzHbdza+eO4LNDNvJnVZREREjYLBhwAAGfkZ+OTQJ1h3fh2eaf0Mzs84j+4u3aUui4iIqFEx+Bg4pUqJNbFr8Nnhz2BubI6NgRvxardXIZPJpC6NiIio0TH4GLDou9GYtWcWEtITMKffHHz+7OewNbOVuiwiIqImo9XBh+v4NI20vDQsOLgAP1/8Gc+3ex5xM+PQuXlnqcsiIiJqclzHx4CUqkqxKmYV/nHkH7A1s8VXI77CuC7j2K1FREQGQ6tbfKjxHL11FLP3zsbVzKsIHhiMTwd/CitTK6nLIiIi0igGHz2w6Mgi2JjaYO7AuU899vc//47fL/+OhIwEjPQciW0TtqGDYwcJqiQiIpIeg48esDG1QXBkMACUhZ9iZTECtwZi9/XdsDe3x46gHfDr6MduLSIiMmgMPnpAHXbU4cfH1QeTtk1CRkEGhnsMx86JO2FhwrFRREREDD56Yu7AuVAJqrLwAwAfP/MxFj+/WMKqiIiItAs3X9ITRaVFiEmNKbvd0qYlQw8REdFfaHXwCQsLQ58+fTBo0CCpS9FquUW5GP3LaOy6uguAGHpSc1MRGh0qcWVERETahev46Lj0/HSM2jQK1x5eQ15xHkKGh2DuwLkIjQ5FcGRw2W0iIiLiGB+ddjP7JkZsHIEsRVaF0AM8PeCZ4YeIiIjBR2fFPYjDixtfhIuVC/w7+qOFdYunwo36dm5xrhQlEhERaR12demgqNtRGLN5DHxcfRAxMQJ25nZSl0RERKQTtHpwMz0t4moERmwcgefaPYf9r+1n6CEiIqoDBh8d8uP5HxG4NRCveb+GX8f/CnNjc6lLIiIi0ikMPjpAEAQsP7Ecb0e8jQWDFiBsTBiMjTg8i4iIqK747anlVIIK8w7Mw1envsJ/XvwPPuj/gdQlERER6SwGHy1WoizBlIgp2JywGZsCN2GS9ySpSyIiItJpWh18wsLCEBYWBpVKJXUpGpdfnI8Jv03AkVtHsOvVXRjpOVLqkoiIiHQep7NroSxFFl7+5WVcfXgVeybtQT+3flKXREREpBe0usXHEKU8TsGLG19EblEujr91HJ2bd5a6JCIiIr3BWV1a5ErmFQxcNxCCIODE2ycYeoiIiBoZg4+WiLkXg2d+eAatbFsh6q0ouNu5S10SERGR3mHw0QIHbhzAsJ+GwbeVLw6+fhCOlo5Sl0RERKSXGHwktjl+M17+5WUEdApAxMQIWJlaSV0SERGR3mLwkdA3p7/B5O2TMct3Fn5+5WeYyE2kLomIiEivMfhIQBAEfH74c7y/730sfn4xvnrxKxjJ+FEQERE1NU5n1zClSol3d7+L789/j+/HfI8pvaZIXRIREZHBYPDRoMLSQkzePhm7r+3GtgnbENApQOqSiIiIDAqDj4Y8LnoM/y3+OHf/HA68fgBD2gyRuiQiIiKDo9XBR1/26nqQ9wCjNo3C/bz7OPbmMfi4+khdEhERkUHiXl1NLDk7GSM2jAAAHHj9ADzsPSSuiIiIyHBxKlETuph2EYN+GARbM1ucePsEQw8REZHEGHyayNFbRzFk/RB0duqMI28egYu1i9QlERERGTwGnyaw48oOvLjxRbzg8QL2TN4DWzNbqUsiIiIiMPg0unXn1mFs+Fi82eNNhI8Lh7mxudQlERER0f8w+DQSQRCwJGoJpu6aik8Hf4rvXvoOciO51GURERHRE7R6OruuUAkqzN0/FytPr8Q3o77B7L6zpS6JiIiIKsHg00DFymK8vfNthCeG45exv2Bit4lSl0RERERVYPBpgPzifIz7dRyibkfhj0l/YET7EVKXRERERNVg8KmnhwUP8dIvLyEpKwmH3ziMvq36Sl0SERER1YDBpx7u5tzFixtfRH5JPo6/fRydnDpJXRIRERHVAmd11dHljMsY+MNAGMmMcOLtEww9REREOoTBpw5OpZzCMz8+A3dbdxx76xjcbN2kLomIiIjqQKuDT1hYGPr06YNBgwZJXQr2Je3D8z8/j/5u/XHwbwfhYOEgdUlERERUR9ydvRY2xW3CmzvfxKvdXsU6v3UwkZtovAYiIiJqOK1u8dEGK0+txGu/v4YP+n2A9QHrGXqIiIh0GGd1VUEQBHx6+FMsOb4Ey19YjnmD5kldEhERETUQg08lSlWlmPnHTKy/sB4/+P2At3q+JXVJRERE1AgYfP5CUaLApO2TsC9pH7YHbYdfRz+pSyIiIqJGYpDBZ9GRRbAxtcHcgXMr3J9TmINeYb1w7/E9RL4eicFtBktUIRERETUFgxzcbGNqg+DIYIRGh5bddz/3Pjqv7ozk7GTM7juboYeIiEgPGWSLj7qlJzgyGAAQ0CkAfb/viyxFFj4Z/Am+HPallOURERFREzHodXxCo0MRHBkMI5kRVIIKi55dhH8M/UejnZ+IiIi0i0EHHwBwXO6ILEUWWli3QOrc1EY9NxEREWkXgxzjoxYaHYosRRZa2rTE/bz7Fcb8EBERkf4x2OCj7uYKGR6Cex/dQ8jwkKcGPBMREZF+McjBzU+GHvVA578OeP7rVHciIiLSfQYZfHKLcyuEHjX17dziXCnKIiIioiZm8IObiYiIyHAY7BgfIiIiMjwMPkRERGQwtHqMT1hYGMLCwqBSqaQuhYiIiPQAx/gQERGRwWBXFxERERkMBh8iIiIyGAw+REREZDAYfIiIiMhgMPgQERGRwWDwISIiIoPB4ENEREQGg8GHiIiIDAaDDxERERkMBh8iIiIyGAw+REREZDAYfIiIiMhgaPXu7GrqfVQVCoXElRAREZGUzM3NIZPJ6v18nQg+hYWFAABHR0eJKyEiIiIpFRQUwMLCot7Plwnq5hQtplKp8OjRowanPEOgUCjg6OiIhw8fNugvBjUNfj7ajZ+PduPno9009fkYRIuPkZERHBwcpC5Dp1hYWPAXgxbj56Pd+PloN34+2k3bPx8ObiYiIiKDweBDREREBoPBR88YGxvjH//4B4yNdaIX0+Dw89Fu/Hy0Gz8f7aYrn49ODG4mIiIiagxs8SEiIiKDweBDREREBoPBh4iIiAyGdo9AomqFh4cjJiYGBQUFmDhxIoYMGVL2WExMDL799lt07doVcXFx+OCDD9CnTx8JqzU81X0+aqdOncLgwYNx9+5duLq6SlClYavpMzp06BCOHz8OpVKJ+Ph4/P777xJVapiq+3yUSiXeffddtGrVCrdv38awYcMwefJkCas1LImJiZg1axZGjhyJhQsXPvV4bX7/SUYgnZSTkyP07NlTUKlUQkFBgdC1a1dBqVSWPb5z504hLi5OEARBiImJEZ599lmJKjVMNX0+giAIeXl5wqxZs4Q2bdoI9+/fl6hSw1XTZ5SVlSX4+/uX3Vb/eyLNqOnziYyMLPt8srOzBRcXF4kqNUxbtmwRPvvsM2HJkiVPPVab339SYleXjjp9+jQ6duwImUwGCwsLWFlZ4caNG2WP+/n5wdvbG4C45YeVlZVUpRqkmj4fAPj3v/+Njz/+WKIKqabPaM+ePbCyssJXX32Fzz77DCqVSsJqDU9Nn4+TkxMePnwIAMjIyICPj49UpRqkoKAgyOXySh+rze8/KTH46KjMzExYW1uX3baxsUFmZmalx65Zswb//Oc/NVUaoebPZ/fu3ejevTtatWolRXmEmj+jlJQUXLhwAR988AHmz5+PoKAgKBQKKUo1SDV9Pj169EC/fv0wc+ZMzJw5EzNmzJCiTKpEXb6fpMDgo6OcnJyQl5dXdjs3NxdOTk5PHbdixQr4+fmhd+/emizP4NX0+Rw+fBi3b9/G0qVLkZOTg1WrViEuLk6KUg1WTZ+RjY0NfHx8IJfLYWtrC3t7eyQlJUlRqkGq6fPZtm0bMjMz8d///hfbt2/HzJkzkZ+fL0Wp9Be1/X6SCoOPjurXrx+uXr0KQRCgUCiQn58PDw8P3L17t+yYlStXol27dggICMCOHTukK9YA1fT5hIaGYuHChVi4cCHs7Owwe/ZsdO/eXeKqDUtNn9HgwYNx+/ZtAIAgCHj48CHc3NykLNmg1PT5pKamwtnZGYAYUk1MTKQslwDcuXMHQOWfXfv27SWurhxXbtZh4eHhOHnyJAoKCjBp0iS0atUKkydPxunTp7Fjxw5MnToV3bp1AwCkp6fj0qVLEldsWKr7fNSWL1+OJUuWYMaMGfjwww/h4uIiYcWGp6bPaOnSpcjOzkZhYSH69u3LWUMaVt3nk5OTg5kzZ6Jz58548OABvL29MXPmTKlLNhjbtm3D6tWrYWJignfffRfDhw9H165dkZSUBLlc/tRn9+yzz0pdchkGHyIiIjIY7OoiIiIig8HgQ0RERAaDwYeIiIgMBoMPERERGQwGHyIiIjIYDD5ERERkMBh8iIiIyGAw+BAREZHBMJa6ACKi2rhw4QIuXryIx48fY+bMmdyigIjqhS0+RKT1oqKisGHDBrzxxhto1qwZlixZInVJRKSj2OJDRFpNqVRi1qxZOH78OADA3t4eP/30k8RVEZGuYosPEWm1qKgotGvXDra2tgCAixcvlu3KTURUVww+RKTVjhw5giFDhpTd/v333zFjxgwJKyIiXcbgQ0Ra7fjx4ygtLQUAbN68GQMHDsSzzz4rcVVEpKtkgiAIUhdBRFQZpVKJVq1aYfv27bh+/TqMjY0xefJkqcsiIh3Gwc1EpLXOnz+Prl27YuDAgRg4cKDU5RCRHmBXFxFprePHj2PQoEFSl0FEeoQtPkSktVxdXTFixAipyyAiPcIxPkRERGQw2NVFREREBoPBh4iIiAwGgw8REREZDAYfIiIiMhgMPkRERGQwGHyIiIjIYDD4EBERkcFg8CEiIiKDweBDREREBoPBh4iIiAzG/wPV5JElD5M8GQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# compare f_T & f_C before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -502,8 +711,7 @@ "plot_qs_error(\n", " eq_qs_T, helicity=(1, eq_init.NFP), fB=False, ax=ax, marker=[\"x\", \"x\"], rho=10\n", ");" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -515,6 +723,18 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# compare f_B before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -523,8 +743,7 @@ "plot_qs_error(\n", " eq_qs_T, helicity=(1, eq_init.NFP), fT=False, fC=False, ax=ax, marker=[\"x\"], rho=10\n", ");" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -560,6 +779,18 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "grid_rho1 = LinearGrid(\n", " M=eq_init.M_grid,\n", @@ -584,8 +815,7 @@ "objective_fC = ObjectiveFunction(\n", " QuasisymmetryTwoTerm(eq=eq_qs_C, grid=grid_rho1, helicity=(1, eq_init.NFP))\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -609,6 +839,91 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: QS two-term\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 399 ms\n", + "Timer: Objective build = 1.23 sec\n", + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 567 ms\n", + "Timer: Objective build = 1.27 sec\n", + "Timer: Proximal projection build = 6.24 sec\n", + "Timer: Linear constraint projection build = 2.98 sec\n", + "Compiling objective function and derivatives: ['QS two-term']\n", + "Timer: Objective compilation time = 3.50 sec\n", + "Timer: Jacobian compilation time = 19.5 sec\n", + "Timer: Total compilation time = 23.0 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 5.97 sec\n", + "Timer: Jacobian compilation time = 12.0 sec\n", + "Timer: Total compilation time = 18.0 sec\n", + "Number of parameters: 4\n", + "Number of objectives: 289\n", + "Starting optimization\n", + "Using method: proximal-lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 1.957e+04 8.707e+05 \n", + " 1 2 1.366e+04 5.917e+03 1.073e-02 5.735e+05 \n", + " 2 3 6.926e+03 6.729e+03 2.221e-02 2.656e+05 \n", + " 3 4 2.297e+03 4.629e+03 5.120e-02 6.051e+04 \n", + " 4 5 1.535e+03 7.620e+02 5.187e-02 5.600e+03 \n", + " 5 6 1.516e+03 1.898e+01 4.711e-03 6.688e+02 \n", + " 6 7 1.513e+03 2.768e+00 1.073e-03 1.926e+02 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 1.513e+03\n", + " Total delta_x: 1.184e-01\n", + " Iterations: 6\n", + " Function evaluations: 7\n", + " Jacobian evaluations: 7\n", + "Timer: Solution time = 2.44 min\n", + "Timer: Avg time per step = 20.9 sec\n", + "Start of solver\n", + "Total (sum of squares): 1.957e+04, \n", + "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 1.353e+02 (T^3)\n", + "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 1.562e-02 (T^3)\n", + "Average absolute Quasi-symmetry (1,4.0) two-term error: 2.315e+01 (T^3)\n", + "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 2.034e+01 (normalized)\n", + "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 2.348e-03 (normalized)\n", + "Average absolute Quasi-symmetry (1,4.0) two-term error: 3.479e+00 (normalized)\n", + "Maximum absolute Force error: 1.516e+05 (N)\n", + "Minimum absolute Force error: 2.431e+00 (N)\n", + "Average absolute Force error: 5.922e+03 (N)\n", + "Maximum absolute Force error: 8.198e-03 (normalized)\n", + "Minimum absolute Force error: 1.315e-07 (normalized)\n", + "Average absolute Force error: 3.203e-04 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "End of solver\n", + "Total (sum of squares): 1.513e+03, \n", + "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 2.017e+01 (T^3)\n", + "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 7.090e-02 (T^3)\n", + "Average absolute Quasi-symmetry (1,4.0) two-term error: 7.306e+00 (T^3)\n", + "Maximum absolute Quasi-symmetry (1,4.0) two-term error: 3.031e+00 (normalized)\n", + "Minimum absolute Quasi-symmetry (1,4.0) two-term error: 1.065e-02 (normalized)\n", + "Average absolute Quasi-symmetry (1,4.0) two-term error: 1.098e+00 (normalized)\n", + "Maximum absolute Force error: 1.993e+04 (N)\n", + "Minimum absolute Force error: 4.870e-01 (N)\n", + "Average absolute Force error: 9.949e+02 (N)\n", + "Maximum absolute Force error: 1.078e-03 (normalized)\n", + "Minimum absolute Force error: 2.634e-08 (normalized)\n", + "Average absolute Force error: 5.381e-05 (normalized)\n", + "R boundary error: 6.939e-18 (m)\n", + "Z boundary error: 3.957e-27 (m)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-iota profile error: 0.000e+00 (dimensionless)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n" + ] + } + ], "source": [ "eq_qs_C, result_C = eq_qs_C.optimize(\n", " objective=objective_fC,\n", @@ -625,8 +940,7 @@ " copy=False,\n", " verbose=3,\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -650,10 +964,21 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_boozer_surface(eq_qs_C); # |B| contours at rho=1 surface" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -665,6 +990,18 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# compare f_T & f_C before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -673,8 +1010,7 @@ "plot_qs_error(\n", " eq_qs_C, helicity=(1, eq_init.NFP), fB=False, ax=ax, marker=[\"x\", \"x\"], rho=10\n", ");" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -686,6 +1022,18 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# compare f_B before (o) vs after (x) optimization\n", "fig, ax = plot_qs_error(\n", @@ -694,8 +1042,7 @@ "plot_qs_error(\n", " eq_qs_C, helicity=(1, eq_init.NFP), fT=False, fC=False, ax=ax, marker=[\"x\"], rho=10\n", ");" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -731,6 +1078,7 @@ }, "tags": [] }, + "outputs": [], "source": [ "objective = ObjectiveFunction(\n", " (\n", @@ -738,8 +1086,7 @@ " AspectRatio(eq=eq_init, target=6, weight=1e1),\n", " )\n", ")" - ], - "outputs": [] + ] } ], "metadata": { diff --git a/docs/notebooks/tutorials/bootstrap_current.ipynb b/docs/notebooks/tutorials/bootstrap_current.ipynb index 666cf32874..40f2b509bc 100644 --- a/docs/notebooks/tutorials/bootstrap_current.ipynb +++ b/docs/notebooks/tutorials/bootstrap_current.ipynb @@ -34,29 +34,30 @@ "cell_type": "code", "execution_count": 12, "metadata": {}, + "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, + "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, + "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -82,8 +83,7 @@ ")\n", "from desc.plotting import plot_1d\n", "from desc.profiles import PowerSeriesProfile" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -98,11 +98,11 @@ "cell_type": "code", "execution_count": 15, "metadata": {}, + "outputs": [], "source": [ "eq0 = get(\"precise_QA\")\n", "eq0 = rescale(eq0, L=(\"R0\", 10), B=(\"B0\", 5.86))" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -127,6 +127,7 @@ "cell_type": "code", "execution_count": 16, "metadata": {}, + "outputs": [], "source": [ "eq0.pressure = None # must remove the pressure profile before setting kinetic profiles\n", "eq0.atomic_number = PowerSeriesProfile([1])\n", @@ -134,8 +135,7 @@ "eq0.electron_temperature = PowerSeriesProfile(params=[1, -1], modes=[0, 2]) * 9.45e3\n", "eq0.ion_temperature = PowerSeriesProfile(params=[1, -1], modes=[0, 2]) * 9.45e3\n", "# the existing current profile is the vacuum case eq0.current = PowerSeriesProfile([0])" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -148,10 +148,93 @@ "cell_type": "code", "execution_count": 17, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 867 ms\n", + "Timer: Objective build = 1.58 sec\n", + "Timer: Linear constraint projection build = 8.56 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 9.30 sec\n", + "Timer: Jacobian compilation time = 12.3 sec\n", + "Timer: Total compilation time = 21.6 sec\n", + "Number of parameters: 856\n", + "Number of objectives: 5346\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 1.506e-02 1.077e+01 \n", + " 1 4 2.845e-04 1.478e-02 9.222e-02 2.691e+00 \n", + " 2 5 1.830e-04 1.014e-04 1.397e-01 1.249e+00 \n", + " 3 6 1.089e-04 7.414e-05 1.213e-01 7.621e-01 \n", + " 4 7 3.200e-05 7.690e-05 9.716e-02 6.395e-01 \n", + " 5 8 1.869e-05 1.331e-05 9.350e-02 2.676e-01 \n", + " 6 10 1.651e-06 1.704e-05 2.585e-02 7.973e-02 \n", + " 7 12 6.750e-07 9.757e-07 1.704e-02 6.897e-02 \n", + " 8 14 4.748e-07 2.002e-07 7.785e-03 1.575e-02 \n", + " 9 15 4.482e-07 2.658e-08 1.338e-02 9.857e-03 \n", + " 10 16 4.128e-07 3.545e-08 1.298e-02 2.335e-03 \n", + " 11 18 3.932e-07 1.959e-08 6.564e-03 5.648e-04 \n", + " 12 19 3.792e-07 1.398e-08 1.314e-02 1.775e-03 \n", + " 13 20 3.616e-07 1.763e-08 1.309e-02 1.628e-03 \n", + " 14 21 3.464e-07 1.518e-08 1.294e-02 1.850e-03 \n", + " 15 22 3.335e-07 1.289e-08 1.267e-02 2.304e-03 \n", + " 16 23 3.226e-07 1.093e-08 1.239e-02 2.642e-03 \n", + " 17 24 3.137e-07 8.889e-09 1.217e-02 2.861e-03 \n", + " 18 25 3.081e-07 5.589e-09 1.204e-02 3.115e-03 \n", + " 19 27 2.977e-07 1.040e-08 3.093e-03 3.110e-04 \n", + " 20 28 2.960e-07 1.678e-09 5.981e-03 1.224e-03 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 2.960e-07\n", + " Total delta_x: 5.126e-01\n", + " Iterations: 20\n", + " Function evaluations: 28\n", + " Jacobian evaluations: 21\n", + "Timer: Solution time = 1.03 min\n", + "Timer: Avg time per step = 2.95 sec\n", + "Start of solver\n", + "Total (sum of squares): 1.506e-02, \n", + "Maximum absolute Force error: 6.502e+07 (N)\n", + "Minimum absolute Force error: 2.968e-01 (N)\n", + "Average absolute Force error: 5.342e+06 (N)\n", + "Maximum absolute Force error: 2.008e-02 (normalized)\n", + "Minimum absolute Force error: 9.164e-11 (normalized)\n", + "Average absolute Force error: 1.650e-03 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "End of solver\n", + "Total (sum of squares): 2.960e-07, \n", + "Maximum absolute Force error: 9.149e+05 (N)\n", + "Minimum absolute Force error: 5.582e+00 (N)\n", + "Average absolute Force error: 3.383e+04 (N)\n", + "Maximum absolute Force error: 2.825e-04 (normalized)\n", + "Minimum absolute Force error: 1.724e-09 (normalized)\n", + "Average absolute Force error: 1.045e-05 (normalized)\n", + "R boundary error: 6.836e-17 (m)\n", + "Z boundary error: 2.883e-17 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n" + ] + } + ], "source": [ "eq0, _ = eq0.solve(objective=\"force\", optimizer=\"lsq-exact\", verbose=3)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -164,13 +247,42 @@ "cell_type": "code", "execution_count": 18, "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Initial Equilibrium')" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, ax = plot_1d(eq0, \" Redl\", linecolor=\"b\", lw=2, label=\"Redl\")\n", "fig, ax = plot_1d(eq0, \"\", linecolor=\"r\", lw=2, label=\"MHD\", ax=ax)\n", "ax.legend(loc=\"best\")\n", "ax.set_title(\"Initial Equilibrium\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -185,6 +297,7 @@ "cell_type": "code", "execution_count": 19, "metadata": {}, + "outputs": [], "source": [ "grid = LinearGrid(\n", " M=eq0.M_grid,\n", @@ -193,8 +306,7 @@ " sym=eq0.sym,\n", " rho=np.linspace(1 / eq0.L_grid, 1, eq0.L_grid) - 1 / (2 * eq0.L_grid),\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -218,10 +330,10 @@ "cell_type": "code", "execution_count": 20, "metadata": {}, + "outputs": [], "source": [ "eq0.current = PowerSeriesProfile(np.zeros((eq0.L + 1,)), sym=False)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -245,15 +357,109 @@ "cell_type": "code", "execution_count": 29, "metadata": {}, + "outputs": [], "source": [ "eq1 = eq0.copy()" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: Bootstrap current self-consistency (Redl)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Precomputing transforms\n", + "Timer: Precomputing transforms = 370 ms\n", + "Timer: Objective build = 1.64 sec\n", + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 288 ms\n", + "Timer: Objective build = 843 ms\n", + "Timer: Proximal projection build = 10.1 sec\n", + "Timer: Linear constraint projection build = 8.22 sec\n", + "Compiling objective function and derivatives: ['Bootstrap current self-consistency (Redl)']\n", + "Timer: Objective compilation time = 7.42 sec\n", + "Timer: Jacobian compilation time = 55.4 sec\n", + "Timer: Total compilation time = 1.04 min\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 3.03 sec\n", + "Timer: Jacobian compilation time = 10.7 sec\n", + "Timer: Total compilation time = 13.8 sec\n", + "Number of parameters: 7\n", + "Number of objectives: 16\n", + "Starting optimization\n", + "Using method: proximal-lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 2.258e-02 1.935e-08 \n", + " 1 2 9.430e-05 2.249e-02 1.237e+07 1.029e-09 \n", + " 2 3 2.292e-06 9.201e-05 2.480e+07 4.206e-12 \n", + " 3 4 1.750e-06 5.424e-07 4.868e+07 1.039e-11 \n", + " 4 5 1.477e-06 2.729e-07 6.573e+07 8.437e-12 \n", + "Warning: Maximum number of iterations has been exceeded.\n", + " Current function value: 1.477e-06\n", + " Total delta_x: 1.391e+08\n", + " Iterations: 4\n", + " Function evaluations: 5\n", + " Jacobian evaluations: 5\n", + "Timer: Solution time = 2.74 min\n", + "Timer: Avg time per step = 32.9 sec\n", + "Start of solver\n", + "Total (sum of squares): 2.258e-02, \n", + "Maximum absolute Bootstrap current self-consistency error: 2.840e+06 (T A m^-2)\n", + "Minimum absolute Bootstrap current self-consistency error: 1.677e+05 (T A m^-2)\n", + "Average absolute Bootstrap current self-consistency error: 1.787e+06 (T A m^-2)\n", + "Maximum absolute Bootstrap current self-consistency error: 3.027e-01 (normalized)\n", + "Minimum absolute Bootstrap current self-consistency error: 1.788e-02 (normalized)\n", + "Average absolute Bootstrap current self-consistency error: 1.905e-01 (normalized)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Maximum absolute Force error: 9.149e+05 (N)\n", + "Minimum absolute Force error: 5.582e+00 (N)\n", + "Average absolute Force error: 3.383e+04 (N)\n", + "Maximum absolute Force error: 2.857e-04 (normalized)\n", + "Minimum absolute Force error: 1.743e-09 (normalized)\n", + "Average absolute Force error: 1.056e-05 (normalized)\n", + "End of solver\n", + "Total (sum of squares): 1.477e-06, \n", + "Maximum absolute Bootstrap current self-consistency error: 3.941e+04 (T A m^-2)\n", + "Minimum absolute Bootstrap current self-consistency error: 3.852e+03 (T A m^-2)\n", + "Average absolute Bootstrap current self-consistency error: 1.294e+04 (T A m^-2)\n", + "Maximum absolute Bootstrap current self-consistency error: 4.200e-03 (normalized)\n", + "Minimum absolute Bootstrap current self-consistency error: 4.106e-04 (normalized)\n", + "Average absolute Bootstrap current self-consistency error: 1.379e-03 (normalized)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "R boundary error: 8.358e-17 (m)\n", + "Z boundary error: 6.953e-18 (m)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Maximum absolute Force error: 1.432e+06 (N)\n", + "Minimum absolute Force error: 1.249e+01 (N)\n", + "Average absolute Force error: 8.006e+04 (N)\n", + "Maximum absolute Force error: 4.472e-04 (normalized)\n", + "Minimum absolute Force error: 3.900e-09 (normalized)\n", + "Average absolute Force error: 2.500e-05 (normalized)\n" + ] + } + ], "source": [ "objective = ObjectiveFunction(\n", " BootstrapRedlConsistency(eq=eq1, grid=grid, helicity=(1, 0)),\n", @@ -277,8 +483,7 @@ " gtol=1e-16, # it is recommended to use a very small gtol\n", " verbose=3,\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -291,13 +496,42 @@ "cell_type": "code", "execution_count": 31, "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Method 1: Optimization')" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, ax = plot_1d(eq1, \" Redl\", linecolor=\"b\", lw=2, label=\"Redl\")\n", "fig, ax = plot_1d(eq1, \"\", linecolor=\"r\", lw=2, label=\"MHD\", ax=ax)\n", "ax.legend(loc=\"best\")\n", "ax.set_title(\"Method 1: Optimization\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -319,16 +553,215 @@ "cell_type": "code", "execution_count": 24, "metadata": {}, + "outputs": [], "source": [ "eq2 = eq0.copy()\n", "fam2 = EquilibriaFamily(eq2)" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 627 ms\n", + "Timer: Objective build = 1.65 sec\n", + "Timer: Linear constraint projection build = 7.71 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 2.80 sec\n", + "Timer: Jacobian compilation time = 9.89 sec\n", + "Timer: Total compilation time = 12.6 sec\n", + "Number of parameters: 856\n", + "Number of objectives: 5346\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 6.277e-03 8.832e+00 \n", + " 1 2 9.553e-04 5.322e-03 1.778e-01 2.882e+00 \n", + " 2 3 2.544e-04 7.009e-04 1.565e-01 8.031e-01 \n", + " 3 4 2.018e-04 5.260e-05 1.078e-01 2.517e+00 \n", + " 4 5 4.386e-06 1.975e-04 2.972e-02 1.524e-01 \n", + " 5 7 2.777e-06 1.609e-06 1.257e-02 2.818e-02 \n", + " 6 9 2.503e-06 2.742e-07 7.600e-03 1.122e-02 \n", + " 7 10 2.478e-06 2.540e-08 1.202e-02 3.106e-02 \n", + " 8 12 2.401e-06 7.660e-08 3.372e-03 3.923e-03 \n", + " 9 13 2.371e-06 3.045e-08 6.233e-03 2.433e-03 \n", + " 10 15 2.342e-06 2.853e-08 3.358e-03 1.067e-03 \n", + " 11 16 2.316e-06 2.603e-08 6.722e-03 7.377e-03 \n", + " 12 18 2.288e-06 2.836e-08 3.649e-03 2.782e-03 \n", + " 13 19 2.268e-06 1.946e-08 7.183e-03 9.851e-03 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 2.268e-06\n", + " Total delta_x: 2.219e-01\n", + " Iterations: 13\n", + " Function evaluations: 19\n", + " Jacobian evaluations: 14\n", + "Timer: Solution time = 41.0 sec\n", + "Timer: Avg time per step = 2.93 sec\n", + "Start of solver\n", + "Total (sum of squares): 6.277e-03, \n", + "Maximum absolute Force error: 6.172e+07 (N)\n", + "Minimum absolute Force error: 3.756e+01 (N)\n", + "Average absolute Force error: 4.027e+06 (N)\n", + "Maximum absolute Force error: 1.706e-02 (normalized)\n", + "Minimum absolute Force error: 1.038e-08 (normalized)\n", + "Average absolute Force error: 1.113e-03 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "End of solver\n", + "Total (sum of squares): 2.268e-06, \n", + "Maximum absolute Force error: 1.608e+06 (N)\n", + "Minimum absolute Force error: 9.463e+00 (N)\n", + "Average absolute Force error: 9.382e+04 (N)\n", + "Maximum absolute Force error: 4.443e-04 (normalized)\n", + "Minimum absolute Force error: 2.615e-09 (normalized)\n", + "Average absolute Force error: 2.593e-05 (normalized)\n", + "R boundary error: 2.867e-17 (m)\n", + "Z boundary error: 3.497e-18 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 9.313e-10 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 658 ms\n", + "Timer: Objective build = 1.56 sec\n", + "Timer: Linear constraint projection build = 7.61 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 4.68 sec\n", + "Timer: Jacobian compilation time = 9.66 sec\n", + "Timer: Total compilation time = 14.3 sec\n", + "Number of parameters: 856\n", + "Number of objectives: 5346\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 3.551e-04 2.865e+00 \n", + " 1 2 1.250e-05 3.426e-04 5.998e-02 8.708e-02 \n", + " 2 3 2.060e-06 1.044e-05 1.747e-02 2.468e-02 \n", + " 3 5 1.761e-06 2.993e-07 1.001e-02 1.671e-02 \n", + " 4 6 1.683e-06 7.778e-08 9.537e-03 5.701e-03 \n", + " 5 8 1.642e-06 4.113e-08 2.907e-03 1.141e-03 \n", + " 6 10 1.640e-06 1.511e-09 1.518e-03 2.400e-04 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 1.640e-06\n", + " Total delta_x: 6.220e-02\n", + " Iterations: 6\n", + " Function evaluations: 10\n", + " Jacobian evaluations: 7\n", + "Timer: Solution time = 22.0 sec\n", + "Timer: Avg time per step = 3.14 sec\n", + "Start of solver\n", + "Total (sum of squares): 3.551e-04, \n", + "Maximum absolute Force error: 1.804e+07 (N)\n", + "Minimum absolute Force error: 4.405e+01 (N)\n", + "Average absolute Force error: 9.569e+05 (N)\n", + "Maximum absolute Force error: 5.075e-03 (normalized)\n", + "Minimum absolute Force error: 1.239e-08 (normalized)\n", + "Average absolute Force error: 2.691e-04 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "End of solver\n", + "Total (sum of squares): 1.640e-06, \n", + "Maximum absolute Force error: 1.399e+06 (N)\n", + "Minimum absolute Force error: 9.554e+00 (N)\n", + "Average absolute Force error: 7.499e+04 (N)\n", + "Maximum absolute Force error: 3.934e-04 (normalized)\n", + "Minimum absolute Force error: 2.687e-09 (normalized)\n", + "Average absolute Force error: 2.109e-05 (normalized)\n", + "R boundary error: 2.776e-17 (m)\n", + "Z boundary error: 3.469e-18 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 1.547e-08 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 176 ms\n", + "Timer: Objective build = 502 ms\n", + "Timer: Linear constraint projection build = 3.70 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 2.77 sec\n", + "Timer: Jacobian compilation time = 8.01 sec\n", + "Timer: Total compilation time = 10.7 sec\n", + "Number of parameters: 856\n", + "Number of objectives: 5346\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 1.201e-05 5.137e-01 \n", + " 1 2 1.968e-06 1.004e-05 2.063e-02 5.355e-02 \n", + " 2 3 1.683e-06 2.844e-07 1.181e-02 1.123e-02 \n", + " 3 5 1.630e-06 5.308e-08 4.613e-03 3.960e-03 \n", + " 4 6 1.627e-06 3.194e-09 3.133e-03 4.582e-04 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 1.627e-06\n", + " Total delta_x: 1.640e-02\n", + " Iterations: 4\n", + " Function evaluations: 6\n", + " Jacobian evaluations: 5\n", + "Timer: Solution time = 22.0 sec\n", + "Timer: Avg time per step = 4.40 sec\n", + "Start of solver\n", + "Total (sum of squares): 1.201e-05, \n", + "Maximum absolute Force error: 2.969e+06 (N)\n", + "Minimum absolute Force error: 3.485e+01 (N)\n", + "Average absolute Force error: 1.823e+05 (N)\n", + "Maximum absolute Force error: 8.329e-04 (normalized)\n", + "Minimum absolute Force error: 9.777e-09 (normalized)\n", + "Average absolute Force error: 5.112e-05 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n", + "End of solver\n", + "Total (sum of squares): 1.627e-06, \n", + "Maximum absolute Force error: 1.450e+06 (N)\n", + "Minimum absolute Force error: 3.668e+01 (N)\n", + "Average absolute Force error: 7.661e+04 (N)\n", + "Maximum absolute Force error: 4.067e-04 (normalized)\n", + "Minimum absolute Force error: 1.029e-08 (normalized)\n", + "Average absolute Force error: 2.149e-05 (normalized)\n", + "R boundary error: 2.776e-17 (m)\n", + "Z boundary error: 1.397e-20 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-current profile error: 5.821e-11 (A)\n", + "Fixed-electron-density profile error: 0.000e+00 (m^-3)\n", + "Fixed-electron-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-ion-temperature profile error: 0.000e+00 (eV)\n", + "Fixed-atomic-number profile error: 0.000e+00 (dimensionless)\n" + ] + } + ], "source": [ "niters = 3\n", "for k in range(niters):\n", @@ -343,8 +776,7 @@ " # re-solve the equilibrium\n", " eq2, _ = eq2.solve(objective=\"force\", optimizer=\"lsq-exact\", verbose=3)\n", " fam2.append(eq2)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -357,14 +789,43 @@ "cell_type": "code", "execution_count": 26, "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, ax = plot_1d(fam2[0], \"current\", linecolor=\"k\", lw=2, label=\"0\")\n", "fig, ax = plot_1d(fam2[1], \"current\", linecolor=\"g\", lw=2, label=\"1\", ax=ax)\n", "fig, ax = plot_1d(fam2[2], \"current\", linecolor=\"b\", lw=2, label=\"2\", ax=ax)\n", "fig, ax = plot_1d(fam2[3], \"current\", linecolor=\"r\", lw=2, label=\"3\", ax=ax)\n", "ax.legend(loc=\"best\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -377,13 +838,42 @@ "cell_type": "code", "execution_count": 27, "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Method 2: Iterative Solves')" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, ax = plot_1d(eq2, \" Redl\", linecolor=\"b\", lw=2, label=\"Redl\")\n", "fig, ax = plot_1d(eq2, \"\", linecolor=\"r\", lw=2, label=\"MHD\", ax=ax)\n", "ax.legend(loc=\"best\")\n", "ax.set_title(\"Method 2: Iterative Solves\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -403,11 +893,24 @@ "cell_type": "code", "execution_count": 32, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[ 0.00000000e+00 0.00000000e+00 2.67019471e+03 3.97402482e+06\n", + " 1.66002514e+07 -6.86550329e+07 1.01228131e+08 -6.28828607e+07\n", + " 1.20716658e+07]\n", + "[ 0.00000000e+00 0.00000000e+00 4.36224944e+05 -1.62002569e+06\n", + " 4.23552467e+07 -1.25717545e+08 1.66207488e+08 -9.88761406e+07\n", + " 1.95335994e+07]\n" + ] + } + ], "source": [ "print(eq1.c_l)\n", "print(eq2.c_l)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", diff --git a/docs/notebooks/tutorials/continuation_step_by_step.ipynb b/docs/notebooks/tutorials/continuation_step_by_step.ipynb index af922e05a7..a497440080 100644 --- a/docs/notebooks/tutorials/continuation_step_by_step.ipynb +++ b/docs/notebooks/tutorials/continuation_step_by_step.ipynb @@ -32,6 +32,7 @@ }, "tags": [] }, + "outputs": [], "source": [ "import sys\n", "import os\n", @@ -41,8 +42,7 @@ "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams.update({\"font.size\": 20})" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -64,11 +64,11 @@ }, "tags": [] }, + "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -79,6 +79,16 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DESC version 0.10.2+280.gad1dd690.dirty,using JAX backend, jax version=0.4.13, jaxlib version=0.4.13, dtype=float64\n", + "Using device: CPU, with 14.44 GB available memory\n" + ] + } + ], "source": [ "%matplotlib inline\n", "import numpy as np\n", @@ -93,8 +103,7 @@ "from desc.optimize import Optimizer\n", "from desc.plotting import plot_1d, plot_section, plot_surfaces\n", "from desc.profiles import PowerSeriesProfile" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -127,6 +136,7 @@ }, "tags": [] }, + "outputs": [], "source": [ "surface_2D = FourierRZToroidalSurface(\n", " R_lmn=np.array([10, -1]), # boundary coefficients\n", @@ -135,8 +145,7 @@ " modes_Z=np.array([[-1, 0]]),\n", " NFP=5, # number of (toroidal) field periods (does not matter for 2D, but will for 3D solution)\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -158,12 +167,12 @@ }, "tags": [] }, + "outputs": [], "source": [ "# axisymmetric & stellarator symmetric equilibrium\n", "eq = Equilibrium(surface=surface_2D, sym=True)\n", "eq.change_resolution(L=6, M=6, L_grid=12, M_grid=12)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -185,10 +194,10 @@ }, "tags": [] }, + "outputs": [], "source": [ "objective = ObjectiveFunction(ForceBalance(eq=eq))" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -210,12 +219,24 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "\n", + "\n", + "\n" + ] + } + ], "source": [ "constraints = get_fixed_boundary_constraints(eq=eq)\n", "for c in constraints:\n", " print(c)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -237,14 +258,84 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 4.17 sec\n", + "Timer: Objective build = 8.29 sec\n", + "Timer: Linear constraint projection build = 4.57 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 1.40 sec\n", + "Timer: Jacobian compilation time = 3.07 sec\n", + "Timer: Total compilation time = 4.48 sec\n", + "Number of parameters: 27\n", + "Number of objectives: 98\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 5.673e-03 6.271e-01 \n", + " 1 2 1.043e-03 4.630e-03 2.108e-01 4.286e-01 \n", + " 2 3 1.068e-04 9.364e-04 8.901e-02 1.354e-01 \n", + " 3 4 2.265e-06 1.045e-04 5.145e-02 1.341e-02 \n", + " 4 5 1.600e-07 2.105e-06 3.861e-02 4.019e-03 \n", + " 5 6 1.067e-08 1.493e-07 1.658e-02 1.960e-03 \n", + " 6 7 9.095e-11 1.058e-08 3.866e-03 1.085e-04 \n", + " 7 8 5.407e-11 3.688e-11 8.400e-03 2.692e-04 \n", + " 8 9 2.028e-13 5.387e-11 9.622e-04 6.896e-06 \n", + " 9 11 3.245e-14 1.704e-13 6.780e-04 2.137e-06 \n", + " 10 13 3.277e-15 2.917e-14 2.260e-04 6.548e-07 \n", + " 11 15 5.597e-16 2.718e-15 1.074e-04 2.288e-07 \n", + " 12 16 4.640e-16 9.570e-17 3.502e-04 2.504e-07 \n", + " 13 17 5.172e-18 4.588e-16 9.745e-05 1.657e-08 \n", + " 14 19 1.720e-19 5.000e-18 4.832e-05 2.899e-09 \n", + "`gtol` condition satisfied.\n", + " Current function value: 1.720e-19\n", + " Total delta_x: 1.839e-01\n", + " Iterations: 14\n", + " Function evaluations: 19\n", + " Jacobian evaluations: 15\n", + "Timer: Solution time = 4.24 sec\n", + "Timer: Avg time per step = 282 ms\n", + "Start of solver\n", + "Total (sum of squares): 5.673e-03, \n", + "Maximum absolute Force error: 7.882e+04 (N)\n", + "Minimum absolute Force error: 1.042e-11 (N)\n", + "Average absolute Force error: 2.555e+04 (N)\n", + "Maximum absolute Force error: 4.952e-03 (normalized)\n", + "Minimum absolute Force error: 6.547e-19 (normalized)\n", + "Average absolute Force error: 1.605e-03 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "End of solver\n", + "Total (sum of squares): 1.720e-19, \n", + "Maximum absolute Force error: 1.661e-03 (N)\n", + "Minimum absolute Force error: 2.852e-06 (N)\n", + "Average absolute Force error: 1.160e-04 (N)\n", + "Maximum absolute Force error: 1.044e-10 (normalized)\n", + "Minimum absolute Force error: 1.792e-13 (normalized)\n", + "Average absolute Force error: 7.286e-12 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n" + ] + } + ], "source": [ "# this is a port of scipy's trust region least squares algorithm but using JAX functions for better performance\n", "optimizer = Optimizer(\"lsq-exact\")\n", "eq, solver_outputs = eq.solve(\n", " objective=objective, constraints=constraints, optimizer=optimizer, verbose=3\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -266,11 +357,32 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
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2HIwAAoO0cPnyZV29elWS9MUXX2jdunXuDsKI4I8dkRYaGhp07NgxFRUVqaCgQPPnz3d7EkYA3yIhLTQ1Nem1117jm6MxhkskpIWffvpJTz75pNszMMK4REJa6O7u1sSJE92egRFGYACY4RIJgBkCA8AMgQFghsAAMENgAJghMADM/D9qoRG/CawBBQAAAABJRU5ErkJggg==", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_1d(eq, \"p\")\n", "plot_1d(eq, \"iota\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -329,6 +473,7 @@ }, "tags": [] }, + "outputs": [], "source": [ "surface_3D = FourierRZToroidalSurface(\n", " R_lmn=np.array([10, -1, -0.3, 0.3]), # boundary coefficients\n", @@ -339,8 +484,7 @@ " modes_Z=np.array([[-1, 0], [-1, 1], [1, -1]]),\n", " NFP=5, # number of (toroidal) field periods\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -364,11 +508,11 @@ }, "tags": [] }, + "outputs": [], "source": [ "eq.change_resolution(L=10, M=10, N=6, L_grid=20, M_grid=20, N_grid=12)\n", "surface_3D.change_resolution(eq.L, eq.M, eq.N)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -390,11 +534,11 @@ }, "tags": [] }, + "outputs": [], "source": [ "objective = ObjectiveFunction(ForceBalance(eq=eq))\n", "constraints = get_fixed_boundary_constraints(eq=eq)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -416,6 +560,39 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 1.75 sec\n", + "Timer: Objective build = 4.89 sec\n", + "Perturbing Rb_lmn, Zb_lmn\n", + "Factorizing linear constraints\n", + "Timer: linear constraint factorize = 2.70 sec\n", + "Computing df\n", + "Timer: df computation = 16.0 sec\n", + "Factoring df\n", + "Timer: df/dx factorization = 993 ms\n", + "Computing d^2f\n", + "Timer: d^2f computation = 11.7 sec\n", + "||dx||/||x|| = 3.775e-02\n", + "Timer: Total perturbation = 35.3 sec\n" + ] + }, + { + "data": { + "text/plain": [ + "Equilibrium at 0x7f17b152f4c0 (L=10, M=10, N=6, NFP=5, sym=True, spectral_indexing=ansi)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "eq.perturb(\n", " deltas={\n", @@ -427,8 +604,7 @@ " order=2, # use a 2nd-order Taylor expansion\n", " verbose=2, # display timing data\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -450,11 +626,39 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -500,6 +715,71 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Timer: Linear constraint projection build = 1.97 sec\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 2.27 sec\n", + "Timer: Jacobian compilation time = 7.66 sec\n", + "Timer: Total compilation time = 9.94 sec\n", + "Number of parameters: 1011\n", + "Number of objectives: 6050\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 7.428e-02 1.445e+01 \n", + " 1 2 2.140e-03 7.214e-02 1.291e-01 3.965e+00 \n", + " 2 3 1.398e-04 2.001e-03 1.116e-01 6.969e-01 \n", + " 3 4 3.443e-05 1.053e-04 8.128e-02 2.881e-01 \n", + " 4 5 2.015e-05 1.428e-05 1.067e-01 1.408e-01 \n", + " 5 6 1.059e-06 1.909e-05 6.011e-02 2.870e-02 \n", + " 6 7 7.184e-08 9.876e-07 3.398e-02 8.516e-03 \n", + " 7 8 2.418e-09 6.942e-08 8.535e-03 2.212e-03 \n", + " 8 9 1.255e-09 1.163e-09 5.051e-03 1.615e-03 \n", + " 9 10 2.899e-10 9.647e-10 3.426e-03 8.323e-04 \n", + " 10 11 1.524e-11 2.746e-10 1.662e-03 2.486e-04 \n", + " 11 12 6.143e-12 9.095e-12 1.346e-03 1.586e-04 \n", + "Optimization terminated successfully.\n", + "`xtol` condition satisfied.\n", + " Current function value: 6.143e-12\n", + " Total delta_x: 3.355e-01\n", + " Iterations: 11\n", + " Function evaluations: 12\n", + " Jacobian evaluations: 12\n", + "Timer: Solution time = 1.31 min\n", + "Timer: Avg time per step = 6.57 sec\n", + "Start of solver\n", + "Total (sum of squares): 7.428e-02, \n", + "Maximum absolute Force error: 3.724e+06 (N)\n", + "Minimum absolute Force error: 1.109e+00 (N)\n", + "Average absolute Force error: 5.825e+04 (N)\n", + "Maximum absolute Force error: 2.340e-01 (normalized)\n", + "Minimum absolute Force error: 6.967e-08 (normalized)\n", + "Average absolute Force error: 3.660e-03 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "End of solver\n", + "Total (sum of squares): 6.143e-12, \n", + "Maximum absolute Force error: 2.730e+01 (N)\n", + "Minimum absolute Force error: 2.219e-05 (N)\n", + "Average absolute Force error: 5.460e-01 (N)\n", + "Maximum absolute Force error: 1.715e-06 (normalized)\n", + "Minimum absolute Force error: 1.394e-12 (normalized)\n", + "Average absolute Force error: 3.430e-08 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n" + ] + } + ], "source": [ "eq, solver_outputs = eq.solve(\n", " objective=objective, # solve JxB-grad(p)=0\n", @@ -511,8 +791,7 @@ " maxiter=20, # maximum number of iterations\n", " verbose=3, # display output at each iteration\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -533,13 +812,61 @@ "name": "#%%\n" } }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_surfaces(eq)\n", "plot_1d(eq, \"iota\")\n", "plot_section(eq, \"|J|\", log=True)\n", "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -571,13 +898,13 @@ "name": "#%%\n" } }, + "outputs": [], "source": [ "from desc.objectives import ForceBalance\n", "\n", "objective = ObjectiveFunction(ForceBalance(eq=eq))\n", "constraints = get_fixed_boundary_constraints(eq=eq, profiles=True)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -598,13 +925,13 @@ "name": "#%%\n" } }, + "outputs": [], "source": [ "from desc.profiles import PowerSeriesProfile\n", "\n", "pressure = PowerSeriesProfile([2000, 0, -4000, 0, 2000])\n", "pressure.change_resolution(eq.L)" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -614,6 +941,39 @@ "name": "#%%\n" } }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 234 ms\n", + "Timer: Objective build = 561 ms\n", + "Perturbing p_l\n", + "Factorizing linear constraints\n", + "Timer: linear constraint factorize = 1.79 sec\n", + "Computing df\n", + "Timer: df computation = 15.7 sec\n", + "Factoring df\n", + "Timer: df/dx factorization = 892 ms\n", + "Computing d^2f\n", + "Timer: d^2f computation = 11.6 sec\n", + "||dx||/||x|| = 6.325e-02\n", + "Timer: Total perturbation = 32.2 sec\n" + ] + }, + { + "data": { + "text/plain": [ + "Equilibrium at 0x7f17b152f4c0 (L=10, M=10, N=6, NFP=5, sym=True, spectral_indexing=ansi)" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "eq.perturb(\n", " deltas={\"p_l\": pressure.params - eq.p_l}, # change in the pressure coefficients\n", @@ -622,8 +982,7 @@ " order=2, # use a 2nd-order Taylor expansion\n", " verbose=2, # display timing data\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -644,12 +1003,50 @@ "name": "#%%\n" } }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_surfaces(eq)\n", "plot_1d(eq, \"p\")\n", "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -659,6 +1056,71 @@ "name": "#%%\n" } }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Timer: Linear constraint projection build = 641 ms\n", + "Compiling objective function and derivatives: ['force']\n", + "Timer: Objective compilation time = 2.26 sec\n", + "Timer: Jacobian compilation time = 7.83 sec\n", + "Timer: Total compilation time = 10.1 sec\n", + "Number of parameters: 1011\n", + "Number of objectives: 6050\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 1.176e-01 4.329e+01 \n", + " 1 2 1.336e-03 1.162e-01 9.653e-02 8.839e+00 \n", + " 2 3 6.489e-04 6.876e-04 1.147e-01 3.173e+00 \n", + " 3 5 2.238e-04 4.251e-04 5.974e-02 4.057e+00 \n", + " 4 6 2.832e-05 1.955e-04 6.178e-02 7.364e-01 \n", + " 5 8 7.778e-06 2.054e-05 2.607e-02 4.198e-01 \n", + " 6 9 2.482e-06 5.296e-06 3.159e-02 2.647e-01 \n", + " 7 10 1.490e-06 9.920e-07 2.960e-02 1.102e-01 \n", + " 8 12 1.962e-07 1.294e-06 8.119e-03 8.609e-03 \n", + " 9 14 1.826e-07 1.365e-08 3.852e-03 2.700e-03 \n", + " 10 16 1.803e-07 2.301e-09 1.943e-03 5.940e-04 \n", + " 11 17 1.790e-07 1.260e-09 3.845e-03 2.154e-03 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 1.790e-07\n", + " Total delta_x: 2.175e-01\n", + " Iterations: 11\n", + " Function evaluations: 17\n", + " Jacobian evaluations: 12\n", + "Timer: Solution time = 48.9 sec\n", + "Timer: Avg time per step = 4.08 sec\n", + "Start of solver\n", + "Total (sum of squares): 1.176e-01, \n", + "Maximum absolute Force error: 1.005e+06 (N)\n", + "Minimum absolute Force error: 4.798e+00 (N)\n", + "Average absolute Force error: 5.618e+04 (N)\n", + "Maximum absolute Force error: 1.092e-01 (normalized)\n", + "Minimum absolute Force error: 5.213e-07 (normalized)\n", + "Average absolute Force error: 6.104e-03 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "End of solver\n", + "Total (sum of squares): 1.790e-07, \n", + "Maximum absolute Force error: 4.771e+02 (N)\n", + "Minimum absolute Force error: 2.019e-02 (N)\n", + "Average absolute Force error: 7.029e+01 (N)\n", + "Maximum absolute Force error: 5.184e-05 (normalized)\n", + "Minimum absolute Force error: 2.194e-09 (normalized)\n", + "Average absolute Force error: 7.638e-06 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n" + ] + } + ], "source": [ "eq, solver_outputs = eq.solve(\n", " objective=objective, # solve JxB-grad(p)=0\n", @@ -670,8 +1132,7 @@ " maxiter=75, # maximum number of iterations\n", " verbose=3, # display output at each iteration\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -693,10 +1154,21 @@ }, "tags": [] }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_section(eq, \"|F|\", norm_F=True, log=True);" - ], - "outputs": [] + ] } ], "metadata": { diff --git a/docs/notebooks/tutorials/omnigenity.ipynb b/docs/notebooks/tutorials/omnigenity.ipynb index dc00d8756d..061d17d233 100644 --- a/docs/notebooks/tutorials/omnigenity.ipynb +++ b/docs/notebooks/tutorials/omnigenity.ipynb @@ -34,14 +34,14 @@ }, "tags": [] }, + "outputs": [], "source": [ "import sys\n", "import os\n", "\n", "sys.path.insert(0, os.path.abspath(\".\"))\n", "sys.path.append(os.path.abspath(\"../../../\"))" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -65,11 +65,11 @@ }, "tags": [] }, + "outputs": [], "source": [ "# from desc import set_device\n", "# set_device(\"gpu\")" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -81,6 +81,24 @@ }, "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DESC version 0.10.4+1069.g4a9334fbc.dirty,using JAX backend, jax version=0.4.11, jaxlib version=0.4.11, dtype=float64\n", + "Using device: CPU, with 11.03 GB available memory\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/jaxtyping/__init__.py:221: UserWarning: jaxtyping version >=0.2.23 should be used with Equinox version >=0.11.1\n", + " warnings.warn(\n" + ] + } + ], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", @@ -107,8 +125,7 @@ "from desc.plotting import plot_boozer_surface, plot_boundaries\n", "\n", "plt.rcParams[\"font.size\"] = 14" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -130,6 +147,7 @@ "metadata": { "tags": [] }, + "outputs": [], "source": [ "surf = FourierRZToroidalSurface.from_qp_model(\n", " major_radius=1,\n", @@ -143,8 +161,7 @@ "# this value of Psi gives an average |B| on axis of about 1 T\n", "# the Equilibrium class defaults to vacuum pressure and current profiles\n", "eq = Equilibrium(Psi=3e-2, M=4, N=4, surface=surf)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -165,10 +182,79 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 1.78 sec\n", + "Timer: Objective build = 2.99 sec\n", + "Building objective: lcfs R\n", + "Building objective: lcfs Z\n", + "Building objective: fixed-Psi\n", + "Building objective: fixed-pressure\n", + "Building objective: fixed-current\n", + "Building objective: self_consistency R\n", + "Building objective: self_consistency Z\n", + "Building objective: lambda gauge\n", + "Building objective: axis R self consistency\n", + "Building objective: axis Z self consistency\n", + "Timer: Objective build = 3.65 sec\n", + "Timer: Linear constraint projection build = 1.61 sec\n", + "Number of parameters: 120\n", + "Number of objectives: 850\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 1.043e-01 4.108e+01 \n", + " 1 2 2.850e-03 1.014e-01 1.372e-01 1.723e+01 \n", + " 2 3 5.358e-05 2.797e-03 6.424e-02 1.375e+00 \n", + " 3 4 1.835e-05 3.524e-05 5.304e-02 1.697e-01 \n", + " 4 5 1.632e-05 2.021e-06 1.809e-02 2.100e-02 \n", + " 5 6 1.627e-05 5.057e-08 1.944e-02 5.184e-02 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 1.627e-05\n", + " Total delta_x: 1.421e-01\n", + " Iterations: 5\n", + " Function evaluations: 6\n", + " Jacobian evaluations: 6\n", + "Timer: Solution time = 6.82 sec\n", + "Timer: Avg time per step = 1.13 sec\n", + "Start of solver\n", + "Total (sum of squares): 1.043e-01, \n", + "Maximum absolute Force error: 4.672e+04 (N)\n", + "Minimum absolute Force error: 3.799e+00 (N)\n", + "Average absolute Force error: 4.703e+03 (N)\n", + "Maximum absolute Force error: 6.138e-02 (normalized)\n", + "Minimum absolute Force error: 4.991e-06 (normalized)\n", + "Average absolute Force error: 6.178e-03 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "End of solver\n", + "Total (sum of squares): 1.627e-05, \n", + "Maximum absolute Force error: 6.159e+02 (N)\n", + "Minimum absolute Force error: 2.030e-01 (N)\n", + "Average absolute Force error: 5.960e+01 (N)\n", + "Maximum absolute Force error: 8.092e-04 (normalized)\n", + "Minimum absolute Force error: 2.667e-07 (normalized)\n", + "Average absolute Force error: 7.831e-05 (normalized)\n", + "R boundary error: 6.939e-18 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n" + ] + } + ], "source": [ "eq, _ = eq.solve(objective=\"force\", verbose=3)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -187,11 +273,41 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "eq0 = eq.copy()\n", "plot_boozer_surface(eq0, fieldlines=4) # defaults to the rho=1 surface" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -229,6 +345,7 @@ "metadata": { "tags": [] }, + "outputs": [], "source": [ "field = OmnigenousField(\n", " L_B=1, # radial resolution of B_lm parameters\n", @@ -245,8 +362,7 @@ " ] # the next M_well coefficients are the L_B=1 spline knots, etc.\n", " ).flatten(),\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -262,6 +378,36 @@ "execution_count": 8, "id": "2147920d-3714-47ef-b3e4-a50f5b53da21", "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot initial target well |B|\n", "grid_well = LinearGrid(rho=[0.0], M=50)\n", @@ -281,8 +427,7 @@ "ax.set_xlabel(r\"$\\eta$\")\n", "ax.set_ylabel(\"|B|\")\n", "ax.legend(loc=\"upper center\")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -308,6 +453,7 @@ "metadata": { "tags": [] }, + "outputs": [], "source": [ "eq_half_grid = LinearGrid(rho=0.5, M=4 * eq.M, N=4 * eq.N, NFP=eq.NFP, sym=False)\n", "eq_lcfs_grid = LinearGrid(rho=1.0, M=4 * eq.M, N=4 * eq.N, NFP=eq.NFP, sym=False)\n", @@ -339,8 +485,7 @@ " ),\n", " )\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -367,6 +512,7 @@ "metadata": { "tags": [] }, + "outputs": [], "source": [ "def mirrorRatio(params):\n", " \"\"\"Custom linear function to constrain the mirror ratio on axis.\"\"\"\n", @@ -392,8 +538,7 @@ " # fix the mirror ratio on the magnetic axis\n", " LinearObjectiveFromUser(mirrorRatio, field, target=[0.8, 1.2]),\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -412,13 +557,224 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: major radius\n", + "Building objective: aspect ratio\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 59.7 ms\n", + "Building objective: omnigenity\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 567 ms\n", + "Building objective: omnigenity\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 66.2 ms\n", + "Timer: Objective build = 795 ms\n", + "Building objective: fixed-pressure\n", + "Building objective: fixed-current\n", + "Building objective: fixed-Psi\n", + "Building objective: fixed omnigenity B_max\n", + "Building objective: fixed omnigenity map\n", + "Building objective: custom linear\n", + "Building objective: self_consistency R\n", + "Building objective: self_consistency Z\n", + "Building objective: lambda gauge\n", + "Building objective: axis R self consistency\n", + "Building objective: axis Z self consistency\n", + "Timer: Objective build = 779 ms\n", + "Building objective: current density\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 84.0 ms\n", + "Timer: Objective build = 261 ms\n", + "Timer: Linear constraint projection build = 1.65 sec\n", + "Timer: Linear constraint projection build = 88.5 ms\n", + "Number of parameters: 211\n", + "Number of objectives: 258\n", + "Number of equality constraints: 1275\n", + "Number of inequality constraints: 0\n", + "Starting optimization\n", + "Using method: lsq-auglag\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality Constr viol. Penalty param max(|mltplr|) \n", + " 0 1 3.256e+01 1.475e+04 2.143e-02 1.000e+01 0.000e+00 \n", + " 1 2 3.153e+01 1.037e+00 9.907e-04 1.382e+04 2.287e-02 1.000e+01 0.000e+00 \n", + " 2 3 2.779e+01 3.741e+00 4.386e-03 1.061e+04 5.549e-02 1.000e+01 0.000e+00 \n", + " 3 4 1.810e+01 9.683e+00 2.541e-02 4.472e+03 1.385e-01 1.000e+01 0.000e+00 \n", + " 4 5 6.789e+00 1.131e+01 1.356e-01 1.434e+03 1.582e-01 1.000e+01 0.000e+00 \n", + " 5 6 1.679e+00 5.110e+00 1.541e-01 9.284e+02 9.832e-02 1.000e+01 0.000e+00 \n", + " 6 8 1.141e+00 5.381e-01 1.281e-01 1.429e+03 6.245e-02 1.000e+01 0.000e+00 \n", + " 7 10 7.641e-01 3.769e-01 8.749e-02 4.986e+02 6.297e-02 1.000e+01 0.000e+00 \n", + " 8 12 6.396e-01 1.244e-01 9.038e-02 1.397e+03 5.265e-02 1.000e+01 0.000e+00 \n", + " 9 13 5.337e-01 1.060e-01 7.602e-02 3.731e+02 3.530e-02 1.000e+01 0.000e+00 \n", + " 10 15 4.125e-01 1.211e-01 7.919e-02 2.077e+02 2.877e-02 1.000e+01 0.000e+00 \n", + " 11 17 3.494e-01 6.312e-02 5.712e-02 2.011e+02 2.656e-02 1.000e+01 0.000e+00 \n", + " 12 18 3.368e-01 1.258e-02 1.154e-01 1.634e+03 2.887e-02 1.000e+01 0.000e+00 \n", + " 13 19 1.547e-01 1.822e-01 3.043e-02 2.252e+02 2.152e-02 1.000e+01 0.000e+00 \n", + " 14 21 1.352e-01 1.949e-02 2.488e-02 7.064e+01 2.007e-02 1.000e+01 0.000e+00 \n", + " 15 23 1.192e-01 1.602e-02 2.433e-02 7.707e+01 1.928e-02 1.000e+01 0.000e+00 \n", + " 16 25 1.054e-01 1.373e-02 2.254e-02 6.183e+01 1.819e-02 1.000e+01 0.000e+00 \n", + " 17 27 9.370e-02 1.173e-02 2.376e-02 5.963e+01 1.719e-02 1.000e+01 0.000e+00 \n", + " 18 29 8.336e-02 1.034e-02 2.283e-02 5.346e+01 1.609e-02 1.000e+01 0.000e+00 \n", + " 19 31 7.452e-02 8.845e-03 2.290e-02 4.734e+01 1.489e-02 1.000e+01 0.000e+00 \n", + " 20 33 6.683e-02 7.693e-03 2.266e-02 4.097e+01 1.378e-02 1.000e+01 0.000e+00 \n", + " 21 35 6.018e-02 6.647e-03 2.300e-02 3.964e+01 1.329e-02 1.000e+01 0.000e+00 \n", + " 22 36 5.599e-02 4.191e-03 8.023e-02 3.972e+02 1.615e-02 1.000e+01 0.000e+00 \n", + " 23 37 3.813e-02 1.786e-02 2.208e-02 5.597e+01 1.227e-02 1.000e+01 0.000e+00 \n", + " 24 38 3.391e-02 4.221e-03 6.744e-02 3.674e+02 1.556e-02 1.000e+01 0.000e+00 \n", + " 25 39 2.600e-02 7.906e-03 1.665e-02 5.092e+01 1.079e-02 1.000e+01 0.000e+00 \n", + " 26 41 2.431e-02 1.696e-03 1.696e-02 2.782e+01 1.071e-02 1.000e+01 0.000e+00 \n", + " 27 43 2.268e-02 1.622e-03 1.488e-02 2.990e+01 1.059e-02 1.000e+01 0.000e+00 \n", + " 28 45 2.125e-02 1.433e-03 1.448e-02 2.618e+01 1.045e-02 1.000e+01 0.000e+00 \n", + " 29 47 1.997e-02 1.283e-03 1.393e-02 2.335e+01 1.030e-02 1.000e+01 0.000e+00 \n", + " 30 49 1.883e-02 1.137e-03 1.374e-02 2.334e+01 1.014e-02 1.000e+01 0.000e+00 \n", + " 31 51 1.782e-02 1.009e-03 1.362e-02 2.766e+01 9.978e-03 1.000e+01 0.000e+00 \n", + " 32 53 1.693e-02 8.936e-04 1.363e-02 3.202e+01 9.808e-03 1.000e+01 0.000e+00 \n", + " 33 55 1.613e-02 7.929e-04 1.368e-02 3.600e+01 9.634e-03 1.000e+01 0.000e+00 \n", + " 34 57 1.543e-02 7.073e-04 1.376e-02 3.923e+01 9.458e-03 1.000e+01 0.000e+00 \n", + " 35 59 1.479e-02 6.369e-04 1.384e-02 4.139e+01 9.280e-03 1.000e+01 0.000e+00 \n", + " 36 61 1.421e-02 5.805e-04 1.392e-02 4.382e+01 9.097e-03 1.000e+01 0.000e+00 \n", + " 37 63 1.367e-02 5.359e-04 1.400e-02 4.557e+01 8.910e-03 1.000e+01 0.000e+00 \n", + " 38 65 1.317e-02 5.009e-04 1.411e-02 4.634e+01 8.715e-03 1.000e+01 0.000e+00 \n", + " 39 67 1.270e-02 4.736e-04 1.426e-02 4.610e+01 8.508e-03 1.000e+01 0.000e+00 \n", + " 40 69 1.225e-02 4.519e-04 1.447e-02 4.481e+01 8.287e-03 1.000e+01 0.000e+00 \n", + " 41 71 1.181e-02 4.330e-04 1.473e-02 4.247e+01 8.044e-03 1.000e+01 0.000e+00 \n", + " 42 73 1.140e-02 4.132e-04 1.502e-02 3.920e+01 8.130e-03 1.000e+01 0.000e+00 \n", + " 43 75 1.101e-02 3.886e-04 1.531e-02 3.518e+01 8.206e-03 1.000e+01 0.000e+00 \n", + " 44 77 1.066e-02 3.568e-04 1.548e-02 3.059e+01 8.226e-03 1.000e+01 0.000e+00 \n", + " 45 79 1.034e-02 3.195e-04 1.543e-02 2.550e+01 8.186e-03 1.000e+01 0.000e+00 \n", + " 46 81 1.005e-02 2.823e-04 1.518e-02 1.995e+01 8.087e-03 1.000e+01 0.000e+00 \n", + " 47 83 9.802e-03 2.521e-04 1.494e-02 2.009e+01 7.938e-03 1.000e+01 0.000e+00 \n", + " 48 85 9.571e-03 2.310e-04 1.485e-02 2.268e+01 7.753e-03 1.000e+01 0.000e+00 \n", + " 49 87 9.359e-03 2.119e-04 1.484e-02 2.708e+01 7.555e-03 1.000e+01 0.000e+00 \n", + " 50 89 9.181e-03 1.783e-04 1.474e-02 3.621e+01 7.366e-03 1.000e+01 0.000e+00 \n", + " 51 90 9.044e-03 1.367e-04 1.456e-02 4.504e+01 7.202e-03 1.000e+01 0.000e+00 \n", + " 52 91 8.897e-03 1.474e-04 1.445e-02 4.873e+01 7.046e-03 1.000e+01 0.000e+00 \n", + " 53 92 8.669e-03 2.284e-04 1.442e-02 4.589e+01 6.846e-03 1.000e+01 0.000e+00 \n", + " 54 93 8.394e-03 2.747e-04 1.436e-02 4.209e+01 6.580e-03 1.000e+01 0.000e+00 \n", + " 55 94 8.148e-03 2.455e-04 1.423e-02 4.347e+01 6.292e-03 1.000e+01 0.000e+00 \n", + " 56 95 7.915e-03 2.338e-04 1.395e-02 4.362e+01 6.378e-03 1.000e+01 0.000e+00 \n", + " 57 96 7.678e-03 2.368e-04 1.333e-02 4.033e+01 6.491e-03 1.000e+01 0.000e+00 \n", + " 58 98 7.456e-03 2.215e-04 1.241e-02 3.512e+01 6.541e-03 1.000e+01 0.000e+00 \n", + " 59 100 7.263e-03 1.932e-04 1.148e-02 2.985e+01 6.525e-03 1.000e+01 0.000e+00 \n", + " 60 102 7.095e-03 1.685e-04 1.072e-02 2.553e+01 6.476e-03 1.000e+01 0.000e+00 \n", + " 61 104 6.941e-03 1.535e-04 1.013e-02 2.211e+01 6.420e-03 1.000e+01 0.000e+00 \n", + " 62 106 6.797e-03 1.442e-04 9.663e-03 1.929e+01 6.362e-03 1.000e+01 0.000e+00 \n", + " 63 108 6.660e-03 1.371e-04 9.265e-03 1.676e+01 6.301e-03 1.000e+01 0.000e+00 \n", + " 64 110 6.529e-03 1.310e-04 8.918e-03 1.426e+01 6.238e-03 1.000e+01 0.000e+00 \n", + " 65 112 6.403e-03 1.257e-04 8.609e-03 1.174e+01 6.176e-03 1.000e+01 0.000e+00 \n", + " 66 114 6.282e-03 1.209e-04 8.332e-03 9.232e+00 6.115e-03 1.000e+01 0.000e+00 \n", + " 67 116 6.166e-03 1.167e-04 8.083e-03 6.917e+00 6.057e-03 1.000e+01 0.000e+00 \n", + " 68 117 6.063e-03 1.023e-04 2.519e-02 4.373e+01 5.776e-03 1.000e+01 0.000e+00 \n", + " 69 118 5.622e-03 4.410e-04 7.956e-03 6.986e+00 5.777e-03 1.000e+01 0.000e+00 \n", + " 70 120 5.517e-03 1.053e-04 8.047e-03 7.558e+00 5.758e-03 1.000e+01 0.000e+00 \n", + " 71 122 5.429e-03 8.832e-05 7.594e-03 6.763e+00 5.717e-03 1.000e+01 0.000e+00 \n", + " 72 124 5.335e-03 9.378e-05 7.595e-03 6.796e+00 5.676e-03 1.000e+01 0.000e+00 \n", + " 73 126 5.248e-03 8.635e-05 7.315e-03 7.292e+00 5.622e-03 1.000e+01 0.000e+00 \n", + " 74 128 5.165e-03 8.371e-05 7.059e-03 7.938e+00 5.566e-03 1.000e+01 0.000e+00 \n", + " 75 130 5.086e-03 7.884e-05 6.788e-03 8.856e+00 5.500e-03 1.000e+01 0.000e+00 \n", + " 76 132 5.011e-03 7.480e-05 6.625e-03 1.025e+01 5.430e-03 1.000e+01 0.000e+00 \n", + " 77 134 4.940e-03 7.151e-05 6.566e-03 1.124e+01 5.354e-03 1.000e+01 0.000e+00 \n", + " 78 136 4.871e-03 6.829e-05 6.604e-03 1.211e+01 5.276e-03 1.000e+01 0.000e+00 \n", + " 79 138 4.806e-03 6.583e-05 6.699e-03 1.253e+01 5.194e-03 1.000e+01 0.000e+00 \n", + " 80 140 4.742e-03 6.325e-05 6.818e-03 1.272e+01 5.110e-03 1.000e+01 0.000e+00 \n", + " 81 142 4.681e-03 6.098e-05 6.941e-03 1.338e+01 5.023e-03 1.000e+01 0.000e+00 \n", + " 82 144 4.623e-03 5.867e-05 7.061e-03 1.416e+01 4.934e-03 1.000e+01 0.000e+00 \n", + " 83 146 4.566e-03 5.650e-05 7.185e-03 1.509e+01 4.842e-03 1.000e+01 0.000e+00 \n", + " 84 148 4.512e-03 5.439e-05 7.332e-03 1.631e+01 4.746e-03 1.000e+01 0.000e+00 \n", + " 85 150 4.459e-03 5.231e-05 7.526e-03 1.806e+01 4.646e-03 1.000e+01 0.000e+00 \n", + " 86 151 4.409e-03 4.996e-05 7.807e-03 2.071e+01 4.540e-03 1.000e+01 0.000e+00 \n", + " 87 152 4.363e-03 4.650e-05 8.246e-03 2.500e+01 4.426e-03 1.000e+01 0.000e+00 \n", + " 88 153 4.323e-03 3.949e-05 9.002e-03 3.217e+01 4.297e-03 1.000e+01 0.000e+00 \n", + " 89 154 4.230e-03 9.383e-05 4.685e-03 6.640e+00 4.242e-03 1.000e+01 0.000e+00 \n", + " 90 156 4.206e-03 2.331e-05 5.468e-03 7.071e+00 4.292e-03 1.000e+01 0.000e+00 \n", + " 91 158 4.179e-03 2.714e-05 6.067e-03 7.628e+00 4.358e-03 1.000e+01 0.000e+00 \n", + " 92 160 4.153e-03 2.614e-05 6.467e-03 7.587e+00 4.440e-03 1.000e+01 0.000e+00 \n", + " 93 162 4.128e-03 2.524e-05 6.371e-03 7.179e+00 4.512e-03 1.000e+01 0.000e+00 \n", + " 94 164 4.104e-03 2.337e-05 5.866e-03 6.305e+00 4.553e-03 1.000e+01 0.000e+00 \n", + " 95 166 4.082e-03 2.237e-05 5.291e-03 5.277e+00 4.564e-03 1.000e+01 0.000e+00 \n", + " 96 168 4.060e-03 2.234e-05 4.842e-03 4.324e+00 4.550e-03 1.000e+01 0.000e+00 \n", + " 97 170 4.037e-03 2.262e-05 4.549e-03 3.549e+00 4.517e-03 1.000e+01 0.000e+00 \n", + " 98 172 4.014e-03 2.290e-05 4.377e-03 2.928e+00 4.474e-03 1.000e+01 0.000e+00 \n", + " 99 174 3.991e-03 2.320e-05 4.293e-03 2.437e+00 4.424e-03 1.000e+01 0.000e+00 \n", + " 100 176 3.967e-03 2.359e-05 4.274e-03 2.053e+00 4.369e-03 1.000e+01 0.000e+00 \n", + "Warning: Maximum number of iterations has been exceeded.\n", + " Current function value: 3.967e-03\n", + " Constraint violation: 4.369e-03\n", + " Total delta_x: 6.815e-01\n", + " Iterations: 100\n", + " Function evaluations: 176\n", + " Jacobian evaluations: 100\n", + "Timer: Solution time = 1.47 min\n", + "Timer: Avg time per step = 878 ms\n", + "Start of solver\n", + "Total (sum of squares): 3.256e+01, \n", + "GenericObjective value: 9.999e-01 (m)\n", + "GenericObjective value: -1.493e-04 (normalized error)\n", + "Aspect ratio: 9.973e+00 (dimensionless)\n", + "Maximum absolute Omnigenity error: 2.009e-01 (T)\n", + "Minimum absolute Omnigenity error: 3.144e-03 (T)\n", + "Average absolute Omnigenity error: 8.289e-02 (T)\n", + "Maximum absolute Omnigenity error: 2.009e-01 (normalized)\n", + "Minimum absolute Omnigenity error: 3.144e-03 (normalized)\n", + "Average absolute Omnigenity error: 8.289e-02 (normalized)\n", + "Maximum absolute Omnigenity error: 4.613e-01 (T)\n", + "Minimum absolute Omnigenity error: 1.207e-02 (T)\n", + "Average absolute Omnigenity error: 1.420e-01 (T)\n", + "Maximum absolute Omnigenity error: 4.613e-01 (normalized)\n", + "Minimum absolute Omnigenity error: 1.207e-02 (normalized)\n", + "Average absolute Omnigenity error: 1.420e-01 (normalized)\n", + "Maximum absolute Current density: 1.149e+04 (A*m)\n", + "Minimum absolute Current density: 3.072e+00 (A*m)\n", + "Average absolute Current density: 9.327e+02 (A*m)\n", + "Maximum absolute Current density: 6.593e-03 (normalized)\n", + "Minimum absolute Current density: 1.763e-06 (normalized)\n", + "Average absolute Current density: 5.354e-04 (normalized)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed omnigenity B_max error: 0.000e+00 (rad)\n", + "Fixed omnigenity map error: 0.000e+00 (rad)\n", + "Custom linear Objective value: 0.000e+00(Unknown)\n", + "End of solver\n", + "Total (sum of squares): 3.967e-03, \n", + "GenericObjective value: 1.023e+00 (m)\n", + "GenericObjective value: 2.266e-02 (normalized error)\n", + "Aspect ratio: 9.779e+00 (dimensionless)\n", + "Maximum absolute Omnigenity error: 4.628e-03 (T)\n", + "Minimum absolute Omnigenity error: 6.075e-06 (T)\n", + "Average absolute Omnigenity error: 1.614e-03 (T)\n", + "Maximum absolute Omnigenity error: 4.628e-03 (normalized)\n", + "Minimum absolute Omnigenity error: 6.075e-06 (normalized)\n", + "Average absolute Omnigenity error: 1.614e-03 (normalized)\n", + "Maximum absolute Omnigenity error: 3.188e-03 (T)\n", + "Minimum absolute Omnigenity error: 2.929e-05 (T)\n", + "Average absolute Omnigenity error: 7.248e-04 (T)\n", + "Maximum absolute Omnigenity error: 3.188e-03 (normalized)\n", + "Minimum absolute Omnigenity error: 2.929e-05 (normalized)\n", + "Average absolute Omnigenity error: 7.248e-04 (normalized)\n", + "Maximum absolute Current density: 1.203e+04 (A*m)\n", + "Minimum absolute Current density: 5.637e-01 (A*m)\n", + "Average absolute Current density: 4.930e+02 (A*m)\n", + "Maximum absolute Current density: 6.907e-03 (normalized)\n", + "Minimum absolute Current density: 3.236e-07 (normalized)\n", + "Average absolute Current density: 2.830e-04 (normalized)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed omnigenity B_max error: 0.000e+00 (rad)\n", + "Fixed omnigenity map error: 0.000e+00 (rad)\n", + "Custom linear Objective value: 3.140e-16(Unknown)\n" + ] + } + ], "source": [ "optimizer = Optimizer(\"lsq-auglag\")\n", "(eq, field), _ = optimizer.optimize(\n", " (eq, field), objective, constraints, maxiter=100, verbose=3\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -434,10 +790,77 @@ "execution_count": 12, "id": "89a8472d", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building objective: force\n", + "Precomputing transforms\n", + "Timer: Precomputing transforms = 115 ms\n", + "Timer: Objective build = 304 ms\n", + "Building objective: lcfs R\n", + "Building objective: lcfs Z\n", + "Building objective: fixed-Psi\n", + "Building objective: fixed-pressure\n", + "Building objective: fixed-current\n", + "Building objective: self_consistency R\n", + "Building objective: self_consistency Z\n", + "Building objective: lambda gauge\n", + "Building objective: axis R self consistency\n", + "Building objective: axis Z self consistency\n", + "Timer: Objective build = 898 ms\n", + "Timer: Linear constraint projection build = 1.06 sec\n", + "Number of parameters: 120\n", + "Number of objectives: 850\n", + "Starting optimization\n", + "Using method: lsq-exact\n", + " Iteration Total nfev Cost Cost reduction Step norm Optimality \n", + " 0 1 2.032e-05 2.827e-01 \n", + " 1 2 8.473e-06 1.185e-05 3.102e-02 1.069e-01 \n", + " 2 3 8.278e-06 1.949e-07 3.186e-03 2.764e-03 \n", + " 3 4 8.278e-06 3.635e-10 9.147e-04 1.453e-04 \n", + "Optimization terminated successfully.\n", + "`ftol` condition satisfied.\n", + " Current function value: 8.278e-06\n", + " Total delta_x: 3.211e-02\n", + " Iterations: 3\n", + " Function evaluations: 4\n", + " Jacobian evaluations: 4\n", + "Timer: Solution time = 6.02 sec\n", + "Timer: Avg time per step = 1.50 sec\n", + "Start of solver\n", + "Total (sum of squares): 2.032e-05, \n", + "Maximum absolute Force error: 1.187e+03 (N)\n", + "Minimum absolute Force error: 4.845e-02 (N)\n", + "Average absolute Force error: 6.262e+01 (N)\n", + "Maximum absolute Force error: 1.514e-03 (normalized)\n", + "Minimum absolute Force error: 6.177e-08 (normalized)\n", + "Average absolute Force error: 7.984e-05 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n", + "End of solver\n", + "Total (sum of squares): 8.278e-06, \n", + "Maximum absolute Force error: 7.519e+02 (N)\n", + "Minimum absolute Force error: 4.210e-02 (N)\n", + "Average absolute Force error: 4.333e+01 (N)\n", + "Maximum absolute Force error: 9.586e-04 (normalized)\n", + "Minimum absolute Force error: 5.368e-08 (normalized)\n", + "Average absolute Force error: 5.524e-05 (normalized)\n", + "R boundary error: 0.000e+00 (m)\n", + "Z boundary error: 0.000e+00 (m)\n", + "Fixed-Psi error: 0.000e+00 (Wb)\n", + "Fixed-pressure profile error: 0.000e+00 (Pa)\n", + "Fixed-current profile error: 0.000e+00 (A)\n" + ] + } + ], "source": [ "eq, _ = eq.solve(objective=\"force\", verbose=3)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -457,10 +880,40 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plot_boozer_surface(eq, fieldlines=4) # defaults to the rho=1 surface" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -481,14 +934,44 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# compute the rotational transform at rho=1\n", "grid = LinearGrid(M=eq.M_grid, N=eq.N_grid, NFP=eq.NFP, sym=eq.sym)\n", "iota = eq.compute(\"iota\", grid=grid)[\"iota\"][0]\n", "\n", "plot_boozer_surface(field, iota=iota, fieldlines=4)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -506,10 +989,40 @@ "metadata": { "tags": [] }, + "outputs": [ + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dudt/anaconda3/envs/desc/lib/python3.10/site-packages/IPython/core/pylabtools.py:152: UserWarning: This figure includes Axes that are not compatible with tight_layout, so results might be incorrect.\n", + " fig.canvas.print_figure(bytes_io, **kw)\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot final target well |B|\n", "data_optimal = field.compute(\"|B|\", grid=grid_well)\n", @@ -543,16 +1086,15 @@ "ax.set_xlabel(r\"$\\eta$\")\n", "ax.set_ylabel(\"|B|\")\n", "ax.legend(loc=\"upper center\")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": null, "id": "d088b7a2", "metadata": {}, - "source": [], - "outputs": [] + "outputs": [], + "source": [] } ], "metadata": { diff --git a/publications/panici2022/make_plots_Panici_2022.ipynb b/publications/panici2022/make_plots_Panici_2022.ipynb index 3aaa4891e3..4ba527c8d7 100644 --- a/publications/panici2022/make_plots_Panici_2022.ipynb +++ b/publications/panici2022/make_plots_Panici_2022.ipynb @@ -13,6 +13,16 @@ "execution_count": 1, "id": "34af547f-0492-48aa-92d3-4c7157318a89", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "DESC version 0.5.0, using JAX backend, jax version=0.2.25, jaxlib version=0.1.76, dtype=float64\n", + "Using device: CPU, with 24.22 GB available memory\n" + ] + } + ], "source": [ "\n", "from desc.equilibrium import EquilibriaFamily, Equilibrium\n", @@ -27,8 +37,7 @@ "plt.rcParams.update({'font.size': 22})\n", "xfontsize=18\n", "import pickle as p" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -43,6 +52,7 @@ "execution_count": 2, "id": "1bd20d28-31bc-45ed-933e-d4d1f716e102", "metadata": {}, + "outputs": [], "source": [ "def get_F_FSA(descfile, is_eq=False, use_p_FSA=False):\n", " \"\"\"is_eq is for if the file you give is only an Equilibrium, not an EquilibriaFamily\n", @@ -103,8 +113,7 @@ " return F_rhos_fsa / p_rhos_fsa, rho\n", " else:\n", " return F_rhos_fsa / p_V_avg, rho" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -119,6 +128,20 @@ "execution_count": 3, "id": "fcf55b01-d4e6-451f-a3a5-97fa02efaca7", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# compare FSA for different ns of VMEC with finite diff 2nd order with lambda on full mesh\n", "plt.figure()\n", @@ -137,8 +160,7 @@ "\n", "plt.legend(fontsize=12)\n", "plt.savefig(\"Figures/W7X_VMEC_FSA_ns_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -153,6 +175,20 @@ "execution_count": 4, "id": "2878aeba-d08e-4835-b39e-e7972b079928", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# compare FSA for different ns of VMEC with finite diff 2nd order with lambda on full mesh\n", "plt.figure()\n", @@ -172,8 +208,7 @@ "plt.legend(fontsize=12)\n", "# plt.savefig('Figures/W7X_VMEC_FSA_MN_conv.pdf',format='pdf')\n", "plt.savefig(\"Figures/W7X_VMEC_FSA_MN_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -188,6 +223,20 @@ "execution_count": 5, "id": "07584174-c119-4c44-a4c6-25c66b462156", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# compare FSA for different ns of VMEC with finite diff 2nd order with lambda on full mesh\n", "\n", @@ -255,8 +317,7 @@ "plt.legend(fontsize=12)\n", "# plt.savefig('Figures/W7X_VMEC_FSA_ftol_conv.pdf',format='pdf')\n", "plt.savefig(\"Figures/W7X_VMEC_FSA_ftol_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -271,6 +332,120 @@ "execution_count": 7, "id": "921a81c7-8648-4fc2-9e82-85026fb5cb6b", "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "plt.figure()\n", "for MN in [12, 14, 16, 18, 20]:\n", @@ -298,8 +473,7 @@ "plt.legend(fontsize=12)\n", "# plt.savefig('Figures/W7X_DESC_FSA_MN_conv.pdf',format='pdf')\n", "plt.savefig(\"Figures/W7X_DESC_FSA_MN_conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -314,6 +488,99 @@ "execution_count": 8, "id": "2de39ea5-eea6-4fca-b8f3-4d35daa7febb", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[0.01861037 0.06147554 0.12630518 0.20984297 0.307899 0.41555604\n", + " 0.52741561 0.6378686 0.74137646 0.83274899 0.90740478 0.96160186\n", + " 0.99263535]\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Getting p vol avg\n", + "Getting F\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "\n", "from desc.grid import ConcentricGrid\n", @@ -357,14 +624,27 @@ "\n", "\n", "\n" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 9, "id": "4fd14e76-e2c0-4068-aef2-26cf840323e4", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# Add plot insert showing the spike locations\n", "plt.close(\"all\")\n", @@ -448,8 +728,7 @@ "plt.savefig(\n", " \"Figures/W7X_VMEC DESC_FSA_with_blowup.pdf\", bbox_inches=\"tight\", pad_inches=0.1\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -472,6 +751,7 @@ "execution_count": 10, "id": "5f8fef0a-5f60-4299-bad6-6ae981fb9e1a", "metadata": {}, + "outputs": [], "source": [ "# define functions\n", "\n", @@ -530,14 +810,224 @@ " E = eq.compute(name=\"W\")\n", "\n", " return F_normalized, E" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 11, "id": "c66aebcc-e8db-438d-8693-f4445c22f075", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "here\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M14_N14_ansi_cpu1_compute_branch/W7X_M14_N14_ansi_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "14 14 ansi 10368.0 0.0029762519419092247\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M8_N8_fringe_cpu1_compute_branch/W7X_M8_N8_fringe_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "8 8 fringe 598.8000000000001 0.06072838527006248\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M14_N14_fringe_cpu1_compute_branch/W7X_M14_N14_fringe_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "14 14 fringe 17280.0 0.003350115473865639\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M12_N12_fringe_cpu1_compute_branch/W7X_M12_N12_fringe_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "12 12 fringe 9936.0 0.012194768520399813\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M12_N12_ansi_cpu1_compute_branch/W7X_M12_N12_ansi_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "12 12 ansi 2472.0 0.013293831150314791\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M10_N10_fringe_cpu1_compute_branch/W7X_M10_N10_fringe_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "10 10 fringe 2166.0 0.03817117156422936\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M16_N16_fringe_cpu1_compute_branch/W7X_M16_N16_fringe_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "list index out of range\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M10_N10_ansi_cpu1_compute_branch/W7X_M10_N10_ansi_cpu1_compute_branch_output.h5\n", + "10 10 ansi 864.0 0.048108788981856124\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M16_N16_ansi_cpu1_compute_branch/W7X_M16_N16_ansi_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "16 16 ansi 23652.0 0.008549193963658473\n", + "here\n", + "7\n", + "/home/dpanici/DESC/Panici_2022_Paper_files/DESC_outputs/lowres_compute_branch/M8_N8_ansi_cpu1_compute_branch/W7X_M8_N8_ansi_cpu1_compute_branch_output.h5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "8 8 ansi 376.8 0.08000300106005162\n" + ] + } + ], "source": [ "import pickle as p\n", "\n", @@ -590,8 +1080,7 @@ " \"wb\",\n", ") as f:\n", " p.dump(data_dict, f)" - ], - "outputs": [] + ] }, { "cell_type": "code", @@ -600,6 +1089,7 @@ "metadata": { "tags": [] }, + "outputs": [], "source": [ "# %pdb\n", "data_dict = {}\n", @@ -646,14 +1136,14 @@ " continue\n", " # if timing_file_exists:\n", " print(M, N, zern_pattern, t, F)" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 13, "id": "17b378bf-ac76-4e38-ba02-9d30868e8b27", "metadata": {}, + "outputs": [], "source": [ "# save as a pickle file\n", "with open(\n", @@ -661,8 +1151,7 @@ " \"wb\",\n", ") as f:\n", " p.dump(data_dict, f)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -677,6 +1166,233 @@ "execution_count": 14, "id": "31150e88-5cc2-4c11-b13e-4deb0a462632", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys([])\n", + "KeyError('s128_M8_N8_f13_cpu1')\n", + "KeyError('s256_M8_N8_f13_cpu1')\n", + "KeyError('s512_M8_N8_f13_cpu1')\n", + "KeyError('s1024_M8_N8_f13_cpu1')\n", + "KeyError('s128_M8_N8_f14_cpu1')\n", + "KeyError('s256_M8_N8_f14_cpu1')\n", + "KeyError('s512_M8_N8_f14_cpu1')\n", + "KeyError('s1024_M8_N8_f14_cpu1')\n", + "KeyError('s128_M8_N8_f15_cpu1')\n", + "KeyError('s256_M8_N8_f15_cpu1')\n", + "KeyError('s512_M8_N8_f15_cpu1')\n", + "KeyError('s1024_M8_N8_f15_cpu1')\n", + "KeyError('s128_M8_N8_f16_cpu1')\n", + "KeyError('s256_M8_N8_f16_cpu1')\n", + "KeyError('s512_M8_N8_f16_cpu1')\n", + "KeyError('s1024_M8_N8_f16_cpu1')\n", + "KeyError('s128_M8_N8_f17_cpu1')\n", + "KeyError('s256_M8_N8_f17_cpu1')\n", + "KeyError('s512_M8_N8_f17_cpu1')\n", + "KeyError('s1024_M8_N8_f17_cpu1')\n", + "KeyError('s128_M8_N8_f18_cpu1')\n", + "KeyError('s256_M8_N8_f18_cpu1')\n", + "KeyError('s512_M8_N8_f18_cpu1')\n", + "KeyError('s1024_M8_N8_f18_cpu1')\n", + "KeyError('s128_M10_N10_f13_cpu1')\n", + "KeyError('s256_M10_N10_f13_cpu1')\n", + "KeyError('s512_M10_N10_f13_cpu1')\n", + "KeyError('s1024_M10_N10_f13_cpu1')\n", + "KeyError('s128_M10_N10_f14_cpu1')\n", + "KeyError('s256_M10_N10_f14_cpu1')\n", + "KeyError('s512_M10_N10_f14_cpu1')\n", + "KeyError('s1024_M10_N10_f14_cpu1')\n", + "KeyError('s128_M10_N10_f15_cpu1')\n", + "KeyError('s256_M10_N10_f15_cpu1')\n", + "KeyError('s512_M10_N10_f15_cpu1')\n", + "KeyError('s1024_M10_N10_f15_cpu1')\n", + "KeyError('s128_M10_N10_f16_cpu1')\n", + "KeyError('s256_M10_N10_f16_cpu1')\n", + "KeyError('s512_M10_N10_f16_cpu1')\n", + "KeyError('s1024_M10_N10_f16_cpu1')\n", + "KeyError('s128_M10_N10_f17_cpu1')\n", + "KeyError('s256_M10_N10_f17_cpu1')\n", + "KeyError('s512_M10_N10_f17_cpu1')\n", + "KeyError('s1024_M10_N10_f17_cpu1')\n", + "KeyError('s128_M10_N10_f18_cpu1')\n", + "KeyError('s256_M10_N10_f18_cpu1')\n", + "KeyError('s512_M10_N10_f18_cpu1')\n", + "KeyError('s1024_M10_N10_f18_cpu1')\n", + "KeyError('s128_M12_N12_f13_cpu1')\n", + "KeyError('s256_M12_N12_f13_cpu1')\n", + "KeyError('s128_M12_N12_f14_cpu1')\n", + "KeyError('s256_M12_N12_f14_cpu1')\n", + "KeyError('s128_M12_N12_f15_cpu1')\n", + "KeyError('s256_M12_N12_f15_cpu1')\n", + "KeyError('s128_M12_N12_f16_cpu1')\n", + "KeyError('s256_M12_N12_f16_cpu1')\n", + "KeyError('s128_M12_N12_f17_cpu1')\n", + "KeyError('s256_M12_N12_f17_cpu1')\n", + "KeyError('s512_M12_N12_f17_cpu1')\n", + "KeyError('s1024_M12_N12_f17_cpu1')\n", + "KeyError('s128_M12_N12_f18_cpu1')\n", + "KeyError('s256_M12_N12_f18_cpu1')\n", + "KeyError('s512_M12_N12_f18_cpu1')\n", + "KeyError('s1024_M12_N12_f18_cpu1')\n", + "KeyError('s128_M14_N14_f13_cpu1')\n", + "KeyError('s256_M14_N14_f13_cpu1')\n", + "KeyError('s128_M14_N14_f14_cpu1')\n", + "KeyError('s256_M14_N14_f14_cpu1')\n", + "KeyError('s128_M14_N14_f15_cpu1')\n", + "KeyError('s256_M14_N14_f15_cpu1')\n", + "KeyError('s1024_M14_N14_f15_cpu1')\n", + "KeyError('s128_M14_N14_f16_cpu1')\n", + "KeyError('s256_M14_N14_f16_cpu1')\n", + "KeyError('s1024_M14_N14_f16_cpu1')\n", + "KeyError('s128_M14_N14_f17_cpu1')\n", + "KeyError('s256_M14_N14_f17_cpu1')\n", + "KeyError('s512_M14_N14_f17_cpu1')\n", + "KeyError('s1024_M14_N14_f17_cpu1')\n", + "KeyError('s128_M14_N14_f18_cpu1')\n", + "KeyError('s256_M14_N14_f18_cpu1')\n", + "KeyError('s512_M14_N14_f18_cpu1')\n", + "KeyError('s1024_M14_N14_f18_cpu1')\n", + "KeyError('s128_M16_N16_f13_cpu1')\n", + "KeyError('s256_M16_N16_f13_cpu1')\n", + "KeyError('s128_M16_N16_f14_cpu1')\n", + "KeyError('s256_M16_N16_f14_cpu1')\n", + "KeyError('s128_M16_N16_f15_cpu1')\n", + "KeyError('s256_M16_N16_f15_cpu1')\n", + "KeyError('s1024_M16_N16_f15_cpu1')\n", + "KeyError('s128_M16_N16_f16_cpu1')\n", + "KeyError('s256_M16_N16_f16_cpu1')\n", + "KeyError('s1024_M16_N16_f16_cpu1')\n", + "KeyError('s128_M16_N16_f17_cpu1')\n", + "KeyError('s256_M16_N16_f17_cpu1')\n", + "KeyError('s512_M16_N16_f17_cpu1')\n", + "KeyError('s1024_M16_N16_f17_cpu1')\n", + "KeyError('s128_M16_N16_f18_cpu1')\n", + "KeyError('s256_M16_N16_f18_cpu1')\n", + "KeyError('s512_M16_N16_f18_cpu1')\n", + "KeyError('s1024_M16_N16_f18_cpu1')\n", + "KeyError('s128_M18_N18_f13_cpu1')\n", + "KeyError('s256_M18_N18_f13_cpu1')\n", + "KeyError('s512_M18_N18_f13_cpu1')\n", + "KeyError('s1024_M18_N18_f13_cpu1')\n", + "KeyError('s128_M18_N18_f14_cpu1')\n", + "KeyError('s256_M18_N18_f14_cpu1')\n", + "KeyError('s512_M18_N18_f14_cpu1')\n", + "KeyError('s1024_M18_N18_f14_cpu1')\n", + "KeyError('s128_M18_N18_f15_cpu1')\n", + "KeyError('s256_M18_N18_f15_cpu1')\n", + "KeyError('s1024_M18_N18_f15_cpu1')\n", + "KeyError('s128_M18_N18_f16_cpu1')\n", + "KeyError('s256_M18_N18_f16_cpu1')\n", + "KeyError('s1024_M18_N18_f16_cpu1')\n", + "KeyError('s128_M18_N18_f17_cpu1')\n", + "KeyError('s256_M18_N18_f17_cpu1')\n", + "KeyError('s512_M18_N18_f17_cpu1')\n", + "KeyError('s1024_M18_N18_f17_cpu1')\n", + "KeyError('s128_M18_N18_f18_cpu1')\n", + "KeyError('s256_M18_N18_f18_cpu1')\n", + "KeyError('s512_M18_N18_f18_cpu1')\n", + "KeyError('s1024_M18_N18_f18_cpu1')\n", + "KeyError('s128_M18_N18_f4_cpu1')\n", + "KeyError('s256_M18_N18_f4_cpu1')\n", + "KeyError('s512_M18_N18_f4_cpu1')\n", + "KeyError('s1024_M18_N18_f4_cpu1')\n", + "KeyError('s128_M18_N18_f8_cpu1')\n", + "KeyError('s256_M18_N18_f8_cpu1')\n", + "KeyError('s512_M18_N18_f8_cpu1')\n", + "KeyError('s1024_M18_N18_f8_cpu1')\n", + "KeyError('s128_M20_N20_f13_cpu1')\n", + "KeyError('s256_M20_N20_f13_cpu1')\n", + "KeyError('s512_M20_N20_f13_cpu1')\n", + "KeyError('s1024_M20_N20_f13_cpu1')\n", + "KeyError('s128_M20_N20_f14_cpu1')\n", + "KeyError('s256_M20_N20_f14_cpu1')\n", + "KeyError('s512_M20_N20_f14_cpu1')\n", + "KeyError('s1024_M20_N20_f14_cpu1')\n", + "KeyError('s128_M20_N20_f15_cpu1')\n", + "KeyError('s256_M20_N20_f15_cpu1')\n", + "KeyError('s512_M20_N20_f15_cpu1')\n", + "KeyError('s1024_M20_N20_f15_cpu1')\n", + "KeyError('s128_M20_N20_f16_cpu1')\n", + "KeyError('s256_M20_N20_f16_cpu1')\n", + "KeyError('s512_M20_N20_f16_cpu1')\n", + "KeyError('s1024_M20_N20_f16_cpu1')\n", + "KeyError('s128_M20_N20_f17_cpu1')\n", + "KeyError('s256_M20_N20_f17_cpu1')\n", + "KeyError('s512_M20_N20_f17_cpu1')\n", + "KeyError('s1024_M20_N20_f17_cpu1')\n", + "KeyError('s128_M20_N20_f18_cpu1')\n", + "KeyError('s256_M20_N20_f18_cpu1')\n", + "KeyError('s512_M20_N20_f18_cpu1')\n", + "KeyError('s1024_M20_N20_f18_cpu1')\n", + "KeyError('s128_M20_N20_f4_cpu1')\n", + "KeyError('s256_M20_N20_f4_cpu1')\n", + "KeyError('s512_M20_N20_f4_cpu1')\n", + "KeyError('s1024_M20_N20_f4_cpu1')\n", + "KeyError('s128_M20_N20_f8_cpu1')\n", + "KeyError('s256_M20_N20_f8_cpu1')\n", + "KeyError('s512_M20_N20_f8_cpu1')\n", + "KeyError('s1024_M20_N20_f8_cpu1')\n", + "KeyError('s128_M22_N22_f13_cpu1')\n", + "KeyError('s256_M22_N22_f13_cpu1')\n", + "KeyError('s512_M22_N22_f13_cpu1')\n", + "KeyError('s1024_M22_N22_f13_cpu1')\n", + "KeyError('s128_M22_N22_f14_cpu1')\n", + "KeyError('s256_M22_N22_f14_cpu1')\n", + "KeyError('s512_M22_N22_f14_cpu1')\n", + "KeyError('s1024_M22_N22_f14_cpu1')\n", + "KeyError('s128_M22_N22_f15_cpu1')\n", + "KeyError('s256_M22_N22_f15_cpu1')\n", + "KeyError('s512_M22_N22_f15_cpu1')\n", + "KeyError('s1024_M22_N22_f15_cpu1')\n", + "KeyError('s128_M22_N22_f16_cpu1')\n", + "KeyError('s256_M22_N22_f16_cpu1')\n", + "KeyError('s512_M22_N22_f16_cpu1')\n", + "KeyError('s1024_M22_N22_f16_cpu1')\n", + "KeyError('s128_M22_N22_f17_cpu1')\n", + "KeyError('s256_M22_N22_f17_cpu1')\n", + "KeyError('s512_M22_N22_f17_cpu1')\n", + "KeyError('s1024_M22_N22_f17_cpu1')\n", + "KeyError('s128_M22_N22_f18_cpu1')\n", + "KeyError('s256_M22_N22_f18_cpu1')\n", + "KeyError('s512_M22_N22_f18_cpu1')\n", + "KeyError('s1024_M22_N22_f18_cpu1')\n", + "KeyError('s128_M22_N22_f4_cpu1')\n", + "KeyError('s256_M22_N22_f4_cpu1')\n", + "KeyError('s512_M22_N22_f4_cpu1')\n", + "KeyError('s1024_M22_N22_f4_cpu1')\n", + "KeyError('s128_M22_N22_f8_cpu1')\n", + "KeyError('s256_M22_N22_f8_cpu1')\n", + "KeyError('s512_M22_N22_f8_cpu1')\n", + "KeyError('s1024_M22_N22_f8_cpu1')\n", + "DESC run with params M8_N8_fringe_cpu1 does not exist\n", + "DESC run with params M8_N8_ansi_cpu1 does not exist\n", + "DESC run with params M10_N10_fringe_cpu1 does not exist\n", + "DESC run with params M10_N10_ansi_cpu1 does not exist\n", + "DESC run with params M12_N12_fringe_cpu1 does not exist\n", + "DESC run with params M12_N12_ansi_cpu1 does not exist\n", + "DESC run with params M14_N14_fringe_cpu1 does not exist\n", + "DESC run with params M14_N14_ansi_cpu1 does not exist\n", + "DESC run with params M16_N16_fringe_cpu1 does not exist\n", + "DESC run with params M16_N16_ansi_cpu1 does not exist\n", + "DESC run with params M18_N18_fringe_cpu1 does not exist\n", + "DESC run with params M18_N18_ansi_cpu1 does not exist\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "import pickle\n", "from matplotlib import pyplot as plt\n", @@ -904,8 +1620,7 @@ "ax.spines[\"right\"].set_visible(True)\n", "\n", "plt.savefig(\"Figures/DESC_VMEC_F_t_comp.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -928,6 +1643,7 @@ "execution_count": 15, "id": "a7b64a42-9cc0-4483-a0de-7ac5ec7a0991", "metadata": {}, + "outputs": [], "source": [ "from desc.equilibrium import EquilibriaFamily\n", "from desc.plotting import plot_surfaces, plot_section, plot_comparison\n", @@ -946,14 +1662,14 @@ "plt.rcParams.update({\"figure.figsize\": (8, 6)})\n", "plt.rcParams.update({\"font.size\": 22})\n", "xfontsize = 18" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 16, "id": "15450957-26ba-42b1-9168-35069fd69b4d", "metadata": {}, + "outputs": [], "source": [ "def get_f_err(eq):\n", " \"\"\"run DESC to calculate the force error mean weighted by volume\"\"\"\n", @@ -972,14 +1688,45 @@ " E = eq.compute(name=\"W\")\n", "\n", " return F_normalized, E" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 17, "id": "9d67b1cc-fe98-4cb4-9463-d307442001ad", "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_spacing' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'shift' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'rotmat' was not loaded.\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "image/png": 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S+oAdnqfHJP0SOC8i7uhtEIX34R+SHiX1VbpG0jYR8WxxHUmHk/p5zAO+SOo38nRe/DXSqbLq/h4bsWybqfeePF42dkmvIX2GrUfqK3J5VT0H51ia7lhb0lNVbXePpBuB60jfGc9FRHGYefV+fnOdPuCVjtnV+9X7SUen9iQlemdLup402OfCiKi+vExft+n+ouHriIilSpdV2YT6n4lP1phX+aExqMayFQykI0Vj8+Ni4NZ2P1lEzIuIKRHxdpZ9WO2j5a+uelN+bOraQx1QaaNbir9YaomIf0XEl0md8v6UZzd7lKa33klKPn5Y+XVX9SvvD1XlmoljdkTck6f7mkyIViaNjpj2xXupfSTtVaROjJ9s0/M2Uua1tqtdWlH3DNIRty0lvTXPOwaYGRF/W+HJIiaTvsiOIh0J3RD4CKkTfq0fFr0SEVeT+qONpsb7q3SV63NI3xkfjohzI+LWyv4HNPwxxPJHsfvqG6Rf/ZMi4jMRcX1VHHV/MLdD/pz9bP73NEnrNSi+G7X3qzGk/erbVfU+HhF7kToaf53UGX9XUlI9S1J1stVp3Rjd16w+7/sDKSl6T378dfRyuLTS8ORhhXnr5yF7jU6NnUM6jwnpQ6OickRlCzUxPFbSbkrDTVt1RKK67o1YdpplamHZHnlUUU35V0flkgKjWx1bwbGk0VKvo/YHxBdzucNVdbG5TpK0dg8fbq1QfWmGl9YpU5m/wumvEvVv1GT5uaQ+EgALq5LNWlPDi3L2htIw62H5lEs7VdqlpzZfyrKjkC2TTxn9JP97bD5y+j7SPlFvnYUR8b8RsQ9plOw3SJ/dX8lHe1vla/nxxBojfLdh2RHxZi+mOJd0ugPqX4OqN10S3lIyjraKiD+RRhgOY8WjntX7+dM97FcrHIXMp0k/ExEvJ32+30X6cXJGjedo5TZdGYVc6+hKs58pZTV8HfkU/wb53958JjZlQCRFkt5DOgqyBPhCH6p6Lyteh2co6ZfR2BWLJ/mDrLJzz6maP4tlidHHGz2xpKHAZcBZ9PyrqjdOB9YmbVjfLyzbhTQyrZHK8OYypylKyefF9wfOr/fBQBp2uZT0AXNwu2LpwWdJ56/bJiIeBSpHBuoNUa3cS6k3F/2cQdpfXlrrV2VO/KZLGp/jWUoavl83HkmvUbo/1j69iKcnI0n75pt7KthHlctW9NTmN9Q6hdQik0mnew8BDiJ9CVxYLKR0XZvlLiIaEXMj4tOkozqrkYbpt0RE/Ba4jXQUpnjx0p5OPWxanBHpjgM35H93KC7P/aN6c5S9USwrxNEh1QnlupWZzeznkt6R96vtq+ZNLv54johrWHYEfbuqRe3YpivX86vVD6fR9cpWOEOhdN2hZpLfyuvYRuk6dkWvJZ2OXcCy7arl+n1SJOkA0rUnAvhQRPylTU91fKUTY40Y9iZlqHdERLEj13jgn8DHc7la669O+iW4HvCZWPECkr2Wf2F/KcfxX9KtRla4nQmwUe4TUE/lGiN96bzZkyOAhyLiz/UKRLo1RGXnaMU1i/qz0/PjR4tHSJSuJ/Va0qiKn1NS/jCeXKm/RpEjSP0Vbq+adwbpQ218jSMFkH6QjGb505wDzY9I/U/eIun11QvyKaIP5n+/0q4Act/Fq0l9uCaRhvPX+kzYjnS7mhUu1Mey/qCtvhjs1/PjSYVOuX9n2ZHEPatXyJ2J63V8PTs/Hl3jyO++1O8b0kil43AxDtG9H1LTSN8DG7Li/lbZz0+osZ+vTjo6vg7L74vvY1nH42q13vd2bNOV79ntqr8X899HNlhvXn6s3nZOI43AaygfZPgN6cf9+BpFKmc7zo6IdhxYeDGQrkzUvyHsZqTzqEeRRn0FaVTQ3jXqWIt0WHcPlg2N3KbBNIF84KeqjlFV615J2lG3IH34v4l0qPpZUsflHeq8luGkQ7lLSKMTxuV6X0vqHDmTdPRjQon26emGsDvmNvtbXnYz9W8Ie0ous4B0j7Q3kPr1vJp0S4vf5OVXU3UjSFp0Q1hSR8KNSTv9d/PfNa8BlZd9nGVD51+f27fRjVeH9tCWL8nv/zF5vYd72E6+R4Nh4oW6ex1XXv/MvM6vSL/0RrFsePYTVF13pOr9qKxTaeMN6tS9Lqmv2FLSPeXGkC5t8QnSNv31Guscn9v9FlL/r5GkEUQXkoYj71liG35lbs+Hc7zHNGjzyj48rtCuJ+T5F+f/h9d4nqEsf+PZSvsPrhPXm0kf3g+RBhqMyq/xamoMH8/bX2UfqL6ZcMPrmPXQNpXrRAXwtjplJubllwNvzXFuR+p4HcBlTT5XoxvCrlkoO4jU5ylIR5c3BtbLyz6X5z9JGrK9JWkE1u0su05P5XN8UFWdlR+1V5M+e0aRjtrfz7LLhFTWW5NlnxfF7Xxwrm9XUt/SpaQbdr+adKT/4qo4KtvL4J7q66Ht6n2urbDPkX7EBWm/HZnLrVbYz39DOv03itTH6GrSUZntCnUF6TvnI6QLNm5BuiDhXaTP8Z17u02zbN+qXEPqBmp8XpH6sAXp6P02OY6fVr2fK6wHrEE627Agv86xpH3mkqrP9+K+tEHV+i8jJeCLSBeh3DI/73fyOlex/HdUrX1/eNXnX3WOcTA1vrtWeB97u1P3dSLtSFFjeiFvJHeTfiEfSZ07Nuc3qlYdDac69XyOlBTdl9/QJaTD+TeTMt2XNfGa9iEN0Xwgv6kLSL8evkeT10ioqmtYg9ewhHS+/nbSqbKaH6qFD8V9SKfu/kzaaZ/PMT6cX/cRrHihsHEl2nBGnbITWf4CfJVpdJ1Ya9VxP8tfY6U4Te7h9e/bi+3k/ibfp17HVVXH/qQPr6fye3IfKXnctFCu3vsxo4f3/hOkIdGV5P4G0pfSCtfeyuu8iXTE8AnSadV7SVfOfm3JbXhuL9p9XA/tusL7wrJryBSno3t4335A6pvwPOmL/krgHTXK3l+n/prbcJNtsybpy+PfDd6HoaR95wrSBTUXk44IXE9KMFdv8rnqbTcvtneh/EcLZc6vWnYM6RTbc3l7mkk6EnFBvbYhnZH4KOkH3KLc1tNI150pvne7U/vzYrn3M2+jvyUdHV9E+r44g3Tab7l1mqmvQdvNqLPuCvtcfk8fLpQbUfgc+g1pH1xIuhzBedS4RhwpmTiTdBr/WdJ3yV2kEbr1fvyOpoltmvr71uRCuWGkMxxz8/t9K+mK1eN6WG8X0mfM03ndS4BN8rIe25KUzHwxby8L83t8I2k7K17ktrj9vPgZwbIfFctNPb3nyiubmZmZrdL6fZ8iMzMzs05wUmRmZmaGkyIzMzMzwEmRmZmZGTCw7n3WERtttFGMHj2622GYmZkNaLNmzZobEfWuZt4vOSkqGD16NDNnzux2GGZmZgOapLbdjqNdfPrMzMzMDCdFZmZmZoCTIjMzMzPASZGZmZkZ4KTIzMzMDHBSZGZmZgaUGJIvaWT+86mIeKZN8ZiZmZl1RZkjRfcD9wCHticUMzMzs+4pc/HGJcDrIuKf7QrGzMzMrFtKHSnqKSGqOsVmZmZmNqCUSYp+KengHsrc2JdgVjZTZj3E6NOuZbWTr2D0adcyZdZD3Q7JzMzM6ihz+uxa4MuS3g5cBzwOvFAos2arAhvopsx6iPFT72DB4qUAzJ63kPFT7wDg8B1GdDM0MzMzq6FMUvSb/LgT8KEaywVEnyNaSUyYfueLCVHFgsVLmTD9TidFZmZm/VCZpOhp4IQGywV8u2/hrDwemLew1HwzMzPrrjJJ0dyIuKBRAUnj+xjPSmPksMHMrpEAjRw2uAvRmJmZWU+a7mgdEVs2UWaXvoXTPZL2kzRp/vz5Lanv9L3GMGSNQcvNG7LGIE7fa0xL6jczM7PWKn2bD0mDJe0v6eQ87S9pwB/+iIhpETF+6NChLanv8B1GMOmQbRk1bDACRg0bzKRDtnV/IjMzs36qzOkzJB0ETAI2KCyaK+mDEXFZqwJbGRy+wwgnQWZmZgNEmXufvRn4BfAQcCHwcF60GbA/8AtJu0XE9S2P0szMzKzNyhwp+jzwTeBzEbHc0HtJJwBnAF8A9mxdeGZmZmadUSYp2g7Yr5gQAURESPoiMLtVgZmZmZl1UpmO1oqIxfUWRsQi0rWKzMzMzAacMknRg5LeVW+hpEOAB/sekpmZmVnnlTl99n1giqT9gGnAo3n+psB+wKHAR1obnpmZmVlnNJ0URcSPJG0LHA8cWVgs4KyI+HErgzMzMzPrlFLXKYqIEyVdBBwGbJ1n3wVcGBE3tTo4MzMzs04pc52io/KfN0fEie0Jx8zMzKw7ynS0ngx8DhjVnlDMzMzMuqfM6bNngLER8Wy7gjEzMzPrljJHiv4N1L1OEYCkw/oWjpmZmVl3lEmKvgN8sYcy3+p9KGZmZmbdU+b02UhgX0kHAdcBjwMvFMqs26rAzMzMzDqpTFJ0StXfr6pTZoX7opmZmZkNBGWSornAjg2WC7i5b+GYmZmZdUeZpOjXETG7UQFJP+1jPGZmZmZdUaaj9VJJP5a0e70CEXFyC2IyMzMz67gySdH7gDVYdiNYMzMzs5VGmdNncyKieCNYMzMzs5VCmSNFd0raoFEBSWf3MR4zMzOzriiTFH0amCRpkwZlDuljPGZmZmZdUeb02VdIF3C8X9J91L54Y8MjSWZmZmb9VZmkaFfgQeARYG1gVI0yg1oRlJmZmVmnle1o/fJGBSR5ZJqZmZkNSGX6FJ3aRJmP9jYQMzMzs25qOimKiPOaKPPLvoVjZmZm1h11T59J2rXyd0Rc16gSSUeQE6yI8K0+zMzMbMBp1Kfod6SO1SHpFRERDcoeTepk/RagXyVFks4CXhcR47odi5mZmfVfjZKi5TpWS/pisUBEfCk/7p7LLGx5hH0g6S3ANt2Ow8zMzPq/Rn2KikeGXp6nz1T93dM6TZF0oKQHJU2us3xrSdMl3SjpNknnSlq3hzqHACcCZ/QmJjMzM1u1ND0kPyKOAZC0Z+XvvsqJyxTgWWDNOmU2BGYA50TEVyStDlyV1zugQfVfAk4H1mtFrGZmZrZyKzMkv6JXR4PqGAycGxFHAPVOvR0PrAN8EyAilgCnAftL2gVA0smS7snTFvm02XMRcWsLYzUzM7OVWG+SopaJiCcj4poeiu0D3BoRi6rm3Ui6xci+uZ4zI2LLPN2X528q6TzgJGBrSedJ2roNL8PMzMxWAmWuaN0tWwFXVM+IiOclzQVqJjkR8ZnK35LGARMj4kP1nkDSeGA8wMiRI/sesZmZmQ04jY4UbSxpaXECXlZrfl62VhtiXBdYVGP+orysLkn7AicAW0k6R1LN1xsRkyJibESMHT58eJ8DNjMzs4Gn0ZGiF0jXKWqWgM37Fk5Nz1A72VorL6srIq6gcJTJzMzMrJamr1PUjDZdp+huYNPC86wJbATc1YbnMzMzs1VQo9NnP+5Ffd/vbSANXAW8PidCFW8gxX5lG57PzMzMVkF1k6KImFC2sog4qW/h1HQWsIA0iox8naIJwLSIuL5VTyJpP0mT5s+f36oqzczMbADp6pB8AEnnS5oBbAzsKWmGpI9VlkfEk8A4YJykPwO3APcB721lHBExLSLGDx06tJXVmpmZ2QDR9SH5EXFcE2XuBPbsQDhmZma2iur6kSIzMzOz/sBJkZmZmRlOiszMzMwAJ0Uv8ugzMzOzVVvppEjScEmHSTox/7+hpI1aHlmHefSZmZnZqq1UUiTp86Rbf0wBvpRnvw54WNIXWxybmZmZWcc0nRRJOgo4FfgNMJF8k9aI+B1puPyRko5ufYhmZmZm7VfmSNHHgA9GxAER8WVgcWVBRPweeDfw0RbHZ2ZmZtYRZZKiLYCf1FsYEbeTrkptZmZmNuCUSYrUqLykdYC1+xyRmZmZWReUSYpuA2p2ppa0GnAGMKsVQXWDh+SbmZmt2src++w04LeS9gauAYZI+hwwAtiPdOrsba0PsTMiYhowbezYsR/odixmZmbWeU0nRRExQ9J7gPOAT+XZp+fHp4D3RMSfWhyfmZmZWUeUOVJEREyVdBWwB7B1nn0XcHVELGh1cGZmZmadUiopAsjJz2WtD8XMzMyse8pcvPGlko7P0+ZV8zeU9CVJHo5vZmZmA1aZ0WcfBb4DHAAMrpq/BHgHMFPSlq0LzczMzKxzyiRF7wROioi3R8RdlZkRMT8idiZ1wP5KqwM0MzMz64QyfYo2A85usPwM4L6+hWNmZmbWHWWOFK0RES/UWxgRS4C1+h5Sd/jijWZmZqu2MknRI5IOrrdQ0ruAh/seUndExLSIGD906NBuh2JmZmZdUOb02XnAzyWdD/wGeIR0ZGgTYH/gUODjLY/QzMzMrAPKXNF6kqTXAh8BPlxYLOCciPhhK4MzMzMz65SyV7T+mKQpwGHAVnn2XcDFEfHnVgdnZmZm1ilNJ0WSjsp/3hwRJ7QpHjMzM7OuKNPRejLwOWBUe0IxMzMz654yp8+eAcZGxLPtCsbMzMysW8ocKfo3sLhRAUmH9S0cMzMzs+4okxR9B/hiD2W+1ftQussXbzQzM1u1lTl9NhLYV9JBwHXA40DxCtfrtiqwTouIacC0sWPHfqDbsZiZmVnnlUmKTqn6+1V1ykQfYjEzMzPrmjJJ0VxgxwbLBdzct3DMzMzMuqNMUvTriJjdqICkn/YxHrOGpsx6iAnT7+SBeQsZOWwwp+81hsN3GNHtsMzMbCVQ5jYfRzVR5uS+hWNW35RZDzF+6h0sWLwUgNnzFjJ+6h0ATozMzKzPyow+A0DSGyR9S9IVefqWpJ3aEZxZtQnT73wxIapYsHgpE6bf2aWIzMxsZVLq3meSvgmcSOo/VLE3cIKkb/tIkbXTA/MWlppvZmZWRpl7nx0LfAz4GfAr4OG8aDPgIODjkv4eET9peZRmwMhhg5ldIwEaOWxwF6IxM7OVTZnTZx8GDo+I90XELyPipjz9MiKOBA4HPtqeMM3g9L3GMGSNQcvNG7LGIE7fa0yXIjIzs5VJmaRo84iYWm9hXubertY2h+8wgkmHbMuoYYMRMGrYYCYdsq07WZuZWUuU6VMkSWtGxPN1Fq5JLzpum5Vx+A4jnASZmVlblElibgdObbD8VODWPkXTRb73mZmZ2apNEc3dmUPSrsC1wAPAVcCjedGmpBFoI4C3RcSf2hBnx4wdOzZmzpzZ7TDMzMwGNEmzImJst+Moo8zFG6+T9B7gB6zYofop4D0DPSEyMzOzVVep6xRFxFRJVwF7AFvn2XcBV0fEglYHZ2ZmZtYpdZMiSfdV/fuKyOfZcvJzWZvjMjMzM+uoRkeKhgIHA0RESBpZLBARD7QrMDMzM7NOapQULYqIP1T9fz9Q6ZWt/Peg4kpmZmZmA1HTQ/IjYrWIGAQ8UfW3mZmZ2UqhNxdbbG4Mv5mZmdkA0tIrUEv6RivrMzMzM+uUVt+W4/AW12dmZmbWEY06Wr9E0hdInaqrrVtnPsC6LYvMzMzMrIMaJUXrABOpnfzUuwea+xuZmZnZgNQoKXoaOKFEXQK+3bdwzMzMzLqjUVK0MCIuKFOZpK/2MR4zMzOzrmjU0frVvaivN+v0C5L2kzRp/vz53Q7FzMzMuqBuUhQR/ylbWW/W6S8iYlpEjB86dGi3QzEzM7MuaPWQfDMzM7MByUmRmZmZGU6KzMzMzAAnRWZmZmaAkyIzMzMzoPU3hP1gK+szMzMz65RWHyk6pcX1mZmZmXVE3StaS7qvF/UN70MsZmZmZl3T6DYfmwE3FOaNBjYH7gceyfM2AV4OPAX8sbXhmZmZmXVGo6ToqYjYrfKPpDcDE4DdI+Le6oKStgB+gG8Ia2ZmZgNUoz5FxxX+/ypwTDEhAoiI+4CjgImtC83MzMyscxrd++zKwqwtIuKxBuUfBUa0KjAzMzOzTioz+mxNSW+ot1DSG2l8Os7MzMys3yqTxFwGXCnpLOBK4NE8f1NgH+B4YGpLozMzMzPrkDJJ0aeB7YFTWbHvkIBbchkzMzOzAafppCgi/iNpZ+D9wH7AFnnRvaSjSJMjYknLIzQzMzPrgFJ9gCJiMXBenszMzMxWGr26zYekjSXtkP/2TWXNzMxswCuV0EjaTdJtwMPA7/Ls3STdJultLY/OzMzMrEOaTopyf6Jfk0ab/R5YmhfNAi4HLs1XvTYzMzMbcMocKfoC8FNgZETsDjwHEBHzIuIU4NhcZkCStJ+kSfPnz+92KGZmZtYFZZKiHYETImJRrYUR8X/AmJZE1QURMS0ixg8dOrTboZiZmVkXlEmKVouIBfUW5g7X6/Q9JDMzM7POK5MUPSjpgAbLjwRm9zEeMzMzs64oc52i7wMXSjoP+C2weu58PQI4GHgX8KHWh2hmZmbWfmWuaP0DSa8GTgROIN3a4095sYCzIuLHLY/QzMzMrAPKXtH6BEkXAYcBW+XZdwEXRsRNrQ7OzMzMrFNKJUUAEfFn4M9tiMXMzMysa8pcvPEbkjaus+yHkn4n6drWhWZmZmbWOWVGn30S+IukfWssOw/4EvCmlkRlZmZm1mFlkqKFQAC/knSOpLUqCyJiVkTMAF5ocXxmZmZmHVEmKZoPvJY0HP8jwExJ27QlKjMzM7MOK5MUERFPRMSewMmk0Wc3S/p4WyIzMzMz66BSSVFFRHwL2Bl4APiOpCslDW9pZGZmZmYd1KukCCAibgO2B34M7AX8FVijRXGZmZmZdVSZpGjDPOz+85UZEbEwIj4AvBtYq2R9ZmZmZv1GmYs37pEfnyguiIj/k3Qz4P5FZgPMlFkPMWH6nTwwbyEjhw3m9L3GcPgOI7odlplZx5W599kfelj+oKRr+h6SmXXKlFkPMX7qHSxYvBSA2fMWMn7qHQBOjMxsldPq012TW1yfmbXRhOl3vpgQVSxYvJQJ0+/sUkRmZt1T90iRpGOA9fNIMyT9ron6NmhVYGbWfg/MW1hqvpnZyqzR6bNvAC+R9P2IWAjsCjzYQ32DWhaZmbXdyGGDmV0jARo5bHAXojEz665GSdFuwJCcEAHMiYiXN6pM0qMti8zM2u70vcYs16cIYMgagzh9rzFdjMrMrDvqJkURcUdh1plN1NdMGTPrJyqdqT36zMys3OizbzZRrJhImVk/d/gOI5wEmZnh0WdmZmZmQOPRZ82MNivy6DMzMzMbkBqdPmtmtFmRR5+ZmZnZgNQoKepxtFmRR5+ZmZnZQNWoT9FpvaivN+uYmZmZdV3dpCgizu1FfdGHWMzMzMy6ptWjzz7f4vrMzMzMOqJUUiTpYEk3SXpW0tLiBLysTXGWJulqSY9VTe/tdkxmZmbWfzV98UZJBwFTgZvy47uBi/PiUcA44NIWx9cXN0TEHt0OwszMzAaGppMi4NPAyRHxLQBJ74iIYyoLJR0LvK43QUg6EPgucG1EHF1j+dbAWcD6wFrADcBnIuKZBtVuJuk7wAvAw8BZEbGkN/GZmZnZyq/M6bNXkhKTChWW/wTYq8yTSxoi6VLgEGDNOmU2BGYAf4yINwI7AlsBU3qo/lpS4nQS6UjWGWViMzMzs1VLmaRoQUQsrfp/saR1q/4fBGxc8vkHA+dGxBHAwjpljgfWAb4JkI/2nAbsL2kXAEknS7onT1vkchdFxKJcx2TAfYrMzMysrjJJ0WOS3lX1/30sP9rsVOCJMk8eEU9GxDU9FNsHuLUqwQG4kXRabN9cz5kRsWWe7pO0lqSRVeUXAUPqPYGk8ZJmSpo5Z86cMi/BzMzMVhJlkqJpwEWSKtcv+jHwaUlPS5oPfBa4sNUBkk6VPVI9IyKeB+YCW9dZZxPgG1X/7wb8vt4TRMSkiBgbEWOHDx/ex3DNzMxsICrT0fosUmLxX4CI+KmkbYDjSEdiJtOeK1qvm+svWpSX1fIUsJqkHwHPkpKkj7YhNjMzM1tJNJ0URcR/gD8U5n2aNCqtnZ4hjTgrWisvW0FEPE26ZICZmZlZU1p6RWtJ3+i5VGl3A5sWnmdNYCPgrjY8n5mZma2CepUUSdpQ0sjCNAo4qsXxAVwFvD4nQhVvIMV+ZRuez8zMzFZBTSdFktaX9FNJC0ijzP5dmO4jHb1ptbOABcBJOY7VgQnAtIi4vlVPImk/SZPmz5/fqirNzMxsAFFEcze2l3QJsDtpFNqDwPPFIsBJEbFeqQCk84EtgTcC84B/AVMj4pyqMmNIydFQYG3gz8Cne7iida+MHTs2Zs6c2epqzczMVimSZkXE2G7HUUaZ0WdvA3aOiH/VKyDpsLIBRMRxTZS5E9izbN1mZmZmzSrTp2hOo4QIICJe2cd4zMzMzLqiTFL0PUkHNyog6eo+xmNmZmbWFWWuU3S2pOMk/QK4mXRF6RcKxXZsZXBmZmZmndJ0UiRpB+B0YDjprva1NNdrux+StB+w35ZbbtntUMzMzKwLyow+u4F0uu084GFqjz6bGhHtGJbfMR59ZmZm1ncr++izbYDNIuK/9QpIurzvIZmZmZl1XpmO1vcAz/VQ5vg+xGJmZmbWNWWSotOAUyUNalDG9yIzMzOzAanM6bN9gZ2AYyTNovbos6GtCszMzMysk8okRUdX/b13nTIDdvSZmZmZrdrKnD57PCJWazSRbhQ7IPmGsGZmZqu2MknRj5soc0ZvA+m2iJgWEeOHDvUZQDMzs1VRmaRoF0m/a3Srj4g4qwUxmZmZmXVcmaTorcANwC1tisXMzMysa8p0tH4sIj7ftkjMzMzMuqjMkaK/SBrZqICkS/sYj5mZmVlXlEmKTgTOlbRjgzJv6Fs4ZmZmZt1R5vTZdGBd4EZJi0jD74sXbxzeqsDMzMzMOqlMUrQZqaN1PQI27Vs43SNpP2C/LbfcstuhmJmZWReUSYqeiojdGhWQ9Ggf4+maiJgGTBs7duwHuh2LmZmZdV6ZPkXHNVFm/94GYmZmZtZNTSdFEXFl9f+SNpK0UaGMr2FkZmZmA1KZI0VIWl/S9yTNBR4HHpc0V9K5ktZvT4hmZmZm7dd0nyJJGwI3Aq8A/gvclRdtCnwY2F3SzhHxVMujNDMzM2uzMkeKJgLPAG+PiKER8ao8DQXeASwATmlDjGZmA8qUWQ8x+rRrWe3kKxh92rVMmfVQt0MysyaUSYr2BQ6MiN8XF0TEtcBBwAGtCszMbCCaMushxk+9g9nzFhLA7HkLGT/1DidGZgNAmaRo7YiYXW9hRNwPrNXniMzMBrAJ0+9kweKly81bsHgpE6bf2aWIzKxZZZKiRY3ufSZpNPB8nyMyMxvAHpi3sNR8M+s/yiRFVwCXSRpXXCBpN+CXwOWtCavzJO0nadL8+fO7HYqZDWAjhw0uNd/M+o8ySdEpwHrAtZKelnRXnp4GriHdF21iG2LsiIiYFhHjhw4d2u1QzGwAO32vMQxZY9By84asMYjT9xrTpYjMrFllLt74JLATcD6wBNgyT0uAScAbcxkzs1XW4TuMYNIh2zJq2GAEjBo2mEmHbMvhO4zodmhm1gNFRPmVJAHD879zojeV9FNjx46NmTNndjsMMzOzAU3SrIgY2+04yqh7pEjSq+oti+SJPK00CZGZmZmtuhqdPru2Y1GYmZmZdVmj23wMkXQkoDIVRsRP+xaSmZmZWec1SooGA8c2WcfOpOTpGcBJkZmZmQ04jZKipyJit0YrS3oF8HPSabjbgUNbF5qZmZlZ5zTqU/TdRitKOgq4Fdgxl31jRNzdwtjMzMzMOqbukaKI+Eqt+ZLWA84jHRX6D+kmsQP2StZmZmZm0Pj02Qok7QL8DBgN/Al4b0T41s9mZmY24DV1RWslE4EZwEjgNGDcypQQ+d5nZmZmq7YekyJJI4HrgC8Ac4DdI+KLEfFCu4PrJN/7zMzMbNXWMCmSdBjwF+BNwHTgdRExo0H5z7c0OjMzM7MOaXSbjwuAKaTrFX0yIvaNiLk91PeRVgZnZmZm1imNOlofmR/nAvtJ2q+HugRs0JKozMzMzDqsUVL0NHBCiboEbNenaMzMzMy6pFFStDAiLihTmaSv9jEeMzMzs65o1NH6rb2orzfrmJmZmXVd3aQoIu4qW1lv1jEzMzPrD5q6eKOZmZnZys5JkZmZmRlOiszMzMwAJ0VmZmZmgJMiMzMzM8BJkZmZmRlQMimS9FJJ35b0L0mP53k75XmbtifEzpC0n6RJ8+fP73YoZmZm1gVNJ0WSRgC3kW798XJg7bxoDrA9cJOk0a0OsFMiYlpEjB86dGi3QzEzM7MuKHOk6EvAg8AOwGDgWYCI+HdEjAMuACa2OD4zMzOzjmh077OiPYCdI+JBAEnF5V8G/tGiuMzMzMw6qsyRorUrCVEtEbEIWKfvIZmZmZl1Xpmk6L+SXlNvoaQ3As/0PSQzMzOzziuTFP0C+JWk/SW9eERI0nBJHwT+D7io1QGamZmZdUKZPkVfAsYBlwIBIOk5YI28/Gbg9FYGZ2ZmZtYpTR8piohngbcAnwf+DjwPvADcAfwP8NaIWNiOIM3MzMzarcyRIiLieeCreTIzMzNbaZS5eONp7QzEzMzMrJvKdLQ+tm1RmJmZmXVZmaRoY0lLe5iWSHpM0oWSxrQtajMzM7MWK9On6AJgT2AIcAvwSJ6/CbAj8ChwE7Ax8DZgb0lvjIh/ti5cMzMzs/YokxT9kXTF6uMi4unqBZLWA74P/DIiLpc0GDiPdOuPQ1oVrJmZmVm7lEmKTgB2LSZEABHxtKSPAtcAl0fEQkmfAP7VojjNzMzM2qpUn6KImF9vYUTMA0ZU/f8U6TpGZmZmZv1emaRoiaR96y2UtB+wtOr/DYFFfYjNzMwMgCmzHmL0adey2slXMPq0a5ky66Fuh2QroTKnz34OXCLp58CVpI7VAJsC+wDvAc4CkDQK+A7pytdmZma9NmXWQ4yfegcLFqff3bPnLWT81DsAOHyHEY1WNSulTFL0eWAMcAxwdGGZgMuAL+T/zwS2BL7St/DMzGxVN2H6nS8mRBULFi9lwvQ7nRRZSzWdFEXEImB/SXsC+wFb5EX3ApdFxDVVZd/d0ijNzGyV9cC82rfVrDffrLdK3fsMICJ+Dfy6DbGYmZmtYOSwwcyukQCNHDa4C9HYyqxMR+seSfpDK+vrJEn7SZo0f37dAXZmZtYFp+81hiFrDFpu3pA1BnH6Xr5xgrVW6SNFkl4FbAPUStFf2+eIuiQipgHTxo4d+4Fux2JmZstU+g1NmH4nD8xbyMhhgzl9rzHuT2Qt13RSlK9SfTFppJmAyI/kv83MzNri8B1GOAmytitzpOhUYDvgI8DdwCXAwXnZKNLotB+2MjgzMzOzTimTFB0CHBgRtwJIWhQRL/YhknQz6TpF32htiGZmZmbtV6aj9UsqCVGtdSPiX8CrWxKVmZmZWYeVSYoWSBpS9f9/JL3Y9V/S5sB6LYvMzMzMrIPKJEV/A34gaXj+fybwc0nvkvQu4FLgH60O0MzMzKwTyvQp+hnpth0/BA4k3crjRuAXefkLwP6tDM7MzMysU8rc5uNC4MKq//8iaWfgKGAR8MuIuKX1IZqZmZm1X5nrFH0x//nriLgZICJuB25vfVhmZmZmnVWmT9FEYBwwqHExMzMzs4GnTJ+i/wB7RMSSdgVjZmZm1i1ljhTdC6zZqICkT/UtHDMzM7PuKJMUfQk4W9LaDcp8oo/xmJmZmXVFmdNnBwM7Ag9JugV4nDQMv9rQVgVmZmZm1kllkqKjq/5+Z50y0ftQzMzMzLqnTFL0eERs0qiApEf7GI+ZmZlZV5TpU/TjJsqc0dtAzMzMzLqp6aQoIiY0UeasvoVjZmZm1h1ljhQBIOkASedJmpr/3yrPK12XmZmZWX9R5jYfawHTgLcDAp7Ji14C/BS4SdJBEfFsy6M0MzMza7MyR3cmAK8DTgbeCiwAiIhbgc2B54FPtzpAMzMzs04oM/rs/wEHR8T1AJJevEZRRDwt6ThgBnBKSyM0MzMz64AyR4o2qiREtUTEY6RTaWZmZmYDTpmkaKmkDeotlDSC1NfIzMzMbMApkxRdA/xM0vDiAkljgCnA1a0KzMzMzKyTyvQpmgDcDDwg6a/AMElXA5sBrwTmAke1PkQzMzOz9itz8cb7gTcB1wFjgbWB3UkJ0dXALhExuw0xmpmZmbVdmSNFRMTdwDslrQ9slWffHRH/aXlkZmZmZh1U5uKNv4uItwHkJOjmtkVlZmZm1mFljhTtIul04CcRcU+7AmoVSesAXyKNiHspEBFxZHejMjMzs/6qTFK0EBgM3CDpH8CPgEsi4rm2RNZ3Xwd+GBG3A0h6Q3fDMTMzs/6szJD830XESaTRZucA7wUelvR9SWP7EoSkAyU9KGlyneVbS5ou6UZJt0k6V9K6DeobArwT2FHSGZLOBh7sS4xmZma2cisz+uxd+XFxREyNiL2A7YBHgIsk/UXS8WWeXNIQSZcChwBr1imzIen2IX+MiDcCO5I6eU9pUPVo4BXAooj4LHAF8GtJZZJAMzMzW4X0NUl4Lk+LgW2Bb5dcfzBwbkQcQTo9V8vxwDrANwEiYglwGrC/pF0AJJ0s6Z48bcGy241cmte5GhgJbF0yPjMzM1tFNJ0USfpdflxN0r75CM9DwNeAofnxlWWePCKejIhreii2D3BrRCyqmncj8AKwb67nzIjYMk/35bjIZSqeB9aq89rGS5opaeacOXPKvAQzMzNbSZQ5UrSdpDNIfXN+RUpWpgMHAJtHxOfydYxabSvSKboXRcTzpCto1zzyExEPA38G3gIv3obkOeBfdcpPioixETF2+PAV7mJiZmZmq4Ayo8+GAZ8G7gLOAi6IiMerC0j6YET8oHXhAbAusKjG/EV5WT1HAF+XtAfp1Nm7CkebzMzMzF5UJin6L7B3RFxfa6EkAacCrU6KnqH2aa+18rKa8mm0Q1oci5mZma2kyiRF36mVEEl6NelGsIcD7Tj3dDewaeE51wQ2Ih21MjMzs5KmzHqICdPv5IF5Cxk5bDCn7zWGw3cY0e2wuqrppCgiTqn8LemlpOsUHUkalg/pytEvrLhmn10FnCBpzdyXCOANpP5QV7bh+czMzFZqU2Y9xPipd7Bg8VIAZs9byPipdwCs0olRmdFna0k6VNKVpNFd3wS2B+4h3U7jlUA7hm6dBSwATspxrA5MAKbVO5XXG5L2kzRp/vz5rarSzMysX5ow/c4XE6KKBYuXMmH6nV2KqH/oMSmS9FZJ5wOPAz8H9gKeJd3m48mIGBMRp0bEXcDnygYg6XxJM4CNgT0lzZD0scryiHgSGAeMk/Rn4BbgPtKRqpaJiGkRMX7o0KGtrNbMzKzfeWBe7UsD1pu/qqh7+kzSaaR+QiNJp8YWk64M/b+kozSLJO1bvU5ETC4bQEQc10SZO4E9y9ZtZmZmKxo5bDCzayRAI4cN7kI0/UejI0X/Q0qI/gl8DNg0Ig7It/jw0HYzM7MB6vS9xjBkjUHLzRuyxiBO32tMlyLqHxolRe8hdXJ+Oenmqm+VtEZHojIzM7O2OXyHEUw6ZFtGDRuMgFHDBjPpkG1X6U7WAIqIxgWk4aQE6ShSgnQJ6cKNf5b0SERs2rCCAWbs2LExc+bMbodhZmY2oEmaFRFjux1HGT12tI6IORFxdn5hbwH+A1ws6R5gHUmbVcpK+l77Qm0vjz4zMzNbtZW59xkR8Y+I+BwwCvgg6S70f88jxo5jAF9B2qPPzMzMVm1lrmj9okjn3K4FrpU0GDiIdHptgxbGZmZmZtYxpY4U1RIRCyPi5xGxJ+25eKOZmZlZ2/U5KSrYvsX1mZmZmXVES5OiiHislfWZmZmZdUqrjxSZmZmZDUhOijIPyTczM1u1OSnKPCTfzMxs1eakyMzMzIwmbvOxqpE0B5jd4mo3Aua2uM5Vndu09dymrec2bT23aeu1q01HRcTwNtTbNk6KOkDSzIF2/5f+zm3aem7T1nObtp7btPXcpsv49JmZmZkZTorMzMzMACdFnTKp2wGshNymrec2bT23aeu5TVvPbZq5T5GZmZkZPlJkZmZmBjgpMjMzMwOcFLWUpAMlPShpcg/l3iBpSU/lrOc2lTRC0gWS/iDpBkl3Szq3w2EOKI3aVNIQSd+U9NfcpjMlnSlpnS6E2u9JGifpotxW10m6XdIXJA0ulNtb0s25zG2STuxSyP1eT20qaXVJR0n6raRrJV0v6SZJh3c79v6q2e20qvwq+x21ercDWBlIGgJMAZ4F1myi7PnAcx0IbcBqpk0lbQJcD5wYEZfmeQcB3wU+2qFQB4wmt9OzgT2A10fE3LzOdcD3gPd1JNCB5XzgF8B7IiIkbQXcBGwL/D8ASW8BLgV2j4g/StoYuFWSIuLb3Qq8H+upTTcGfgLsGxHTASQdAlwiaWhEfK9LcfdnPW6nFav6d5SPFLXGYODciDgCWNhD2W+Qvph8RdbGmmnTLwO3VBKi7DL85V1PM226E3BTRMwFiIgFwAxg/45EOPDcAXw98oiViLgbuBh4l6R1c5nTgBkR8cdc5jHgPGBivV/qq7ie2vR54JJKQpTLTAX+BRzd+XAHhGa204pV+jvKSVELRMSTEXFNT+UkvQPYjrTRWQM9tamkQcChwG8L60VEXNvu+AaiJrfTKcA4SVsD5KMa+wKPtju+gSgiDoqIeYXZC4EAlkpaD3gLcEOhzA1AZZlV6alNI+KJiDisxqoLgSXtjm8g6qlNKzP8HeXTZx0jaRhwDumQ71JJXY5owNsSWBcIST8EXpXn/xH4SkT8t2uRDWAR8TVJzwI3S3oY2Ap4BHhPdyMbUN4KTI2IhZJeCYjUhtUezo9bA1d3MrgB6sU2rbVQ0obAa4ATOhrVwLZcm/o7KnFS1DnnAmfnw5bWdxvmxzNJO/F1koYDVwFvl7RLRPhXY0mSPg18GhgXEbdL2hR4Pyt+qVsNkg4FNgP2ybMqpyYWFYouKiy3Omq0aS2nkfoX+iKETajTpv6OwqfPOiJ3AnwpqbOqtUblkO8VEXEdQETMASYCOwJ7dimuASv/2j4N+GFE3A4QEY+QTp1dn08FWR2SdiSddtgz9xsCeCY/rlUovlZhudVQp02LZT4EvAE4OCJe6GR8A1GtNvV31DI+UtQZBwPDgN9XHZLcGNhT0gzg9og4sSuRDVwP5MfZhfn35setOxjLymILYA2WtWHFPaRflW8FpnU6qIFA0k7Az4D9Kwlldi+p38amhVUq/9/V/ugGpgZtWl3mg6TO1W+v0WfGChq0qb+jMidFHRAR7y3Ok3Q/aUTK0R0PaCUQEY9K+gcworCo8mXjjsHlPZgfi1/glTZ+toOxDBiS3gT8CDgwIv6R570bmBUR90n6E7BzYbVdgKdJfeCsoKc2zf8fDxwCvKPSh1DSZyLia10Ku1/roU39HZX59JkNZF8ADpL0agBJa5H6w9xNGppvJeRD6b8EPiBpM3ix8+VJpDa9sXvR9U+SdiNdg2giMETSWEljgaOAkbnY50kj+t6U13kZ8CHg1Hodh1dlzbRp7vt2Aqltx1SVcUfrGprcTg3fELZlJJ1PGhH1RmAe6ZoZUyPinEK5U0mnIarLfSsiLu9kvANBM22aOwx+inTtkkHAbcAXcv8iK+ipTSW9BJhA6pP1DGnY+O3AFyPi/s5H3L9JegIYXmfxbhExI5fbm/SF9BzwEuCnvnBjbT21KfAE8Pd660fEqjlsqoFmt9NcdpX+jnJSZGZmZoZPn5mZmZkBTorMzMzMACdFZmZmZoCTIjMzMzPASZGZmZkZ4KTIzMzMDHBSZNYnku6V9JSkkLRQ0mN5elrSI5KulLRDG573w/l5lubL8Fcve62kJyW9v5d1/7HqNR3dRPmvVMUSVW0wJ7fDbTneQb2Jpx3KvsY+PM87Jc2T9M52PUdfSPrf/F5Ffv8ek/TFbsdl1i1Oisz6ICJeQbpvEMDFEbFxntYD9gVeDdxYuZpxC5/3+xGxMctuzVFtCOmii+v3su63sOw1NVP+f6pjqWqD4cDmwB2kG02e06Cajir7GhuRNFlSvQu+rVc19TsRcWR+7wAezO/bl7oalFkXOSkya5OIuJV0FePVSbcf6dTz3ggMi4gzO/WcDWKZD3wE+C8wXtJGXQ6poyLiEuAl+dHM+jknRWbtdVt+HNPJJ42IfnPz1oh4BriH9HmzZZfD6bj+9F6YWWNOiszaq7KPLXcvNklrS/qUpBskPZz7nfxV0vhalUjaXNIvcrmHJf1G0mtqlDu5QV+jN0q6IPeDelzSE5IulDS6Ra+1kXrtsLqkz0m6M/fxeULS1MpNfqvKrZZf298lPSrpAUm/k/TxfCPg6rK7Sro61/WEpFnN9q+S9JCkZ3Ifm9FV8+8tzpe0gaTHgEPz/49VTVtKOquqv87kGs/VY5y5z8+cXMdESeMl/S331ZolaVwzr8vMmuOkyKy9ts+PFxfmbwx8HfgFqd/NBsBXgO9JOrm6oKT1gT8BOwI7R8RmwPHAd0k3F31RRJzZoK/Rh4DXA2+PiJcB2wEvA/4oaVgvX1+PlG4y+wrgFuC+qvkCLgFOBsZHxAakPlhrAzcVkr7PA6cAx0bEJrm+PwJnA5tU1XkI8DvSTWxHkl7fGcD3JfV4A9aIGAGscNox9x07szDvqdzWF+f/N66a7omIE6r66xTbpKk4I+JI0vsO8C5gQ9J7uAnwOHCVpJrPYWblOSkya4N8BOTNwIdJd53/XqHIIuDyiPhORLyQp4uAqcCnc8JQ8RnSF+epEfFPgIi4E/gyKZlq1r+Bz1budh8Rj5D6+4wADi/7GpshaRNSB+trgYNi+TtQHwYcCJwWEX/IMc0F3g+sRUoSKw4C7oqIm3K5xRFxCnArsDg/1zrAD4CH8ut8LpJLgIuAEyXt3I7XWUYf4oyI+GpEPJ9PyX0LGAzs2bHgzVZyTorMWufQfLrkCWAh8Ps8fTUiXqguGBGPRsQBNeq4CxgOvLRq3v758YpC2T+QE4JmRMSpEXFljecD2KbZenpSdQrpGeARYCvgxIh4uFD0sPx4dSHOx0lHut4hafU8+3Fge0kTJG1QVXaHqnr3ICWJVxbbG/hVfjy0L6+tRXob5/WF/x/Ij5u1MDazVZqTIrPWqQzJfympQ/EdpFFnJ9UqLGn/3Dfo37mPz2NVZQdXFd2ClPw8Wb1+/kJ9vNngJL1M0tcl/aXq+R6p8Xx9UjmFBGxEOtqzM3CZpOLnzdb58XeF/jiP5XVfYNmRsOOBvwGnAY/ldnufpLVr1PdojbAeLpTppt7GOafw//P5cY1WBGVmTorM2iIiZgNHAEuAz0oaUr1c0kdIRwXmAG+IiJflRKItw+jzKZs/Ax8EPglsVpW8tEU+LTQBuAF4HXBInaI7FPrjbBwRQyNi3Yh4Itd1V67jbcCPSf1sJgO3SXpZu15DQbc/L4tHlcysxbq9k5uttCLiH8DPSEc9ji0s/kB+PKnyxd/AvaSjActd4yf3O2o2IdgdeDkwJSKuiYglTa7XCv+TH4vXaqqculvh9I+kTapHVkkalPvd/D4iPpTXmQS8EvhYob5Na8SwWaFMI5VTksUjMC8tFuylVsXZEZKGSZrY7TjMOsFJkVl7nQYsBT6p5W9zsSg/Fq+EPLJGHZflx30K83el+VMnNZ9PUq3na6nciXoGsIOkt1ctujA/1rqy9BnAJ6r+v1fSTlV1LiSNvgMYlh+vBp4C9q5xqu7A/HhREyFXTmEV26beVcmfBZC0Rn48RtL/a1B/q+LslGGkkX9mKz0nRWZtFBH3ko4WjQaqvyh/kR+/kU9tIWlv4L01qvkGcD9wiqRX5bJbAV8DnmkylBtIX/ZHKN9yJA/179StN07Nj9VHiy4mJXwflbSvktXzqcUDgS8U6vhS5VRZPh35EVLCeRG8eJHED5JG031V0lq5zkNIHZe/k6/23ZPfAM+RRoENkbSmpM+xYgJb8ff8uE2O67NUXSagqIVx1iRp93xdo0/0XNrMlhMRnjx56uVEOrX1FOkLcyHwGHByocyWpL5FC/LytwAi9e35F+lIw7+Bn5KGagepr9HXquoYQUoi5pE6R19H6sB8P6nD7WOke62dnP9eWjV/z1zHq4DLgbl5mgUcWYh9OOn6P5XXNB+4s4c2+ErVc0b++5Ya5WZULT8nz6vcAuWfOabZwKXA6wrr7ptf/72kDsoPA9OBXWs8z66kozFzgCdIw/aPK5Rp+BpJfZdmAU+TOngfR7plS+W9+UlV2SGko15P5PfmojzvrPxaq9v3NSXj/GZeHqQE+P6qNl9hfl52TJ6/ZxPb7y9JCWDk6bka0yLS5QC6vr958tTuSRH1fvyYmdlAI+nXpNFrW0XE0m7HYzaQrN5zETMzGwgknQS8GXibEyKz8pwUmZmtPO4Edoo08tHMSvLpMzMzMzM8+szMzMwMcFJkZmZmBjgpMjMzMwOcFJmZmZkBTorMzMzMACdFZmZmZgD8f59Yx4p9N171AAAAAElFTkSuQmCC\n", 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Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "M=16, slope = -1.0173517799908665\n" + ] + }, + { + "data": { + "image/png": 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gb4D5frnfT1PcOKbhvM6xPmcrIpo4qHPV4H+BV3GSzzF+qnmOtfMDHGueVqLDx5rbwncRMAOnH9k4YKPbwbupn3UX9V6Lx0n0yppqXn8X6/PCz/erJ5kMqvU9EgfI/3A+IGoBg0WkNk5ntWBO5QGHM+mn3X//D+cgKY1WKDjSpBkoaz1MRBLEucIkvai6xXCqTzyebR4rIn5PR6rqnzjN/TlAw3B84AbgaWWc7ecNfbtbVoPCh6oorzytgoE+UKr41Avnuv3VzQXiCzs9q2VsbJwgRHIfF8XzJeY5DXoNzuDAm33qebY9uoh9f2eoAagzztIrqtodp6/IHTinu68EJkv+q+f8tR54BGxNV9VZ7unTWjjv0y9wWjx+kPCNmn2HG9/lvqdSRKQBcCNOy99FqrpQi76qdrf7GOi4CHRVeCDn4vwYXKiqt6nqOp/WxtL0b5zk8AQ/iaznWHuziGPtAu+FVPVdVT0BZ0Dk63Baas4DfhFnKB/vdRf1XssmuB93EOCYlCLuxFFMu73+jsbnRfiTKFXN4Mhpu6uAv+GMZD478FJ+PYvTD6Ej8Fu4WqF8icgDPknJizidm3t7mrgL8TDOVTQDwhzTAJzz1Ico+CvuadzTnP64+9/zi6zAZbJhiC0R5wq6awK9mTkyZlhJx4wqTnwDRaSwscpKaqb7GOhWFu186oXiF/exrb9Ct0nek1yvwPlQiMUZrd5f/Y4iEqhPTrG5p386h3u9XiK5j4vyOc57+lQRaYPz+fWyn3qebfv9QeOeJjpVROqHsnFxhi7wvMa4X+xP4HQ4X4Ezjp53f0PPr2h/rY1+W9NF5BRPfytV3a/OYMJn4fxgjcHpA1ZiqroE57sgFudKRG/NcH7p73D79fjyN4DxHPfR7/vDXWcoPP2F/A1lU+wBlIvD7dPl6Qd6n09xUceaiMggT/8n99g7x3P6TVW3qurLOFcVT8Zp8Rrgs+62AU7Xed5rv4aQYB5w4/A9Jgs7u1PYj4HACzk/EBe5/xb4vBDnNj+e4UYi8XkRsaZKT6vTyTidvoJuhfJQp9PpQzgfHAGThjC4B+cST+/tXoLzC/91cUZZL0BEuuM0uc9Q1c/81SkO9/TBBPffEeoMZOrrFBHx2zQpIj1wmi1nui164XYOznHzdiF1nnEfB4jPeDmloB/OF1+kfIHTX6KziHTwLnD70VyK8+v62WKs27NMgc7D7hf6WJyWA08n9ufd4gJJo/sBNgnnCqhwuwnnwo9I8Rw/fxPJP16ciPTC+VBcjHNZe1hp/g7mH+F0uPW3nTdwfgWfIyL++s1cizNad6hfDu2BL3xbt91TDp4ve+9TgZ7uB/kSC/f1z9dx3MsY4AI/8xf4WX9J3Y/zfrjM58eqp19OLbdV6jBxxojy1zfoM5yLjrqIzzhS4twrNNDzDWSt+9jBTwLRn9L3GE5rzwCfHz+ez5ze7ueAryE473XPRVF1cDpL5zsm3CTIczHMfnfefJxTmbWA0/2se5j7+HQIz8PvMYn/Y87Dk0gfTl7dH2sfBLE9z+fFMD9l5+P8wPhSVVcFsa6QRSSJUtVpODsyBifrLewLt7D1/FdVj1bVn4JdRkRi3aZKTxNejDg3N/Q7Bdjutzjn6NviNH0OEZGaIpIkIq1E5F/Adzj9Ts4sznPzilfcWHqJyBM44wHFA+eo6psBFmsAfCciZ4lIAxFJFJEmIjIC54N7N0eu3Aq3q4BxRfRv+wLnklwIroN5ocQZDK0azmXoACmFvJ5+k95wcTsqXojzpv9IRPq7p3Wb4SS/xwD/UNVfi7Hu73GGAuklzqB6jcW52XZ/nA/Fb3H6x3j8nzvvTnEGZ2zu/grthdMfZZe7vkJ5jkG8LmYo4j0T6X4iP+JcrdQdGOce24kiciLO89+CcwqoWL9eg+DpYH4MMMbfdtzWk4txjsnvRaSfiKSJc3r/NpxW6tv9nAYMRizwnjin7pPdz56ROKf4P1GvqwFVdSHOlYCDRORvIpLuftG+gzNERCCjxBlYs4a7jV44+3wXTv+csFDVpTh9r+Lwao1Sp4P8WzitUe+7zzVFRHoC7+En+XQ/c67AeW0+EJHj3PdeW3eZP3yXKcLHOInp0cAr7nGWJiIXAA+G+lxLSp2rEp9z/73Pa77nM2cXzsUAp7vvxVriDKQ6DnjMTYi8jReR493Pz6oich5OojEHZzBnj7/hJJSvi8jZ7vdcfRF5GjgFeE5Vg0lmPMa5j4+JM6hsVRG5lCMdwP099704fQDbijO4Zn2c09dFnoJT53Zn44DzROQREanrHtPn4rTu/U4YvocKCyAiE0cGi3y3kDqTKTgOzfAi1jvezzKHl8M5x+2vvLBpQIBtVcO5YmImzouZjfNL6HucU1XxIeyPcwrZfibOQfyRu96UQtbT1K0zEacZcytOH6gMnKs3/otzfyHvZQYE2O7kYOv5KwsQ3/BA+5gj43L4TqOK2HdfhPh6Ti5sfV7rDRTP+CCWbYxz6nctzmnTHThXJ/qO49Is1G3gdAT91j3m9uP0ZfiXv+MC58vpBpwvzEycU7lLcG4KHtRArDi/QkN9zwwP5fkVcz+chvMLe6e7j//A+ZKp71NvVKBjrgSfX1/jjLJdu4h6bXEuA9/gxrgBpx/jycWJEeeX+N9wfgytcl//7e7rez2Q4CeGRjiXcu/G6VczFac7gO82j3br93L340Kc43Y/zhfN8wQ5RlQhz6fAew8nScnxqvO9Oz8e56KhRW7cGTitIueT/73p+znVB6d1cB/OMT/LXcY3pmMDxem1rpo4LRmr3Nd7K87n8BCfZUYR+POx0OOMwJ+Ja/3UreHuB0+dVX4+c9a4sW7GSYYu8FlHHE5/r//hNGZkusfGAuAuIC3Adh91j4MsnK40k/2sO6h9gPMdtZwj74n/4vzA9V5mos8yXXEGWs3AOebfwxnSolmAbQ73Wf4SnGM/A2f4neU4yXBVn3rj/axrvFs22U/ZqMJeX3EXNMYYY4wxIShz4z4YY4wxxpQHlkQZY4wxxhSDJVHGGGOMMcVgSZQxxhhjTDFYEmWMMcYYUwxxRVep+E499VSdNGlStMMwxhhjKqKg7kNXHllLFLB9+/Zoh2CMMcaYcsaSKGOMMcaYYrAkyhhjjDGmGCyJMsYYY4wpBkuijDHGGGOKwZIoY4wxxphiqNRJlIicJSJj9uzZE+1QjDHGGFPOVOokSlU/V9WRVatWjXYoxhhjjClnKnUSFSmbMg7S/elpbM44GO1QjDHGGBMhlkRFwI0fL2H+hj3c9MmSaIdijDHGmAix276E2dTVO/h6+VZyFb5atpVpf+ygb4ua0Q4r4rKysti5cyd79+4lNzc32uEYY4wJs9jYWNLS0qhRowaJiYnRDqdMsCQqjHJy87ji3YUcyM4DYH92HsMnLmTFPwcQF1txG/2ysrJYv3491atXp1mzZsTHxyNSYW+VZIwxlY6qkp2dTUZGBuvXr6dJkyaWSGGn88Lq2elr2JKZlW/elswsnpuxNjoBlZKdO3dSvXp1atWqRUJCgiVQxhhTwYgICQkJ1KpVi+rVq7Nz585oh1QmWBIVJpszDnLvN7+z71D+U1n7DuXyn0krKnQn871795Kenh7tMIwxxpSC9PR09u7dG+0wyoSgkygRudedakQyoPJqwrwN5Oap37LcPOWd+RtKOaLSk5ubS3x8fLTDMMYYUwri4+Ot76srlJaoUUBjICcyoZRvl3ZpSGyM/9NYsTHCpV0alXJEpctO4RljTOVgn/dHhJJELVPVEaqaEbFoyrF66UmMHtSa1ITYfPNTE2L5v1PbUDfNOuAZY4wxFUkoSdQGEQl4zkZEnghDPOXazX2aU7dK/mSpbloiN/VuFp2AjDHGGBMxoSRR9wMviUi9AOUnhCGeci0uNobxF3UiOd7ZrSnxMYwf2qlCD29gyoclS5Ywbdq0aIdRKt5//322bdsW7TBMmGRmZvLWW2+Ffb379+/nzTffJC8vL+zrNpVHKN/ubwPn47RIbRORP7wn4JjIhFi+9G1Rk9OOrkOswOlt61SKgTZNfuPHj0dEDk/jx4+PajzPPPMMxx9/fKXpx7B+/XratWvHTz/9FO1QACeewYMHh+VY2LRpEyNHjqRRo0YkJSXRokUL7rjjDjIy/Pey+Pnnn7nuuuto164dKSkpJCUl0apVK66//nrWrFlToL73cTtgwIASxRoOixcvplOnTvz666+H5w0YMCBfnCNHjgy4vG9dEWH48OGA0zn66aef5tRTT2XXrl0RfR7r1q3j2Wef5fTTT6dly5YkJydTp04dunfvzhNPPBHw9Qvkjz/+4N5776VHjx5UrVqVhIQEGjRowPnnnx/wx9Lw4cML7At/09NPPx2GZ1yJqGpQE7AX+KmQKSPYdZW1qWvXrhpOm/Yc0G5PTdVNew6Edb1l1dKlS6MdQpl03333KaDjxo2LWgzPPvusxsbG6g8//BC1GKJh1KhRmpycrDNnzoxaDIcOHdJHH31Uq1SpotWrVy/xsbBq1SqtW7eutmrVSn/55Rfdv3+/fvPNN1q7dm1t06aNbt++PV/9t99+WwFt2bKlfvnll7pr1y7dvHmzvvLKK1qlShWtUqWKTp8+vcB21qxZo4D279+/2LGGw6pVq7R27dp65ZVXal5eXoHyYcOGKaCAjh8/vtB1DRs2TIcNG1Zg/u7du7VTp07as2dPPXjwYLhCL2Do0KEK6A033KCrVq3SAwcO6KpVq3TEiBEKaLt27TQzMzOoda1bt05jY2M1NTVVX3rpJd24caPu2bNHJ02apEcddZQC+tRTTxVYbtiwYZqenq5t2rTxO9WrV08BnTRpUlBxhPi5H/Xv+UhNoSRR80tSXpancCdRG/cc0EUb94R1nWWZJVH+RTuJWrp0qSYkJOjw4cOjsv1oys7O1pYtW2rLli31wIHo/Jg59dRTtX379jpt2rTDX/glORaOP/54BXT+/Pn55r///vsK6KWXXppv/quvvqqALlmypMC6XnjhBQW0VatWBcrKShLVt29frVatmu7atctv+bBhw7RatWoKaHJysi5cuDDgugIlUaqqP/30kwL673//O+jYxo0bp4D+9NNPQdUfOnSo9uvXr8D8vLw87dChQ0jHxsqVKxXQ559/vkDZokWLNCYmRuPi4nTt2rX5ygrbB6qql1xyibZu3dpvwuqPJVHOFMrpvKuLKD8vhHVVaH/tPshJr/zCP75YyoFsG0vDRMfo0aM5dOgQd999d7RDKXVxcXHccccdrFq1KiL9aYIxYsQI5s+fT58+fUq8rmnTpvHzzz9z3HHHceyxx+YrGzJkCHXq1OGdd97hzz//PDy/du3aDB48mHbt2hVY3znnnAPAypUr+eOPP0ocX7h98803TJs2jeuuu45q1aoFrDd48GAuvPBCDhw4wHnnnceePXtC3taAAQPo2bMnTz31FLt37y5+0IX497//zWuvvVZgvojQunVrgKBPKSYlJdG1a1fOP//8AmUdOnTgqKOOIicnhx9++CFfWY8ePejRo4ffdW7evJn333+fG2+8sdKc9g+XoJMoVZ3r+VtEWohITxFp4VVe9t6JUdK9STUW396ftTsPcOyTU5m/IfQ3tqm4cnJyeOGFFzjuuONIS0sjNTWVzp078/jjj5OVleV3mRkzZnDiiSdSpUoV0tLSOP744/noo48YNWpUvv4MCxYsAJzOuB999BFNmzY9/CHtS1V54403OP7440lLSyMlJYVOnTrxyCOPcPBg/hH2k5KS8vWVWbt2LRdeeCG1atU6PH/y5MlB1/NYtmwZl19+OQ0bNiQhIYF69eoxdOjQw8/DY+LEiQX6mX3wwQd0796dlJQURIRmzZrlW2bQoEEAUeuTdu655xIXF57bk3722WcA9O7du0BZbGwsvXr1QlX5/PPPD88fPHgwn3zyid/1Va1atdixzJo1i/POO4+6deuSkJBA48aNueqqq1i9erXf+jt37uTGG2+kQYMGJCYmctRRR3H33Xfz22+/5XtNb7311sPLvPHGGwCccsopRcYzduxY2rVrx6pVq7jiiiuK9ZwGDRrEvn37eP/994u1fFHat29Pq1atCszPyspi7ty5xMXFceKJJwa1rkaNGjFnzhzq1q3rtzzQa3vddddx3XXX+S176aWXSE5OPtxfzAQvpMvGRGSgiCwHVgIzgJUislREKv2Veb7qpCXy3uVdeeT0o1m/6wAT529gX5aNU1rZZWdnc8YZZ3DzzTdz8cUXs27dOjZt2sT111/PPffcw4knnsj+/fvzLfPll18yYMAANm/ezI8//sj27dt57bXXePbZZw9/6I8bNw5VPdxKMXXqVA4dOkSHDh0CxjJs2DCGDx9Or169WL16NVu3buWWW25h1KhRDBo0iEOHDh2ue/DgwcMdkXfs2MFFF13EyJEjWbt2LR9//HHI9QAmTZpE165dWb58OZ9//jl79+7lxx9/ZNu2bfTo0YMPPvjgcN2LLroIVeW+++4DnKTqvffe45133mHz5s1ccsklBZ5fs2bNqFKlCrNmzSr3t6jwJJXNmzf3W96ihfN7duHChUGtb/ny5YCzjwKt05+xY8fSu3dvDhw4wNSpU9m7dy8ffvghc+bMoUuXLkyfPj1f/T179tCnTx9eeeUV7rvvPrZv386vv/5KamoqQ4cOBaB///6oar4Ozd9//z1AocevR2pqKh999BHp6el8/PHHPPbYY0E/H4/27dvn226k7dq1i+nTpzN48GB27drF+PHj6dixY4nXm5OTw6pVq4iJiaF///5BLXPo0CFeeeUVhg8fTlpaWoljqHSCPe8H9ACygI3Ap8Dr7uMG4CDQPdrnJos7hbtPlK+8vDy9+r0F2uKhH/THldsiuq1osD5R/vnrE/Wf//xHAb399tsL1H/44YcV0BtvvPHwvH379mnt2rU1JiZGly1blq/+1q1bNSkpyW9/ikcffVQBveaaa/zG9tprrymgffr0KVD2z3/+UwF9+OGH88339JUB9Mcff8xXNmLECP3tt9+Crrdjxw6tVq2apqam6ubNm/PVycjI0Fq1amlKSoquX78+X5lnnzZv3lxzcnIOz583b16+/ebRunVrBXT27Nn55vfv3/9wjMFOJenPVNI+Ue3bt1dA3377bb/lo0ePVkDPOuusoNZ38803B4wnUJ+oZcuWaXx8vDZq1KhAP7O1a9dqQkKC1qtXL18H6RtuuEEBvfvuuwts57zzzvO7nS1btiigiYmJhT4H3z4+n376qYqIxsXF6ZQpUwqt6+vnn38+3ME7GKH2ifI2ePDgw8dUz5499Zdffgl5HYF89NFHChT6XH29+eabKiL6+++/h7Qt6xPlTKG0NY8CngT+o6qHm1REJBYY7U6nhbC+SkNEePWCTny5dAuX/28B57Svx7PntKs0557bPzaF37YcaQm4a+BRADzy45Hm/3Z103jl/A70eeHnw/PiYoQFt/Vj4Msz2Zp5pFXk2XPaMefPPbw596/D805uXYuRPZpwwVvzDs+rkhjL7Fv60v2ZaWRmHemb9v7fujBm1nq++3374XmXd23EGxcfG54nHEBubi7PP/884LQC+br88su5++67efXVV3nkkUdITU3l008/Zdu2bXTv3p2jjz46X/3atWtz+umn89FHHxVY14YNzr0aA/UneeaZZwC45pprCpRddtllPProo4wZM4a77rqrQHndunU54YT8jc9jxowJqZ6n/8m5555b4LREWloaQ4YM4dVXX+WVV17hgQceKLDuCy+8kNjYI3cH6Ny5M88991yBep7n/9dff9GtW7fD871PKZYHntbJhIQEv+WJiYn56hVm4cKFvPTSS5x33nkhnb556aWXyM7O5sILLyQpKSlfWdOmTenfvz/fffcd//vf/7j66qvJzs4+fFrusssuK7C+YcOG8eGHHxaYX9SxG8jZZ5/Nv/71Lx588EGGDh3K/PnzqVcv0LCG+XkfJ5H2ySefsH//fn7//Xcee+wxevbsyQ033MBTTz1VonuQZmZmcvvtt9OiRYvD7+9gPPfcc5x66ql+TzeaooWSRLVV1QJJkqrmAveIyNqwRVVBnXFMXZY0r8Fbc/9i8uod5OQpJ7euHe2wIm7Jnf6blR8+vW2Befr4mQXmbRnlv1+Ev6RHOzUoMG/vgwVz+/P91Iu0FStWsGvXLkSEtm0LPvcGDRpQrVo1du/ezbx58+jbty9z5zpdEf3VBwr0A/LYt28f4P9Ld9++fSxevBhwkg9fTZo0AWDNmjVs376dWrVq+S0vSmH1Zs6cCeC307P3fE+9UNbtzZNcePZHeZWSkgKQ7xSrN09fOk+9QDZv3sx5551Hjx49ePPNN0OKIZjX7LvvvmPmzJlcffXVrFixgszMTESENm3aFKhfnGO3KKNHj2bOnDl88803DB06lB9//DFfsh1IoONk7dq1hZ7u9P2R4KHq/2b0HikpKRx77LFMmDCBvXv38sILL5Cens5DDz1UZKz+5OTkcOmll7J//36mTZsWdJ+3mTNnMnv2bL7++utibdeE1ifK/7s3+HIDVE2O58Y+zamSEMfI9xdx5bsL2bXfdl1l4Ln6JikpKWCH4ypVquSr67laKDU11W/9QH0YPOv3Nxqz9xVI7du3LzDYnvcH8JYtWwosX9QXdTD1PM/P83x9+e6H4sbgudN8uDp4e/h26I/04JSeFpWdO3f6Lffsp/r16wdcx7Zt2zjllFNo2LAhX375ZdD70Hcbwb5mnuMsKSnJbyJTnGO3KDExMbzzzjs0b96cqVOnBn1laqDjJD4+njZt2hSYPK9H48aN/ZaH4tprrwXglVdeKTL5ChT78OHDmTt3Lj/88ENILUrPPvssrVu3PnwRhgldKElUhogUbCYAROR0wG5MHILuTaqx+I7+pMTH0OGJqcz5c3e0QzIRVr16dcDpfJ2T4/8ig8zMzHx1PacZPPN9Beow7VnuwIEDAcvAGfm4sPP9gVodSsrz/AI9L9/9UFye5+97asjfSNZFTd5X+Y0aNarAvorkKULPBQP+RhkHDg9T0KlTJ7/lGzdupH///jRo0IBJkyaRnp4ecgyhvmaefR7oeC/OsRuMGjVq8NFHH5GcnMxjjz0W8ApFb4GOk4YNG7J8+fIC08MPPwzAm2++6bc8FJ4WuZ07d4Z8AUR2djYXX3wxM2bMYOrUqSG9Xzdu3MiHH35owxqUUChJ1LPARyIyUURuEZHL3MeJwMfAU5EJseKqkhjH8+d24P2/dSUuRrj7q2Vs32etUhVVmzZtqF69OqrKsmXLCpRv3LiR3bt3k5iYSJcuXQAO9+PxVx+c0w3+HHWU0+/M3z3kUlNTD18JFOhLeeXKlXz77beFP6ES6NWrFwC//fab33LPfE+94vI8/5YtW+abP3ny5JA7kEbz8u/BgwcDzm1cfOXl5TFz5kxEhLPPPrtA+bp16+jXrx+tW7fm008/JTk5+XDZq6++GvA18BXqa9amTRuqVKmCqrJixYoC9QMdu82bNycmJoZdu3YF/LFRlGOPPZaXX34ZcG53Emj4BY9Ax0k4rFu3jqSkpMOn5n1t3LgRcE4pBmrl8+fgwYOce+65LFiwgKlTpx6+QhOcK18nTZpU6PIvvfQSSUlJNqxBCYUyTtSbwMM4g2o+CbyBkzidCzygqhMiEmEl0KtZdTrWT+dQjtLh8Sm8v3BjsZp1TdkWGxvLjTfeCBwZB8ebZ97VV199+PTd2WefTe3atZk3b16BX7jbt28P2JfBM6jeqlWr/JbfcsstALz++usFynJychg6dCgvvPBCME+rWIYNG0a1atX45ptvCpwy3Lt3Lx9//DHJycmF3hetKAcOHGDjxo3UqlUrpMv4o+npp5+mR48eTJ06Nd/8Pn360Lt3b2bNmsWiRYvylX3yySds3bqVSy65hEaNGuUrW7lyJX379qV79+588MEHh/v+eDz44IPMnj07qNiuv/564uPjee+99wqMI7Zu3TqmTJlC3bp1ufjiiwHnVJjnAooJEwp+PQQaBDUxMZFOnTqhqiUaCPTyyy/nhhtuYM+ePQWGXvDleZ8cd9xxxd5eIKpKVlbW4bG+fI0bNw6AM844g5iYI1/Je/fuZfDgwQwZMqRA69++ffs488wzWbNmDVOnTqVx48b5yidOnMjEiRMDxpSVlcWYMWNsWINwCPXXGNAUGAH8y31sEu1LDEs6RXqIg1D8vGanHv3oT3rluwuiHUrQbIgD//wNcXDo0CE95ZRTNDY2Vp988knduXOnZmRk6KuvvqqJiYnas2fPAvfQ+uKLLzQuLk7btWuns2bN0qysLF26dKmedNJJesIJJwS8VL1Zs2aakpIS8J5gV1xxhYqI3nrrrbpixQrdv3+/LliwQM8++2xt0KCBrly5Ml/9YG8HEmy9r7/+WpOTk7V79+46b948zcrK0t9++00HDhyo8fHxOnHixALLhHIrnWnTpilQJm57E+wQB6mpqQromWeeWaDMc++81q1b66xZs/TAgQP67bffap06dbRNmza6bVv+4VN+++03rVevnsbHx+sFF1ygQ4cOLTClpKQUiKmw1+/111/X2NhYPe2003T58uWalZWlv/76q3bq1EmrVKmikydPzld/9+7d2rZtW42Li9OXX35Z9+7dqzt27NCHHnpITznllIDb8bzOb731VsB9VdSwBarO+81zu5zC6l511VUKFIg/kFCGOFi7dq0CGhcXp/fff7+uXr1aDxw4oMuWLdNrrrlGAW3atKmuW7cu33Ke2/kA+sEHHxyen5GRob1791ZATzrpJL+va7NmzQp9vuPHjy/WsAbebIgDNycKuiKMdae60Q463FNZSqJUVQ8cytEZa3boM1P/0Dfn/Bn0vYyixZKo/DwfsL7TmjVrVNW5r9vzzz+v3bt315SUFE1OTtZOnTrpo48+GvA+b9OmTdOBAwdqSkqKpqWlaf/+/XXy5Ml6zz33KKATJkwosMyTTz6pgN9kxGPChAnar18/TU9P15SUFG3durXecsst+ueff+ar17Rp0wLPp2nTpgXWF2w9j6VLl+pll12m9evX1/j4eK1Tp46ef/75OmfOnHz1PPc3853uu+++gOu+9tprVUR03rx5AetEUqDjwDP5c+2112paWpq+8847fss3btyoI0aM0AYNGmhCQoI2a9ZMb7vtNt29e3eBup5EpKjJO4kKZh/PnDlThwwZorVr19b4+Hht2LChDh8+POAX8vbt2/X666/XevXqaUJCgrZq1UofeughXb58uQJ68skn+32eSUlJeuqppxYo8zfGV2EJw8aNG7VevXoB6+zdu1dr1aqlnTp1CrgOX6GOEzVnzhz9xz/+oZ07d9b09HSNjY3VqlWravfu3XX06NG6Z0/Be61u3LhRW7VqpUcffbRu2bLl8PxA74VQ9knXrl31tNNOC/r5+mNJVOhJVB5wD5Ac7aDDPZW1JMpjwYY92vHxyXrGa7P0z137ox1OQJZERY+nhWPatGkFyrKysrR9+/bapk0bzc7OjkJ00bN69WqNj4/XkSNHRjsUE4AnGbjqqqv8lj/00EMBj+1wGj16tMbExOj06dMjup2KxpIoZwqlY/lCVX1QVYt3yYQJWacG6cy+pS/HNa5G56emsWSTXQBZGT366KN+x485cOAA33//PfXr1/fblyMhIYHPPvuMzMxMLr30UrKzs0sj3KjbtGkTZ511Fn369OHZZ5+NdjiV2ooVK+jdu7ffDuKePkKemyH7uuuuu7jssssYOnRowAsrSuqDDz7gwQcf5MUXX/R7X0JjihJKEvWXiATsgSYi/wtDPMZHQlwM957Smtm39CEnT7ngzbms3Vn0qMSm4ti0aRMPPPAAY8eOZceOHezfv5958+Zx7rnnsnXrVl5++eWAAxM2b96cOXPmkJmZ6fcu8hXRnXfeyamnnsqkSZMKdKQ2pevAgQP8/PPPXHnllfz+++9kZWWxbt06Hn30UV544QUuuugizjzT78g5iAhvvvkmN998MzfccEPYY8vMzOTOO+/kww8/9DtyvzHBENXgrgITkWOAfwPPAEtUdZ9P+TxV7RL+ECOvW7duOmfOnGiHUaTcPOXxyat5bPJq7h/Uhut6NSUmJvrjeyxbtizgiNqm5BYtWsTYsWP56aefDg+DULNmTfr27ctdd91F165dg1rPvn37Ag7aWZFUludZHmRmZjJmzBi++OILVq5cydatW0lISKBdu3ZcccUVjBw5MqgxiiLxmubm5pKdnV3gFjYmOCF+7kf/iypCQkmi8nA6rAWkqkWPr18GlZckymPZlr1c+d5COjeoyovnFX2X84jHY0mUMcZUKpZEOUK5F8IuwP9AF84O8t8ma8Kubd00pt/Qm90Hsrl0wjy6NqrGLX2bE1sGWqWMMcaYyiKUJGq9ql4RqFBE5ochHhOk2BihZmoC9w9qw9XvLeT9RRsZe2En2ta1gdOMMcaY0hBKx/L/ikg/EQl0Arlk92cwxdKyVio/XtuLy7s2ot+LM9mWmRXtkIwxxphKIZQkagLwElDNX6GqHvQ330ReTIxw3fHN2PCfk5i1fjc9npnOwo2lOxxCsH3rjDHGlG/2eX9EKEnUBuBYVd0cqWBMySTExXBG2zpc06sJJ73yC/d9s4JDOXkR325sbGylGYPIGGMqu+zsbGJjy+V1ZGEXShK1RlUDflOKyMVhiMeUkIhw5XFNWHBbXxZszOCxyavJzo1sIpWWlkZGhg0EaowxlUFGRobduNgVyhAHI4AUVX0mQHnUx4kSkQHAxcCfQC3gzsISP4/yNsRBKFSVtv+dzDnt6zHqlNYkxYf/10NWVhbr16+nevXqpKenEx8fH9TYL8YYY8oHVSU7O5uMjAx27dpFkyZNQhnMtsJ+IYSSRI0DTgIygSXAXp8qZ6tqrfCGFzwRSQGWAu1VNVNEngGWqerLRS1bkZMogC17s7jx4yUs3pTB2KGdOL5ZjbBvIysri507d7J3715yc3PDvn5jjDHRFRsbS1paGjVq1Aj1bgCWRLmDbRZGSzLYpojEArcBo4HTVHWynzrH4oyYHgNUAcZ7WsZEZCDwgKoe7/5/HnCVqp5e1LYrehLl8cHCjTwx9Q8mXd2DxLiYiLRKGWOMMT4qbBIV6g2IYwJNwKLiBiEi9YCfgKMAv0MoiEh94AdgjKr2BQYBd7mnGQHqAt4dczKAOsWNqSI6v1MDZt7Uh3cXbqTd41OYvGp7tEMyxhhjyq1QkqiiTos9XII4qgA3Ao8UUudmIENVJwCo6lbgNeA+cTrgbAHSveqnA1tLEFOFNbJnU54+ux2X/W8B13+4mMysgndYN8YYY0zhgk6iVPWVIsrfK24QqrpKVYtqyRoE/Ooz7xegIdDB87eIVHHL+hH4NjWV3lnt6rLkjv4o8NOqHazYmhntkIwxxphypdDbvojI5e6f36vqxgB17gBSAFR1dHjDy6clMNVnniemo1R1kYgMB54WkT/d+a9HMJ5yr1pyPC+d14HMrBzaPz6FE1vV4omzjqFacny0QzPGGGPKvKJaop4CBgA1C6kj7nRreEIKKBXwvadJllcZqvqTql6tqver6i1FjGs1UkTmiMicbdu2RSjk8qFKYhyLbu9HYmwM7R+fwlfLtkQ7JGOMMabMK+oGxOtV9UoAEfkJOHwpn6oOdB8fc8uHRyhGj32A7zWViV5lIVHVMcAYcK7OK1lo5V96UjwvnteBCzvV57OlW2hSLZn66UnUTE2IdmjGGGNMmVRUS5R3cjEKZ/iBxu7fhdWNhNVAfZ95DbzKTBgMaFmLJ89ux/crt9P+8Sl8sNDvWVxjjDGm0gulY/kUd+ymTFX17ZtUGr4BuvvM64HTL2px6YdTsd3arwUfDuvKvyet4Pw35rDngN0bzxhjjPEWyhAHHtE69fUMUNVzjz4RqQ1cDdyvdkvpiDi+WQ0W3NaPLo2qsmxrJl8t22J37zbGGGNcxUmiIkJEvgYmuv8+LSKT3UQJAFXdhHPbmetEZBrwHfCo27fJREhSfCz/OrEVzaonc9dXyzl77Gw27DkQ7bCMMcaYqCv0ti8isgl4kfxDtl8LvETBYdxvVdXw35StFFSW276U1KGcPB76YSUv/LyOl85tz/mdGhS9kDHGmMquwt72pagkqqj75Xkr0b3zokFEzgLOatmy5YiVK1dGO5xyY9HGDJZu2UtOntK3eQ2a1kiJdkjGGGPKrkqbRK3E6XdU5HqAd1S1XDZNWEtU8bwwYy2jvv2d0YNac03PpsTEVNj3iTHGmOKrsF8ORY0T9buqTglmRSJiwwxUMjf0bsbAljW58r2FvLdwE19c2Z3UxKIOKdiUcZCzx87m8yu7Uy/d7/2mjTHGmDKv0I7lqnpGsCtS1b4lD8eUN23rpjH9ht6M6NGE+RszeOnnteTmFX4F340fL2H+hj3c9MmSUorSGGOMCb8yc3WeKb9iY4RLujSkRY0UJi7YSN8XfmZ5gBsaT129g6+XbyVX4atlW5n2x45SjtYYY4wJD0uiTNg0qJrET9f24tIuDenz/Awmzt+QrzwnN48r3l3IgWzneoX92XkMn7iQnNxQrl8wxhhjygZLokxYxcQIN/Ruxtxb+9Kxfjo3fbyExZsyAHh2+hq2ZOa/h/SWzCyem7E2CpEaY4wxJVN0L2BjisEz7EG3RlUZ+PIvDO/WiBd/Xsv+7PytTvsO5fKfSSu4+NgG1sncGGNMuVKpW6JE5CwRGbNnz55oh1JhDevemPl/78sXy7YcPo3nKzdPecfn1J8xxhhT1lXqJEpVP1fVkVWrVo12KBVao2rJ/HhNTxLj/B9usTHCpV0alXJUxhhjTMmEnESJSAcRuV1ERrn/dxMROy1oClW/ajIPntaGlPj8h1xqQiz/d2ob6qYlRikyY4wxpniCTqJEJEZExgELgMeAkW7RLcBsEake/vBMRXJzn+bUS8vf76lKYiw39W4WnYCMMcaYEgilJeqfwBnAaOA8YKc7fxjwPXBfeEMzFU1cbAzjL+pEstsalRwnvHxeB/q/NJOpq228KGOMMeVLKEnUZcBAVb1fVT8GDgGoah7wL6B/BOIzFUzfFjU57eg6xAqccUxdzmlfn3+ecBSXvDOfGz9azN6DOdEO0RhjjAlKKEmUqKrf+3SoanaI6zKV2AtD2tO5YVWeO6c9AGe3q8fi2/uxPzuPM17/NcrRGWOMMcEJpUN4qohUUdUC9/MQkXTALnEzQamXnsTsW/PfarF6SgJjh3Zi/6FcbvvsN/Zm5fD4mcdQNTk+SlEaY4wxhQul9WgK8KWIdPaeKSINgAk4/aKMKZGUhFhGndKauJgY2j8+hS+Xbol2SMYYY4xfobRE/Qv4FZgjInuBBBHZCNQFNgA9IhBfRInIWcBZLVu2jHYoxkt6UjwvndeBCzvV55oPFlO7SgLdGlUjJkaiHZoxxhhzWNAtUar6F9ANGAdk4iRgCrwO9FDVTRGJMIJssM2y7YSWtfj9rhNIT4qn0QPf8+GicneIGWOMqcBEVaMdQ9R169ZN58yZE+0wTCFmrNnJle8tpFP9dJ4f0p46NjinMcaUFxX2NEIog22KiKSLSJrP/NbhD8uY/Ho3r8GC2/rRomYKo779nd0HsrEfAMYYY6IplD5RI4GXgC1Afa/5b4jIPmCIqu4NZ3DGeEuOj+WRM9oCMHjcbABeOrcDDaomFbaYMcYYExGhXJ13HvAk0NRn/snA78D/hSsoY4ry3t+6cGyDdI59cirjZ/9prVLGGGNKXShJVD3gH6p6yHumO27UrcCA8IVlTOES42K5f1AbvrumJ+/M38DanQfYujcr2mEZY4ypREJJomLdW7wU4CZWNiqiKXWdGqTz7cierN99gHaPT+GVmevIy7NWKWOMMZEXShIVJyJ+B1QSkVZYEmWiqP9RNZlyXS/Gzf6Tk175hbU790c7JGOMMRVcKEnUROB7EblGRDqJSCP38VrgO+CdyIRoTHCOqZfGjBt7c0bbOvy4ajuz1u0i11qljDHGREjQ40SJSALwJXAiziCb3n4AznBvRFxueI1YPmLlypXRDseEkapyyphZ7M/OZeyFnWhTp0q0QzLGmMqqwo4TFdJgmyISA1wMnA7UBrbhJFYTA/WXKg9ssM2KKS9PefHntYz69nfuHtiS2wccFe2QjDGmMqqwSVTQ40SJyOXunx+r6oQIxWNM2MTECDf2ac4Zbevy7PQ1LN6UQawIx9RLK3phY4wxpgih9IkaD1wKJEQmFGMio3nNFJ4a3I6NGQfp/9JM/u+738nOLbcNp8YYY8qIUJKoP1R1kKruiFg0xkTQoDZ1mPf3vsxct4vuz0xn1fZ90Q7JGGNMORZKEvVnYYUicnsJYzEm4hpXS+bLq47jrhOOYlPGQV79ZR1ZObnRDssYY0w5FEoS9bSI/FdEEgOUXxqOgIyJNBHhos4N6dm0Ol8v30bnJ6cxa92uaIdljDGmnAlliIOfgKOBJGAV4Huz4W6qmh7e8EqHXZ1Xeakq7y3cxC2f/sZ1vZpy3ymtox2SMcZUNBX26rxQkqgsYGMhVeqralJYoipllkSZbZlZfPf7dmJjhIZVk+jTvEa0QzLGmIqiwiZRoZzOW6qqzQNNwLJIBWlMpNWuksglXRpSMyWeoW/N5eZPlpCZlRPtsIwxxpRhoSRR9xZRflNJAjGmLDipdW0W39GfjIM5dHh8CqvtCj5jjDEBhDRi+eGFnFvA1AB2quqhsEdVyux0nvFn+pqdJMXF8P7CTfzrxJZUTbZ7bBtjTDHY6TwAETlGRCbhdCrfAOwVka9FpG1EooswETlLRMbs2bMn2qGYMqhP8xq0r5fGnoPZdHhiCl8t2xLtkIwxxpQhoXQsbwPMAhKB34HtQC2gNXAQ6KmqKyIUZ0RZS5Qpyg8rtzPi/UVc2qUh/3dqm2iHY4wx5UmFbYkKJYl6HydZutV71HIRqQk8BSSr6gURiTLCLIkywcjMymH9rgOMnf0nvZtVZ0iH+tEOyRhjyoMKm0SFcjqvOzDc97Yv7v9XAceFMzBjypoqiXEcUy+NczvU459fLmfoW3PZlpkV7bCMMcZESShJ1EFV9Xt/DFXNBg6EJyRjyrbjm9Vg4e39aFo9mQ5PTLVEyhhjKqlQkqgcEfHb2uTOt0F1TKWRHB/Lf888hl9v7sOCjRlc9PY8NmUcjHZYxhhjSlEoSdRY4BsReUREBotIH/fxEWASMCYyIRpTdjWpnky/FjVoVSuVTk9M5Y3Zf1KcYUOMMcaUP3Eh1H0K6AT8A/D+lhBgnKo+G87AjCkvEuNi+b9T23Buh3pc8e5CNu3N4q6BLaMdljHGmAgLebBNEekDnAbUBrYBX6rqzxGIrdTY1XkmXHJy8ziUq5z0yi8M796IET2aIFJhL0wxxphgVNgPwUKTKBH50f3zblWdVTohlT5Loky4LdmUwZXvLSQtMY5XL+hIi5qp0Q7JGGOipcImUUX1iWoM3A+sFJEm3lMpxGZMudW+fjo/39ibU9vUYeDLv5CbZ/2kjDGmoimqJWq+qnZ2/17jzq4PbFTVFqUQX6mwligTSarKs9PX8MGizbx+YUda164S7ZCMMaY0VdqWqMMZlqo2V9XmwLKKlEAZE2kiwk29m3NBx/oc/9wMHvtpNTm5edEOyxhjTAmFdANil52XMCZEMTHCzX2b8+stffh+5XY+WLSJzCwbWs0YY8qz4iRRfonIW+FalzEVVYuaqXwzsgdnHlOXFg/9yAPfryTbq1VqU8ZBuj89jc02cKcxxpR5YUuigHZhXFepEJGzRGTMnj17oh2KqWSqJMYx9+99mbFmJ8c9M535G5xj8MaPlzB/wx5u+mRJlCM0xhhTlKI6lu8FZvvM7gb464XdTVXTwxhbqbGO5SZaVJU35/zFV8u3cvGxDbh4wjwO5igp8TFMGtGDvi1qRjtEY4wpqQrbsbyoJCqU3q+qqrElD6n0WRJloi0nN4/a933L7oNH+km1qJHCin8OIC42nA3GxhhT6ipsElXUp/NCVY0JZgIWlUbAxlREz05fwyGfK/Y27z3IczPWRicgY4wxRSoqifoshHWFUtcY49qccZB7v/md/dn5k6j92Xnc8/Vy62RujDFlVKFJlKreF+yKQqlrjDliwrwNAUc0P5Cdx4VvzWWfDYdgjDFljnW2MCbKLu3SkNgY/10GUuJjqJuWRIcnpjJ9zc5SjswYY0xhLIkyJsrqpScxelBrUhPyX5eRmhDLA6cdzfuXd+X5Ie2Y/edupq7eQcbB7ChFaowxxpslUcaUATf3aU7dKon55tVNS+Sm3s0AOL1tXf7erwVfr9hK+8en8PWyrVGI0hhjjDdLoowpA+JiYxh/USeS4523ZEp8DOOHdiowvMHDp7dl7IWduP6jxQyfuIBDOXYPPmOMiRZLoowpI/q2qMlpR9chVuD0tnUCDrR5UuvaLL6jPy1rpbJoUwbfrLBWKWOMiYZw3juvS7jWZUxl9cKQ9nRuWJXnzmlfaL0qiXH8+6RWpCXGcePHS7j47Xls33eolKI0xhgD4W2Jei2M6zKmUqqXnsTsW/tSLz0pqPpt6lRh4W39aVQ1iQ6PT+GHldsjHKExxhiPgLd9EZEfQ1yX3TvPmCj6df0u9h/KZe5fe7i0S8OgEzFjjImwCnvbl7hCynoDG33m1QSqAHuA3UB1IB04CGyOQHzGmCAd16Q6ANPW7KTTk1N5/KxjuKxLQ0Qq7OeXMcZEVWGn85aqanPPBAzDubVLc1Wt7s6vBrQAvgRujXi0xpgi/efk1nx9dQ8en7yac8bPCTgaujHGmJIp7HTeaar6tdf/PwKnqWqWn7rJwPeq2jtikUaQnc4zFdGhnDy+XLaF+NgYtmZmcUX3xtYqZYyJhgr7wROwJco7gXLV8ZdAuXUP4JzaM8aUEQlxMQzpUJ82tVN56ed1nDxmFmt37o92WMYYU2GEcnVeLRHp5K9ARDpjSZQxZVKr2lWYeVNvTmldi25PT+NHu4LPGGPCorCO5b7eB34QkZeBWcBOnI7mPYGRwITwh2eMCYe42Bj+cUJLzu9YnzyFv70zn3tPbkWr2lWiHZoxxpRboSRR/wRaAf8CvDtSCfANcFcY4yoVInIWcFbLli2jHYoxpaJFzVRUlW6Nq9LruRncPbAlt/ZrQWxMhe2yYIwxEROwY3nABUROBgYCtYDtOB3Kf4hAbKXGOpabymj19n1c/f4iUhNi+eKq46IdjjGm4qqwv9JCTqIqIkuiTGWVl6es2bmf/y3YiAD/OOEo4mPtlprGmLCqsElUyJ+WItJBRG4Xkfvc/7uJSCinBY0xZURMjHBUrVQu79qIaWt20uPZ6SzcmBHtsIwxplwIOokSkRgRGQcsAB4DrnGLbgFmi4hdnWdMOdWkejJfX30cN/dpzsmv/MLcv3ZHOyRjjCnzQmmJ+idwBjAaOA/n6jxwRjL/HrgvvKEZY0qTiDC8e2NW3z2QpLhYej03nTl/7o52WMYYU2aFkkRdBgxU1ftV9WPgEICq5uFcsdc/AvEZY0pZWlIcx9Stws19mnPm2Nnc9eUyDmbnRjssY4wpc0JJokRVl/grUNXsENdljCnDRISLOzdk4W39WL1jPyPeXxTtkIwxpswJpUN4qohUUdVM3wIRSQeqhi8sY0xZUDctkfcv70punnL22Nm0qJnCg6e2ITXRriUxxphQWo+mAF+6t3g5TEQa4IxW/n04AzPGlB2xMcK4oZ3Yse8QHZ+cyk+r7NYxxhgT9DhRItII+BWoC+wFEoDd7v8bgB6quikyYUaWjRNlTPC+WLqFv3/2G1OuO57aVRJsXCljTFFsnChV/QvoBowDMnFOBSrwOuU4gTLGhObMY+qy8q6BLN6cQcuHf+KbFVujHZIxxkSFjViOtUQZU1zf/b6NEe8vYmDLWjxxVluqpyREOyRjTNljLVEicnqA+SeLyL0icm/4wjLGlAcnt67N4tv7kxIfw9hf/2RzxsFoh2SMMaUmlM4MX4jIh+6VeN52AuuAG8MXljGmvEhLiuP5cztwW/8WnPbar1wyYR7b9x2KdljGGBNxoSRRmcCZwBwR6eiZqapzVfUNYF+4gzPGlB8iwowbe1M/LYkOj0/hw0XWTdIYU7GFkkStBvoBScBMEbnCp9w6VxlTyaUkxPLE2cfw0bBuvDX3LzbsOWCtUsaYCiuUJEpVdRbQGWfMqNdE5DURSYxMaMaY8qpXs+p8ckV3pv2xk3aPTWbCvL+wi1iMMRVNyAO8qOoOVT0duBfn5sMzReSosEdmjCn3LurckC+vOo5Hf1rN2WNns2VvVrRDMsaYsCn2KHmq+iBwClAfmAPUDldQxpiKo1vjasy5pS+9mlVnwcY9/LByu7VKGWMqhFCSqFYi8qOInOaZoao/4ZzeWwSkhDs4Y0zFkBAXw79ObEW/FjX555fLGPTqLNbt3B/tsIwxpkRCSaLaA1cAU71nqupm4ATg4jDGZYypgJLjY/nlpt4MbFmLrk9PY+yv66MdkjHGFFsot31Z504FhjJQ1TygSlgjM8ZUSHGxMdw1sCXTbjierZmHmLJ6B6u22wgpxpjyJ5x3DrXBNo0xQWtbN427Brbkrz0H6PnsdJ6a+ge5edZXyhhTfhSaRInIdBGZ4P6dJyK5gSagU6lEbIypUC7t0ohfbu7Dp0s20+eFGXbrGGNMuRFXRHkMR24cuAv4LEA9wRnN3BhjQtayVio/XtuLCfM3sHbXAT5ZsoWrezQmLjb/77xNGQc5e+xsPr+yO/XSk6IUrTHGOCTYS41FZL6qdi5ueVnWrVs3nTNnTrTDMMYAew5kc8Fbc9mxL5txQzvRscGR23We98YcPl2ymSEd6vH+5d2iGKUxJgRSdJXyKZQ+UX1LWF7miMhZIjJmz5490Q7FGOOqmhzPNyN6cEPvppz0yi+8MGMtAFNX7+Dr5VvJVfhq2Vam/bEjuoEaYyq9oFuiilyRyIuqen1YVlbKrCXKmLJpw54DLNuSyYKNGTw9dQ0bvPpLtaiRwop/Dihwys8YU+ZU2JaogH2iRKRfiOs6qYSxGGNMPg2rJtOwajJvz/0rXwIFsCUzi+dmrOXv/VpEKTpjTGVXWMfyyUCwzVQSQl1jjAna5oyDfLB4c4H5+w7l8p9JK7j42AbWydwYExWFJVF/4txkOBgCjCpxNMYY42PCvA0Bx4/Kyc3jnfkbuK2/3QPdGFP6CkuilqnqG8GuSEQuCkM8xhiTz6VdGnLft7/7LTuUqzSrYbftNMZER8Aemap6aojrGlnCWIwxpoB66UmMHtSa1ITYfPNTE2K54rjG3PzJb7zoXsFnjDGlKZyXtXwSxnUZY8xhN/dpTt0qifnm1U1L5JXzOvDbHf0Z3L4uF745l29XbItShMaYyiikJEpEjhGRZ0TkaxH50XsCWkYoRmNMJRcXG8P4izqRHO98ZKXExzB+aCfiYmOomhxPw6rJjOjZhBHvL+Kq9xay+0B2lCM2xlQGQSdRItILmAcMBQYCzd2pBzAA2B3+8IwxxtG3RU1OO7oOsQKnt61D3xY185Wf3Lo2i+/oR2JsDJ2fnEpObl6UIjXGVBZF3TvP233Atao63vsWLyISC4wGdkYiQGOM8XhhSHvW7zrAc+e091uenhTPi+d1YOveLMbN/pPpa3bx5NnHUDM1oZQjNcZUBqGczquvquPdvw9fb6yquap6D3YDYmNMhNVLT2L2rX2LHBeqTloil3RuSI2UeDo8MYUPF20qpQiNMZVJKC1Rh4pYrm4JYzHGmLBJTYzjqcHtOL9jfa58byGHcvO4uHPDaIdljKlAQmmJihWRWu7fm0TkSk+BiJwP2GAtxpgyp3fzGiy9cwBntK3DUQ//yDvzNhCue4YaYyq3UJKoGcAUEWkAvAG8JiKLRWQh8C7wXiQCNMaYkoqNEdKT4pl4aRce/nEVg8fNYeOeg0UvaIwxhQgliXoE+AewV1XfAf4LNADqA6/gdDw3xpgyq3uTasy5tQ+dG6Zz8YR55OTmWauUMabYxD5AoFu3bjpnzpxoh2GMKWW3fvoby7ZkMub8DjS128cYEykS7QAiJWwjlovIo+FalzHGlIbHzmzLgKNq0u2Z6bz081ryAtzo2Bhj/Anl6jwARKQ5zik832WHAP8MR1DGGFMa4mNjuPvElgxuV5cbP15CpwbptK1TheopNq6UMaZoQSdRItIJ+B/Qxl8xXmNHGWNMeXJMvTR+vK4Xq7bvo9UjP/Hvk1pxU5/mxMZU2LMQxpgwCLpPlIjMdP/8ENhO/qRJgFGq2iys0ZUS6xNljPFYuS2Tq99fRE6eMvbCTrSpUyXaIRlT3lXYXyOhnM5rCBylqn7v7Cki3cITkjHGRE+r2lX46dpevDRzHeNm/8mIHk1oWj2ZuNiwdSE1xlQQoSRRSwIlUK5RJYzFGGPKhJgY4YbezQAYPnEBv23ey9ihnehQPz26gRljypRQflo9LiJ/F5FAide34QjIGGPKknFDO3FNr6YMfPkXRn/7u13BZ4w5LJSWqJ9wbjK8WURWA/t8yluGLSpjjCkjRISrezTh1Da1ufeb31m2NZMYgbZ106IdmjEmykJpiXoQuBVIwLnZcHOfya4JNsZUWI2qJTN2aCcOZOfS/8WZ3PP1cg5m50Y7LGNMFIWSRA0Hhqhquqo2U9Xm3hOwLDIhGmNM2dGtcTUW3d6PZVsy6fLUNBZs2BPtkIwxURLKEAfzVbVzIeXtVXVJ2CIrRTbEgTEmVKrKB4s2ARAXIwxqU4eUhNgoR2VMmVRhhzgIpSVqrojUL6T8nBLGYowx5YaIcEGnBpzfsT6fL91KpyenMHX1jmiHZYwpRaF0LP8ceE9EPgKWU7Bj+eXAA+EKzBhjygMRYezQTny6ZDMXT5jH+R3r8/TgdohU2B/fxhhXKKfz8rz+9V1IAFXVctmWbafzjDHhsGv/IV7/9U96Nq3OoZw8BraqFe2QjCkLKuwvilBaov4E7g1QJthgm8aYSq56SgJ3DDiKX9fv4pIJCxjUpjaPn3kMVZPjox2aMSYCQh2x/I1AhSJyUhjiMcaYcu+4JtVZckd//vHFMto/PoVPruhG10bVoh2WMSbMQulY/quI3CsiNfwVquplYYrJGGPKvfSkeF4+vyPvXNoZVbjvmxXs3H8o2mEZY8IolCTqPqAxkBOhWIwxpsLp26ImXRpWJeNgDu0fn8LHizdFOyRjTJiEkkQtU9URqpoRsWiMMaYCiokRnhrcjvf+1pW7vlrOiPcXRjskY0wYhJJEbRCRgL0jReSJMMRjjDEVVp/mNVhwWz8u6dyQV2auY+L8DQR7hbQxpuwJJYm6H3hJROoFKD8hDPEYY0yFlhwfywkta3Fck2o88P0qhoyfw8Y9B6MdljGmGEJJot4GzsdpkdomIn94T8AxkQnRGGMqns4NqzL3733oWD+dY5+cyuJN1lPCmPImlCSqFjAfmAosAdb5TGXishMRaSAir4nI4mjHYowxhUmMi2X0qW34+abeqMIlE+axfteBaIdljAlSKONErVLVgKfsRGR+GOIJh77AJ0DPKMdhjDFBaVkrldw8pV3dNLo+PY0HTm3DiB5NiImpsAM9G1MhhNISdXUR5eeFunERiRWRO0XkgIgMCFDnWBGZIiLTRGS+iNxS2DpV9V0gM9RYjDEmmmJjhHtOasXk63ox9tc/uf4ja0w3pqwLuiVKVed6/haRFkAdYKuq/uGW/xHKht0O6u8BS4GkAHXqAz8AN6vqBBGpAywUkf2q+moo2zPGmPKgXb00fr6pN9sys7jqvYV0rJ/GTb2bW6uUMWVQKC1RiMhAEVkOrARmACtFZKmIFOfKvCrAjcAjhdS5GchQ1QkAqroVeA24TxxXi8gkdwrpuRhjTFkVGyPUS0/inyccxQeLNtPvxZ/5fZs1sBtT1gSdeIhID+BrIB34AhjvPlYFvhaR7qFsWFVXqeqiIqoNAn71mfcL0BDooKqvqeqp7pQXyvaNMaasa127ClOu68XQYxtw/HMz2JxhQyEYU5aE0nozCngSaKKqg1X1KlUdDDQBngBGRyC+loDvPRI2uo9H+VtARE4E/gbUFpF/i0jVCMRljDGlIiZGuKlPc9b/+yQWbsqgz/MzWGLDIRhTJoSSRLVV1btVNd+981Q1V1XvAdqGNzQAUoEsn3lZXmUFqOoPboJXV1UfUNU9/uqJyEgRmSMic7Zt2xbGkI0xJvxSEmI5pXVtLu/WiBNe/oUHvl9Jdm7+BvhNGQfp/vQ0a7EyppSEkkQVNQ5UJMaJ2gck+sxL9CorNlUdo6rdVLVb7dq1S7IqY4wpFSLCyJ5Nmff3vvy8dicPfL+SvLwjt4258eMlzN+wh5s+WRLFKI2pPEIZJypDRM5U1S98C0TkdCAS7curgfo+8xp4lRljTKXTuFoyX13dA1Wlw+NTOad9XQYcVZOvl28lV+GrZVuZ9scO+raoGe1QjanQQmmJehb4SEQmisgtInKZ+zgR+Bh4KgLxfQP4dljvgdMvygZRMcZUaiLCd9f0YPGmvZz++q8cyHZO7+3PzmP4xIXk5Nr1NsZEUtBJlKq+CTyMM6jmk8AbOInTucADnmEIwuwZoKqIXAwgIrVxBv28X+3W58YYQ/30JPq1qF7gw3xLZhbPzVgbjZCMqTQk1FxERJoCpwC1gW3AN6q6vlgbF/kaqI7TurQQ2A1coKrbvOp0xkmmBEgDxqnqM8XZXiDdunXTOXPmhHOVxhhTKjZnHKTlIz+x71BugbLUhFhW3XUC9dL9jmdsTGmpsCPFhtInCgBVXQeEZbRwVT0tiDrzgX7h2J4xxlQ0E+ZtIDfP/4/hg9m5jJv9J3ef2KqUozKmcij0dJ6IfFhagUSDiJwlImP27PE7CoIxxpR5l3ZpSGyAW8KICHWqJLJmx/5SjsqYyqGoPlFtRKSxiDQJZiqViMNIVT9X1ZFVq9p4nMaY8qleehKjB7UmNSE23/zUhFj+e2ZbLu7ckAEvzeSaDxax50B2lKI0pmIqKolqBUwpYloErAFWRS5MY4wxgdzcpzl1q+QfUq9uWiI39W5GSkIsi27vhyp0eGIK36zYGqUojal4ikqilqpqC1Vt7m8CbnXXsRcYHOlgjTHGFBQXG8P4izqRHO98pKfExzB+aCfiYp3/qybHM+aCjoy9sBOfLtnCiq2Z7NofifGRjalcikqiPgpUICL/Bj4EtgC9VPXrcAZmjDEmeH1b1OS0o+sQK3B62zp+B9o8qXVtXjyvA18v30r7x6fwyZLNUYjUmIqjOEMcJOOMEXU+MBU4V1V3RiC2UmNDHBhjKoLNGQc5a+xsPr+ye5HDGkz7YwdXvbeIro2q8sr5HUhPii+lKE0lVGGHOAgpiXLHiPoU6Ai8Dlzne0Pi8siSKGNMZbT/UC6PTV7NKa1rk3koh5Na1UKkwn7fmeipsAdV0COWi0h/YDbQDrhNVUdUhATKGGMqq5SEWO47pTXNayRz66e/ce4bc9iUcTDaYRlTbgSVRInI9cC3QAJwlqo+HcmgSouNE2WMMc4wCfP+3pd2ddPo9MRUPlq8KdohGVMuFHo6T0TigBeAEcAfOAnUsgB1/62qD0Qkygiz03nGGOOYv2EPCzdmkJoQS8+m1WlcLTnaIZnyr9KezpuMc8PfyUD3QAmU69wwxWSMMSZKOjesyvDujdm8N4suT01jzC/rsPu9G+NfUS1Ree6fG4DChroVoL6qlsu7XFpLlDHGFLRkUwZXvreQtMQ4Pr2iO1USQ77dqjFQgVuiinpHLANOD2I9AnxZ8nCMMcaUFe3rp/Pzjb2ZMG8DizZlsHRLJld2b0xMgHv1GVPZFJVErVDVdcGsSERWhCEeY4wxZUhcbAzDujdm456D/OOLZbwx5y9ev7AjrWtXiXZoxkRdoX2iVDXofk6h1DXGGFO+NKiaxJTrj+eCjvU5/rkZvLtgY7RDMibqgh4nyhhjTOUWGyPc3Lc5v97Shza1U7nj86Us3bw32mEZEzWWRBljjAlJi5qpHNuwKm3rVKH/SzN58PuVZOfmFb2gMRVMpU6ibLBNY4wpvqt6NGHurX2ZtmYnxz83gxxLpEwlE/INiCsiG+LAGGOKT1WZ8+ce1uzcz7Ktmdw18CgS42KjHZYpOyrs5ZyVuiXKGGNMyYkI3ZtUo1+LGszbsIeuT03n1/W7oh2WMRFnSZQxxpiwqJeexCfDu/Hvk1py9rg5fLJkc7RDMiaiQk6i3H5Ez4nIa+7/p4tIjfCHZowxprwRES7q3JBld/anR5NqnPDSTKav2RntsIyJiKCTKBFJFpHvgU+AGzgykvkgYL6INA5/eMYYY8qj6ikJ1E9P4uY+zbjwrbnc8skS9mXlRDssY8IqlJao+4EmwJVAV2AbgKreAjzplhtjjDGHDelQn8W392fXgWwGvTor2uEYE1ah3E3yHGCgqv4FICK5XmXPAnPDGJcxxpgKomZqAm9e3JmMg9nc/dUydh/I4dEzjiY9KT7aoRlTIqG0RGV7Eihf6oyTkBCekIwxxlRE6Unx3HVCS3Ly8ujw+FQmLd8a7ZCMKZFQkqhkEann9f/hcR9EpD6QHLaojDHGVEhVk+N59YJOvHZhR677cDEz19pQCKb8CiWJ+gr4QUSGiEh1QEUkQUR6AR8Dn0YkwgiyEcuNMSY6Tm5dmz/+NZBaqfE0/r/v+ew3Gw7BlD9Bj1guItWA6UBbd5ZypDVqMdBPVTPCHWBpsBHLjTEmeqas3sFV7y3kuCbVePac9tRKtd4hFYyNWK6qu4EewH3ATOAP4BfgP0Dv8ppAGWOMia7+R9Vk0e39qZ+WxD+/XMa+rBzslmSmPLB752EtUcYYU5YMGT+bGBFeGNKeeulJ0Q7HlJy1RInImEgGYowxxgD879IuHF2nCp2enMpbc/+yVilTZoUyTtQAEelL4IxSgb3AMlXNKnFkxhhjKqWk+FgePO1ozutQn9s++43ezapTNSmemtZXypQxoXQsz8NJlIqyH3hIVR8uSWClyU7nGWNM2TXtjx2c+8ZcHj79aK46rjEiFfbsUEVVYV+wUJKoW3A6kX8OLAB2A9WBY4H+wKNAKtAZuAC4XlVfD3fAkWBJlDHGlG2LN2VwxbsLqZ4cz+sXdqJJdRuasByxJEpEXgH+p6qT/ZQNAAar6t/d/08DHlTVLmGLNIIsiTLGmLIvJzePJ6b8QXpSHL2aVqdj/XRiYirs93NFUmFfpFCSqF9V9bhCyn9R1Z5e/69R1eZhiDHiLIkyxpjy5eRXfuFQbh6vX9iJlrVSox2OKVyFTaJCGbG8aaACEYkBfBOm3cUJyBhjjCnKpBE9GNK+Hj2fnc7TU/+IdjimkgoliVorImNEJN17pvv/K8Bar3k9sBsSG2OMiZDYGOHWfi2YdXMfft+2j2Vb9vL7tsxoh2UqmVCSqH8Bw4FNIjJXRL4TkXnAJuBy4C4AEXkI+BGYGuZYw87unWeMMeXbUbVSefG8DqzbdYDez//Mwz+sIjs3z2/dTRkH6f70NDZnHCzlKE1FFdKI5SLSD3gY5/YvMUAezi1g/qWq09w6xwJVgd9VdVO4A44E6xNljDHl37qd+xn5wWK27zvEu3/rUqCv1HlvzOHTJZsZ0qEe71/eLUpRVkoVtk9UsW77IiLJQA1gp6oeCHtUpcySKGOMqRhUlbfnbaBx1STW7TrAxZ0bkhAXw9TVOzj1tVkcyM4jJT6GSSN60LdFzWiHW1lU2CQqlNN5h6nqAVXd4J1AiciN4QvLGGOMCZ2I8LeujejdvAYfLt5M16en8cu6nVzx7kIOZDun+fZn5zF84kJyApz2MyZYxUqiRKSuiDTxnoBrwxybMcYYUyzxsTF8ekU37h7YkpNfmcWfe/KfNNmSmcVzM9ZGJzhTYYRyA+JYEfk/EdkNbATW+ExtIxKhMcYYUwwiwsCWNclTJTs3f9eVfYdy+c+kFdbJ3JRIKC1RNwKXAi8DW4HR7vQ6zv3y3gh7dMYYY0wJTJi3gbwAXX9z85R35m8o3YBMhRJKEnU5MFBV7wI2q+r97jQSGADERiJAY4wxprgu7dKQ2AC3hhGBS7s0KuWITEUSShIVq6pr3b/zHZGqOhdoEq6gjDHGmHCol57E6EGtSU3I/zs/KS6Ga3s15bnpa9h7MCdK0ZnyLpQk6pDX37kiUs3zj4gkAq3DFZQxxhgTLjf3aU7dKon55jWomsToU1qzaW8WHZ6YwrcrtkUpOlOehZJEHRCRM92/FwJvikgXEekMvIUzcrkxxhhTpsTFxjD+ok4kxztfeSnxMYwf2okqSfG8fmEnxpzfkZEfLOI/k1ZEOVJT3gQ92KaI3ALcg9P/CWAO4Ent84DzVfXTcAdYGmywTWOMqfgKG7F878EcVu/Yx/uLNtGzSXXOalc3SlFWSBV2sM24YCuq6jPAM57/RaQXTmfzXOBjVZ0Z/vCMMcaY8HhhSHvW7zrAc+e0L1CWlhTHsQ2rsjcrhyveXcjEBRt49pz21ExNiEKkprwIpSXqXvfP51V1Z+RCKn3WEmWMMcZjX1YO/560gokLNrLgtn7UTUsseiFTmArbEhVKn6hRQGPALmMwxhhTYaUmxvHU4HZMv+F4lm7Zy9/emc+WvVnRDsuUQaEkUctUdYSqZkQsmlImImeJyJg9e/ZEOxRjjDFlzFG1Ujm+WXUaVUui4xNTeHvuXwR79sZUDqEkURtEJD5QoYg8EYZ4SpWqfq6qI6tWrRrtUIwxxpRBiXGxPHx6W7686jj+O3k1D/+4KtohmTIklCTqfuAlEakXoPyEMMRjjDHGlDndGldj7q19ual3cwa+NJPXZ623VikTUsfyNUB1IA3YCez1qdJAVZPCG17psI7lxhhjgrVoYwZXvLuQmqnxvHp+R5rWSIl2SGWddSwHagHzganAEmCdz3Qo8KLGGGNMxdCxQTqzbu7NCUfVovcLP5OTmxftkEyUhNISNV9VOxe3vCyzlihjjDHFkZObx5hf1vPBok2MuaAjLWulRjuksshaooCriyg/rySBGGOMMeVNXGwM1/RqypnH1KXns9N5auof5OZZX6nKIugkSlXnev4WkZoi0tan/I9wBmaMMcaUB7Exwm39WzDzpt58/tsW3pm/gayc3GiHZUpBKC1RiMiJIjIX2Ap8784bLyJ3RCI4Y4wxprxoVbsKP17Xi/M71qfJAz/wyI+rrL9UBRd0EiUi/YGvgWrA58BBt+gV4HIRGRb26IwxxphyJjk+llk39+GHldvp+dwMFm2sMGNUGx+htETdB9wLtFTVc4A9AO6Nh88Crgl7dMYYY0w51KxGCt+O7MF1vZryn29WsHP/IQ7lWKtURRNKEtVUVR9RP5fzqeo6IOBo5sYYY0xlIyJc1aMJn17RnaemrqH7M9OY+9fuaIdlwiiUJKqoyw3qlCQQY4wxpqIaPag1dw44itNf+5W7v1pmHc8riFCSqM0icou/AhG5ClgTnpCMMcaYikVEuKxrIxbe1o+Ne7KY+9ceft+WGe2wTAmFkkQ9AjwlIgtE5Bmgjog8JCLf4HQufzgiERpjjDEVRL30JN64+FgaVU2m/4szue2z39h/yFqlyqtQxon6AmfAzabATUAD4C6gO3CVqn4TkQiNMcaYCqZJ9WQW39GfzXuz6PjEFGas2RntkEwxBH3bl8MLiKQAx+P0gdoGzFDV/RGIrdTYbV+MMcZEy6dLNrN0SyYntKxJu7pppCXFRTukcLPbvojIcwCqul9Vv1fVd1T1u/KeQBljjDHRNLh9Pe4+sSUfL95Mhyem8N3v26IdkglSKH2iLhWRESJid1c0xhhjwuzRM9vyyvkduPq9RVz93kIbV6ocCCWJ2otzGm+1iLwoIh0jFFOpEZGzRGTMnj17oh2KMcYYw6A2dVh8Rz8aVk1i8eYMfly5PdohmUKEkkR9oqpXAG2BFcBEEflZRC4XkcTIhBdZqvq5qo6sWrVqtEMxxhhjAEhPiuf+QW2okhDHiA8W8bd35rNj36Foh2X8COXqvFvcx12q+oyqHgPcDZwObBCRJyIUozHGGFPptKlThUW39aNWagIdnphirVJlUCgtUfmISA2c4Q26ATVwhj8wxhhjTJikJsbx1OB2fHB5V7Lz8nhhxlq27s2KdljGFcrVefPcx+NF5C3gL+C/QCZwPdAwIhEaY4wxldzxzWowqE0dtmZm0eGJKbwzbwOhDlFkwi/ocaJEZBuwEWgPHALeB15S1ZmRC6902DhRxhhjyovZ63dzxbsLaV07lfcv70psTJkfhqnMB1hcoSRRecAqnFu8jFPVnT7l/1PVi8MfYuRZEmWMMaY8ycrJ5ePFm6meEs/WzENc1qUhImU2VymzgZVUKH2iflPV1qr6hJ8E6kSgf3hDM8YYY4w/iXGxXNS5Ic1rpPDU1D847bVfWb/rQLTDqnRCSaIGe/8jItVF5DYRWQ58C9QNa2TGGGOMKVTr2lWYdXMf+rWoQdenp9kVfKUslCEO/oDDHcvfBDYAj+PcQ+9tnP5SxhhjjClF8bEx/OvEVsy48XgaVUviqvcW8seOfdEOq1IIKokSkSoicr2ILASmAUOBA8AZQF1VHQb8ErkwjTHGGFOY1rWr0KpWKu3qpnHcM9N5Ztof5ObZFXyRVGjHchHpAlwLXARUAXbgdCx/AfhKVTuXRpCRZh3LjTHGVCQrt2Vy1XuLSE+K44urjot2OBW2Y3lcEeVzAMW5zcvTwJuqehBARCy9NcYYY8qgVrWrMPm6XqzYlsljP61GUW7r14K4WP8noDZlHOTssbP5/Mru1EtPKuVoy6+iTue9A+wDPgE+9yRQxhhjjCnbYmKEtnXTuKBTfb79fTu9npvBkk0Zfuve+PES5m/Yw02fLCnlKMu3QpMoVb0MaA7sBL4XkbdEpEKcwjPGGGMqg2Y1UvhuZA9G9mzCCS//wq/rd+Urn7p6B18v30quwlfLtjLtjx1RirT8KbJjuaruUNXHVbUd8AbwLxH5HqgqIrGeeiJyZQTjNMYYY0wxiQgjejbl938OIC0xjr4v/My8v/aQk5vHFe8u5EB2HgD7s/MYPnEhObl5UY64fCiqT1Q+qvo9TotUPWAEME9EFgAfAn8HxoY9QmOMMcaERfWUBKolxzOyZxNOe20WHeunsXlv/p46WzKzeG7GWv7er0WUoiw/gr7ti9+FnTHmz8C5gm+QqsaHK7DSZFfnGWOMqWwWbthD16enkesnDUhNiGXVXSeEq5N5hb06L5QRywtQxxeqeiZgvdGMMcaYcuL7lduJC3Dz4tw85Z35G0o5ovKnREmUj1PCuC5jjDHGRNClXRoGHPIgNka4tEujUo6o/AlbEqWq28K1LmOMMcZEVr30JEYPak1qQmy++akJsfzfqW2om5YYpcjKj3C2RBljjDGmHLm5T3PqVsmfLNVNS+Sm3s2iE1A5Y0mUMcYYU0nFxcYw/qJOJMc76UBKfAzjh3YKeJrP5Gd7yRhjjKnE+raoyWlH1yFW4PS2dejboma0Qyo3QhonyhhjjDEVzwtD2rN+1wGeO6d9tEMpVyyJMsYYYyq5eulJzL61b7TDKHfsdJ4xxhhjTDFYEmWMMcYYUwyVOokSkbNEZMyePXuiHYoxxhhjyplKnUSp6ueqOrJq1arRDsUYY4wx5UylTqKMMcYYY4rLkihjjDHGmGKwJMoYY4wxphgsiQJq1aoV7RCMMcYYU86IqkY7hqgTkUlAecqkqgLl4ZLCaMUZye2Gc90lXVdxlw91uVDq1wK2hxxR5WDv2+ht1963hYv0+3a7qp4awfVHj6raVM4mYEy0YyjLcUZyu+Fcd0nXVdzlQ10ulPrAnGi85uVhsvdt9LZr79si69r7tpiTnc4rnz6PdgBBilackdxuONdd0nUVd/lQlysvx1tZV172o71vI7sue99WIHY6zxgTNiIyR1W7RTsOY0zw7H1bfNYSZYwJpzHRDsAYEzJ73xaTtUQZY4wxxhSDtUQZY4wxxhRDXLQDMMZUbCLSDHgEmAfUAFKBW1U1N5pxGWMKJyIxOB3UZwGJQEvgSlXdF9XAyhBriTLGRFoN4ANV/a+q3gW0AoZGOSZjTHBmqupoVb0HSMLeu/lYEmWMKZSIxIrInSJyQEQGBKhzrIhMEZFpIjJfRG7xlKnqPFX9wKt6DJAZ2aiNMWF47+ap6gNuvTigMbCiNGIvL+x0njEmIBGpB7wHLMX5FeqvTn3gB+BmVZ0gInWAhSKyX1Vf9anbCyeBsjFsjImgcL53RWQQcBPwLTAz4sGXI9YSZYwpTBXgRpw+TYHcDGSo6gQAVd0KvAbcJyLiqSQixwEjgEvULgs2JtLC9t5V1W9U9UychpcHIxdy+WNJlDEmIFVdpaqLiqg2CPjVZ94vQEOgA4CInAxcipNE5YjIBeGO1RhzRDjeuyJyjIic6VW2GqdzuXHZ6TxjTEm1BKb6zNvoPh4lIvHAJ8BsnFMHMThX6r1fWgEaY/wq9L0LLAKuFJFjcd63nYB/lVp05YAlUcaYkkoFsnzmef5PVdW5bh1jTNlS1Ht3NXBu6YZUvtjpPGNMSe3DGUPGW6JXmTGmbLL3bglZEmWMKanVQH2feQ28yowxZZO9d0vIkihjTEl9A3T3mdcDp2/F4tIPxxgTJHvvlpAlUcaYknoGqCoiFwOISG3gauB+G8rAmDLN3rslJLafjDGFEZGvgeo4v1AXAruBC1R1m1edzjgfyAKkAeNU9ZnSj9YY42Hv3cizJMoYY4wxphjsdJ4xxhhjTDFYEmWMMcYYUwyWRBljjDHGFIMlUcYYY4wxxWBJlDHGGGNMMVgSZYwxxhhTDJZEGWOMMcYUgyVRxgRBRHqIyAIRyRSRtdGOpzhE5CIRWeROq0RkbLRj8hCRYyOxf0XkBne9KiLjw7XeSBKRe0VkqRvzqGjHY4wJzJIoEzUiUtP9glvvfmE8HqDeZ+6XyiG3/j2lHauqzlLVY4E5pb3tcBCRTsAE4CVV7QgMBPoHqHutu58Pee3zBe5r8KeIzBSRC8IZn6ouCLR/RaSriOwSkeuLsd4X3PWGRERiRORCEflcRJa4z3+xiMwTkddEZKiIVAtxnde7z6NrETGPBk4PNeaSEJGfReTnEq5jlIicE6aQCtvOx15J5gwRSfBT516vY3ipiHwc6bhM5WRJlIkaVd3hfsHd6866XUQu81PvbJwvlY2qeqyqPliKYVYUA3De7z8BqOp6oK2/iqr6svu6bOTIPj9WVY8B2gDrgPdE5OrSCBzY725zZ2lsTESqAt8BDwKPAx3c598BuBhoAkwEChyrRdgJrAf2hTHccFnvTiVxH3BOyUMpnKoO4UiSeTzwgp86o72O4dPdZYwJO0uiTFnxI7AFeFVEukU7mAqouvt40DNDVQ+FuhJV3Q/81/23VJIoVV3mJjETS2N7wLs49xo7WVWneN+IVVVXAGcDG0JdqapOVNVOqro8fKGGh6pepKoXRTuOEG0ApgBXi8iN0Q7GVE6WRJmy4k9gCM5NMD8RkXqFVRaRo/z1oRGRy/31J3FPwaxy518jIk+KyGwR2Soir4pIktsv5zMR+cPtN3RiIds/QUSmiMgyEdkiIk+LSJJPnRgRucONZ4WIrBOR/4lIc686nlNnKiLjRWSkiEwTkb/ceQOK2A+9RGSSe0p0lYjMFZG/+dRZAFzr/vuVu73Rha23CPHuY4rPdhqJyHMiMt+NY5GIfCsix/uJO1ZERrvPc6V7WuZ8P/UulQB9mkTkFhGZKiJzRGShu91bRSSuuE9MRE4CBgETVXWtvzqqehAngZzuLtPAjXGnG2c7EfnC53V9yuv4G+6zzRYi8ql7qm++iHyI09rlu78WiMhmdx1niMiX7vPeJSIfiUhTP8/nDPd4WutO00TkNK/yNO/Yveb7HpfXuMf7BnFO53bxqjvEPcYAzpYjp3/vcsuTRORRcU6Lzndj/kREBofw0viTA5wH/AE8JSInlHB9xoROVW2yKaoTMBwY7/59GaDAz0CCV51mwFo/y072ne/WVWCUz/wB7vzfgHbuvM5AHvAazukbwflx8RHO6Zc0P9vbC7wDJLvzegIZwKc+dd/AORXVx/0/CfgE2AzU86mrOL+s/+7+nwAsAwYUst9OAQ4Bj3LkZuJnA9nAvT51R7nbaBbC67LWz76tA3ztrutxn7Iz3Zjres27AsgC2vvUfcWdP8j9PxZ4DtgW4HVWzzHiNW8bMNjr/xbAGuDBYJYP8Jyfd+sOK8ZxPN5ddiJQ1Z33H69j23P8Dfdappb7us8FarrzmgDTAhzDntdxPtDEnVcXWOK+XtW86l7p1r3ea951OMf7MH+xB9hvGzwxA8nALGAlEBvMPgZexHnPpbv/x7uv9eRQ97HXOpt5jhPgGGAPsB1o7ucYDvqYt8mmUKeoB2CTTXglUe7/D7kfyK97zTv8oemz7GTf+RSdRD3vM3+J+8VS22veBW7dE/1sT4GmPvOfcef3df/vE2Bbntie8pmvwAqfeQ2AlEL220qcPh/xPvM/wEmkmnrN83z5NgvhdVmLk6QtcKfN7jq2u883xad+VaCRn/VsAZ7z+r+1u7//51OvCk6C6u919pdEtfdT71EgI5jlAzznr9y6pxTjOB7vLnu817xUoL7P8Tfcq/xBd94gP++JwpKoYT7zh7jz/+O1L3cDc/zEOQfnB0Kqb+wB9ttSn3n/cOcfFcw+BhYDP/o5tm8MdR97Ld/M+zgBTsNpmVrk87zWhnLM22RTqJOdzjNl0T04LTZXisjNEVj/Mp//dwA7VHWb17zt7mN9P8vvVtV1PvN+cR8Huo+eUyY/eVdS5xRRBk4rkq8lPnU3qtMHqQARaQ20BGararZP8c9AHHCyv2VDdLhjOdAK+BL4Bqelyze2DKCfewrPc0XbApz+WK296g3EafH7xXthVc0EVocQm4rIOHGumFvkbmsYkCYi/l63UEiBGUeGuVjgntaaHWDZxYcDVN2nqpsK2Y7nlPEvPvMXFBGfb7nv8Xc8TlI7w8+yP+O8Jr2K2IbHUp//C3tv+PMNcIKI/CTO6fZa7rH9fJDLF0lVvwbuBDoAb4hIgdfPmEiwJMqUOaqqOKf1FgJPiMjAIhYJle/VURpgHjjJiK89fubtcB9ruY913MeHvb54PUlFZoD17i006vxq+2zXm+dLro6fsmJT1b3AVTinDF/2U+VhnGEU3gc6eiVfG4FEr3qefeTvarvdwcQiIsfitKjUBk5S1Y7utjxxJQZYtCieJK6Bb4G6w1y428nmyGvgWy+U17EWkKeqvsfU7iKW863ve/yF8/jI9Pk/z30Mtu/ZnTjJbRxOi9cWN9E+Nsjlg6KqTwGv4/ST+k84121MIJZEmTJJVffhfFnvAN4DmgeomkvBVoO0CIYGUM3PvJruo+cLytOqdbMeGSLAMzVU1TYljMGz/pp+yjxfpFtLuI0CVHULTqIy1LtzsWskzqmfV1U1r+DSh3n2kb/Yq/uZ58/lOH3M7lfVcA598Kn7OCCM6yzMdiBGCo45VdR+8K0f6Pgr1ePDH3W8qap9gUbA3cBxwE9+nndJXQdMBUplzCpjLIkyZZY6YxkNwenf8XaAapuAGj7N98dEOLSqfq6E8lyB9oP7+KX7WGBgRREZ4blyqbhU9XecPlHd/VyN1gunf8i3JdlGIZ7A6SvlO15XLkdaKQBwY/Nt8fgRp6Wvp0/dKjidw4OR6z76JmsFWpBCoarfA5OAC91TppH2vfvY02d+pyKW8y33Pf5m4LRm+Ttl1wvYBcwMLsSg5eB+p4hIqoic7f79uoikwuFT1P8F/g8nEQz046hY3FPb5+JcYPAWUCOc6zfGlyVRpkxT1ZnACAJ/OX6Hk2SdCSAi1Ql9EMRQHcQ5zZjkbrMnTkfgT1V1OoCqzgDGAX93y3HrDsDpOF+i0aFd1+O0Koz2JJEicibOgIf/5yahYaeqm3Ge26ki0ser6AOgvbijmbsxjca5ost7+d+BV4EhIjLIrRuLM/5UsH1ZPsZJoO72eh26ApcU93l5uQgnwfhORE7xTtDFGc5gNFAPpw9YST2Nc7rzARGp6W6jCVBUX8Cr3XqISF3gfpwBSZ+Hwy25fwe6icg1XvFfg5PY/92tE06rgcbu3wOAJ92/T8R5H3gSrCSgL87gnof7W4kzzMWCkgahqjuAs3COj0i3SpvKLto9222qvBPOqYYFOB+mO92/Tw9Q92H8X7UVh/Pl+yfOlTnvAb1xWjo2416dBDwGrHLnr8c5JeXZfiZHrkI7Fqdju3fdCTiDL3rqrsVpIZsJLMe5+uxp3CEPvGKLAW7B6TC+Gucy9km4V/C5dYa661WvfXBpCPuwp7vO9W7Mc4HLfeos4MiVdUvd/+sUss5r3TqHvPbLYz51muP0C9rqljfDGTfqcTeW5TgDId4J/OXutwW4V0rhDGkw2i1bBfyKkyxP9trm2cClfvZPHXcdQ4B5OK2RU3BaHsZ7Pc+bgRsCLV/Efo3BGZ38S/e5LMC5IOF3nGPsciDJrZvslu90t7MAeNdnfU+R/5j6zKusBfAZTuvQQpwhJE7nyDG8wKvuKHd+f5xEcr673Mf4XDHq1j8dZ7iEte40Da/3GE6S4Rv71RQ8Lme59Z9141f3+Tzita7TgBU4wxkswL3CEac/1Lc47wPPfnwbr6v7cJLnzcC4IF6bj93X13Oc3Bug3uk4rWPNov1ZZ1PFnTxjyxhjjCnjxBlA9j6c8ZDWRjea8BGRoTjjqh2nqouiHY8xwbLTecYYY6JGRGrj9LO7yBIoU94U+/YIxhhjTEmp6jYRaaWqB6IdizGhstN5xhhTxrkd7+fidGivi9OvaKKqluQeiMaYErIkyhhjjDGmGKxPlDHGGGNMMVgSZYwxxhhTDJZEGWOMMcYUgyVRxhhjjDHFYEmUMcYYY0wxWBJljDHGGFMM/w+wpFy6okkOagAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "import os\n", "import glob\n", @@ -1201,8 +2008,7 @@ "plt.legend()\n", "\n", "plt.savefig(\"Figures/VMEC_DSHAPE_Radial_Conv.pdf\", bbox_inches=\"tight\", pad_inches=0.1)" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -1217,6 +2023,28 @@ "execution_count": 19, "id": "10644f36-2da4-42f6-aa9a-a7700b68202f", "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_416/2598228681.py:59: UserWarning: You passed a edgecolor/edgecolors ('k') for an unfilled marker ('x'). Matplotlib is ignoring the edgecolor in favor of the facecolor. This behavior may change in the future.\n", + " plt.scatter(MN_for_colors[i],np.asarray(Fs[i]),c=fts[i],marker=shapes[i],cmap=cm,label='VMEC NS=%d'%ns[i],s=msize,edgecolor='k',norm=matcolors.LogNorm(vmin=min(fts[0]),vmax=max(fts[0])))\n" + ] + }, + { + "data": { + "image/png": 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fQVbZ4v4ti3PZKqf+IXvHJZTMnqu/P1U1MdiCgPfYmhDr+45XqLEAsxtHMG/g1FpcKk7bbV9cNXF+DL0aUN53joRq5+t7TY7n/PgZ5wdVQ2CFiFwjbhtWddpZBetUeDy+cP9+KiL3iUj654yq/p+q/nKc232Po+dQa5wkOwnnkvDD6vTqTydOe+F27sOcHM+cxJ/V6+WbX11Ezg5RJj/wfRbsVdU/Aheq6l6cH9qC08QrmM1B5h1w/5bJSTAiUtf9vvzFbd/o++7yjYSR2XdXTuK42P37bYhtbcxexJnyP2/9p9yWpx1cTkSmw/EE+AHn8kAVnGvvc3ASx/Se0uoMg7MKpx3D5TjV0x1xfuEH7UQSyP3g64czBE92u4xPcve1GucX4QwRaaCqB7O5figJ6tet3fWziLyHU+PVDyex8XXwqeFXbo0E79hU3P1bM9jCUMQZcHwOTo3awziJ+L/u4nE4CW1UTrbpBXGGWPrAfXiJqu7LrLyq7g5YvzLOr6rJqrrGbSDdA6dGZ6Jb5macL5CHcHpc51Sw1x2cmnB/vtd7d2BBN/ZUcYayqULo13tPJnHUyEaZYOXLSfBhHfxVxWnikBMp2TwuoWT3eWTnmECI4+43/3iOeaZU9V8RWYDT07EPzrAxuP9/p6qBo0T44n1ORJ4OsknfezbUF2fIWFU1XkS64HwuNMMZ0zZORD4CXlHVwFEsjtdInNEtuuO0Kx4rIt8Cr+HU3BzKZN3M/BdwPq0TkfI4yUQkTrtNf+VxfoQBLBCRtCDb9HX+8j+eOYk/0/d0wPyanNiPkLyU1fPwLTuD0O+TYJ/Nvo5LkUGWBSUibXE62Kbh1DB+xtGKniHAnWT+3ZWTOHyve6j3za6s4s2GwPPWJ7cTPV+spXOwzikB6+aJbCeOqqoi8jHOB2RHEXkd55fKiwFFP+Jo4vgMTpI5LQcxdcNpi5CtX8sicg1OA1hfm7fWOF9kE3E+3HOdmxC8itMov4uIVNdjx3Jsy9FfRf424jTW/j67+3OT6Uk4veBvU9W3Apb/l5P4/db7jBzWUuKMu3lctY4iUgLnUlM54OIgxyw7JuBcFnjQfdza/fupr4CqbhWRTX7L8jPNg21uxjnHMhM4nmo4ZPe55sUxyc3t+8ZVu0VEnnDn9cH5vAtlBMcOR+YvKcT8TGN1fzzVxekkchPOD+drgWtF5F3guuz+aCfEF586PeVvFpFROM/7BqCJO40QkStU9Yds7iMrD+JcPh4qIi+r6pYQ5W7CqSwIJf2HU5jjz6l8W6tE7r0PJ+Mk9PepaoYfT3J0jNjcjiM/H9fs+sb9GysiNVT1r2ys47uStDKPYgJyfq9q37A8HXCSwwhgRUAZ34djSxE5DacdWE5++Q4GvlfVr7Mq6F4yn4rTMeFvVd2F8wsGoGewrv65yP9FrB5k3r+quilwwrmst869VBCSiPjXrJzD0V8SS08wbn9nAGfncAo63EVW3Ev6H+O0vWmdzTdB4DZ8Yzbeqaq+ZNl3qSLwV+lenAQ1L/meQ8VgC91La76hhoJdOs7u9svnsHzJYOdewBR3HPFkSpzhR0plXfKE+J83QY+73/zjOebZsRxnMPrTcdqvtcM5r18PUtYX75EsXo/jvomAOj5V1VtwroD0x0mcrsLpMe7PN6RHsBqjTM8zVf1DVceoaj2cpiLf4PzwfPl4Yw+2D+AtnEqNBwIW78VpJgDuVYFMpmOuVmUz/kzf0wHzs3t+HfcxPwFZPQ//ZXn1PkFEyuH0QYDc/e4KZbv7t0KI5ZVCzM+PlnG0xviSrAqLMwyibwiutzIrm8V2iknAMHKBcpo4forzJiiH06X/M1U9ElDme5xq0qI4l1A3qurfZIOIXIhTi5fdtjnTcHooz/HNUNV5OG0QAKaISKgT6ET5X57b5e57B0d/BYe6d+k3wA8i0ihgfuBllz9EpLI7llNWlwVOzWJ5UKpaS1Ulh1OtnO5HRMrgXJ4oiZM0/uO3rJI7Jlemb2g5OmbjO+reTcblO7cC27qUIXiNb27yDVR8jgQfy+5cnF/a8RzfL0BfLWrQQeZFpJM7Plktd9YXOG2MK4tI9RDr3C8iKyUPxnPEuSSY2YD+Jyyb7zHf8fo0xPITjUE52pbxVndaFKJpjO8cCRqriJQTZ7zN/jmNQ5x712b4rFTVJFV9BeezF45te+W7LJvh/SIiRTn6AzhwP89KwHiTqroGZ3ioYPs4Ub5aqV7+P6DVaSP+ufsw1PGsLyLrReQKv3k5iT/T14uj59Y2Vc3uZeqgx9yV2Q/xYy7Fi0iM+72Q1Xe377OgvFuBE7id8jhDXSnOZ3NeyZPvrkx86f5tHGJ53RDz8x112nmPcR8OzsZr3h9n3NNVqvpeFmUzk4Bz85WQcpQ4qnNnDl/1aVuC1CS6H6q+gb6vD1YmE4Nx2j68kVVBEbkFp13PwCCLB+IkDRVxhiTIVeI0XvQd2A3q3NXEx3fp6i4JGCzdfVwVpxaqi4icJUcHYT3o/vW1gRScy4ntcBrB+35pZ7h7j9tZIN/eXcFN3L/AOdfaBrZZxDnRLyPEQL9+HsH5dX5nwPy1uD3K/fZ5Ks54X18df+RZU9Vvcc71YsCAIEXucv9O9KshzYkZOL84L5ajnc0AcD9E7sMZ0WCrG89Ojt6lZ1jgxtxOAcNxztlQl0YLAt977I4g77E2OAn7VoLXAOaW2Tg/oq/FuTwc2CnGZzzOe7dbiGR+BE68x5PkVsY5BsGSD99xCazZX+/+PT9g/rU4P+yCuY7gAwqH2scJcS8bf4xT+XB/wOKncBKqARJwownXKJzeyF/6zctJ/O/gfN7WEJGu/oXdz33fFa0nyL7fcL6Mz3Sb6/jrncl6voSzuN+8gTjfC5l+XgZ8FtwVpMhgnM/k+SHa6+UK9/PeV6MZ+N0VS+g7zR2vGTjvt9ZuEw7//VXk6I+FAkFVX8L5HPPdjSYoEWmKk2TuwGnul+eB5bRL+iiODptQK0SZ7n5lLsnmdivg9Dh+OpMykTgflufivKludx9HBikzzC+Gfu68qCxi8A2Ee5e7XuBNyGvgtOtc6C4/AFwYZDu+gUv9Bzxti/NrVnG+cAKnNI4OeeJ7fBio6G7zfo4OpdIHZ6DfS3C+CJLcZXcFHg8vJ5yaad9QGL/i9FYOnHzDZwQ9l9zt+Nqv3hli+Tz33OmJc1n/Q/eYHDP8Roj1Q90EPjvnTCX3OSbhJGW1gfocHQD8AzKO61ea4AO+x4TY/sU4naD+xPnyq4kzUsH/4XxANgkoX5yjY65OwBkA/HScH3G/ucf7lGwel5Lu8bzF3d5293Go6SX8hg7xO66+AYWvcR8HG7TXf6Dk9OOfSWy+99i7OLVDNQk9AHgUGQcUftZ9XDY7xyGTGJa429uK33h3Qcr5DwDuew0b47TDTsNvPFiOfn75zsX5BNwMwK9sG7fMTzjJa22cNk634Xx2bAl8ju654xsH8UqcJOs6nMuIvuGvfK9TpLvOVpz310j3fKqF01zpG3db12bzePnOfd/rkNlz8w3XleieW5Vxx2bESd7ScH40XobzudwMp8IhGegYsK0cxU/GAcD7kcUA4G5sgYN1Bx73l9zl77jbOss9DtOyWG+9u7wrUM99vNZdlmEA8MBjydHPgjScDoW+AcAfIvgA4EHfr+6yGHfZfHL4XcPR8Yvj3fXOwqns+Jyj312+92QUod+vUYR+f8T47a8nRwcAv8I9P9ri9LT+MmC9Yz6LcnDe5ui71u8YBn7PHHP+B6xXBOemIqk4l6+7ucewJk5+Md49jmsJPsxWRZz30IPufteS+ee4ksWwQsfzYdnE3fAvmZQpx9Gx8I4ZiyvEOg+46xzzxP3K1OLom8R/qpWNMkrA+GRBtj80k3UV50NpD85dLUbjJnUhttUZJ3Hcj/Nr81ec2s80nGEQAqc/gf9w3tC+JDJw4N9bcJoCJOKMe7YO5xfo7FDHw8uJjAM6ZzUFjZmjYzauIcTYgzgJ/0ScJgOJOF8Imb7WAeuPPt5zxl2/BE5P95/c1/o/nC/hgRw7QPWsEPsJ+UbFuaQ0HadmJMk9V94E6oUoXxTny3UtznvwEM4XzoNAqRwcl845eP1809ZsHNfRQfYVdHtZxHclzo+x/e5x2YLTWe/UgHKhzsNlJ3h+Xx3q+QQpew5OL95//F7Dd4GWAeVqZXVc/coWwekENdt97knua/2je+yDJsY4Scj3bvndOLU0ZTk6fl+G9yROwjHGPZ/+9TvWbwKNc3C8ZmX3ubnl1waUa+m3rAXOPX1347znffcFPjfIdnIcP05S9ixOsp+Ik0R+QZBB4rNzbuE0WXne7/XfiPP5EPh6B65XF+ccP+BOHwFnu8u2ZnUscZKtu3C+K+LcaT3O1YqYgLKjgz0Xd1mfEM+zVjZf+y44n+Px7vH8CSeRfyJge20I/X5tE+R4Bf38xKlU+dJ9vodxRiHpFuR5PH4C5222n38WxzDo+R9k/brACzjj2PrO479x3gfdCP39GPR1zWLqk1ks4m7YhImIpKlqlk0EslvOGGOMMSZcLDEJv4+zLgI4tQjGGGOMMfmG1TgaY4wxxphsycmdY0wuE5HTcRp1+4aOWaWhB7w1xhhjjPGU1Th6wB2i5hWczgeBlgD99dhha4wxxhhjPGWJY5i5Y4+txukhFYfTa+8wTs/cM3GGUPgFuEiPb+y/fKF8+fJaq1Ytr8MwxphC7dtvv92rqrl+IwypLZo+uvDx2MHHqtox64Imv7FL1eE3Amfspu7AQvW7j6w7mPH1OHfOGYEzxEuBVKtWLdatW+d1GMYYU6iJSN7cUjCe4LffyK7ReXa7RZPHrFd1+F0L9FPV+f5JI4CqpqjqGzi3DipQI9wbY4wx5uRniWP41cK5s0lmPnDLGWOMMcbkG5Y4ht8RoFQWZUrh3KXGGGOMMSbfsMQx/NYT/Kbz/u52yxljjDHG5BvWOSb8pgGviUhtYA7wM0d7VdcHeuO0g+zhWYTGGGOMMUFYjWOYqerrODdNvx54D9gM7HL/vofTKWaWqr7pVYxeUlXuuvsu1q9f73UoxhhjjAlgiaMHVPVWoB/wEyB+0/+Avqra18PwToiIdBGRaYcOHTqu9RcvXszkKZPp0acHaWlpuRydMcYYY06EJY4eUdVXVfU8nEvU1YASqtpQVWd6HNoJUdXFqjqgdOnSOV43ISGB/rf3J/X6VP48/CfTX5meBxEaY4wx5nhZ4hhmIrLFnV4AUNV4Vf1HVU9kDP6TwmNPPMbh8ofhDIi7JI4R949g3759XodljDHGGJcljuFXC1gJFOiaxdy2efNmJrw4gfh2bv5cBZLrJDPsvmHeBmaMMcaYdJY4hl8CMEhV13sdSH6hqvQd1Jfkpsngd4U7qVUSb739lt260BhjjMknLHEMv5+BilkVEpECe5/qnFq8eDHrNqwj9cLUjAtiIOHiBHr3620dZYwxxph8wBLH8BsHPCkikkW5R8IRTH5wx913ENcmLviooufBnwf/ZOHChWGPyxhjjDEZ2QDg4Vcc54Ls7yLyFvAXUKg7xjQ8ryE7d+wk5ayUYxfGQ9qBNOrVqxf+wIwxxhiTgSWO4TcLUJxxG0e6/weSEPNPSi9PfJmzzzmblHNSoFzGZTFfxnBrn1upX7++N8EZY4wxJp0ljt54NIvlAowKRyD5QbVq1Xhw5IM8MfcJ4q+Pd549wF9QbGsxnlz6pKfxGWOMMcZhiaMHVHVMVmUKU+cYgOH3DGfKK1OI/zUe6gBpUHxpcSZNmESpUqW8Ds8YY4wxWOcYL3TPZrm2eRpFPhMVFcXMqTOJ/SwWkiHi2wjqVq1L9+7ZPVzGGGOMyWuWOIbfU/53jglFVb8MV0Be2nl4J+t3rgegffv2XNz0YvgIIr6IYNb0WYgIqWmpfLr5U28DNcYYY4wljh6oyUl85xgR6SIi0w4dOpSt8j/s/IHLXruMb//5FoD6derDD86yGjVqkJqWSt/3+jJ2xVhS01Iz2ZIxxhhj8poljuF3Ut85RlUXq+qA0qVLZ10YuKz2ZUzrPI1Or3di+W/LmTJ9ClwLRWoXYfzE8fR9ry9/HfqLxd0XExkRmcfRG2OMMSYz1jkm/Hx3jjmcWSEReVhVs+p9fVK4qs5VbNu8jXbt2pFaORXqQWL5RB4Z8whnXHsG38/8nuJRxb0O0xhjjCn0rMYx/OzOMQFWrlzJfT3uI3VvKrR3Z1YEzoQ/P/2THj16kJpql6mNMcYYr1mNY/jZnWP8xMfH0+mqTsSfFg+pQAW/hW0gZVYKS39YyvgXxjP8nuEeRWmMMcYYsMTRC7OwO8eke/PNN0mpkAK/AbcELKwInA4JMQk8M/4Z7r7rbiIjrZ2jMcYY4xVLHL1hd45xzX1rLnGRcXAGGWsbfS4GZkFcyTh++uknzjvvvPAGaIwxxph0ljh6wO4cc9SBAwdgM3BriAJurWPKzhQOH860P5Exxhhj8ph1jgk/u3OMn5SkFCgJ7AE2hJgqQNLBJMqUKeNdoAXIgQMHuGPwHSQnJ3sdijHGmJOM1TiGmarOz2a5QnHnmFPPOZWfN/8MP+JcoA/mP4goEcEpZU4JY2QF14j7RzDz1ZlUq16N+++73+twjDHGnEQsccxjIlLD97+q/pVF2Zo4d5bxlV+eh6HlCx/N+YimrZvyQ8oPJHdIPrYOfBfEvBHDOwve4dQqp3oSY0Hy/fff8/r810nrncbjYx+nZ4+eVKtWzeuwjDHGnCTsUnXe2+pOf4hIbBZl+wHL3OnzvAwqv4iIiOCTxZ/QQBpQYnYJ+Bb4B/gDin1YjJjXYnj15Vfp0L6D16Hme2lpafTp34fEixOhGhxpdITb77rd67CMMcacRCxxDI/TgNNVNV5EagROvkKqOkpVI4CyFKLX5pRTTmHNijX835T/o4N24LSvTqPuj3W57/L72PLbFm688UavQywQZs+ezeb9m9GGzkhOR5of4bOvPuOzzz7zODJjjDEnC1EtFMMFekZEUlU10u9xGkfHaBRA/Ze7ZUoD+wPnFwQi0gXoUrt27f6///571iukpUFSEsTEZF4uLg6K220HQzlw4AC1zqzFv9f8C1X9FmyEGutq8PuG34mKivIsPmOMN0TkW1VtkuvbPVWUgSewgdHkSVwm7xWaWq185DScUQvF/f90b8PJXaq6WFUHlC5dOnsrvPEGXHYZZDbUzsKF0LQp2G0HQxpx/wiSz0zOmDQC1IF90ft4bvxznsRljDHm5GKJY5ip6p+qutX5V/9U1T+9jslLHzRsz8PnXol26hQ8eVy4kM33jeamgRNIFTtdg9m0aRPz3pjntG0MJBDXPo7HHn+MQ4cOhT84Y4wxJxX7JjaeuqBmGd6pdQGjzr0qPXlcvHixMzC4mzS2velpWjeuTWREqPF6CreyZctStEhR+DdEgX1QplwZYrJqDmCMMcZkwYbjMZ6qUCKazwY1pf0U53H31q256rvvuLBmTeYVKUnbm57mwcvrMbBZzcw3VIjFF4ln3BPjGPHsCOJ6xGX8OXgEYpfG8tKMlzh45CAVoyp6FqcxxpiCz2ocjecqlIhm6cCLeINiNPvhR1QiWLd9J+eVPY17WlWzpDEL9y29j6/Lf02NEjWcgdT9FFlVhOZNmvPSwZd4ftXz3gRojDHmpGGJY94TEdkSOLkLjpnvLvvB45jDKi4ujj5dOrLr5SEkRBSBy4ZQJKYkqWsX80iXC/jggw+8DjFfm95lOjvid1DrplrEfBkDCe6CA1B0bVGSLk2iXEw5Hm/3uKdxGmOMKfgscQyPWkEmCTG/FlCDQkJV6dqhA19+vZpkhSJlq0G9diRdNpSUItHEJafQ7epr+Oabb7wONd+KLRrL4u6LSaqcRJXGVYj+KtqZ/1ksp152KtWqV2PO1XMoEmEtU4wxxpwY+yYJj7Y5LF8SeDcvAslvVq1axbJ130PZ6uj+vzjScSiIQM3zKFLjXI5s/Z7kyGju6NuXdT/95HW4+ZYveex4uCN/jfwLikHq7lQaP9jYkkZjjDG5xr5NwkBVv8xJeXcA8ELRhfjRBx9EipUibf9fRNa/hNTyR9szJl5yO5GvDkJKVWT9pj/Yvn07VasGDlRofGKLxvJR/49osLoBW+Zu4cIHLmRet3mWNBpjjMk1dqk6711wHOv8d5zrFTjrvv+RyLQUIiKLktyqd8aFJcvDRd1I3f83qamprPgyR/l3oSQIVVpXgZuheuPqSOH4/WGMMSZMLHHMY6r67XGsk3Y86xVEyRJJUnICR9oPgujYY5anXnA1adHFoUgUhxMSgmzB+CQcSaDr/K7UOKUG/77yLzsP7+SWd28hNc3uuGOMMSZ3WOJoPFWmcmVQhfgQo1enpqApyZCcQOMmdlvTUHxJY7mYcsy5eg4lo0uyuPtitv+33ZJHY4wxucYSR+Opdhc2otqRBPh6LsQfPLbA1/M4JSWZ4ppK3Tp1wh5fQRCYNPraNPo6zFjyaIwpyESkq4hsE5FZAfOvFJFlIqIistX933/6RURG53Bfi93t1crFp3BSscTReKpKhQrsiiwKpavA59MyLty3DX76hIOaRrny5dm9e7c3QeZzA5YMOCZp9PFPHkd9McqjCI0xJudEJFZEFgHXAVGBy1X1PVVt4z6cpapt/CfgqRzurz/Q/ATDPulZd0vjqTvuvpvnp0yDK0fC68Nh+0aoWte5fP3xC3BRNyLi9nN505pUr17d63DzpcfbPk7VUlVD9p72JY+HEg+FOTJjjDkhMcBkVV0qIluPY/1P3W1kSUROA4YDTwDPHce+Cg2rcTS5SkS6iMi0Q4eyl6Q8Oe4ZjhQrjWz4DE6tCx9NgLRU+O1rOLgTkuPQlCRmTJ9mNY4h1DylZpZD7sQWjaVKySphisgYY06cqu5T1aXHs66IbFXV7aq6KRtlI4DZwN3A/uPZX2FiNY4mV6nqYmBxkyZN+menfJdOHalSsby77jlMfHkqe9csRL57l1u6X8dpp50GQJEibSlWrFiexW2MMabQGgb8oqofiEgfr4PJ7yxxNJ7q2LEjHTt2TH98zTXX0ODc87j08k7MmDHDw8iMMcbkofIiss7v8TRVnRaydNb6iEgbv8eVs7OSiJwD3EohGTs5N1ji6BERuQjoD1wIVFTVyiLSGGgJTFHVJE8D9Ej9+vV5Z9HbNG9u7ZOP15YtW7i88+V8s/IbTjnlFK/DMcaYYPaqam6OsTZLVUf7HgS2iRSRhsAEv1kf4bRlnA0MVNXDuRjLSc0SRw+IyBPASI7eVlDdv5HAWOBKEblCVRO9iM9rV155pdchFGgPjX6ITVs38dz453hszGNeh2OMMWGnqrUCHq8H2vjPE5ELgVLAoyLpd9ny1VS+KSKJwFB3XeOyzjFhJiLXA/cDa4A7ga6+Zaq6BqgNVAIGeRGfKdi2bNnConcXkXZzGuNfGM/Bgwe9DskYYzwhIlVE5OJQy1V1jaqeGWIInxvdeevDEWtBYolj+N0BTFDVZqo6WVXf81+oqv/g9Oy62ZPoTIF234P3kdwoGarCkdOP8NTTORrGzBhjTiZn47RfNLnILlWH37lAtyzKrAROD0Ms5iSRlJTELf1uYcHCBXCPMy+5ZTLjnhlHSmoKT499mogI+51ojClYROQVnCtxlYGOIrIMWKCqk0TkauA+t2g/EekYsHopnKt72dnPacBMMl6q/kdVrznR53CyscQx/IoB/2VRpjQQHYZYzEkgJSWFy7pcxorvV0Azjg53Ww6oDy/MeIFdu3cx59U5+LXjMcaYfE9V+2WybBGwKJf28wcBbSBNcFYFEX5bcG6flJkuwO9hiMWcBObOncua39aQGpfqJI7+LoaU+BTe/vBtPv/8c0/iM8YYc/KwxDH8/g+YKiKjRSTDrTxEpIiI9AWeBuZ7Ep0pcMaNH0dCkQRnYKfAm2uVA86C+NLxPD3+aQ+iK5iSk5PZu3ev12EYY0y+Y4lj+D2DU5s4CvhbRHYBiMgfQDwwDdgEjPcsQlNgJCUl8dvPv8E/QNMQhS4GtsGqlavCGFnBNnzkcJpd3Iy0tDSvQzHGmHzFEscwU9V4oDXwOpAGVMAZz7Gm+/c1oF1hHcPR5ExaWhpaRJ17HgTWNvq4tY6JSXZKZcfu3buZOmUqf+74k3fffdfrcIwxJl+xzjEeUNWDQE8RuRvnK78McABYo6r7vIzNFCzFihVDUgVdrvBVJgUVIktGhi2ugmz046NJlmSIhyHDhnDVVVdZj3RjjHFZ4ughVd0LfOh1HKbgEhGeHvc0o2aNIvHqxKP3IvKXCrGvxTL72dlhj6+g2b17N9OnT4dawBnwz7J/eOedd7jmGhuRwxhjwC5Vh53bAeZidzozYFlTEbGbNJscuW3QbdSgBlFfRDmNHyL8phQo9kExGp/RmK5du3oaZ0Ew4v4RpGgKdAQaQ1rJNAbdOcjaOhpjjMsSx/C7DvjCnW4PWNYYWCEi00TEXhuTLcWLF2flspU0i2lGzKQYinxaBFZC1EdRFHuxGFecfQUfLf6IIkXsAkNmdu/ezWuvvwYtgFNwPh07w569e3j99de9Dc4YY/IJ+yYJv2txek33UNV1/gtUdbKI/I4zen1/YKoH8ZkCqFy5ciz7ZBkbN27krf97iz379lCtSjVumn8TNWrU8Dq8AqHvgL6kRaeBf51/NaAe3H737dx0003W1tEYU+hZ4hh+9YFBgUmjj6p+IiIDgTFY4mhyqG7dujzy8CNeh1GgHE4+zM2zbmbJh0ucm4EGfipeCv9N/I82g9owfvR4Gp/a2IswjTEmX7Cfz+FXDfgmizJf4Nybs8ARkS4iMu3QoUNeh2JMthQvWpxvJ38LNQj+risOtIMVb6zgzLJnBilgjDGFhyWO4adAbBZlYtxyBY6qLlbVAaVLl/Y6FGOyZc+ePezYuAP2AikhCu0ESRM++/CzcIZmjDH5jiWO4fcDMCSLMncCP4YhFmMKvZ07d3Ju43MpHlkcvg5S4G+I2BhBnbPrsHef3YbQGFO4WRvH8JsOzHaH4pkLbAAOAyWAusDNwI1AL88iNKYQOffcc/lu1Xf88ccf1G9Yn4TzEpxe1QBpUPzT4rw09SV69bK3pDHGWI1jmKnqXJyE8QZgMbAZ2OX+XQJ0B+aq6jzPgjSmEDrttNMYNnQYsZ8fbUki3wlnVTqLnj17ehiZMcbkH5Y4ekBVewMDgJ9x7vXhm34C+qlqH++iM6bwun/k/ehOdQbMigO+gPETxyMS7JY8xhhT+Fji6BFVfUVVz8W5RF0NKKGq56nqqx6HZkyhlKZp3PXpXZzW/TRil8ZS7PNinHfJedz1/V3sjbe2jcYYA5Y4hp2IbHGnFwBUNV5V/1HVeK9jM6awStM0Bi4eyC/7fuGbp7+hWcNmRG+N5otZX3B57cu5ZM4lljzmkGqBHBjCGJMFSxzDrxawEufuMMYYj/knjR/2+JASUSV4Y84bLP98OaeccgpPtn/SksccUlVatGnBpMmTvA7FGJPLrFd1+CXg3DnmsNeBGGMg4UgCxaOKpyeNABUqVKBChQoAiAhPtn+S4lHF2XV4F+Vjy3sZboEwZ84cvv/te3586Eeuu/Y6Kleu7HVIxphcYjWO4fczUDGrQiLycBhiMabQKx5VnAkdJ6QnjcGICA9d/BD1K9YPY2QFS3JqMgAHDx7kruF3kdglkaT6SQy5Z8gxZYwxBZcljuE3DnhSsu6maTccNsYD8fHxrFq1iuXLl7Nz506vwykQPt38Ka1mtuJQ4iHue+A+Ek5LgKqQcnEKSz5ewooVK1i5bSUNXm5AwpEEr8M1xpwAu1QdfsWB0sDvIvIW8BdgHWOM8dihQ4d4YNQDzJo9iyLliiBFhMQdibRt25Znxz5L/fpW2xjKJadfwru/vkvLsS3Z9Pomkge4NYvRkNAugRtvuZGkvknMvW4uMUVjvA3WGHNCLHEMv1k496EWYCTB70ktIeYbY/LAwYMHuaDFBfwV+xfJtyRDGXdBInz8/cesaLWCzz/+nAsuuMDTOPMrEWFix4lUuqcSia0SnZ/HPvVh+7fbGXB4AB1rd/QsRmNM7rDE0RuPZrFcgFHhCMScBFQhOwNUZ7dcITR46GD+KvUXyZclO+8+n2KgzZTDpxym89Wd+efPf4iMjPQszvxs7ty5xCfGw/kBCwToBPMmz2PM4DHWUcaYAs4SRw+o6pisyljnGJNtt94Kl1wCPXqELvPMM3DwIDzxRNjCKigOHDjAwoULSb4tIGn0VxcS1ibwwQcf0KVLl7DGV1A88uQjxF8UH7zlfAVIqJLAjBkzePDBB8MemzEm91jnmPDrns1ybfM0CnPyGD4cRoyAeSFub/7MMzBtGtx2W3jjKiC+/PJLompFZby8GsR/Z/7HosWLwhNUAaOqHD502BmhNlgjmwOQtimN3Xt2hzs0Y0wus8QxzFR1fjbLfZnXsZiTRP368OmnwZNHX9L4xRdQrZo38eVzCQkJaFQ2mhRHQ1x8XN4HVAB9/vnnxGkc7AF+ClLgQ6AIzHptFsnJNiSPMQWZJY4eEZGqIvKoiHwqIuvcv2NExL7dTY78m3gErVfv2OTRL2lMPbUqh5NSvA00n6pduzZp/6RBWublondHU/9s61kdzJzX55AoidAI+ARI8lv4O05CWR6SI5NZsWKFJzEaY3KHtXH0gIhcA8wGYsnYqqo9MExE+qjqAk+CMwVO///7kdPLxfLk5fWQTz+FSy+FZ5+Fw4fTk8Zb5q+nYolonu1Sz+tw850mTZpQqUwltmzeAmeGKJQA8rPQb2G/sMZWUGzZsgXicD7BEoAvgQ7AEZzaxk5AJCQtSGL//v3eBWqMOWGWOIaZiJwHvA786/79GTgMlADqA9cAr4nIZlX93rNATYEx+ZoGXDJ1NYCTPF52GcyaBePGpSeN2w8lMuXac70NNJ8SESY+M5Hre11PQqkEqBRQIBFi346ld5/enHrqqZ7EmN/t3LvTSRyfxWnjmAY0xPl0iwMWOPM1Wdm9z9o5GlOQiaoNFxhOIvImUAG4Ktj9qkWkJPAOsFdVbwhzeLmmSZMmum7dOq/DKDT2xiVzydTVXH5wC0++8QQyeTKpt9zCLbe/yPZyVVh864XERtkwMpl5bd5rDBg0ADlLiK8dD0Wg6N9FKfJDEW668SamTp5qQ/GE8NmKz+jUpRPJ/ZMhElgHbAAOAL2BU4BtUGZZGfb+tZeICGslFS4i8q2qNsn17Z4qysAT2MBo8iQuk/fs3Rt+FwN3BEsaAVT1P+BOt5wx2VK+eBRLj6zjwx1JPPDYPFIvuZRbHprH9o2bWVx8iyWN2XBzj5v5+8+/GXPTGC4+eDHN/mnGwPMHsn7Nel6Z8ooljZlo37I9zZo0I2p5FEQBzXBqHZsBlYEjEPt5LM89/pwljcYUcFbjGGYikgiUVNUjmZQpCvynqsXCF1nushrHMHM7wuz94FPavLOVn39cT7sWF7G4WQliL7/MWZ7ZOI/GnKBDhw7RvmN7ft3zK4cbHoYqQBpE/hpJ9HfRjBg6gtEPj/Y6zELHahxNbrOffuG3F8iqh0J9t1yBIyJdRGTaoUOHvA6l8Hj22fTe02XOqEmRX7+E1+6mzP7fiDn3nKO9rV9/3etIzUmsdOnSrP5qNbOfnk3TPU0p839lqPheRW6qfhNff/61JY3GnCSsxjHMRGQOcBbQWVWPSQ5FpAKwGPhVVXuHO77cYjWOYfTWW9C8OamnVqXHzBV8eOcV9E/4j1fLVqH/rI95qvM5yIYN8PffcNllXkdrjAkjq3E0uc16VYffk8C3wBYR+Zhje1VfhlMTXGCTRhNm3bqRmqbcMn89a+dO4Fo9wjPA94n/8vorU4iIHOz0tq5vYxAaY4w5MZY4hpmq/iIi1wJvANfiDL/jI8BBoLuq/upBeKYA8iWNv274mf/WfMi4xEQEmBQfR8uls3iv0SUAPHl5HURC3YzZGGOMyZoljh5Q1Y9E5HSgD9AUKIMzcMUqYLaqHvAwPFPADF70E38fTODwa6MYlZBABXd+XaB3fDzff/IsH5YaS8noIjzQPtQI18YYY0zWLHHMYyLysN/DJ1U1BcBNDsd7E5U5mQxoWoOHbr2R1K1buT1g2aNArVUrub7h/3HtzWO9CM8YY8xJxHpV573RQFugDc7QuMbkqi2rl7L8k4+YybEnWAngJeD1KZNJ+GdT+IMzxhhzUrHEMQxUta2qtlPVJBF5OHDyOj5TsE186imK4PSsCqYZkKzKxKefDmNUxpgTERcXR4+ePThwwFoumfzFEse8FzjeUVt3eoSjNZHGHJeUlBRWff89nXEuSwdzD9Af+PTjj8MXmDHmhDzy6CO8+X9vct8D93kdijEZWOIYZm7tY1ucMTTbqmo7r2MyBVdSUhJFRHgOmI0ztpO/T3HGfhoOxCcmhjs8Y8xx+PXXX3lpykuk3ZrGa2++xvr1670OyZh0ljh6x0ZeNycsNjaWkrGxrAYOI9zK0RMrCbgVOBARyXLgtKpVvQrTGJNNqkrfQX1JapYElSCxVSK9+/cmLS3N69CMASxxzLes7aPJDhHh+htv5LrIKCKiYjkIvOkuGw9UBFJiy9C/aDFuvu02z+I0xmTP22+/zfrf15N2oZMoaiNl877NzJ492+PIjHFY4ph/PeJ1AKZgOBIRyZGqdThbU3kV57L0V8AzwOtA8cT/SCxX3aq4jcnn4uLiGHTnIOIujTs6REIExF0Sx90j7ubgwYNehmcMYPeqznMikqqqxwzDE2q+3/I0VS2wib3dqzo8VJVSZcujyWm8F3+QdsClwFLgNpyheGYAQ8tUpcqp5fjtpx+8DNcYk4nh9w3npU9fIuGqhGOWFfuwGD0b9WTay9NytM28uld1ExE9kU94we5VXVAV2MSkABERSQ2c3AXHzPdbbhm9yVJ8fDzx//3HWUcSaYvTrnFdkWg4szmfFYlGgV5A8f/28NcfW7wN1hgT0u7du3lx0osktD02aQRIbJ3InNfmsHXr1vAGZkwASxzDQ45jMiZLUVFRxKQeoeaRRJ4ALpcIDp5aBzrfy+8ly3E9MA6ol5JMTHKSx9EaY0IpXbo0ZcuXhZ0hCuyG2OKxlC9fPqxxGRPIbjmY9xQ4jZwlgwJszptwzMmkaNGiVKp9Ju+mluadUpVgw+fQYTBERKId72bh26NZeM6lROz6jaa1ynodrjEmEzHRMbAEuBMo6rcgFVgM0THRiFi9gvGW1TjmPVHVv1T1zxxMW7FaR5NNL016kdi4nfDvbmh8JZSu7Cw4tQ6cfgEkxhH9306mTZnibaDGmJDefPNNdkfshlOBlQEL1wCl4VDpQ7z66qseRGfMUZY45rHj7eBSkDvGmPC67LLL6Ni6BezeBBd1y7iwTT/4fQV3D76N+vVD3ZTQGOO1Z154hrjz46AjsBrw3WnwP5xhEi6HhAsSeHbis57FaAxY4mhMgZeUlMSqNWuhw51QJCrjwtjS0LIXH3+2DBtBwZj869eNv0JN4BScG8x/5C74FGgEVABqwF+b/yI1NdWbII3BEkdjCrxffvmF3Xv2QI2GwQuc3Yrv161h3759YY3LGJN9EZERTltGgObAHpxxtbYCF7vz05xB/yMi7KvbeMfOPmMKuAYNGlCkSFFYtyh4gRVzqFilqvXGNCYfa3VxK/jFfVAEuBxYAXQAot35v8D5Tc+3DjLGU5Y4GlPAvfPOO0SUOAW+fQf+3ZNx4a5NsHkNh/6LY82aNV6EZ4zJhnuH3kvxdcWdwVjhaLLoa31yBIqvKc7Iu0d6EJ0xR1niaEwBpqqMeGAU8aWqQ5U68MVUv4Vp8MmLULMRCadU594H7fbnxuRXl156Kdd1uo7Y+bHOZeovgTPdv3shdkEsl1x4Cddcc423gZpCz8ZxNKYAExGu7NyJ/QcPkZKSwttvLyJx6/dQqxH871NOIYEuzc5ARDjz9NO8DtcYE4KI8Oq0V6n9VG3GjhtLfFo83AVMhmIzi3HX3Xfx2OjHrH2j8Zzdq9rkCbtXtTcWL15M9/6Dibv6cWLeGMqKzz/l/PPP9zosY0wONGrRiPXl1kNj4Cc4/ZfT2fTjpuNq22j3qja5zX665FMi8rbXMZiCp0uXLlx4Xn0i3xhO9xuut6TRmAJm/ofz+WHDD3CeO6Me/LHrD6a8aQP4m/zBEsf86yqvAzAF0ysvT+K8s2rx7FNjvQ7FGJMDv+/7nV5De6Gt9GhDsgjQ1sqd993Jjzt/9DQ+Y8DaOOY5EdnidQymcDn99NP5ds03XodhjMmB3/f9TosxLWAfR2sbfepBka+L0GZUG758/EsaVGrgRYjGAJY4hkOt41yvQDY+FZEuQJfatWt7HYoxxhQYr37/KqVWlWJP8z3HfjNHQFKLJCp8XYEp66Yw+YrJnsRoDNil6nBQVY3wTUBx4H3gOeBcoJQ7v5T7+FngW6CiVwGfCFVdrKoDSpcu7XUoxhhTYHSJ7cKOP3ccW9voUw8O/HuALpFdwhqXMYGsV3UeE5G1qnqB3+OngE2q+kom6/QFLlDVQeGIMS9Yr2pjjMm+Fm1bsHLHSjg7k0KboX5UfX767qdsb9d6VZvcZpeq85h/0ujqBmTVQGU+MDpPAjLGZJSSAtOmwYABUCSTj8Q334SLL4ZTTw1fbKbQaNW8FdX/qp55oUZQqWKl8ARkTAiWOIbfqTg3kYrLpExRoEJ4wjGmkDtyBN55B77+GmbPDp48zpgBo0fD55+HOzpTSDz1xFNeh2BMtlgbx/DbAdyWRZk73HLGmLwWEwPvvgt79kDv3k4NpD//pPHMMz0J0Rhj8gtLHMPvdeAxEZkrIh1FpKaIlBeRWiJyuYi8BowB5nkcpzGFR6jk0ZJGY4zJwC5Vh9/jQEugB3BTkOUCLHfLGWPCxZc8XnWVkzxefDE8/rgljcYY48cSxzBT1QQRaQ8MBfoD/t9IvwKvAC+oakqQ1Y0xecmXPMbGwuuvw8aNljQaY4wfu1TtAVVNUdVnVfVsnPEbq+OM51hXVZ+zpNEYD73+OpQvD7VqwWOPHdvm0RhjCjFLHD2mqodVdbuqHvY6FmMKPV+bxpUrYcOG0B1mjDGmkLLE0SMiUl1EHhKR90RktTuvnohc5XVsxhRKgR1hsuptbYwxhZAljh4QkQE47RnHAJ0B3yDhFYBFIjJPRMSr+IwpdEL1nrbk0RhjMrDEMczcjjEvA3uB53E6yQCgql8CTYDWwC1exGdMoXP4sHPnmFC9p33J44ED8M034Y/PGGPyEetVHX7DcG4p2MvXCUZExvsWqup3InInMBx41ZsQjSlESpSA1ashs0r+mBh4//3MyxhjTCFgNY7hdwFwXxY9pz8n4zA9xpg8lKa5U8YYY052ljiGX0lgVxZlooASYYjFmELvcFIKTV74il92hx7YIC4phQ7Tv2HFH/vDGJkxpjAQkatE5FV3muF1PFmxxDH8tgGXZlGmHfBnGGIxptArEV2Eoa1Op/2UVUGTx7ikFLq8upZqpYvRrGYZDyI0xpzkDuJ85/8J9PQ2lKxZ4hh+7wGzRaSPiBzTxtTtPDMBeCfMcRlTaPVqUo2xneoekzz6ksYaZWKY0e08IiOsjaMxJnep6peqOkZVxwCpXseTFUscw+9JIA6YARwUkW8AROQLEdkKfALEA+M8i9CYQigwebSkMQdU4b//si737795H4sxBVu+b01tiWOYqeo+nOF2VgKxOJ1lxJ1XA1gBtFXVg17FaExh5Usem76wnDPGLLGkMbuWLoWmTWH37tBlPvoIzjsPEhLCF5cxJtfZcDweUNWtQCsRaQQ0BcoAB4BVqrrew9CMKfSubVCZ/n37k/zneob+72dLGrPj0kvh+uuhbVv44guoWDHj8o8+gl694J13nKGNjCkERORMVf3d6zhymyWOHlLV74HvvY7DGOOIS0qh7aOvE7vxC+pECG373c+quc9Rp6INcpCl0aOdv4HJo3/S2Ly5V9EZ44UvgVO9DiK3WeIYZiLyJDBRVXcGWVYGeBunjYOqavtwx2dMYRWXlELnGWvYOe9JxqYk00aVpsvn0uaZtiwb0dmSx+wITB6/+86SRlOYlRSRUTjN0bIr3+dl+T7Ak9BI4BYR6aWqnwYsSwBmAcWBF8MdmDGFla8jTMr/PqPS3r/pr0okMCg1hZXfzqH9lHJ8NqiZJY/Z4UseK1Vy/n79tSWNprAqDowmZ4ljvu8cY4mjNyoAH4rI08BDqpoGoKqJOEP1lMYSR2PCIuFIKl1eXUvlqBS+eOM53ouLI9Jd9tCRI9T75kt633gr7aes4vNBzTjbksesNW169P/atb2Lwxhv/QvclYPyAkzNo1hyjSWO3ugIzAPuw+kkc6Oqbvc4JmMKpajICG46vyo/vvoEXZKSuMBvWQngufh4Hn3qXsYvWEbpYvaRmSVfm8avv4ZPPgndYcaYk1+Cqs7OyQoi8nJeBZNbbDie8FNVXQqcBywDWgDrRaSzp1EZU0hFRggXFDvAm3Pn8mRi4jHLrwMq797NP1/8H5VLFQt/gAVJYEeY0aOP9rbObKgeY05O9Y5jnaq5HkUus8TRI27nmEuAMcApwLsi8mywu8kYY/LWu4sWcVlqKuWDLBOgV1wcC+bMCXdYBUuo3tOWPJpCSlUPHMc6+/MiltxkiaOH1DEGJ4HcCdyNMwD4aZ4GZkwhM/C223gvLY2fgixLAu4XYciDD4Y7rILj668z7z3tSx7btbMBwE2hJCI1ROQREflERH4Skf+JyMci8oCIFKgheyxxzAdU9UucS9efAhcCX3kbkTGFy+tz5lBGhDs4tkvjM0BJYOakSeEPrKBo2BA+/jjz3tOjR8OUKTYAuCl0RORh4HfgYZyKonpAfeBS4HFgk4gM9y7CnLHEMfxERD4Xkff8Z6rqXlXtCDwARHsTmjGFz5EjR3hu7FgWHTnCf8Abfsv+BCYAi1X537ff8uOPP3oSY75XvDg0apR1uZYt8z4WY/IRERmPMyTPL8ATQHfgMnfqjps4AuPccZ7zPWtPF363uH+Tgy1U1adEZDkwLHwhGVN4ffnll1RNSaERMBmnM0xnoBRO25G7gNrALUlJvDZzJk+PH+9dsMaYAkNELgZuA/qoamaNpB8Wkd7AFBFZrKqrwhPh8bHEMcyy0zVfVVcCK8MQjjGF3u7du9MbFTfDqQYYg3MN6UfgdXfZaampLP/7bw8iNKZwE5GuOGMbf6aqffzmXwncA7TGuUCwNWDVysCbqjo6i+23x7mMXBQ44s4erapfnGDotwGjskgaASc3EJGKOL9VLXE0OSciqaoamXVJY8yJKFeuHH/L0Rs7PIXTAOlNYDrgG4Dn74gIylWuHP4AjSmkRCQWZ8zjOCAqcLmqvge8JyIKzApMEEWkD1Ari32cAbwPPKyqT7vzbgA+EJHzVXXjCTyFFjjJY3ZNB+48gf2FhSWOeUxEIoEoVU1wH9fIzmrk7BZFxpjj1KZNG3rjNECqg3Nbp/LAdpyeagCpwMxixXirVy9vgjQnv48+gjPOgDPPDF1m2zb49lvo2jVsYXksBpisqktFZOtxrP+pu43MnIfTr+B9v3nv4/xm7ACcSOJYVFUPZrewqh4UkaInsL+wsM4xeW8lsNn95QROVfofWUxbKAD3qzTmZBAdHc2dd9/NbbGxJOCMyp8G3Ag8h/NGHFOkCDXq1uWCCy7IZEvGnIDt253hin7/PfjybducsTD/+CO8cXlIVfe5N8zIMRHZqqrbVXVTFkWXA38Dt7oVPQD93L87jmffftJEJNuVQCISgfPxk69ZjWPeK4/Tzt7/V8TyLNYRoFWeRWSMyWDkqFH8+vPPNP3gA9Li4xmF02jqPOCnYsX4o3Jlli5Z4nGU5qTWty+oOsnj559nrHn0JY233w533+1djCchVd0rIs2B14AdIpIInArMABac4OZ/AtoBn2WzfDt3nXzNEse8dxEQq6qHfDNUtW1WK4lIvv/VYczJIjIyktlvvcWjjz7KjEcfpXtaGkWArsD2iy5i1eLFlCxZ0uMozUmvn1vR5Z88+ieN99zjbXy5q7yIrPN7PE1Vp53A9vqISBu/x9lqkCwilYEvgKU4YyymAFcB5VX1RL+H5wAviMjFWd0RRkTK4Yz+9dgJ7jPPWeKYx1R1b8CsMdlcNbvljDG55PP33uMJN2kE503YaM0akpKSLHE04eGfPM6ZA/37n4xJI8BeVW2Si9vL0DkmsE2kiDTEScx8PlLVp4ARQE1guKoeccu+B2wVkVKq+vwJxPQ6cCvwo4iMAxaramBctYArgXuBn1R1/gnsLyysjWOYubcYzI6ZeRqIMSaDZcuWsePXX+nuN68G0E2V58aO9SosUxj16we33uokjx06nIxJY55T1VoBj9erahu/6Sl3UR1gl6oe9iubhtPXoMcJxqDANcD/gBdw+jv8JyLb3Ok/YDMwHvgB6HYi+wsXSxzzr8LTAtoYj6kqo4cPZ1Rc3DGXYe5PTGTayy+zd2/gxQNj8si2bTBvHtStC4sXh+4wYzIlIlXcQbgzsw3nsnngcD9VcYYBOiGqekhVLwduwrmdcFF321Xd/5cDN6nqFar674nuLxwsccxjItLreCav4zamMFm2bBnbfv45Q22jTw2ga1IyzzzxRLjDKnDi4uJ4+aWXaHjGGUQXKULJYsXoesklfPrppziVLyZL/m0aN2yARx7JvLe1yczZOJeKMzMNiARG+ma438G1gbm5FYiqvqmqbYBYoJI7xapq24Jwedqf2Js5b7mdXHJ6kAWnlrvADQAuIl2ALrVr1+7/u33QmQJAVWlYuzbDt2yhZ4gyfwH1ixThjx07KF++fDjDKzB27dpFhxYtqLljB0Pj42kOJOB0S32meHEu79GDCVOmkIPRSQqfUB1hXnkFxow5trd1NojIt7nclhCAJiK6LutiIQlkKy4ReQUniWsKHMQZcnWBqk4SkauB+3A6oW7HGVbHXylgjf/dZkLsow3OnWNicb6vi+KMH3lCTcZE5HO/h71U9aS49ZQljnnMTRxz2tFFcG5TVOASR58mTZrounUn8rFiTHisXr2aZs2acUmRKCIjQrzlFFYfSaDf3Xfz7PMn0lb+5KSqXNy4Ma3/9z8eS0k55u4Fh4BLihen1+OPc+fQoR5EWABk1Xv6OJPHgp44FmQichDnFoIAb6vqfx6Gk2usV3UY5KBDTDoReTgvYjHGZBQfH0+xU8qztMWtmd6vqciGpSSn2ihZwaxevZqdv/3Go0GSRoDSwJS4OK594gluv/NOIiML7G/ivDNhQua9p329rZ9+GqZPD1tY5oQkqOpsr4PIbZY45r1bwryeMSYHdu3aRdEaDUisk/mY+ynJCezal+lQbIXW6zNncmt8fKaN5hsDZZKSWLlyJa1a2f0NjvHss5DVZfx+/ZyBwk1BkeNLuiLSV1Vn5EUwucU6x+SxE/i1YW0IjAmDmJgYJDk+64LJ8RSPyeq2t4XT3u3bqRnQ7OkGnEHs/NUUYc+ePWGLq0DJbttPayN6srMBwM1xm4kz6rwxJg+1adOG5L97Q/xBiD0lZLmSf6zk2uHPhC2ugqRclSpsE3FumQesBD7EuR3H9Ry93+pfqta5yBQm5QI6yGRH2TyJJBdZ4ugREekMXIxzkljNrzEeOeWUU7j++ut5a/XrJLW9LXiNzm9fUyItgY4dO4Y/wAKg+y230OfNNxkRF0cEcBvOB9s+4CWc3gHfAXujomjRooWHkRoTVkWBNjlcJ99fbbTEMczcQUbfx7mZueCcJIHfVPn+xDHmZDJpwvOsbdmaPz59gaQLukGZU50FiYeR/31Mif8tZsnST6xTRwhx5c9kf6nKjEn6k5YpKWwGPgbeBB4HbgYGxMSScMF1JKdBjB1GUzjsBS7IQXkBvsmjWHKNJY7hNwK4EBiOc4uhpUBbd1kMzq+TIcAdXgRnTGFUqlQp1ny9nEcefYzprzwAMSUBIeW/fVzW8XLGrfqas88+2+sw860OZ1ek34Q5vDDoWiYf2ElXoAVQH6ed45mRkaSd3YqPpzxJTFHLGk2hkaKqf+ZkBRH5Ma+CyS02jmOYuSfFOFWd5z5ODRyvUUQGAC1UtbcXMeYGG8fRFFSJiYlc1vlKvv/2Wzb+9CNVq1b1OqQC4+rhT7L0uQfZhHNbDHAaag8WYcnGv7n47FM9jK5wsnEcvSMi/6jqSXfSW9u68Dsd+CiLMm8B7cMQizEmwNatW/n665UcTjrCwoULvQ6nwFBV1kwdy+McTRoBegJnqfLKY/d6FJkxJjdZ4hh+KYD/2B8HRaRSQJlowLoeGuOBO4YMJRVBy1Rj5EMPk5SU5HVIBcJjjz1G8cOHj2ljI8CrwMLXX2fHjh0eRGaMZyqLSKqIpIjIWV4Hk1sscQy/P4Fmfo//wmk77u92wD5hjQmzDRs28MXyFdCyF1w2hITEJJ577jmvwyoQXho7licJ3nD+XOBSVe4cPDjMURnjOcHJtTZ7HUhuscQx/L4EXhWRy9zHbwPjRGShiDwlIh8CD+EMgWaMCaOefW5FS1WEBh2gbDVoeAWjnxxntY5ZWLVqFUdSUniF4ENC/A0sB75ZtowjR46ENzhjvLMXOA04TVVTReTiwMnrAI+HJY7h9wZObWJ39/GLwDbgapwe15fhnGx2r2pjwmjNmjV8t349dBgMEW5/tWY3ckSFkSNHehpbfvf2//0f+1NSWAG8E2T57cBh4O/9+/n+++/DGltB8elve9i8Ny7TMtsPJbBkw64wRWRyQYqq/unXs3q2O33m/p3lVWAnwhLHMFPVVaraTFX7uI8PAucD9wOvAA8C56rq354FaUwhdEOP3nD2xVDZrylS0WLQ/jYmTpnO4cOHvQsun3v6ued454e/ibx5LEOKxWRoxP0ZsLp0WWqNXsJf+/7jwgsv9CrMfO2P/fG0m7I6ZPK4/VACbV5exS+77TwsqFT1NFU9Ddjr/n+61zEdD0sc8wFVPaCq41R1oKqOVVX7SWlMGL3zzjts/esvuLjPsQvPbE5auVr07FVgR8fKc19vPUD/hT/z6RMDadnhUp4s6txkMBm4s3hxps2aQa8WZ9HhlXUkHEn1Nth8akDTmtzfrnbQ5NGXNPa/qAbD25zhUYQmFxXocRBtAPB8SkQ+V9V2XsdhTGFw/0MPw+lNIKbUsQtFoEEHFn/0CklJSURHR4c/wHzu/Kql+WxQUxpUKcWzL73EeWedRe8jR3gnMpJajRtz1VVX0VWES88sbwOAZ2JQ85oAtJuyms8HNeWM8sUzJI33tq3tcYQmr4nIm6p6o9dxZMZqHPOv1l4HYExh8Ntvv/HLhp/gj3WwN8hNHlKSYeU8VOCVV2aEP8ACIDYqkgZVnKS7atWq3P/II9wSE8O4qCgmzpiBuPf/vqhmGS/DLBAGNT9a8/jVln2WNBY++b7DjNU4ekBEbgduAc4GinscjjGFWnR0NLffcSc//PgD3yydRMoNTzu1jC5Zu5Cq5UvT+fIbOPNM+/LOjiF3383MqVO57frrqV3bjllODWpek+3/JnLxS6sY2NSSxgLsFBGZgTMkj7/SIvJqiHVK53FMJ8xuORhmIvIwMBqnjcNB4N9gxYDqgbciLEjsloOmoElNTaXueefze61LoU4bZ+ahXcS8NZwNP3xPrVq1vAyvwImLiyM2Nja9ttFkn+/ydJpCSqqmX7Y+HnbLQe+ISNpxrKb5/bvfahzDbwDwGjBcVXeHKnScJ5wx5jhFRkYye/oU2l9xFQmnXQjRscSunMmIe+62pPE4FC9uF1OOR2Cbxikr/8zQ5tEUKAeAa3JQXoAFeRRLrrHEMfzKAPeo6t4syo0JRzDGmKOaNWtG186dWLjmTZKrnUvpw/8w8j67x7IJD1/SeG3NCNJW/x/D3v6HcpUr0/eslpY8FkwHVPXLnKwgIgfzKJZcY4lj+H0LFMtGuZl5HYgx5lgvPPcMi8+qS8TvXzNj3iyKFcvO29WYE7P9UAIXv/A55T6ZwPRvV3BjWhq1kpP5u2hRXo+MpFaDJrRJGM6yuy+x5LGAUNUcN049nnXCzXpVh99w4CERyaoNwx/hCMYYk1GFChWY8OzTdOnYgcsvv9zrcEwhMW7pr0S9+SB1v13BX4mJTE5OZgTwwpEjbEtM5MIf1xLz5n08+tFPXodqCjmrcQwzVV0jIinAjyKyFuf2gwkeh2WM8dO376307Xur12GYQuSixA1899cmXk1MJLBWoRgwKSmJy3duo+l/3wEXeRChMQ5LHMNMRM4G3gWqAnUzKWrd3Y0xppCY+uwzDIuLy5A0vg7ciHNpUIDh8fEMf/ZZbrvtNk9iNAYscfTCeJyxGycBvwH/BSkjgI00bIwxhcT6jRtp6/d4EnAn8DvwiDuvLfDT1q2kpqYSGZmvR2wxJzFLHMOvBdBVVb/IrFAmg4MaY4w5yUSI4LuLdxLOYL8jcGoahgElIH25jY1pvGSdY8IvEViTVSFVtdfGGGMKieYXXMAS9//hwHnA00A7YJA7fwnQ9JxziIiwrwfjHTv7wm8+0CarQlbjaIwxhcft997LcyVK8BswC5juzp+E0yj+J+Dp4sW5Y+RIjyI0xmGJY/jdB9wkIoNFpJaIRIco1zucQRljjPHOFVdcwbkdOtBGhLuA0935pwKjgEtFqNi0Kd26dfMuSGOwxNELh3E6yr0AbAbiRSQ1cPI2RGOMMeEkIvTo1w+ABwOW3Q3EqNKjf3/rFGM8Z51jwk+AP7NRpnoYYjHGGJMPJCcnc3vv3kxTJSZgWVHgVeCmgQPp3Lmz3QfceMoSRw+o6mlZlRGRtHDEYowxxnsHDhxg5969NAmx/Dzg33//ZdeuXZx++ukhShmT9+xSdfh9nM1ys/M0CmOMMfnGtm3biImI4N4Qyx8EYiMj+fPPrC5YGZO3LHEMv9Ui8rCIXJNZIVW9JVwBGWOM8daYESO4ODWVj4HlAcu+xR2OIyWFR4YNC39wxvixS9Xh9wiwCxjrdSDGGGPyhzPr1uXv6GhO37mTfj/9xIbUVIoAaUDfyEhOr1MHqlWjfpUqXodqCjlLHMMvFWijqr96HYgxxpj84fmXXgJAVbm0eXMmr1nDXWlpzBKhWN26rPzhBxv42+QLdhaG3z/A7qwKiUiNMMRijDEmHxERJs2cyePR0WwEHihWjJdmz7ak0eQbdiaG31vAtdko90deB2KMMSb/qVOnDn0HDaJpRATX3Hgj559/vtchGZPOLlWH38PA6yJyKvAm8JeqJgYpZ3exN8aYQuqhRx9l2/btPP7ss16HYkwGljiG32H375U4HWUQCZojargCMsYYk7+UKFGCefPnex2GMcewxDH87M4xxhhjjCmQLHH0gN05xhhjjDEFkXWOCT+7c4wxxhhjCiRLHMNMVS/PZjm7c4wxxhhj8hW7VO0hETkdaAaUAQ4Aq1R1i7dRGWOMMcYEZ4mjB0SkAvAK0DnIsiVAf1XNcpBwY4wxxgvfVqqN3Dz++DfwXJfcC8aElSWOYSYiJYFlQF0gDvgdZ4ieEsCZQBdgmYhcpKr/eRWnMcYYY0wga+MYfiOAykB3oIyqnq+qF6vq+TiXrHsAldxyxhhjjDH5hiWO4Xct0E9V56tqiv8CVU1R1TeA/sB1nkRnjDEnYN26ddzc51YaNGlKk+YX8+hjj7Nr1y6vwzLG5BJLHMOvFvBhFmU+cMsZY0yBkJSURNfrb6D15Vfyxh9p/FS7K9+eegljF33NaWeezcyZs7wO0RiTC6yNY/gdAUoBwe5P7VMKSA5POMYYc+J69e3PJz9tI6HHJCgSlT4/sdb5cN6VDB52HxUqlKdz52P6BBpjChCrcQy/9cBdWZS52y1njDH53u+//857i5eQ0OGeDEljunLViW89kHtGPoiqhj9AY0yuscQx/KYB94vIfBG5QkRqiUh59+8VIvIWcC8wxeM4jTEmW6a9MoPUeu2gaLHQhU5vwj+79vLDDz+ELzBjTK6zS9Vhpqqvi8glQB+Cd4ARYKaqvhnWwIwx5jj9smkLR8rWyryQRBBZ6TT++OMPGjZsGI6wjDF5wGocPaCqtwL9gJ9wEkXf9D+gr6r29TA8Y4zJkRKxsZAUl3XBpDhiY2PzPiBjTJ6xxNEjqvqqqp6HM/B3NaCEqjZU1Zkeh2aMMTnS7ZqrKPnH15kX+nc3Kbu30rJly/AEZYzJE5Y4ekxV41X1H1WN9zoWY4w5Hl26dCEm8QD8vjJ4AU2j2OrX6NO7N8WLFw9vcMaYXGWJYx4TkVSvYzDGmLxUpEgRPnjvHUp+NQ1ZuwAS/O6WumcrxT56hroxiTzz1JPeBWmMyRXWOSbvidcBGGNMXmvcuDFrV33Ng488yvtzBhFVtjJ6JInIlEQGDxrIA/ePJCYmxuswjTEnyBLHMDjOWkdVVXt9jDEFxtlnn82CN+exf/9+/vjjD6KioqhTpw5Fixb1OjRjTC6xxCQ82mWz3HDgCvf/uXkUizHG5KmyZctStmxZr8MwxuQBSxzDQFW/zGy5iJQEZgKdcG5JOFRVXw5HbMYYY4wx2WWJY967JbOFInIOsBCoDewArlfVVeEIzBhjjDEmJ6xXdR5T1dmhlolIT2A1cCawAmicH5NGEYkRkSdE5IjXsRhjjDHGO5Y4ekBEiorIFGAWEAtMBNqp6i5PAwvtNmAlVkNtjDHGFGqWCISZiNQAFgCNgQRggKq+novb7wq8CHymqn2CLD8LeAEoA0TjJIT3qerhUNtU1edFpFZuxJeWlsbff/9NXFw2bk9mjJ/ixYtTrVo1IiLs964xxnjFEscwEpHLcXpLlwU2A9eo6v9yaduxwDwgDogKUaYcsAyYpKpPikgR4AN3vatyI46s7N27FxHh7LPPtgTAZFtaWhrbt29n7969VKxY0etwjDGm0LJv7jARkceAxThJ4wdAk9xKGl0xwGRVvRmnJjOYIUBx4DkAVU0BHgeuFJHmbpzDRWSTO52ei/EBcPDgQSpVqmRJo8mRiIgIKlWqxKFDh7wOxRhjCjX79s5jIlJORD4BHsC5i8wYVe2sqpl+A+Z00HBV3aeqS7ModgXwnaom+c1bDaQBnd3tPKuqtd1pS05iyI7U1FQbDNgcl6JFi5KSkuJ1GMYYU6hZ4pj31gPtgYNAZ1Udk8318uJWhWcC//jPUNVkYC9w1oluXEQGiMg6EVm3Z8+ezMqd6K5MIWTnjSkMduzYwahHHuHUmqcTW7IUlarX4t6R97Nt2zavQzMGsMQxHKriJIFlgCUikpqdCdA8iKUEkBRkfpK7LCgRuQwY4/4/SUQuClZOVaepahNVbVKhQoXciNcYYwqNr7/+mrPrN+CZ979lx8VDSOg1ld3thvHCF79Qt8F5fPrpp16HaIwljmHS1p3aZXNqn0dxHMbpSR0o2l0WlKp+rKq9VVVUdbCqfpNH8WWw+u/VxB+Jz7TMP//9wy97fznhfe3cuZPGjRsjIjRt2jRDW7p7772XMmXKcOmll1K5cmXKlCkTtFf47NmzEREuuugiVq1axdy5c6lTpw7R0dG0adMmfWratCl9+vRJXy81NZWxY8fSvHnz9OX9+vVjzZo1QWMdOHAglStXpmnTpqSlpaXPnzZtGnXq1KFOnTq8/LJz46H9+/fTs2dPWrRoQbt27WjZsiWjR48+7mPUoUOHDLEDHD58mNGjR9O6dWsuvvhi2rRpw3fffZehzBNPPEHDhg1p1aoV7du357fffjuuGIw5WW3fvp3Lu1zFf+2GkNRmEFSqDTElocJpJLfqS1zH++h6/Q1s2rTJ61BNIWe9qsMgq1sOBiN5c13ud+DUgP1EAeWBfPdN/sp3r/DnoT9598Z3iS0ae8zyf/77hzaz2nDnhXdSp3ydE9pX5cqV+eqrr6hQoQJDhw6ldOnS6cvGjBnDL7/8wnvvvUefPn146623mDt3LoMGDcqwjRkzZgAwb948ateuTbNmzUhNTeWhhx5i2bJl6eW2bt2aIXnr06cPqsqyZcuIiooiOTmZQYMGMWDAANavX39MrFOnTiUpKYnXXnuN8ePHM2zYMAAGDBhAVFRU+jYBhg0bRpUqVZg717n1+caNG2ndunWOk8ctW7YwcOBAypcvf8yydevW8fHHH7Ns2TKio6OZPn06nTt3ZvPmzcTExPDBBx/wzDPPsGnTJsqXL8/DDz9Mr169WL16dY5iMAXLhBdepFXL5jRu3NjrUAqESS+9TPIZLaDW+cELVKtPcr1LeW7CRF6eNDG8wRnjx2oc816mtxzMg/Uy8wFwvpss+lyEcx68nwf7OyFTO0+lUvFKXPXmVcfUPPqSxlsb3cqdF92ZK/uLjY3liiuuYP78+Rnmf/DBB3Tq1Cn9cY8ePXjxxRczlFm5ciV16mQvea1UqVJ6srds2TIWLlzI5MmT05O+qKgoJkyYQHR0sMrho0aMGMGoUaMyrYFYs2YNbdq0SX9ct25d7rnnnmzF6a9UqVIsXryYs88++5hlVapUYdSoUenxdu/enR07dvDTTz8B8PPPP1O7du30pLNZs2ZBE2Jz8ti2bRvDRwxn4OC7vA6lwJgxaw5J9S7JtExK/Q7pPwKN8Yoljnkss1sO5sV6WXgBiAfuAXDHcXwQWKyqX+fB/k5IZEQks7vOPiZ59E8aR7Ycmav77NatGx9++CH//vtv+ryFCxdy7bXXpj8eMGAAmzdvZunSo53Yp0+fzoABA7Lc/qxZs5g/fz4NGjQAYMGCBVx44YUZajjBSdT8tx/MwIEDadmyJX379kU1eJPYmjVrMnHiRPbt25c+b+TInB+z8uXLU6xYsaDLzj777AyJdWJiYvo6AJdccgmbN29OT3CXLFnChRdemOMYTMHxyKOPE3F+Z37Z8leG2nYT2sH9e6F05cwLlapI3H+HbHQB4ylLHE8iIvKKiCwDKgMdRWSZiAz2LVfVfUAboI2IrALWAluAmzwIN1sCk8fN+zfnWdIIcMUVV1CkSBHeffddAOLi4oiPj8e/s0+FChXo3r07Eyc6l4t27NhBdHR00Mu4AHv27Elv3/jUU09lWLZ582aqVq0adL2SJUtmGe+MGTNYv349L730UtDlTz31FBs2bKB69erccMMNLFmyJEOSOWvWrAztLwOn47FkyRI6derEaaedBkCjRo146aWXaNasGWeccQbff/89CxYsOK5tm/xv27ZtvDF/PkfOv4a4869j+P0PeR1SgVCiVGk4vC/zQnEHiI4pTpEi1srMeMcSx5OIqvZT1TaqWkxVK7v/Twoo86uqdlTVZqraSFVvz+x2g/mBL3lMTUul9ou16X5O9zxJGgFiYmLo3Llz+uXqJUuW0Llz52PKDRkyhPfff58tW7YwZcqUY9o7+qtQoQLLli1j2bJlx1Xbl5nq1avz/PPPM3LkSP78889jlp977rls2rSJV199lfj4eLp27UqnTp3SO9X06dMnPbZgU07t27ePF154IUMi+8UXX3Dffffx3XffsXnzZtq2bZt+qd6cfB559HFSz+kAsaWhbmurdcymHjfeSNGNn2daJnLDUq67/vowRWRMcJY4mgJhV9wu/jr0FwAr/16ZZW/rE9GtWzc++eQTDhw4wKJFi7jmmmuOKdOoUSOaN2/O888/z8aNG2nYsGG2tt2nT58MvZJr167N9u3bTyjevn370qpVK/r37x90eVRUFDfeeCOLFy/mxx9/ZMWKFXnyRZ6UlETPnj2ZNGkSNWvWTJ8/ZcoUOnfuTPXq1QG45557eO211/j1119zPQbjrfTaxobuHUwjIq3WMZuGDhlM0Y1LYWeIfop7/yT6xw+4b9jd4Q3MmACWOJp8z9emsd/5/UgZlRKyw0xu6dSpE9HR0cyZM4fk5GTKli0btNyQIUOYPHky3bp1y9H24+PjWbduHQA33HADa9asOeZWelu2bOG6667L9janT5/O2rVrmTlzZob5t912W4bH9erVo27duun7y61L1WlpafTu3ZuBAwfSokULDh06xO7duwFITk7OcLcg3//+7UjNySFDbaOP1TpmyxlnnMEbc2YRu+QJIr+ZD4f3OwviDxGxbiGx7zzMtMkT09tHG+MVSxxNvhbYESZUh5ncVKxYMbp06cKoUaPo0qVLyHJXX30148aN4+qrr87R9nfv3s2kSU4LgpYtW3LzzTczePBgjhw5AjjtKgcPHkzr1q2zvc2qVasyYcIEli9fnmH+xo0bWbRoUYbHW7Zs4YILLgBy71L14MGDueCCC2jfvj2HDx9m5cqVfPDBB4DTOeb999/nv//+A+C1116jYsWK1K9fP9vbN/nfMbWNqUdA1Wodc+DKK69k7cqvuPmsYkTPuZ3IidcSNbM/3aqn8fWyz+jRI982R89TItJVRLaJyKyA+Ve6bflVRLa6//tPv4jI6Gzuo4GIrBSRrSGWtxGRN0XkSxFZLiLrRWSUiMSc8BMsYKyFrclVItIF6FK7du0T3lao3tO+5LH3O7256s2rQo7zeCJuuOEGFixYkCEpHDZsGB999BG//PIL06dPp0GDBtx7770AbNiwgVtvvRVwhuuZOnUqmzdvZvLkyezfvz9D7WF8fDwVK1ZMfzxlyhTGjRtHy5YtiYmJITk5mV69eoVsNzlw4MD0OCZOnJjeQ7l3794sXLgwQ9khQ4bw8ssv88ILL6CqJCcnM2fOHKpVq5aj45Gamkr79u3ZunUriYmJtGnThjlz5lCjRg0+/fTT9AHHhw8fnr6Or/Zz0KBB/P3337Ru3ZrYWOd1evfdd9P/NyeHDLWNaanw+gg4qwVcdL1T6zhvAcuWLTvuTleFRb169Zg1YzozX5lGQkICMTExhfZ2myISC8wD4oCowOWq+h7wnogoMEtVRwes3weolY39PAJcCqRmUuwV4C2gu6qqiJwJfAM0AHJ22amAk1DDeBhzIpo0aaK+y7H+Nm7cSN26dbO1jSvfuJLm1ZuH7AiTmpZK73d6c9opp/FYu8dOKF5TMOTk/DHhs23bNs6q34DEmyc7ieP3S+Dnz+DQLug5AUpVhJ8/p/HBNaxbtcLrcAsVEflWVZvk+nYrn6ncPP74N/BclyzjEpFyQCNVXerWBC5T1T5ByikwJkjiWBWIUdVMb7cjItcDC4FXgTaqWitImUXALap60G/ey8AAoHR+72Sam6zG0SPu/Z77AxcCFVW1sog0BloCU1Q12D2lC5U3rn2D4lHFQy731TweSTsSxqiMMYFemDiR1DQo/cVE0lKO8N+fG+GmZ+G3FRR5636KV6mFpqXy7W/f8u2339rdZEy2uEPIZT6gbQgisjVYAhhiP//nrpNZmWBtkhIAJfOaypOOJY4eEJEngJGA7yz1VftGAmOBK0XkClVN9CK+/CKzpNEnMiKSyIjIMERjjAllyJ13ckn79gCMfeY5VpbpSEr5mnBKFSJ//ZJhN3XmggsuICIiwtq2Gp/yIuJ/WWqaqk7zLJrj0xpYoKoJXgcSTpY4hplbJX4/TtuI14BtwCIAVV0jIrWBT4BBwASPwjTGmGyrUaMGNWrUYOXKlaxb/yMpPdxbchaJIqnNAF5+ZSb33ntvlrfRNIXK3ly+hN5HRNr4Pc7iNjwnRkRuAKoCV+TlfvIj61UdfncAE9wBuCe7jXvTqeo/wN3AzZ5EZ4wxxyElJYU+/QcR37QXRPl1fDqtCYeKV+GpcU97F5wpDGa5N71oo6ptgJ3+C0WkYUCP6+O+G4OIXAA8A3RU1Z1ZlT/ZWI1j+J1L1j2wVgKnhyEWY4zJFZNfepl/kiKhzsXHLItvcSvjnhtOn969MgwOb0xeCWzfqKrrcW65e0JE5EKcq4VXutssdKzGMfyKAf9lUaY0YNd0jDEFxqSp04mr1xGCdTAoXYm06ufy+uuvhz8wU2iJSBUROfaXzPFvrwUwB+jqSxpF5HoRKVQVPZY4ht8WIKtbgnQBfg9DLMYYkyseGH43xX94FzTt2IX7tlHk7/9xyy23hD8wU5idDdyaGxsSkbY4/RFGA7Ei0kREmgC9gBq5sY+CwhLH8Ps/YKqIjBaRKv4LRKSIiPQFngbmexKdMcYch969e1O7Yinkp08zLlCl+IpXePSRh6lcOU/7K5iTkIi8IiLLcDq7dHTbJw52l10tIqvdov1EZLX/BLyUzX0MdvfREajs7uOVgGLzgQrAG8Bav6nzCT7FAscSx/B7Bqc2cRTwt4jsAhCRP4B4YBqwCTiBkVVPLqrKl19+yYDbBnD1DVczdNhQfvrpp1zdx86dO2ncuDEiQtOmTTPcO/ree++lTJkyXHrppVSuXJkyZcoQFxd3zDZmz56NiHDRRRexatUq5s6dS506dYiOjs5w/+emTZvSp0+f9PVSU1MZO3YszZs3T1/er18/1qxZEzTWgQMHUrlyZZo2bUpa2tHanWnTplGnTh3q1KmTfieX/fv307NnT1q0aEG7du1o2bIlo0ePzvHxWbx4MR06dKBdu3acf/75TJw4McPyjh07ZniOnTtn/Cz9559/6NatGy1btuScc86hd+/eOY7B5G8RERHMmj6FYt+8Dgl+9yH/bQWVIhMZcudg74IzBZaq9nM7vBRT1cru/5PcZYtUtamqiqpWc//3n+oFGzA8yD4mudut7O6njar2CyhT0d1PsGlZ3jz7fEpVbQrzBJwCzAWOAGl+0xFgNs4o9J7HeSJT48aNNZgNGzYEnR/KH3/8oWefc7aWOLWEyqWidEUjW0dqTJkYbd+xvR46dChH28tMXFycxsbG6htvvJFhfnx8vHbp0kVVVXv37q0xMTH68ssvH7N+q1atFNDff/89fd7MmTO1atWqxzyn3r17pz+++eabtUePHpqUlKSqqklJSXrLLbfoeeedFzLW3r17a2RkpD777LMZ5s+cOVNnzpyZ/rhPnz46YsSI9McbNmzQChUqhNxuKGeccYZ+9913qqq6Y8cOLVu2rL7zzjsZ4gnlyJEjetFFF+m6detU1TmeXbt2zXEMqjk/f0z49R90mxZr3EkZtli58y2NLVtJly9f7nVYhRawTvPie6xSbec1Pt4pj+KyKe8nq3H0gKoeVNWeQBWcMaBudv9WVtXeqnoo0w3kYyLSRUSm+dfYHa+9e/fStFVTfq/2O4f7H0ZbKDSE1LapJAxOYMW+FVzS6RJSUlJOPHAgNjaWK664gvnzM7YS+OCDD+jUqVP64x49evDiiy9mKLNy5Urq1KmTrf1UqlSJYcOGAbBs2TIWLlzI5MmTiYpybsUaFRXFhAkTshzzbsSIEYwaNYpNm0LfTWvNmjUZ7g1ct25d7rnnnmzF6e+OO+6gUaNGAFSuXJm2bdvyySefZGvdd999l5o1a6bfLSQmJoZFixblOAZTMDw99kmit66Fnb8RtfYtOnVoT6tWrbwOyxiTSyxxDDMRKeX7X1X3quqHqvq6+3efl7HlBlVdrKoDSpcufcLbem78cxyscpC0pmlH77HjEwlJlyexccdG3nvvvaDrH49u3brx4Ycf8u+/Ry+1LVy4kGuvvTb98YABA9i8eTNLlx69E9b06dMZMGBAltufNWsW8+fPp0GDBgAsWLCACy+8kMDjVapUqQzbD2bgwIG0bNmSvn37OjUAQdSsWZOJEyeyb9/RU2vkyJwPX3b33XdneJyYmEiFChXSH8fFxdGjRw9atWpF165d+eGHH9KXffbZZ1SsWJFevXrRokULbrzxRv7+++8cx2AKhlNOOYXxz4yj2NKJFNnwGS+Of87rkIwxucgSx/A74HUABUFaWhpTpk0h6YJMbtkdAYcbHubZic/m2n6vuOIKihQpwrvvvgs4CVF8fHyGJKlChQp07949vZ3fjh07iI6Opnz58kG3uWfPnvS2f0899VSGZZs3b6Zq1apB1ytZsmSW8c6YMYP169fz0kvB24A/9dRTbNiwgerVq3PDDTewZMmSDEnmrFmzMrRNDJyC+ffff1m7dm2GHrJnnHEGY8aM4auvvqJv3760bNmSHTt2ALB161ZeeeUVhgwZwtdff80555zDZZddlqF9pjm59O7dm4Zn1eKpJx6zDjHGnGRsAPDwExFpxbF1aIGSgb/UuZNMoXPw4EHiE+KhYhYFa8CvK3/Ntf3GxMTQuXNn5s+fT8+ePVmyZMkxHT0AhgwZQpMmTdiyZQuzZ89m0KBBIbdZoUIFli1bBjiJWm6qXr06zz//PEOHDg0a57nnnsumTZt4++23mTdvHl27duXSSy/l/fffJyIigj59+mToqJMd9913Hw8//HCGgZz9E+IuXbpQr1495syZw3333UdSUhLNmzenSRPn7mLDhg1j9OjRrF69mubNmx/fEzf5WkREBCu//AIJNqajMaZAsxpHbywDvshi+hrYJiLfiMj5HsXpmSJFipCWkuZ0GcpMilM2N3Xr1o1PPvmEAwcOsGjRIq655ppjyjRq1IjmzZvz/PPPs3HjRho2bJitbQcmarVr12b79u0nFG/fvn1p1aoV/fv3D7o8KiqKG2+8kcWLF/Pjjz+yYsWK9EQ2p6ZNm0bRokW54447Mi1Xo0YN/vzzTwDKlClDpUqV0pfFxMRQtmxZu1x9krOk0ZiTkyWO4TcHZzgeAb7HGVB0jvv3e7fMauB1YDlQH/hCRM4If6jeKVWqFKefebozMFEmIn+J5JL2l+Tqvjt16kR0dDRz5swhOTmZsmXLBi03ZMgQJk+eTLduWd1BMqP4+HjWrVsHwA033MCaNWsI7Ey0ZcsWrrsuq3Hij5o+fTpr165l5syZGebfdtttGR7Xq1ePunXrpu8vJ5eqFy1axBdffMELL7wAwO+/O2PU7969+5ia1F27dnHqqacC0LBhQ3bv3p2+LCUlhYMHD6YvN8YYU3BY4hh+r+KM13iuqjZR1etU9Rb3bxOce1krME5V2wK1gY3A/d6F7I2R94yk+OriEKrT9GGI/i6aYUOG5ep+ixUrRpcuXRg1ahRdunQJWe7qq69m3LhxXH311Tna/u7du5k0aRIALVu25Oabb2bw4MEcOXIEcNpVDh48mNatW2d7m1WrVmXChAksX748w/yNGzdm6MG8ceNGtmzZwgUXXAA4NaDLli0LOfksX76ciRMnMmnSJOLi4jh8+DCPP/444CTCzz33XPrYlmvXrmXt2rXccMMNAPTs2ZO1a9fy22+/ATBnzhxOP/10LrroopwcNmOMMfmAtXEMv4eAAaoadARrVf1ZRO4GxgJdVHWniAwH5oUzyPygV69evLXoLZYvWE78JfHg63uiwN8Q+2Esd91+F+efn/tX8m+44QYWLFiQISkcNmwYH330Eb/88gvTp0+nQYMG3HvvvQBs2LCBW2917mzVo0cPpk6dyubNm5k8eTL79+/PUHsYHx9PxYpHG29OmTKFcePG0bJlS2JiYkhOTqZXr14h200OHDgwPY6JEydy4YUXAk6HhIULF2YoO2TIEF5++WVeeOEFVJXk5GTmzJlDtWrVcnQ8unfvzj///JOhA5Avsa1cuXJ628kiRYqQnJzMokWLOPPMMwGnZ/cbb7zBjTfeSGxsLMWLF2fx4sUULVo0RzEYY4zxnoQaxsPkDRHZD1RU1ZCDD4pIEWCXqpZzH5cA9qpqsTCFecKaNGmivsux/jZu3EjdunWzvZ2UlBRGjR7F5JcmI+UELaGwH2I1ljEPjWHggIG5GbbJ53J6/hhT2InIt+7VrNzdbuUzlZtP4AZnz3XJk7hM3rMax/CLBs4AMusKfCbgnyRGAIfzMqj8qkiRIox9fCyPPPQIy5cv59ChQ1SpUoXmzZsTEWEtLYwxxphwssQx/H4ApojI1ap6MHChiJQBXnbL+bQDdoYnvPypWLFidOjQweswjDHGmELNEsfwewp4B9gqIh/hdHyJA0oAdYHLgJJAVwAR6Q08A7ztQazGGGOMMekscQwzVX1PRG4DxgPdcLp6+AiQCNymqovdeY1wxnScE9ZAjTHGGGMCWOLoAVWdKiJLgJ5AY+AU4CCwDnhNVbf7lR3qQYjGGGOMMcewxNEjbnL4VJYFCxgR6QJ0qV27ttehGGOMMSaXWbfUfEpEXvU6huOhqotVdUDp0qW9DsUYY4wxucwSx/yrt9cBGGOMMcb4s8TRAyJSSUSeFZE1IrJJRLYETl7HmB/9999/PP744+TFoPU7d+6kcePGiAhNmzbNcO/oe++9lzJlynDppZdSuXJlypQpk357PX+zZ89GRLjoootYtWoVc+fOpU6dOkRHR2e4/3PTpk3p06dP+nqpqamMHTuW5s2bpy/v168fa9asCRrrwIEDqVy5Mk2bNiUtLS19/rRp06hTpw516tTh5ZdfBmD//v307NmTFi1a0K5dO1q2bMno0aNzfHxmzZpFw4YNMzyPFStWZCjz0UcfUalSpQy3KgT43//+R7du3Wjfvj0XXHABt99+O/Hx8TmOwZjCRFVZtGhRhve4MfmBtXEMMxGpgtMJpkoWRe2WPgHGvzCeR0Y9QqNGjbjiiitydduVK1fmq6++okKFCgwdOhT/S+1jxozhl19+4b333qNPnz689dZbzJ0795hbAs6YMQOAefPmUbt2bZo1a0ZqaioPPfRQhmRq69atGZK3Pn36oKosW7aMqKgokpOTGTRoEAMGDGD9+vXHxDp16lSSkpJ47bXXGD9+PMOGOffqHjBgAFFRUenbBOc2iVWqVGHu3LmAc+eV1q1bH1fyOGHCBNq0aRN02aRJk/jll18oUuTYj5TnnnuOli1bMmTIEI4cOUKHDh148MEHGT/+BO46YcxJbunSpVxzzTUsWLCAa6+91utwjElnNY7h9zBwADgfJ3FXVY1Q1QggFugE/Am09y7E/Offf//lmeefgbYw/IHheVLrGBsbyxVXXMH8+fMzzP/ggw/o1KlT+uMePXrw4osvZiizcuVK6tSpk639VKpUKT3ZW7ZsGQsXLmTy5MnpSV9UVBQTJkwgOjo60+2MGDGCUaNGsWnTppBl1qxZkyHZq1u3Lvfcc0+24syJrl27MmnSpKD3n27dujW9ezstL4oWLcq1117LJ598kusxGHOyUFWG3/8Q1GvLiAdGWa2jyVcscQy/jsBgVV2vqhk+DVQ1UVU/AgYC93kSXT41YeIE0k5Lg1awbf82PvjggzzZT7du3fjwww/5999/0+ctXLgwwy/+AQMGsHnzZpYuXZo+b/r06QwYMCDL7c+aNYv58+fToEEDABYsWMCFF15IYGeiUqVKZdh+MAMHDqRly5b07ds3ZCJds2ZNJk6cyL59+9LnjRw5Mss4g5k6dSqtW7emTZs2vPTSSxmWVatWLeR6t9xyS4bnl5iYSIUKFY4rBmMKg6VLl7J5+y647C72JDqXrI3JLyxxDL8qwFr/GSIS+DqsAC4MW0T5nK+2Mb5ZPERAXLO4PKt1vOKKKyhSpAjvvvsuAHFxccTHx2dIdCpUqED37t2ZOHEiADt27CA6Opry5csH3eaePXvS2wU+9VTGEZg2b95M1apVg65XsmTJLOOdMWMG69evPyaR83nqqafYsGED1atX54YbbmDJkiUZjtusWbMytFsMnHwqVapEhw4dWLZsGW+99RaTJk06ptY1u5YsWcIdd9xxXOsac7Lz1TbGnX89RERyuHE3q3U0+YoljuF3EPC/nrcLOC2gTFUgJlwB5XfptY2+3K1u3tU6xsTE0Llz5/TL1UuWLKFz587HlBsyZAjvv/8+W7ZsYcqUKce0d/RXoUIFli1bxrJly467ti+U6tWr8/zzzzNy5Ej+/PPPY5afe+65bNq0iVdffZX4+Hi6du1Kp06d0r+E+vTpkx5bsMnn8ssv55ZbbkFEqFixInfeeWfIZDUz8+fPp0KFClx//fXH/ZyNOZml1zae3dKZcVoTq3U0+YoljuG3BbjO7/Fm4BERiQQQkWI496beGv7Q8p8MtY0+eVzr2K1bNz755BMOHDjAokWLuOaaa44p06hRI5o3b87zzz/Pxo0badiwYba23adPnww9qmvXrs327dtDr5ANffv2pVWrVvTv3z/o8qioKG688UYWL17Mjz/+yIoVK47p+ZxTNWrUCJqoZua7777jlVdeYdasWSe0b2NOVoG1jQCIWK2jyVcscQy/j4EXReRB9/EM4GZgu4isBv4GugDzQ6xfqBxT2+iTh7WOnTp1Ijo6mjlz5pCcnEzZsmWDlhsyZAiTJ0+mW7duOdp+fHw869atA+CGG25gzZo1GYb/AdiyZQvXXXddsNWDmj59OmvXrmXmzJkZ5t92220ZHterV4+6deum7y+7l6qffvrpDNvZtWsXp556arbj27RpE0OHDuXNN9+kePHi/P7779le15jC4pjaRh+rdTT5iCWO4TcHeAHw9b6YCywGKuK0aywLfAU8HXTtQiRobaNPHtY6FitWjC5dujBq1Ci6dOkSstzVV1/NuHHjuPrqq3O0/d27dzNp0iQAWrZsyc0338zgwYM5cuQI4LSrHDx4MK1bt872NqtWrcqECRNYvnx5hvkbN27M8GWzceNGtmzZwgUXXABk/1L1hx9+yJdffgk4ie/UqVPp2bNntmLbuXMnN910Ey+99BLR0dEcPnyYMWPGZPu5GVMYBK1t9LFaR5OP2DiOYaaqfwAj/R6nAleJyEXA6cBWVV3lVXz5ScjaRp+6sG2VU+uY2+M63nDDDSxYsCBDUjhs2DA++ugjfvnlF6ZPn06DBg249957AdiwYQO33nor4AzXM3XqVDZv3szkyZPZv39/htrD+Ph4KlasmP54ypQpjBs3jpYtWxITE0NycjK9evUK2W5y4MCB6XFMnDiRCy90+lH17t2bhQsXZig7ZMgQXn75ZV544QVUleTkZObMmZNpL+hghg0bxqOPPkpaWhqHDx+mffv23H///enL33//fZ555hl27tzJ0KFDad68eXobyGHDhrF27dr0nuQ+r732Wo5iMOZkll7beHHL4AVOa8Keb99i0aJFNq6j8ZTkRRsxE5rfPai/UdWpngaTh5o0aaK+y7H+Nm7cSN26dbNcPyUlhTLly5BSPoUip4T+fZP8TzINajZg3apj92VOPtk9f4wpaBpd1Jz1uxKh+jmhC/3zK6cXPczmX37O9nZF5FtVbZILIWbcbuUzlZtPYBD/57rkSVwm71mNY/j1AX4GPvU4jnwtMjKS12a/FvTWfoFyWntmjDH5za03d+fv7f9kUaoq5coFb3NtTLhY4hh+KUBHVT2xrrQnORHhqquu8joMY4wJizvvvNPrEIzJFuscE35bgSNZFRKRi/M+lNwnIl1EZFpgL2FjjDHGFHyWOIbfLKBvNsp9kcdx5AlVXayqAwJvoWeMMcaYgs8uVYfffGCiiMwE3gD+AgLHmxF3MsYYY4zJNyxxDL/fAV9X9l6ZlLPu7sYYY4zJVyxx9MbyLJYL0CocgRQke/bs4dHHHmX88+MpUsROXWOMMSbc7NvXA6raNqsyImK3BwgwdPhQ3nzjTWqfWZu77rzL63CMMcaYQsc6x4Rfdgf9tnuy+Vm9ejWLliwirVcaDz78ILt3787V7e/cuZPGjRsjIjRt2jTDvaPvvfdeypQpw6WXXkrlypUpU6ZM0PElZ8+ejYhw0UUXsWrVKubOnUudOnWIjo7OcP/npk2b0qdPn/T1UlNTGTt2LM2bN09f3q9fP9asWRM01oEDB1K5cmWaNm2a4fZj06ZNo06dOtSpU4eXX34ZgP3799OzZ09atGhBu3btaNmyJaNHjz7uY9ShQ4cMsfvs37+fK6+8kpYtW9K0aVO+++679GUrVqygc+fOtG/fnsaNG/Pggw8GvW3a77//TtGiRTPc6tCYwuzvv//2OgRjjmGJY5ip6m3ZLGeJoys1NZXe/XuT0CYBqsORBkcYcs+QXN1H5cqV+eqrr4iNjWXo0KH49wofM2YMrVq14tNPP6Vjx44kJSUxd+7cY7YxY8YMAObNm0ezZs3o2bMnI0eOpEKFChnu//zmm29mWK9Pnz78/PPP6cuXL19OWloaAwYMCBrr1KlT6dixI+vWrWP8+KN3bhgwYAAjR45k5MiR3Habc5oNGzaMKlWq8PXXX/P5558zffr09FsB5sSWLVvo2bMn5cqVC7r89ttvp1GjRqxYsYKxY8dy1VVXkZSUBMBDDz3EgAED+Oyzz/jyyy9ZuHAhL7744jHbePjhh4mKispxbMacjFavXk2NGjX47LPPvA7FmAwscfSQiLQUkXtEZJz7uJKIVMxqvcJmypQpbE/aDu6tjpNbJrP4w8WsXLkyV/cTGxvLFVdcwfz58zPM/+CDD+jUqVP64x49ehyT+KxcuZI6depkaz+VKlVi2LBhACxbtoyFCxcyefLk9KQpKiqKCRMmEB0dnel2RowYwahRo9i0aVPIMmvWrKFNmzbpj+vWrcs999yTrTj9lSpVisWLF3P22Wcfs2z//v383//9H337OqNMtW3blqioKJYsWQJA165d6dKlCwAlSpSgc+fOfPLJJxm2sXbtWkqUKEGFCqFuTG5M4ZGamkqf/oPQOq25ZcBtJCcnex2SMekscfSAiDQWkZ+AL4FngOHuoobAVhEZ5FVs+c2ePXsYOWokcZfEHR2gKBri28bTp38fUlJScnV/3bp148MPP+Tff/9Nn7dw4UKuvfba9McDBgxg8+bNLF26NH3e9OnTQ9YQ+ps1axbz58+nQQMnC16wYAEXXnghgeNelipVKsP2gxk4cCAtW7akb9++hLrnfM2aNZk4cSL79u1Lnzdy5Mgs4wxUvnx5ihUrFnTZd999R3R0NDVq1EifV69ePXz3Kh86dCgiR0eXSkxMPCZBfOSRR3jkkUdyHJcxJ6OpU6fxd7zC5fewr2gZnhs/weuQjElniWOYiUht4DOgLvAd8K7f4uXAQ8B4EWnnQXj5ztARQ0mulwyVAhacA/8c+YfJL0/O1f1dccUVFClShHffdV6WuLg44uPjMyQ6FSpUoHv37kycOBGAHTt2EB0dTfny5YNuc8+ePentG5966qkMyzZv3kzVqlWDrleyZMks450xYwbr168Pefn5qaeeYsOGDVSvXp0bbriBJUuWZEgyZ82alaH9ZeCUHbt27Tom8T3llFOCtkNNTU3l448/Tr+UDvDhhx9Sv359u+e4McDevXu578FRxLXsByLEt+jL408+Ze0dTb5hvarD7yHgD6C7qv4CICKpAKqaADzv1s7cDXzuVZD5wc8//8zb77xN8m1BLtMIxF0axwMPPUD/vv2JjY3NlX3GxMTQuXNn5s+fT8+ePVmyZAmdO3c+ptyQIUNo0qQJW7ZsYfbs2QwaFLqS2NfGEZxELTdVr16d559/nqFDhwaN89xzz2XTpk28/fbbzJs3j65du3LppZfy/vvvExERQZ8+fYJ2dskp/xpFn2C1oM8++yxdu3bloosuAiAtLY1x48bx9ttvn3AMxpwMhg6/lyNnXQwVTnNmlDmV5HM6ctudQ1m8aIG3wRmD1Th6oR3Q15c0hjAP57J1oVa+fHkiJRL+C1FgL1SqXCnXO1R069aNTz75hAMHDrBo0SKuueaaY8o0atSI5s2b8//t3XucVHX9x/HXm+Wi0IUEgdA0FS01UhPsl6FoghpICooYEuIF7ZeKJkVX7/0q0hRUvGFCeMvCC6JF5R0vqKRmJSqBGCI3QU0FXC6f3x/f7yyzh5nd2d2ZM7Ps5/l4zOMw53zPOZ9zdnb5zPd8L1dccQXz5s1j3333LejYyUStR48eLFmypEnxnnrqqRx00EGMHj065/a2bdtywgknMHPmTF566SWeeOKJovZc7tKlC8m5yd999126dKndXPePf/wjc+fOrVXrevvtt3PEEUew3XbbFS0e55qrOXPmcPeMmXx0wLBa6zf0GsLDTzztHWVcRfDEMX1dgJfqKfMh0OJ7CXTt2pVLL7qUDg922HIenWpo/1B7pk6eWvTBwAcMGEC7du2YNm0a1dXVeZOaMWPGMGnSJI4//vgGHX/NmjU17f+GDRvGs88+u0XitXDhQo477riCjzl58mSee+45pkyZUmt99iNhCG0P99xzz5rzFeNR9Ze+9CXWrVvH4sWLa9a9/PLL9O7du+b9nDlzmDhxIrfccgtVVVXMnz8fgNmzZ3P//ffXnG/ZsmWce+65HH300QVfu3Nbg0yHmLUHjoR2HWpvbLMNa756sneUcRXBE8f0vQPsVU+Z/YCVKcRS8c4+82y6qRv8q/b6Nk+24YjDjuDggw8u+jm32WYbBg0axPnnn1/TGziXwYMHM378eAYPHtyg469YsYJrrrkGgD59+jBixAjOOuss1q9fD4R2lWeddRZ9+/Yt+Jg77LADEyZM4PHHa09KNG/ePO65555a7xcuXFiT1I0aNarWUEHJVyE6derE0KFDufnmmwF47LHHqK6uZuDAgTXnPOecc7jpppvYsGEDH3zwAZdccgkQhhZ68skna87XrVs3JkyYUNPG1LmWYvny5Sx47VXYpXfuAjvvy7KlS1m0aFGqcTmX5G0c0/coMEXS8Wa2ILlRUkfgSkIHmhavdevWTLlxCkcOPpI1u6+BdsDb0ObFNkyaV9yOMdmGDRvG9OnTayWFY8eOZdasWbzyyitMnjyZnj17Mm7cOCDUsJ1yyilAGK7nhhtuYMGCBUyaNInVq1fXqj1cs2ZNrce4119/PePHj6dPnz5su+22VFdXM3LkyLztJs8444yaOK666ioOOOAAAE466STuuuuuWmXHjBnDddddx8SJEzEzqqurmTZtWoM7omzcuJHDDjuMRYsWsW7dOg455BCmTZtW05P62muvZdSoUfTp04eNGzcyY8aMml7YmcHMs3td77zzzrWO/+yzzzJu3LiaGschQ4ZwwQUXNChG55qz7t27M/zEE7nz2Tv46OAtm520mTudAQMHsMcee5QhOuc2U75hPFxpSNobeA5oQ+j88iJhOJ5LgF2AYwgJ/f5m9mp5omy6Xr16WeZxbLZ58+ax5557Nvh4xw8/nhlLZlB9aDUd7uzARaddxPfGfq/+Hd1WpbGfH+eag1WrVrHL7p/j/aMugC67bt6wegnt7/oR8+f9k+7duzfomJL+Zma9ihwq6ra7MeLK+gvm8+tBJYnLlZ4/qk6Zmf0LGEpox9ifkDQKuAAYCWwCjm3OSWMpXH3l1bR5qQ08Dttv2p5zxvhc1c65rUunTp247Bc/p8PsyWBxWk4zOjxxExf+9McNThqdKwVPHMvAzB4AdgXGAtOBB+PyPGA3M/tzGcOrSJmOMjwCU2+cSps2bcodknPOFd3o0aex8yfbwsuPhBX/fprO9j7fPde/LLvK4G0cUyZpJzP7j5mtJrRl3KpIGgQM6tGjR9GPffaZZ9Nz754N6jTinHPNSatWrZg6+Xr6Hj6AtTvtS/snpzB1+h3+ZdlVDK9xTN/r5Q6glMxsppmdnpxJJFGmUcdu3bo1/fr1a2xorpnz9tiupejduzdDBx9N1R1j6X/owQUPjeVcGjxxTJ8k3S2pf7kDKYeqqqqaYWeca4j169cXfcxO5yrVFZeN54B99uLaiVvdgynXzHniWB5vAL+TtEDSDyR1qXePrUTHjh1Zvnw5mzZtKncorhnZtGlTzjmxndtaderUiadmP+4dYlzF8a/vZWBm35X0Q2AYcDpwsaT7gOvM7JHyRldanTt35s033+TVV73TuGuYDh060Llz53KH4ZxzLZonjikzs1Zx+REwDZgm6QvAGcDdklYCNwBTzWxV+SItjVatWtUaCNo555xzzYc/qq4AZvZPMzsb+DJQDfwKWFz3Xs4555xz6fLEMWWSDk68l6RBkmYSZmTeCzDC1ITOOeeccxXDH1Wn7xGgStJngNOAU4DuhNljlgI3AzeZ2RvlC9E555xzbkueOKZPkh4ADgeqCFMM/hm4EZhpZhvLGZxzzjnnXD7yQXXTJSkzDk2dtYuSRprZtFSDK6LYyacptaadgbeLFE5L5Pev6fweNp3fw6Zr6j3c2cy2L1YwGZJmEWJrrLfN7MhixePS44ljymLiOBi4v67aRUkbzawqvcgqi6S5Ztar3HE0V37/ms7vYdP5PWw6v4eu0njnmPQ9ZmYz8iWNkr4m6Y60g3LOOeecq4+3cUyZmR2aXCepK3AycCqwK6GjjFcFO+ecc66ieOJYJpIEfJ3Qs3og4WehuPlRoG95IqsYN5Y7gGbO71/T+T1sOr+HTef30FUUb+OYsjgMz6mEYXh2yKwm1DBOAa4ys5ckbcrMMuOcc845Vwk8cUyBpCrgG8BooD+hbWmmdvF5NieMVVn79DWzx9KO1TnnnHMuH08cS0zSL4GTgC5sThZXArcS5qP+RyzXontRO+ecc67y+aPQ0htHSBrXA/cShuLZwczGZpJGF0j6jqQXJD0u6WlJv5e0a7njqnSSjpG0WNLUPNsHSHo23tcXJJ2bboSVLd/9k9Ra0khJf5X0kKQnJT0j6cQyhVqx6vsMZpX7sqQN9ZVriQr4Pd5R0m8lPSbpKUnzJU1KOUznvHNMCq4BhhPu9VLgLTPbUN6QKo+kEYR7daCZzYmdh64B/iJpTzNbX94IK4+k9sBtwIdA2zxlDgLuAfqZ2WxJ3YDnJcnMrkwv2spTwP3rRmhGcpSZ/SnucxzwB0mfNLNrUwu2QhXyGUyUvQlYl0JozUaBv8efBp4EzjWze+K6wcDVwJkpheoc4DWOJWdmYwhzUZ8B7A7MkfRPSedJ6lLe6CrKAcAqM5sDYKENxZ+A3YC9yhlYBdsWmGRmI4C1ecr8DHjUzGYDmNky4HrgIknbphNmxarv/lUDf8gkjQBmNh14BRiVSoSVr5DPYMZlhATJZ5KprZB7eCnwXCZpjO4lNINyLlWeOKbAzKrN7E4zO5yQCN0FjAHelDRD0pDkPpJ2SjvOMpsOfDx+i0bSNsC3gI2ENqEuwcxWmdmD+bZL+gRwEPBUYtNTQGZbi1Xf/TOzFWZ2Qo5NawF/akD99zBDUn9gX0Ly6LIU8HtcBQwD/prYz8zsoVLH51ySJ44pM7NFZnYhsAuhp/VHwO2EoR0vldQ9Fn29XDGWg5k9DhwJXC7p38ByYABwppm9Vdbgmq/dCB2ykvdvSVzukW44zZ+kTsDeQLOdRz5tkjoSmp2MqmuaVZdXD+BjgEmaLOmJ+PqFpI+XOzjX8njiWCbx2+IsMzueMJ7jWOAYYJGk6WUNrgwkHQrMBC4ysx6Ex/s/IjwWdI3zsbj8KLH+o8R2V7ifEdqa+aDMhZtEGG5sfrkDaaY6xeXlwC1m1ofQybIf8JAk76vgUuWJYwWIjyquNLOehMeHq8sdUxlcDvzTzG4BMLMPgVmEP4y9yxpZ8/VBXLZLrG+X2O4KIOnbwJeBIWa2qdzxNAexM1EXoMV3JGqCTC3t/fHJDGa2ErgI6E14UuNcajxxrDBm9oyZnc7mMR9bis8DCxLrFhI+o7nambn6LSDMSNQ9sT7z/rV0w2m+JJ1B6BBzmJm9W95ompUhQEfgEUmPSnqU0Fv9yPh+Qhljay7+E5dvJNZn/l56kxOXKq/irly7lDuAlC0md4IjwjAVroHM7L+SngC+kth0IPBfYHb6UTU/ksYAxwH9zez9uO4HZja+vJFVPjMbnlwnaRGhp/+o1ANqhsxsqaSXgR0TmzJ/L5emHJJr4bzGsUKZWfLb5dZuEtBX0iEAkloRHsWsA/5Qtqiav58Ch0j6KoCkrsC3gYvNrL7hU1o8SeOAcwj38XOSeknqFdc5l5bzgcGS9gKQ1I4wucR8wrA8zqXGpxx0FSEO+H0aYbzLdUB7YBVwSWYMQrclSTcRel3+D/AuoTPRdDO7JqvMADYn4R8HprX0wb8z6rp/8T/pf+Xb18xaWnOSnAr5DMZyFwN9E+WuMLP70oy3EhX4ezwM+D5hfNEq4AXg/Nje0bnUeOLonHPOOecK4o+qnXPOOedcQTxxdM4555xzBfHE0TnnnHPOFcQTR+ecc845VxBPHJ1zzjnnXEE8cXTOOeeccwXxxNG5EpM0TpJJOrncsdRF0smSlknaGKeGS/Pc7eO534v36r34fpmkNZJelzRF0g5pxpVPWvdK0hclrZJ0aqnOUUAMn038bN6W1L6efY6IZavjvt8rQhwz4rEsLrfPUebAuO0DSWvjv7eYvcY513ieODpXeifG5YiyRlEPM5tiZt0I0z+mfe418dyZGVnOMbNucd3HCQMfDweek7Rd2vElFfNeSRoVk6FDcmxuD3wC+FRTz9NYZrYo8bPpBNSXyI6Ly6fiz/HyIsRxdIwDoCvwmxxlnoplLgfujOe+vannds5t5omjcyUk6QuEOWWXEqb+S87H7ephZhvNbDpwO/Bp4KQyh5QaM5sDdCxG4lUkrxJmLjlPUlWuApL2BzqXOI5FwCBJ3y7xeZxzCZ44OldaI4DfA78j/L75Y7PGeyEuP1fWKFJmZh+WO4YsywgJ/GeB4/OUGQf8usRxnAa8D/xaUov6PDhXbp44Olcicf7tbwK3xRckHldL6hfbYVVLWiSpp6RHYzuyBZK+m+fYwyW9LOldSfMlnS/pkvjIc6WkyZL2yT52jnMW3D5P0r7xmPMlLY/n+L2kXRPlJsdtJukiSadL+kdsp5jvcWyhMn+v3s4R33BJcyWtjq+/SDooUaZK0g8kzZO0VNJ/JP0p2X5QUtt4P1+L17pE0m8KqS2W9PPs689aPznGZZJGZa2fBUyMb+/Oatd5qKSz6vo5Sdpf0v0xxhXx+ocnyszKOu8pki6U9O/4ufmzpF3qu6YcLgeM0HwgGdOuwJeBOxpx3IZYAHyH8Cj/NkltSnw+51zkiaNzpXMwsDG2u/ob4THfPpL2zhQwswdjm6yngI8BFwBDgS7ATcAVkgZnH1TSiYRE9IFY7otAB+CMWKS3mY02s79nHbtG1jkb0j5vBPAVoL+ZdY3n7AzMltQx69ijgd7x7bGEx/S9gF2Adxpwvlz2AzYBd2WvlPRD4BbgamB7YEfgNeBhSYdnFT0fOBs42sw+DewJLCHc58yxWgH3AGcBw+O17g98HnhGUjfqYGY/ZvP1Z68fDQzJsf5INrcdHJJp12lmj5jZNfl+TjEBfxJ4g1D71xW4CrhF0k8Sx8+cd0y8L3sAPYHdgXvrup481/gvYBawn6T+ic1jgUlmtj7f/pKyE+T6Xnk71ZjZrcCthJ/PJQ29Dudc43ji6FzpnEh4rJeRs9YxSyfg/8xspZltAq4ANgDHZApIag1cBqwEfmRm1Wa2FvgR8F5xw69lMfBjM1sEYGZLCTU+3cl/PVVmdpGZfWRmy4H/Bf7d0BNL2lbSSEJCNtTMXsja9lngZ8DvzOy3sT3kGuC7wHJC7VjG0cAzZvZavIYPCbVmr2aVGQ4MAC4zs7mx3DJCcrcj8MuGxl9sMbm9EfgQOM/M1lowDfgTcLGk3XLsusjM7jCzTWa2mPB5/GITah1hcycYJHUmfFm4sa4dzSw7Qa7vVV/bzu8Qah/HSTq4EdfhnGsgTxydKwFJbYHjCDUiGZnEcbgk5dhtrZm9mHljZh8REsTsR6T7EzqIPGRmG7LKGvBYcaLfkplNNLP7Eqtfi8u9k+WjxxPHuNPM3izwlBNjjdMqQoJ0DfArM7s7Ue5YoAr4S+Jc64G/Az2zHjGvAAZIGi1p21juHTP7fNauw+Ly/sTx5hI6OA1Rnk4hKdqPUFv41/gZyXYf4X4cm2O/pxLvMzWZDe6wZWYPA88D/STtF1efDdxqZqX8ApOM431Cc5CNhNrWT6Z1budaKk8cnSuNgcDrZvZKZoWZLQSeBnYCDsqxzxZt9wg9WLPbb2Vqh5blKJtrXVFI+mRsH/dC5jEi8FbcvG2e3VY04ZSZ4Xg6AX0JicHNkg5MlOsRl1cmH3MCBxKSzszYj+cACwk1YitiG82vJ5L4zPGW5ojpLcLQQF2bcF3FUF+M2WWyJT9f1XHZ2PaBNbWOCuM6ng5MaOSxGs3MniM0Q9gJuC7t8zvX0rQudwDObaVOBHaPCUy2TJI1gkSNHKH9XpoK+uIYE6u/EnozHws8mqntlGR17FqU6zGz2ZLGERK+C4AjcxQ7xczurec4rygMj9QfOIHQlnQocK+kIbHWtpTK/UW92J+vPwC/INzDtwi14PXWKEu6m5DUF+LyAociuozwc/2mpD8WeGznXCOU+w+Zc1ud+LjscGCXZJstQkeGauA4Se0acfjX4zJXJ418HTc2kPtL4hYzb+SxD6F94W2xY82G+nYogZsJ7SOPkPTFrPWZx+VbzCgTa0n7xXahSKqKbQH/YmanENos3kdoQ/q1uNv8uMz1+LY7YQiY5fXEmrk/yXvepZ79ClVfjNllSiZ+DiYSHo2fR+32pHXtV8w2jpljbgK+RahVnUT4PXPOlYAnjs4V33HAY2a2KrnBzN4B/kyYCWRAI479N8IjysMyCRHU1Arm6xywBOgS211myu8HbFPgOTPt6GrVyEnaqdCgm8rMNhI6wQBk97S9m5CobdFjmdDL/MqsRHeBpJoez7Et3uT4tmNc/j4uB2YfSFIvQtvSu2IsdVkRY/pMYv1X8pTPjNOYSXC/oboHtn6RkBj2y/Hl4xuEx/rJtqClMhl4F3gwu31uOcQOWycTZtoZWc5YnNuaeeLoXPEle1MnZca4a/AUhDEJ+j6htvDnktpI2oaQVOV7FDmT0I7tXEmtFOb4/SGwRWKbx2vAS8AISV8FkPQpQoeVNN1G6EF7gqQdAczsDUKP8q9JOjfeD0kaCPwE+EHiGBfH68/UDJ9M6ID0cNx+O6Fn8vdjskgcgmcC8GY8V53MrJrw5eCozNBLkg4jxzA90by43Cv2mD6bOgY5j7VrowlDMF0haZt4zSOBrwMXmtmC+uIsBjP7gDAs0xFpnK8+ZnY/YVimXJ3PnHPFYGb+8pe/ivAi1EgtIyRwK4HxOcqMj9uMUCv1TnxVE2qKlgH9gEPjvzfGbcuAvbOOMxx4Oe47DzgTuDged6cc5x1L6BjyNiFJ2pswbVvm2IcSkqjkOQ+N++9EmP1mOaEG8xlCrY4Ba2PZTwA/z7q+D+L6owq4d+1j2ffivu/F9wcmyo2K298lDC+TWT8UmENIhhfHazwsse8gwhiQrxNqbd8gJKO7J8q1JbSlnB+v9y3CvMjds8rkvVdxexdCG8BV8TxXEpKrzLW9lDjnhfE8ywhjJHYljCVZ1zl6EcbyXBHv+VzgxMRxbwFWZ513Vlz/QNa9Xg1MKfBnk4nj5DrKT45lLKv86CL8fs3IOu5K4Pk85doRetRPLfffBH/5a2t8yazU7cGdc2mQdB3h8ewnLNQEOeecc0XliaNzzYykk4G2ZnZDYv0LwCYz2788kTnnnNva+XA8zjU/XYExkuaY2d/jYNbjCNPIDax7V+ecc67xPHF0rvl5gNB54i5JHyOMDfk8cLiFGT2cc865kvBH1c4555xzriA+HI9zzjnnnCuIJ47OOeecc64gnjg655xzzrmCeOLonHPOOecK4omjc84555wryP8Db0qLiLb1Nv4AAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "import pickle\n", "from matplotlib import pyplot as plt\n", @@ -1310,8 +2138,7 @@ "plt.savefig(\n", " \"Figures/W7X_beta_VMEC_res_ftol_comp.pdf\", bbox_inches=\"tight\", pad_inches=0.1\n", ")" - ], - "outputs": [] + ] }, { "cell_type": "markdown", @@ -1326,40 +2153,60 @@ "execution_count": 20, "id": "43a99627-6dc2-4c5d-bcb4-a0bef779bd14", "metadata": {}, + "outputs": [], "source": [ "from desc.equilibrium import EquilibriaFamily\n", "from desc.vmec import VMECIO\n", "import matplotlib.pyplot as plt" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 21, "id": "e1e06139-4e33-4a05-9022-eab8d325c238", "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_surface' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_axis' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_spacing' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n" + ] + } + ], "source": [ "eq = EquilibriaFamily.load(\n", " load_from=\"DESC_outputs/W7X_M16_N16_ansi_cpu8_output_new_DESC.h5\"\n", ")[-1]" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 22, "id": "88d5f547-c428-45fa-a27c-409a4358321b", "metadata": {}, + "outputs": [], "source": [ "from desc.plotting import plot_1d" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 23, "id": "239ec8ad-e986-4df6-9c55-8b4ae5ab4ff7", "metadata": {}, + "outputs": [], "source": [ "%matplotlib inline\n", "from desc.grid import LinearGrid\n", @@ -1367,14 +2214,27 @@ "grid = LinearGrid(L=5 * eq.L_grid)\n", "p = eq.compute(\"p\", grid=grid)\n", "i = eq.compute(\"iota\", grid=grid)" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 24, "id": "66430f4c-9c4b-4eb2-be7f-6e8a6eee9ad9", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "import numpy as np\n", "\n", @@ -1393,38 +2253,92 @@ "ax.patch.set_linewidth(\"1\")\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/W7X_beta_profiles.pdf\")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 25, "id": "e8343e8a-ecec-4d55-a6ac-f1d4d2e34ef6", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Pressure Profile Coefficients\n", + "l = 0.0, coeff = 185596.929 \n", + "l = 1.0, coeff = 0.0 \n", + "l = 2.0, coeff = -371193.859 \n", + "l = 3.0, coeff = 0.0 \n", + "l = 4.0, coeff = 185596.929 \n", + "l = 5.0, coeff = 0.0 \n", + "l = 6.0, coeff = 0.0 \n", + "l = 7.0, coeff = 0.0 \n", + "l = 8.0, coeff = 0.0 \n" + ] + } + ], "source": [ "print(\"Pressure Profile Coefficients\")\n", "for coeff, l in zip(eq.p_l, eq.pressure.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 26, "id": "f96decb2-d228-4faf-b9ab-aa624c0d10b1", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rotational Transform Profile Coefficients\n", + "l = 0.0, coeff = 0.856047021 \n", + "l = 1.0, coeff = 0.0 \n", + "l = 2.0, coeff = 0.0388095412 \n", + "l = 3.0, coeff = 0.0 \n", + "l = 4.0, coeff = 0.0686795128 \n", + "l = 5.0, coeff = 0.0 \n", + "l = 6.0, coeff = 0.0186970315 \n", + "l = 7.0, coeff = 0.0 \n", + "l = 8.0, coeff = -0.0190561179 \n" + ] + } + ], "source": [ "print(\"Rotational Transform Profile Coefficients\")\n", "for coeff, l in zip(eq.i_l, eq.iota.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 27, "id": "45cb8437-4aa9-4d4a-908a-261cd9db3aac", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# make flux surface comparison plot\n", "vmecfile = \"VMEC_outputs/wout_W7X_s512_M16_N16_f12_cpu1.nc\"\n", @@ -1434,38 +2348,82 @@ " ax[i].set_title(r\"$\\zeta \\cdot NFP / 2\\pi = %0.3f$\" % (i / 6))\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/W7X_beta_surfaces.pdf\")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 28, "id": "d5ed99bf-c6d3-42a1-9e8e-79ac9fa868b1", "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_spacing' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_rho' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_theta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_num_zeta' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_L' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_M' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_N' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_R_lmn' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_Z_lmn' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'shift' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute 'rotmat' was not loaded.\n", + " warnings.warn(\n", + "/home/dpanici/DESC/desc/io/hdf5_io.py:108: RuntimeWarning: Save attribute '_NFP' was not loaded.\n", + " warnings.warn(\n" + ] + } + ], "source": [ "eqD = EquilibriaFamily.load(\n", " load_from=\"DESC_outputs/DSHAPE_quad_M14_small_pert_master_output.h5\"\n", ")[-1]" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 29, "id": "fecd2ae8-f4a6-476e-aee3-def4c5962f5c", "metadata": {}, + "outputs": [], "source": [ "grid = LinearGrid(L=5 * eq.L_grid)\n", "p = eqD.compute(\"p\", grid=grid)\n", "i = eqD.compute(\"iota\", grid=grid)" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 30, "id": "971c60ba-84d2-49c2-8303-fafc5ccfa1be", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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9eOUVePFF0wHHHQcnnmizl3V0wpIl8PHH8OGHMH68bYsWQbt2sN9+0KED7LEHVIsyoXQcxxVHOKIojptQvSZDn4tQHRBJAJGHgG2BNsDvwFfAMFW9Nzg+BFsi20VVlwZtAvQBTsXqZ9cArlPVN0JcryAVRzyq8MknMGwYPPMMVKkCp5wCp58O22yT4qRZs+CDD0z7jBljdpP27eHAA+Ggg2ypq0oU72vHqXxEURzpMl6IyA2YTfj3hNNuUdXX4vpVB/oBh2GB0KuB3qr6UcJ4WwB3A82DpmnAxao6L4ys2abSJfwrBsURjypMmgRPPAFDhsBOO0HPnjYbSeuI9euvpkDeesvWwn7/HQ4+GA4/HA45xNyEHcdZhzCKIyHjxcHAqykUx2hVHZ1hrAeAfYB9VXWxiJwBDMACo78P+lQHPgLGquo5QdsjQCugteYhRCK64hA5ETgJaBG0TAOGoPpcdkXLDcWmOOJZscKWsh580FapuneHCy4wZ6yM/PADvPEGvPqqGVbiDSq77ur2EcchtOLImPEijOIQkeaYg8+pqjokrv1bbBbTK9g/E3gEaKyqs4O2LYEfg3Ofjnqf5SX82oVIVUSGAUOwKdiOwdYFeAaR5xDxtZAcUr06dO1qz/5Jk2zG0b69TSLeeMNmJylp1gx69YLhw2HePLjpJpuVdO1qcSQXXwzvvgurV1fQ3ThOcVLGjBfJOBxzu0zMgjEOOCpu/0jgh5jSCGSYgQU9H0UeiPKgvwToBNwI7AVsEWx7ATdjpWUvybaATnKaNYP+/WHGDDjhBLj0Ups4PP44rFyZ4eTq1aFTJ7j7bvPQeuUVi3T/v/+zAMXzzrNZiSsRxykPZ4jIOyLyvoiMEJFuCcfTZcHYIvAgjfVL7BPr1yJJe86JojjOALqgej2qk1GdG2yTUb0Om3mcmRMpnZTUrAlnnQWffgr//jc89hhsuy3cc4+FgGREBHbeGa67ztx9P/jAtFKfPhZ8eNFF5rVVpMt7jhMVEZkUt0XOOBEwA/gaOFRV9wVuAQaJyD1xfeoAqqqJP/USs2DUYf1MGbF+62XKqAiiKI4GadOq27EG5ZbIKRMicOihZgt/7jmzhzdvDnfdFVKBxGjeHK64Aj76yIzr9evDGWdYnEi/fvDttzm7B8cpBFR1r7htUBnHeERVb1HVFcH+e8BA4AIRiZWmXYQ5iW6QcHqNuOOx12QRvzXi+lQo0WwS6TLPrp1WOXlmn30sFmTECDNbbLst3HefGdcj0aIF9O1rkexPP23BiG3bWpzI4MEWO+I4Tli+xmwaWwf78Vkw4mkEzFHVRXH9kqVyaoQ5J1U4URTHWGBgUgUhUhu4D/ggS3I5WWD33c0W/uKLZsbYfnt46imLWo+ECOy9N/znP/DTT3DJJTZw06bw97/DxIm+lOU4cYjIM0mamwavs4LXV7EaR20T+rUFRsTtjwSaBbEcsfGbAk0S+lUYUQIAd8Gs/WuAMcCc4EgjYH9Mk7YlTYLBQqCY3XHLy5gxtgq1fLnZQzp1KueAc+bAo4+af3DdunDuuXDqqVDHJ59OcRI1cjyNO64CJ6nqs8F+c+A94ANVPSGu3yAsM8Z+qrpERLpjP8J3S4jjmAy8p6rnBW0PAXtgGTUKPI5DpB3wMLB9wpGvgLNRHZc90XJDZVYcYBOD5583BbLTTqZAWpTXL2PNGjOqDBxo2unUUy3ApGXLrMjsOBVFWMURIuPFecCJrE0kWwsYCtytqsvjxqkO/BOLHF+ERY5fqqqTEq5XJJHjIvdhfsZtSBROZDfiAwBVp+RMwixT2RVHjOXLbeXpttugRw9zqtp44ywMPHMmDBpk2267mYvv4Yd7uhOnKPBcVeFIpzhmAiej+n6wfxVxNb6LFVcc6/Lzz3D11fDaa3D77ZYTKytB5MuWwbPPwoABsHixBRiecYZXQ3QKGlcc4UinONbNdBumSJPIDFS3zKaA2cYVR3LGj4fzzzdTxf33ww47ZGlgVXPtuvNOGDfOggsvuMBzZTkFSSkqDhHaAh0xE0MDrJLrEsxI/ynwhirfRxkz3frBYkT2jShjoj+yUyS0aWP5r7p2hf33h+uvt0lDuREx990XX7TMvXPmmO3jwgstf5bjODlBhFNFmAa8D9wEnA4cgWX56Aych8WWfCPCayLsHHrsNDOO67B0v/Mw7dQUmJlhvKaoFrTy8BlHZmbNMtPEZ5/BQw9ZiY+sMmeOLWE9+KAlWrzqKjekOwVBKcw4RKgCPIqVnXgdGAV8iXnCLgZWYbOOephL7+5Y5o/mwBmqPJvxGmkUh2DFkg4C/ob5FqfzmhLMkF4z00XziSuO8AwfDv/4B3TpArfcAhttlOUL/P473HuvWekPOMAs9DuH/tHjOFmnRBRHf2xpqpcqU0OeI0A3rL7I0aqMT9u/UCoAVhSuOKKxYAH07g2jR8PDD1tdqKyzaJG58t5xh01vrr/eFYiTF4pdcYiwEXAH0Fs1ejoSEVoDh6ryz7T9IiiOI1FNH6UYpk+eccVRNkaOhHPOgWOOgVtvhdq1c3CRxYvNMv/vf5uGuuEGC3d3nAqi2BVHRRHeuT6MQihwpeGUnSOOgKlTYeFCS2UyPu1EtozUrg2XXWaJFFu1stnHWWdZGVzHcXKGCOdH6R+lkNO2iPRF5Py4tuMR+RGRhYjch0jVKBd3iotNNrEStjffbDOPfv1gVS6SHdSpA1deCdOmWX2QPfawOJBffsnBxRzHAa6N0jlKOO+5wEWYJR5EtgKeADbDwt/PAv4R5eJOcXL88fDxx/D+++a6+913ObrQJpvAv/4FX3xhRaV22AFuvNGWtBzHCY0IXUWYIMJiEVYnbsDmUcaLojgOAo5A9aZgvyfm0tUF1b3xQk6VikaN4PXXTYm0bg1DhmQ+p8xsvrlVppowwdbLWrSARx7xCoWOEwIRjgWGYQlqh2EFoB4PtjGYR+z/Io0ZwTj+E6pN4va/AJajuntcW+bo8jzjxvHsM3kynHQS7LuvPd9zYjiPZ+JEq5X7xx8WkV7uNL+OY5SicVyEccBzqtwZ7M9WXVvfQ4SzgFaqXBR2zKiFnKoGr7sALYHE35lRKz04JcAee5jyWLXKikh9/nmOL7jPPpbGpG9f6NXLDC7Tp2c+z3EqJy2BAXH7iYpxMJbQNjRRFMcXwPWI7ATchaX/Xas4RPYD3HpZSalTBx5/3JyiOna02uc5RQSOO860VLt2Vpnw8svhzz9zfGHHKTqWqBK/rrtSZJ1a5VWBhkQgiuL4J3AplhTrQOBBVGciIkEK9peA16Jc3Ck9evSAd96B/v2tOGCkeudloWZNKy4ydSrMm2epS554wisSOs5afhbhuLj971jXiyqWWio0UQs5tcAKjswFhqKqQWqSvkGPJ1DNlY9NVnAbR8Xw55+mOL7+Gl54AbbeOvM5WWH8eMuTUquWpTPZddcKurBTCpSojeMG4BpgkCoXiHA6lstqEVa6tg5wsyrXhR6zsj1EXXFUHKpmLL/pJqswe3ikVdRysHq1JVDs2xe6d7eAk6wn2nJKkRJVHPWAXYE/VZkctN2GecYuxyoTXqbKitBjZvUhKvIdqttkb8Ds44qj4nn/ffO6OvdcKxpVYcUA580zu8dbb8Hdd1vO+KxUqXJKlVJSHCI0AVpjTkvjVZmTtbEjLlVthi1VNSZ57Y0+qGajAGnOcMWRH2bPtpiPhg1t9pGVMrVhefdd01rbbmvLV1sWdK0xJ4+UiuIQ4RagN2b4BkulfrMq/bIyfoQ4jg7ACKzoeioU1YJOO+KKI38sX251Pt5/3+o6bbttBV/89ttt5nHddWYHqVrQ/6pOHigFxSHCmcDDwFIsq0cVYDugBnBKmHobGa8RQXFMwozidwIzYL31MAEmolrQNUFdceSfgQMt8e1TT8FBB1XwxadNs9iPpUutStUuu1SwAE4hUyKK40NgNtBDlQVB26ZYiqgNVelQ7mtEUBwLgYaopnawFLkJ1WvKK1QuccVRGIwZA926wbXXWgnyCjU9rFljSuOaa2zmcdVVUL16BQrgFColojgWA1up8mtC+9aYrSNSXqqk14igOKYCu6Oai3yoFYYrjsLhu+/g6KMtUeJ//gMbVHTR4Z9+gvPOs7TtgwfDnntWsABOoVEiiuMXVTZNcWxuMsUhQgdVxoS9RhT/lv9gAYCpESnoGA6nsNhmGxg3DmbONFfdBQsqWIAmTeCll8zz6vDDbfqzfHkFC+E4WWdlmmOpMoNGSlMaZcZxPdAVCxj5AEsvkpibyr2qnMisXg19+sCrr8Irr1Sw0TzGnDlW4vDHHy13SqtWeRDCyTclMuOYj2UrT3YfLwDHJjn2gioNQl8jguIIk8AwkleVWCT6AKzGRw1gLHCFqqatlSsizYH+QHPgT6A28LCq/jfENV1xFCgDB1qs3vPPQ/v2eRBA1ZRGnz5WOOqKK6BatTwI4uSLElEca7Af+EkPpzqmSvhndwTFMQ/YO10PInhViUh9YCpwr6reLCLVgJHAUlU9JsO504Evga6quipQJFOA/1PVwRnOdcVRwLz2Gpx2moVbdOuWJyFmzIAzzzTPq8cfz9MUyMkHJaI4lkAkl1sBTlAlfEEEVQ23weMh+vw77HhYYq2FQI24tv0xbdguzXl/C/pckNA+CRge4rrqFDZTpqg2barav7/qmjV5EmL1atUBA1QbNFAdNCiPgjgVSfB8CP9cLMANdE6uzwlvHFc9PUSv/qHHgyOByaoab40cj9lNjkothv6GZeE9UUTqAohIG2BnyF5IvZM/WrWCsWOtquD55+eornkmqlSxaMUxY+D++y1dya+/Zj7PcfJPz1yfk+2sQVMj9N0OC1L5C1VdAfwKtMhwbmcsInKWiHyJ2UYmQvJwehHpJSKTxIIYnSKgSRN47z1z2e3SJY9lxnfc0TLubrcd7LYbjBqVJ0EcJxyqjMj1OVFzVW0MnIr9ut8wSY9uqIZaJxOR1cBjqnpWQvsM4AtVPSzFeYLV/tgMOEpVfxGrSNgVuF1Vl2S4rka6ZyevrFwJPXvCV1+Zx9WmSb3TK4hRo6zgyCmnwI03etBgCVLsNg4RagN7qPJeGc+vAbRVZXS6fuFnHCJbAZ8B9wHnAWcAPRK2mhFkXIR5UiVSIziWiqOCra+q/gKgqlOxGcwzEa7vFAEbbGBJEQ8+2Ar9fZfPSKGDDoIpU+DLL63Ael6FcZz1UWUxcJsIl0Q9V4RawCukd4ICoi1V9QemAzsA1YB5qFZBtQrQDHgZCGMHiTEd1hZMBxCR6kADbBkqFS2D128T2r8BjhabFTklhIj9wL/kEthvP/j44zwK06CBBQ127w6tW8Oz5c4X5zjZ5hSgjwhjRegiQtpnogjNROiNPVMXq3J7pgtEcVI/ENgN1Z+Dq61d71GdgUgP4A3gqZDjjQQuEpHqgW0DLHd8FUi73jYzeG2EKYsYTbCISQ/9LVHOPx823xwOPRSeeQYOPDBPgoiY4Xzffc1n+O23LevuhslWbx2nYlHlexHaAY9hAX8qwlzgZ2AxlmJ9Ayx+rjGwEeaUNAC4Msw1osRx/Ixqw3X2oRGqa+La5hEtjuMzYICq3hLEcbwCrFDVznH9BgN7Avuo6jIR2Qgzwn8BHKuqy0VkR2AC8JKqnprhum7jKHLGjIETTjBnp+OPz7Mwf/xhEedffAHPPQctMvl1OIVMsds4EhGhE2aX3g/YmnVXmZZhz+A3gEdUCb32GmWpahEiTeP2f4a49Lwi7SKMharOBzoCHUVkHPAhVkT9lISuNbEaIBKc9yc2+1kIjBOR97FglwFArygyOMVJhw7wxhtw0UXwwAN5FmbjjeHppy1ZYvv2MHRongVynLWo8pYqZ6myHebQ1BDYEmigSi1V9lHl2ihKA6LNOB4FdgeuRPVVRG4D/g48GfToDoxBtUsUASoan3GUDt9+C4ccAmefbZnR814VdvJkmwoddZQVjXKvq6Kj1GYcuSLKjGMgMBnYK9j/N7AAuCDYFgFXZFU6x0lD8+ZWTXDIEEsvlfffA3vsAZMmwfffQ8eOlrbdKVlEpIuIzBT7UZ3s+BEiMlFE3hWRj0Xk4hT9LguOvysiE0Tk4CR9NhaRB0RksoiMF5FXglRLeSFaHMd6Z0st4CDMID0WW0YqaHzGUXosWABHHgktW8KgQQWQl3DNGrjtNhgwwJaxDjggzwI5YQkz4xB77j2FGZoPBl5V1R4JffYDRgEHqep7ItIQ++F9u6reFdfvKuB8YE9VnSciBwCvAh1UdUJcv9exlOid1fLzXQ+cDeyiqgvLfeMRibJU9Xbw172ovpAziXKMK47SZPFiOPZY2Ggje1bXSBYhVNGMGmVuu336wKWXFsBampOJkIqjPrC7qo4SkR+A0UkUxxhgmaoeGtfWF6tp1FBVl4pIHcxWfJOq9o/r9zawSlUPCfYPAN7GcviNC9o2xEpb3KyqN5f3vqMSZamqI5baw9N2OAVH7drw8su2XNW5cx5TlMRz0EEwcaL5Dp98coEI5ZQXVZ2vqilzzwSxZPthz8t4xgKxY2DP1Nop+h0YzGzA8vqtwhyIYjIsxTKCp8zrl0uiKI6fUb0W1Rk5k8ZxykGNGubU1LAhHHYYLKzwCXwSttzSkm7VrAlt23q0eREQy2sXbGXx1GyOeYHOTmifFbzGfLa3C16T9asKbBPXb56uX7Z7Fpnz+uWEKIrjE0S2TNtDZHj5xHGc8lGtmpUPb9XKAgQLIqHthhuaUL16mfJ46618S+SkQVX3itsGlWGIOsFrYjDy8oTjUfolC2xeHtenQomiOC4G7kMkXR6T1uUTx3HKT5UqcM895qrbsaNVhc07IvCPf1iKku7dzXDutrZSJZZrL9HSViPheJR+Zcnrtw4ibCrCSSJcHOzXFwlfLjaeKIrjVUwxjEdkCSI/IPLdOhvkM3ep4/yFCPTvb6aFDh2sqF9B0LEjjBsHjzxiaX+Xe4acEuRbrNhco4T22H4sF9/0hPb4fqvhr6C86cCmQXaNxH7p8vr9hQjXYumangL+GTS3AmaJ0DfMGPFEURyNgc+Bd7H0Ht8DP8ZtM7CbdZyC4ZprLKi7QwcLGCwImjWDDz6A336DTp1g3rx8S+RkEVX9A3gfaJtwqB3wB/yV8nw0sCRFv3fiSkSMxHJLxWLoEJGaWEB2xjoaIpyO1Sp6HbiBYNlLlbeBw4DTROgR5t7+InS5QMhcWjBMn7yXVUSdysfAgapNmqh+9VW+JYlj9WrVa65RbdZMderUfEvjqEYuHQv8ADyapH1/LBdU+2B/c8yY3Tuh39XYj+5Ng/0OwXmtE/q9geXyqxrsXxucVzezjDoRtGfc/uyE47uBfhjlvqOESoUpLdg5cxfHqXjOPdds1AceCK+/DjvvnG+JMGPMjTdalcEDDzQD+pFH5lsqJwQi8hCwLZb76TARGQ0MU9V7AVT1XRHpCtwlIsuwDLT/1rjgv4D+WFbvN0XkD8xu0Vnjgv8CjseydUwSkeXAfOBADRf8tw0wONVBVaaI0DDV8WSkDgA0m0WMTqh+H2XgQsUDACs3Q4ZA797w6qtWCbZgGD/e6ppfdRVceGG+pam0lGKuKhHmAw1VWRnsz1Zda1cJqgb+oBreRp1uxlEXK8cKUAh+KY5Tbk4+2XIPHnqolaLdO2OtswqiTRsYO9YSJH79tdX3yHvuFKdE+BjoC1yXeECEKsAtwEdRBkw345iNaqK1v+jxGYcDVsSvZ097bdMm39LEsXAhnHiiKY1nn4U6eXHTr7SU6IyjI/Am8CmWP+sc4Fas+N3R2HLbgaq8H3bMKF5VYSS8IavjOU6O6NzZapl37mwZdguGunVtKtS4sdXJnTUr8zmOkwZVRgMnYyW+L8PSntwEnIfVOjo5itKAbM84imCW4jMOJ54334RTT7XifR06ZO5fYajCrbfCwIGmSHbZJd8SVQpKccYRQ4RawCGsTVMyDXhDlSWpz0oxVhrFsQpz94pCU1Q3iCpEReKKw0nk7betdPjQoQWYAX3IECt1mNci65WHUlQcIjwS/Pm0KimTM0YaM43iWJP8QFoU1arlkijHuOJwkhGrY/7005bUtqAYM8bsHnfdBackVlZ2skmJKo41WMT4Lap8npUx0yiOOahuEW20MpxTwbjicFLx3ntw3HHw5JOW56qg+OwzOOIIc9Xt08dre+SIElUcc1XZPJtjpjOOl+Xp+mpZBXGcfLPffvDCC5aD8LXX8i1NAjvvbO66jz8Ol1xiVQYdJxxfi/C3dB1E+E+UAd0d13ESGDsWjjkGnnjC6noUFL//bq5gjRubW1hBlDosHUp0xtEG6ANcqJo8Ji8xKDDjmGkUx1wsqZYAs1AtiQSGrjicMMSUx+OPw+GH51uaBJYuNVvHokU2Rdpoo3xLVDKUqOJ4G9gSaIpl3J0LJE5Z26lSM/SYIYzjCuyAaqj0vYWOKw4nLOPGmfJ49FEzLxQUq1db2t8pU2DECNjUKxpkgxJVHKuwlOrpaKJKaI/Y1IqjRHHF4URh/Pi1wYIFpzxU4dpr4fnn4Y03rEytUy5KVHHMUSWt01KYPvFkN3LccUqMNm0sLUmPHjByZL6lSUAEbroJzjnHLPtff51viZzCpF+IPhdEGdBnHI4TgtjM47HHCtDmAZaS/eqrLcp8zz3zLU3RUoozjjCIsIMqX4buX9keoq44nLJS8Mpj+HCbfTz/vM1AnMhUYsWRJa+qEsUVh1MeYgbzxx8vQFddsORbp5xiUYyHHppvaYqOUlQccSlH0tFNldqhx6xsD1FXHE55Keg4D7B65sceCw88YK9OaEpUcYSJFlVVQqeLynZa9bOzOp7jFCDt2sGLL8Lpp1sZ2oKjfXsLfT/vPEu+5VR25qpSJX4DqgJbACcCzwONowyY3RlHEUSb+4zDyRaxH/YFmdsK4PPPbbmqXz8423/ThaFEZxznqvLfNMe3BW5V5bjQY4asOR4WT6vuVCref99KhT/1FBx8cL6lScL06Zbu9/LL4YJIHpeVklJUHGGIahxPV9S4MTA2yrUh/IUdpxTYd1/L+tG1a4GmZN9uOxg9Gjp1guXLoXfvfEvkFBgiHMD6KUjSkk5x/IZqtLI2IkkTaDlOKbPvvuYBe9xxVnepU6d8S5TA1ltbTY8DD4SVK+GKK/ItkVOBpPGq2gDLYdUGeCjSmGmWqjqj+lKUwaKeIyItgAFAPaAGNsO5QlUXhTi3HXBtcF59bMZzn6oOynCeL1U5OeHdd+H44wu4WN+sWSbY6afDNdfkW5qCpBSXqtJ4Va0CZgEvAldHKSGb2qsqqtIw2obtKCL1gdHAe6raBtgb2A6rVJXp3E7AEOBiVe2kqrsB7wD7l0Fmx8kK++8Pw4bBSSdZOdqCo3FjW7Z66in45z/zLY1TcaznVRVs1VXZWpWLo9YdL5tXlcimwIaJrcBEVENVmhKRfsDFwGaqujxo2x8YA7RX1aT2FRERrMj6AFW9N669AdBEVadkuK7POJycEitD++yzBVjDHGDuXBOsWze4/vp8S1NQlOiM4yJVBmR1zEgPUZHewOVA6hzOIWuOi8gk4E+Ns6OISHVgKXCrql6d4rzWwHigpapGzurmisOpCEaPtjLhQ4dCx475liYJc+fastWJJ7ryiKMUFUcuCB8AKPJ34FZsSegmYAnwz2B7DFgBpLUvJLAdMDu+QVVXAL8CLdKct1vw2lhEXhSRD0RklIicIyKe7dcpCDp2NKVx4ommRAqOzTe39bShQ+Ff/8q3NE4OEWFbEfqKcH5c2/Ei/CjCQhHuEwkfNQ7pvaoSuQDojuqzwZV7oro2Xa/IMCwKMSx1gOVJ2pcHx1JRP3gdABypqjNEZA/gLWB7YD1/QxHpBfSKIJvjlJuOHW256oQT4LnnCnDmsfnm8NZbtmxVpYobzEuXc4EzgTsBRNgKeCI49hlwFsHyf9gBo/xC3/IvpWGsO51THQlEScm5CPOISqRGcCwVsRK296jqDLu0TsbcyS4WkY0TT1DVQaq6l6ruFUE+xyk3BxxgP+pPOKFAZx4NG9rM44kn4NZb8y2NkxsOAo5Q5aZgvydQHeiiyt5AF0yxhCaK4ki0ui/FDNKGSC1gswjjTSchYDCwcTTAtF8qZgSvPya0f4sps20jyOA4OafglccWW9jM46GH4K678i2Nk30aqDIhbv844FNVXgcIXqM8uyMpjh8RuTBufxpwByL1Mdfae8lc1zaekcAegbKI0TqQaUSa897BZh1NEtpjSujnCDI4ToVQ8MqjcWObedxzD9x7b+b+TlERs2GIsAvQEgtniCdS5HgUxfE/YAAiw4P9+4HTgHnBdgbwYITxBmCzmN4AIlINuAZ4WVU/iHUSkcEi8qmI1ARQ1Z+B+4B/iMgmQZ/G2Drdk6q6jsHdcQqFeOVRkHEeTZuaYLffbrMPp1T4ArhehJ2Au7Af3n8pDhH2A36JMmB4d1yRGkBDYDn28AaR87H1suXAUFQjzXNFZHtMgdQFagLjgMvjI8dFZAgWHLiLqi4N2qoCfYFjgYWYXWQYcHfgmZXumu6O6+SV0aNNeTzzTAGmJwFLjHjAAXDLLdC9e76lqVBK0R1XhH2B17FnrAD/VeV8EQRbKTolaLsq9JiV7SHqisMpBMaMsfQkQ4YUYGJEgC+/NK12zz2WhKuSUIqKA0CEFsBhwFxgqCoaKI6+QZfHVfk+9HhZrsfxJKoF/RPFFYdTKLz7rj2Tn366QFOyT5li9TwGD4Yjjsi3NBVCqSqObBNdcYhsiaVcT1Z34wVUGyRpLxhccTiFRKyex2OPweGH51uaJIwfD507F3D+lOxSWRSHCDWwJapNgP9FmW1ANBvHlsBw1kZur9cD0LApR/KFKw6n0Bg3zmqYP/IIHHVUvqVJQix/yssvQ+vW+ZYmp5Si4hDhTCzO7WtVdhShCvAulpRWgMVAO1Wmhh4zguIYAewIPInFUiQaoQW4C9V6YS+eD1xxOIXIxIlw9NHwwAPQpUu+pUnCK69Y+dlRo2CXXfItTc7IpDhEpCPwKPBDwqHXVPWWuH5nAP+HPZRrA3eo6joF4INQhH6Y7WEx5u3UW1U/Ku99rHsdXgHmAJep8rsIXTFnopcwT9iewApVuoUeVFXDbfCbwlYZ+rwTerw8bXbLjlN4TJqkuvnmqs89l29JUjBkiGqjRqrffJNvSXJG8HxI9/zoCNyQoc8pwJ9Ai2B/BywbRteEfg8AHwO1g/0zgN+BrdONH3UD/R50w7j9F0D/BN042K8H+kOUMaPEcfyOamK0dqIWKv1FUMfJEXvuCa+/DhdeaN5WBcdJJ0HfvnDIITDbw6WSEZR9uBl4WlWnAajql8BQIH5G0hz4O3Cbqi4O+j0GzIfwbrEhqa5KEMpALeAQ4AVV/rDrsoDkNuuURFEcLyBySNoeIk9GubjjOOvSqhW8+Sb06WMG84LjnHPg7383b6vffsu3NIXITsBWWDXTeMYC2wVVTwEOx5b3E/uNA7Jt6VosQvPg79OwWkpDYwdF2JjkCWdTEiU77hvADYgcAXyARRomhqkfFuXijuOsz847W+qogw+G5cuhV6Hldb7iCpg/3yz5b74JtWvnW6KsEtQKijFI1y9H3UZERmJZvFcCo7Dg46VYuQhIKBmBlWgFKxkxLUO/LUSkjoYooR2SocA7IkwAjsTy/I0EEKEBcDuEN4xDNMXxWvDaBrgwyXHzqnIcp9y0bGnOTJ06wdKlcNFF+ZYoDhG47TY46yyLYnzxRahePfN5RYKmz6K9EHu4X66q88W8TV8CjheRNqwtCZH4Cz62XyfuVVV1ZZp+2VIcN2K5/LpgSqNHEABYFUsXpdhMJDRRFMcfQLp/X/OqchwnKzRvbhHmMeVx5ZX5ligOEXjwQYtgPPNMS8tepfTrqKnqx8DZcfszRORK4FUsBVLsYZ9YMiK2vyjuVURkgwTlkdgvCzKzDMvld1ZC+2qimSv+Iori+BUz3qTGCiY5jpMlttrKIswPOggWLbJifVIoUQbVqlnCrUMPhUsvhTvvLCDhKpRYCevmwMvB340S+sT2YyUjpse1/5jQb04Wl6lyQnhto5q5zoVqu/II4zjO+jRqZDOPESOgd28oqDCkDTeEl14yo0wlKAQlIv1FZOuE5qbB6yzgc0wRtE3o0w6YHvO0wmYomqRfW9KXlSgTImwmwl0ifCXC3KBtn6AtUcllHk+jpxzZEDiYtXXBpwFvEmSuLXQ8ANApVn7/3dKS7LSTBQpWLaQcDbNnQ/v2cMMNcMYZ+ZamzIQIAByNGZIvVtXVIrIRllGjOZbBe5GInAL8F9hTVaeLSEvgQ6CHqj4fN9YgYE9gP1VdIiLdsZIRu6lqpBQg6e+JJsAEYAvMmL9MlboibA0MDmTfT3W9oMbUY0Z6iIocCwwC/pZw5FfgHFT/F36w/OCKwylmFi2yyPL69c2sUFA26a++ssLqgwcXaOKtzIRQHIcAvbBZxjIsKvxDoJ/Gyk1Yvx5Y5PgizNB9h6o+lTBWdeCfmDfqIixy/FJVjffqysI98QiW9eM84BPgJ9W1swwRbgSaqNIj9JihH6Ii+2LV937C1vFi7mWNgc7Y2twBxBVhKkRccTjFzrJlFou3fDk8/zzUqpVvieKIJd4aMQL23jvf0kSmRHNV/QS0VbUKrSLMTlAcNYAvVP+K9cg8ZgTF8RowBbiKxJMsWvIWoBWqBR3L4YrDKQVWrTJv2O++szRSm2ySb4niePllCz557z3YNrNptJAoUcXxqyoN4vbXURxB28+qNAw7ZhRXrN2A69ZTGkDQ1pfUmXMdx8ki1arBo4/CHnvY6tDcufmWKI6jjzZbx+GHw7x5+ZbGgT+DsrFJEaENEd1/oygOYf1glbWoLsdiORzHqQCqVIEBA+DYY80u/d13+ZYojnPOsfW0o4+GxYvzLU1lZyjwogidRfgrzF+ETUU4B3geeCbKgFGWqiYB/YnzCkg4fjxwJemjLvOOL1U5pcj998PNN8PIkbDrrvmWJkAVevQwd7AXXigwN7DklOhSVW3gbWAv1mb3WMXaxIYTgQNjiRBDjRlBcZyNuYo9gxnH5wRHGgFHA92A81F9JOzF84ErDqdUGTrUMusOHQodOuRbmoAVK6zsbMuWVr+8wAMES1FxAIhQHbgUOIm1ebKmAUOAu1TXq6+UfryI7rh3Yy5miScJMADVS6JcPB+44nBKmbffthWigQMtG0hBsHAh7LuvzT4uvTTf0qSlFBWHCFsGf/6mmp1UJmUJAGyLzS7iAwCHoDohGwLlGlccTqnz8ceWuPaqq+Af/8i3NAEzZ0LbtmaUKRiNtj4lqjjWYEtT56nycFbGrGwPUVccTmXg++/hsMMsWLB//wLJPzh5suW1evllaNMm39IkpUQVxwqglSpfZmvM7P47iWRNMMdxys7WW8PYsfD++3DqqRYsmHf22MN8iI89tsBcwEqeHzIpjbjlrFCknnGIbAbUQHVmsH96iPEGoFovigAVjc84nMrE0qVw2mnwyy8wfDj8LTFZUD647z64917TbPUK63FRojOOW4CJqryQps96QYFpx0yjOGYBGwOboroMkTWYUTzdm6qoFrTPnSsOp7KxZg1cfrlFmI8YYXU+8s7FF8PUqfDqqwWVcKtEFcfBwL+Aj4B3gbmsX731hfjo8oxjplEc/wTqoXphsD8f6JpuLGAYqqEvng9ccTiVlYEDoV8/GDbMnJzyyurVtmS12WZWEKpA3HRLVHHEK4lkDz/B8n+E/tEfJY5jIqr7lLtPnnHF4VRmXn/dlq7uuMNe88qiRabBuneHPn3yLIxRoorjd0JUb1Ul9LphdryqRFoBa1CNVPA8H7jicCo7n38OnTvDCSdYtHlePa5mzjQPq/vvt6y6eaZEFcc3qqTNNinCWFVCF+IL/y8jMiXN0ROBj7Dau47jFDA77QQTJpht+thj4Y8/8ihM06bwv/9Bz54wZUoeBSldMimNoE+k6q1Rfmtsnuaq1wA7Y4VCHMcpcBo0gFGjoGFDi8v75ps8CrP33uZpdcwx8PPPmfs7GRFhIxGuEuFlEV4UoU98gsNyjx/BxjEb1dTuWiI1gR9RTa1gCgBfqnKcdfnvf+H66+GxxyxoMG/062dZGkePtlrmeaAUlqpE+BswFstJFbsXxeqh76tKueeY6RWHyNtxe+0CYZKxAVa3djqqhZJeLSmuOBxnfd57z3JcnX++pSrJi91DFU4+2YqNPPFEXjytSkRx3IOt/jwHjMdWltoDxwK3q1Juk0ImxfEDa923mmBlY5OxGNNm16I6vbxC5RJXHI6TnNmz4fjjYdNNbfaRl6qCS5ZYat/jjoMrK95kWiKK4wfgX4l5qUS4COilmrqoU+hrRFiqmoPqFuW9YL5xxeE4qVmxAi67zIIFhw2D3XfPgxCzZpmn1X33mftXBVIiimMJsJEqqxPaawMzVKlf3mtEmZD2LO/FEhGRFiLyqoiMF5GPReQ+EakTcYw+IqIi0iPb8jlOZaN6dUtge/PNcMghFjRY4b+zGjeG5583T6vPP6/gi5cECxOVBoAqiyF53Q0R7o9ygfCKQ3VExj4i/cMOJyL1gdHAe6raBtgbM+Y8FWGMnYHeYfs7jhOObt3ggw/ggQfs74ULK1iAffaBO++0Gcf8+RV88aInnapPdaxLlAuULQBQZFMg0e1BgIlhvapEpB9wMbCZWr1yRGR/YAzQXlVTGeJj528AjAPuAp4EzlTVR0Nc15eqHCcky5ZZ7aWRI+Gpp6BdJG//LHD55fDRRxbyXq1azi9XQktVQ0ieV7Ab8GyydtXw7rpRKwD2Bi4HNk3ZJ2SSQ7Ea5n+q6gFxbdWBpcCtqnp1hvNvAqoBA4HvccXhODnjxRehVy/zurrmmgp5hhurV1tVqu23h7vvzvnlSkRxJCYwDEOkXFXhP36RvwO3AsOA6cAlwL+Do1sBJwOPhh7PlqVeiW9Q1RUi8itrqwumEEXaAEcCrYGiN9g7TqFzzDGw115w5pmWXurxx6FF2m9plqhaFZ5+Glq3hlatTAAnEwtIn5A2EUtQG4EovxsuALqjatMckZ6o9lt7aRmGpR4JSx0gWXmZ5cGxpIhILeAh4DRVXS4hfL1FpBfQK4JsjuMk0LgxvPaapZVq1w769rXStDmP+ahXz6Y8HTrAjjuaEnHSsUCVMVFOCBIhhibKR77lX0ojuNY6R1VHAvtFGG8RUCNJe43gWCpuB55R1Y/DXkhVB6nqXqq6VwT5HMdJoEoVUxZjx8LQodCxI0yviMitHXaAhx6yQBNPS5KWMLmpyntOFMWxJGF/KSJra2/YTGCzCONNh3UrTgU2jgbAtDTnHQ4cKiKjRWQ08EzQfmXQ1iOCDI7jlIEWLWDMGOja1XJd3XILrFyZ44t27mwuuscfbwEnTt6Iojh+ROTCuP1pwB2I1Mdca+8FZkYYbySwR6AsYrQOZErp+quq26jqfqraUVU7AicFh24J2h6NIIPjOGWkalUr5Pfhh5Zeaq+9bCaSU667zjI0XpSuvISTa6Iojv8BAxAZHuzfD5wGzAu2M4AHI4w3AJvF9AYQkWrANcDLqvpBrJOIDBaRT8WSKDqOU2BsvbVVgL3qKjjxRDjrLJg3L0cXq1LFLPOjR8PDD2fs7uSGKIrjP8DWxFKnq74E/AP4BJgI9EH1rrCDqep8oCPQUUTGAR8C3wGnJHStCdQiiU+yiLzI+ktVW4a/JcdxsoGIJUn84guzZe+0k1UZzMmK0sYbw/Dhlstq4sQcXMDJRLYqANZGdXH5B8o9HsfhOLnnq68scPDrry19yfHH58D76n//g//7P5g0yWqXZ4FSiOOoCKJUAEyXy+QWRH5B5PDyi+Q4TrHTsiWMGGG1Pm67zTxoX389y3mvunSxwundusGqVVkc2MlEdgo5iWwGHA1ciuqOWZMuB/iMw3EqljVrLNPuDTdYqvYbboCDD85SuY3Vq+GIIyw48Lbbyj2czzjCkb0KgNbnZ1QbZkGunOGKw3Hyw+rV8OyztnRVowZccYW585Y7fcn8+ebSdfvttiZWDlxxhCNTIae+cXt9sOC7ZG/qBljN8e19xuE4TjrWrLFlrFtvhZkz4YIL4OyzoX55qkRMnmx1b99919bJyogrjnBkUhzxybKU5EojxjzgrCCCvGBxxeE4hcNHH8F//mMZRQ4/3BTIAQdYjEhkHn7YXLkmToQ6kcr6/EUYxSEiLbBwgnpYpouxwBWqmi7jRUmRSXFsFfsLc7ndO0XPxaj+ml3RcoMrDscpPBYssLTtjzxiGUVOOslWnVq3jqhEevaERYtgyJAyGVEyKY6gjtBU4F5VvTmIPxsJLFXVYyJfsEiJYuO4CdVrcitO7nHF4TiFzVdf2XN/+HCYOxeOPNKM6Z06hfC6XbYM2reHM84wV92IhFAc5aojVCpkJ46jiHDF4TjFw7ffWhGpUaMsN9bmm1turL32gl12sUDD+vUTJhfff281y//3P+scgRCKo1x1hEqFqIWcNsDqcJzE2poZ07BqU3ejmus0Z+XGFYfjFCerV1sJ8nHj4OOPYepU21eFZs2gUSNTIvXqQY2fvqXO2y/R56ue1Nlio9DXCKE4FgKvqOqpCe1zsTLY5XPrKhKiFHKqBYwC2gQtyzGD+W7B1gWRg1Bdml0RHcdxzNax6662xbNggU0y5s6FX3+1/eVbNkfrHopUjR6uHswqYgxS1UFx+2WqI1RqRPGgvhpoDJwNvIjqbwCI/A04Fugb9LkuyzI6juOkpF4929anbJEBGer2lLWOUEkRRR2fCByJ6uC/lAaA6m+oPoxFjp+U6mTHcZwSoKx1hEqKKIpjI1Q/S3lU9VMq0VTNcZxKSZnqCJUaURTH6qBgU3KsGuCalMcdx3GKn1B1hEqdKIrjLeBpRLZe74jINsBTwJtZkstxHKfgiFBHqKSJEgC4FfYm/Q34EpgTHGkEtATmA/ug+mP2xcwe7o7rOE4qPFdVOKLGcWyH1RY/iLV5qxR4A/gHqt9mW8Bs44rDcZxUuOIIR9kix80Fd9tgbzqqC4L29hT4Op+IuNZwHCcVqqrZrlVYcmQ35UiYmh1FhohMyuDXXVL4/ZY2fr9ONihvCRVDRIBuwMZZGc9xHMcpWNJPyUTaIjIckS8QGYPIeQnHayJyPvAN5lVVPdkwjuM4TumQesYhsgeWKjjWpyWwLyIbo3orIpcAV2IRk2uAx4EbcytuXhiUuUtJ4fdb2vj9OuUmtY1D5BUs2csNwMfY7GQP4FzgbeAKYBXwJHAjqt/lXlzHcRwn36RTHLOw3FRTEtr3xRTHVKA7ql/mVkTHcRynkEinOH5HdZMk7VWxoiXNUZ2ZS+Ecx3GcwiOdV1XyuhqqqxFZkFRpiPRG9c4syZY1ylNcXkQuw9IJ/Bmce62qvpnQZ2Pgdqwm+wrgV+AizVNAZFnuV0TqAb2Ao4CVwEbAL0A/VZ2Q0Pd3YErCED+ral6yI5f18xWR0SkOnaSqP8f12wK4G2geNE0DLlbVeeWTvGyU8fPtCDwDfJVwqD6wHbCJqi4TkWbA+CT9pqjqxVkQv8yISBfgHuAtVe0R8pyi+/4WBaqafIPZkY+lOydPG/bFmA1cHexXwyLdXwxx7lXATKy+MMABwDKgdUK/17GsmdWC/euBGUDdYrlfoDuWRmarYF+A/2AFanZL6Ds6359rlj7fjPeBeQpOBR6Ia3sE+Cj2eRfD/WL5lR5N0n4n8HjcfrNk/fL8GdcChmP21Llh5SvG72+xbKkPwhKFhxUeSbItTtleADeV8E/RD1gI1Ihr2x9LldIuzXl1sMIsVyW0vw28Ebd/QDBW27i2DYNzry6i+z0cuCyhbfPgvNsS2kfn+3Mt7/2GvQ/gzGCsRnFtWwZtpxTL/QK1gcYJbTWxHHPx/7uFqDjqAwcFf/8QRr5i/f4Wy5Zuqapm8KVJRY8kbYWYzuNIYLKqxpd7HI+5EB+FTfOT0RH7siUeHwtcKSK1VHVJMP4qLAEkAKq6VESmBOPfnIV7iEKZ7ldVXwVeTWiOLVeuyraQWaSsn2+U8X9Q1dmxBlWdIeY8chTwdDnHL4s8Zfl8FwOLE5pPAGao6rhcCJot1DLSjop4WkeK8/tbFKRTHAuArhHGEmBY+cTJCdsBr8Q3qOoKEfkVaJHhPLBlgXhmAVWBbYDPgn7zVDXx4ToL6FRWoctBWe83GR2wB9JTCe0NReRJ7Jc3wCfALao6qwzylpdy3a+I/Btb294A+BG4U1U/jOuyHev/D4B9vlHfz2yQzc/3HGBgkvbtReQF1sZojcNmnQvKIG++KNbvb1GQXnGojok0mhlNC42yFpevE9cv8bz444VWvD4r8ojIBsC/gH+p6ucJh78F+qvq5yJSCwuy+kxE9lbVb8ood1kpz/1+ArwLXBbsXwBMEJFuqvpc3PjzU4y/WXRxy022Pt+dgJ1Z/0fBMswu0CeYWdXHjOpTRGR3jS8bXdgU6/e3KEidckR125THsnlO7ilrcflFcf0Sz4s/XmjF68stj4hUAR7DDMD9Eo+r6pExZRJM98/DlgV6l1Hm8lDm+1XVi1T1JV3LvcBE1r3nkvt8A87FjOLrLF+p6s+qeqKqzgj25wMXYrPLnmUTOS8U6/e3KKgM6YPLWlx+evCamO23EbAaq/oV67dpUEIysV8+iteX9X5jfasCgzH3xb9rYC1Mh6r+iXlkNc/UNweU636T8DXr3sd64wcU5ecb9K+FedElW6ZKdU0lP59vWSnW729RUBkUR1mLy4/Gagu3TWhvB7wT/NKOjb8B8FfqZhGpCeyeYfxcUdb7jdVPfhpYoKrnqOoaEaknIr3i+pwiIp0TzquOLdvkw8ZRpvsVkV1E5Jokh5qy7n2MBJoFsRyxc5sCTdKNn0PK/PnGcRIWl7Fe1gcRuVhE2iQ0N8ZsmPn4fMvKaIrz+1sc5NutK9cb5so3B7gy2K8GvAa8lNBvMPApUDOu7WrMn3vTYL8Dyf3A38AMllWD/WvJbxxH5PvF4hWGY1+WveK2o4lzW8Vyl40HNg72BbgleF/2LKL77Yg5gGwf1+dIzBh8QVxbdcyIOjCu7SFgMvmL4yjT/3PcsQnAiSnGfzT4P6gRd/9PAL8BTSv6fpPI9wPJ41FK4vtbLFt26nEUMKo6P4iaHSAix2BuxuOAyxO61sQCjeLLRvbHoqjfFJE/sHXPzpoQSQ0cD/wbmCQiyzFj6oGqujDLt5ORctxvT6BL8PcRCX3jnSSexeI73haRRcEYP2MxBJOzcxfhKcf9foJFXz8uIkuxX50AJ6jq83HjrxCRg4G7RWRS0DwNOEzX98TJOeX8f0ZEdsPsFcNTXGIg5iTwXvC+1MaW7/bRPKYYEpGHsKqjDYHDgqj/YWp2KSiR72+xkN0KgI7jOE7JUxlsHI7jOE4WccXhOI7jRMIVh+M4jhMJVxyO4zhOJFxxOI7jOJFwxeE4juNEwhWH4ziOEwlXHI7jOE4kXHE4juM4kXDF4TiO40Si5HNVOU4qRKQOlqOrNpbn6A4tnkJFjpM3fMbhVEpEpBGWevt9Vb0J+ApPo+04oXDF4VQ6RESAocBTqhrLeDsBaCMiO+dPMscpDnypyqmMHAPsBhwS17Zp8NqgwqVxnCLDZxxOZeRkYISurQIHsE/w+k0e5HGcosIVh1OpCJapDgDeSTh0LDBWVX+qeKkcp7jwpSqnsrETtiz1UaxBRPbEalN3zJNMjlNU+IzDqWx0BBZisw5EpC5wH9BLVT/Io1yOUzR46VinUiEiw4BVwH+BDkB1YKiqfpJXwRyniHDF4VQaAvvGXOAaVX0w3/I4TrHiS1VOZSJm33gr34I4TjHjisOpTLQFpqvqd/kWxHGKGV+qcioNIrIRUEdV5+RbFscpZlxxOI7jOJHwpSrHcRwnEq44HMdxnEi44nAcx3Ei4YrDcRzHiYQrDsdxHCcSrjgcx3GcSPw/BsNYuuXezFoAAAAASUVORK5CYII=\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# Plot profiles\n", "import numpy as np\n", @@ -1485,38 +2443,77 @@ "ax.patch.set_linewidth(\"1\")\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/DSHAPE_beta_profiles.pdf\")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 31, "id": "7816bdf6-b2e7-4079-923f-dbf4968bbcea", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Pressure Profile Coefficients\n", + "l = 0.0, coeff = 1600.0 \n", + "l = 1.0, coeff = 0.0 \n", + "l = 2.0, coeff = -3200.0 \n", + "l = 3.0, coeff = 0.0 \n", + "l = 4.0, coeff = 1600.0 \n" + ] + } + ], "source": [ "print(\"Pressure Profile Coefficients\")\n", "for coeff, l in zip(eqD.p_l, eqD.pressure.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 32, "id": "30e814ae-1f28-4c7e-960f-8115334f4707", "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rotational Transform Profile Coefficients\n", + "l = 0.0, coeff = 1.0 \n", + "l = 1.0, coeff = 0.0 \n", + "l = 2.0, coeff = -0.67 \n", + "l = 3.0, coeff = 0.0 \n", + "l = 4.0, coeff = 0.0 \n" + ] + } + ], "source": [ "print(\"Rotational Transform Profile Coefficients\")\n", "for coeff, l in zip(eqD.i_l, eqD.iota.basis.modes):\n", " print(f\"l = {l[0]}, coeff = {coeff} \")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": 33, "id": "ad5804df-6e6e-4545-b5d4-7a519545a3a1", "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], "source": [ "# make flux surface comparison plot\n", "vmecfile_D = \"VMEC_outputs/wout_DSHAPE_s128_M14.nc\"\n", @@ -1524,24 +2521,23 @@ "plt.title(r\"DSHAPE $\\sim 3\\%~\\beta$\")\n", "plt.tight_layout()\n", "plt.savefig(\"Figures/DSHAPE_beta_surfaces.pdf\")" - ], - "outputs": [] + ] }, { "cell_type": "code", "execution_count": null, "id": "efac75ab-534c-4264-840e-9c7a2d3af90e", "metadata": {}, - "source": [], - "outputs": [] + "outputs": [], + "source": [] }, { "cell_type": "code", "execution_count": null, "id": "be7f1695-980c-4539-a4c5-51e4615ea4f6", "metadata": {}, - "source": [], - "outputs": [] + "outputs": [], + "source": [] } ], "metadata": { From 810b2760c77504c1ef9181ab74c27d4eb4f1779f Mon Sep 17 00:00:00 2001 From: unalmis Date: Tue, 21 May 2024 09:22:14 -0500 Subject: [PATCH 06/28] Increase resolution in test_limit_continuity to avoid warning --- tests/test_axis_limits.py | 28 +++++++++++++--------------- tests/test_compute_funs.py | 1 - 2 files changed, 13 insertions(+), 16 deletions(-) diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index 9e01fcf0b5..42306e19a4 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -166,9 +166,9 @@ def _skip_this(eq, name): def assert_is_continuous( eq, names=data_index["desc.equilibrium.equilibrium.Equilibrium"].keys(), - delta=5e-5, - rtol=1e-4, - atol=1e-6, + delta=1e-4, + rtol=1e-5, + atol=5e-7, desired_at_axis=None, kwargs=None, ): @@ -220,7 +220,7 @@ def assert_is_continuous( num_points = 12 rho = np.linspace(start=0, stop=delta, num=num_points) - grid = LinearGrid(rho=rho, M=5, N=5, NFP=eq.NFP, sym=eq.sym) + grid = LinearGrid(rho=rho, M=eq.M_grid, N=eq.N_grid, NFP=eq.NFP, sym=eq.sym) axis = grid.nodes[:, 0] == 0 assert axis.any() and not axis.all() integrate = surface_integrals_map(grid, expand_out=False) @@ -228,19 +228,18 @@ def assert_is_continuous( p = "desc.equilibrium.equilibrium.Equilibrium" for name in names: - if name in not_continuous_limits: + if ( + name in not_continuous_limits + or data_index[p][name]["coordinates"] == "" + or data_index[p][name]["coordinates"] == "z" + ): + # can't check continuity of global scalar or function of toroidal angle continue elif name in not_finite_limits: assert (np.isfinite(data[name]).T != axis).all(), name continue else: assert np.isfinite(data[name]).all(), name - if ( - data_index[p][name]["coordinates"] == "" - or data_index[p][name]["coordinates"] == "z" - ): - # can't check continuity of global scalar or function of toroidal angle - continue # make single variable function of rho if data_index[p][name]["coordinates"] == "r": # already single variable function of rho @@ -300,10 +299,9 @@ def test_limit_continuity(self): # The need for a weaker tolerance on these keys may be due to a subpar # polynomial regression fit against which the axis limit is compared. weaker_tolerance = { - "B0_rr": {"rtol": 5e-03}, - "iota_r": {"atol": 1e-4}, - "iota_num_rr": {"atol": 5e-3}, - "alpha_r": {"rtol": 1e-3}, + "iota_r": {"atol": 1e-6}, + "iota_num_rr": {"atol": 5e-5}, + "grad(B)": {"rtol": 1e-4}, } zero_map = dict.fromkeys(zero_limits, {"desired_at_axis": 0}) kwargs = weaker_tolerance | zero_map diff --git a/tests/test_compute_funs.py b/tests/test_compute_funs.py index 1f1869dae0..17949cf5fe 100644 --- a/tests/test_compute_funs.py +++ b/tests/test_compute_funs.py @@ -1238,7 +1238,6 @@ def test_compute_everything(): sym=things["desc.equilibrium.equilibrium.Equilibrium"].sym, axis=True, ) - print() curvegrid1 = LinearGrid(N=10) curvegrid2 = LinearGrid(N=10, NFP=2) fieldgrid = LinearGrid( From 15cf1bdda70ef72fc1ae50e976b35a2b69d461ca Mon Sep 17 00:00:00 2001 From: unalmis Date: Tue, 21 May 2024 09:40:56 -0500 Subject: [PATCH 07/28] Fix test markers --- tests/test_axis_limits.py | 3 ++- tests/test_stability_funs.py | 2 -- 2 files changed, 2 insertions(+), 3 deletions(-) diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index 42306e19a4..66e5d5c752 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -393,7 +393,8 @@ def get_source(name): return unsafe_names -@pytest.mark.unit +@pytest.mark.slow +@pytest.mark.regression @pytest.mark.parametrize("name", _reverse_mode_unsafe_names()) def test_reverse_mode_ad_axis(name): """Asserts that the rho=0 axis limits are reverse mode differentiable.""" diff --git a/tests/test_stability_funs.py b/tests/test_stability_funs.py index 54aa43e278..883f332d5c 100644 --- a/tests/test_stability_funs.py +++ b/tests/test_stability_funs.py @@ -208,7 +208,6 @@ def test(eq, vmec, rho_range=DEFAULT_RANGE, rtol=DEFAULT_RTOL, atol=DEFAULT_ATOL @pytest.mark.unit -@pytest.mark.solve def test_compute_d_mercier(): """Test calculation of D_Mercier stability criterion against VMEC.""" @@ -245,7 +244,6 @@ def test(eq, vmec, rho_range=DEFAULT_RANGE, rtol=DEFAULT_RTOL, atol=DEFAULT_ATOL @pytest.mark.unit -@pytest.mark.solve def test_compute_magnetic_well(): """Test that D_well and magnetic_well match signs under finite pressure.""" From 45171638011446a0f425f360be167724f88f32cf Mon Sep 17 00:00:00 2001 From: unalmis Date: Tue, 21 May 2024 09:43:35 -0500 Subject: [PATCH 08/28] undo refactor in test axis limit --- tests/test_axis_limits.py | 14 ++++++++------ 1 file changed, 8 insertions(+), 6 deletions(-) diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index 66e5d5c752..5fc51087e2 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -228,18 +228,20 @@ def assert_is_continuous( p = "desc.equilibrium.equilibrium.Equilibrium" for name in names: - if ( - name in not_continuous_limits - or data_index[p][name]["coordinates"] == "" - or data_index[p][name]["coordinates"] == "z" - ): - # can't check continuity of global scalar or function of toroidal angle + if name in not_continuous_limits: continue elif name in not_finite_limits: assert (np.isfinite(data[name]).T != axis).all(), name continue else: assert np.isfinite(data[name]).all(), name + + if ( + data_index[p][name]["coordinates"] == "" + or data_index[p][name]["coordinates"] == "z" + ): + # can't check continuity of global scalar or function of toroidal angle + continue # make single variable function of rho if data_index[p][name]["coordinates"] == "r": # already single variable function of rho From efd78366c7d6d148d53b1179dc7f7926686b4f35 Mon Sep 17 00:00:00 2001 From: unalmis Date: Tue, 21 May 2024 10:09:36 -0500 Subject: [PATCH 09/28] Set coordinate attribute for grid if missing by default to rtz --- desc/grid.py | 26 +++++++++++++------------- 1 file changed, 13 insertions(+), 13 deletions(-) diff --git a/desc/grid.py b/desc/grid.py index 348abcb15b..68fba22a73 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -203,7 +203,7 @@ def sym(self): @property def coordinates(self): """Coordinates specified by the nodes.""" - return self._coordinates + return self.__dict__.setdefault("_coordinates", "rtz") @property def num_nodes(self): @@ -223,19 +223,19 @@ def num_poloidal(self): @property def num_alpha(self): """ndarray: Number of unique field line poloidal angles.""" - errorif(self.coordinates[1] != "a") + errorif(self.coordinates[1] != "a", AttributeError) return self.num_poloidal @property def num_theta(self): """ndarray: Number of unique theta coordinates.""" - errorif(self.coordinates[1] != "t") + errorif(self.coordinates[1] != "t", AttributeError) return self.num_poloidal @property def num_theta_PEST(self): - """ndarray: Number of unique straight field line polodial angles.""" - errorif(self.coordinates[1] != "p") + """ndarray: Number of unique straight field line poloidal angles.""" + errorif(self.coordinates[1] != "p", AttributeError) return self.num_poloidal @property @@ -266,19 +266,19 @@ def unique_poloidal_idx(self): @property def unique_alpha_idx(self): """ndarray: Indices of unique field line poloidal angles.""" - errorif(self.coordinates[1] != "a") + errorif(self.coordinates[1] != "a", AttributeError) return self.unique_poloidal_idx @property def unique_theta_idx(self): """ndarray: Indices of unique theta coordinates.""" - errorif(self.coordinates[1] != "t") + errorif(self.coordinates[1] != "t", AttributeError) return self.unique_poloidal_idx @property def unique_theta_PEST_idx(self): - """ndarray: Indices of unique straight field line polodial angles.""" - errorif(self.coordinates[1] != "p") + """ndarray: Indices of unique straight field line poloidal angles.""" + errorif(self.coordinates[1] != "p", AttributeError) return self.unique_poloidal_idx @property @@ -314,19 +314,19 @@ def inverse_poloidal_idx(self): @property def inverse_alpha_idx(self): """ndarray: Indices that recover field line poloidal angles.""" - errorif(self.coordinates[1] != "a") + errorif(self.coordinates[1] != "a", AttributeError) return self.inverse_poloidal_idx @property def inverse_theta_idx(self): """ndarray: Indices that recover unique theta coordinates.""" - errorif(self.coordinates[1] != "t") + errorif(self.coordinates[1] != "t", AttributeError) return self.inverse_poloidal_idx @property def inverse_theta_PEST_idx(self): - """ndarray: Indices that recover unique straight field line polodial angles.""" - errorif(self.coordinates[1] != "p") + """ndarray: Indices that recover unique straight field line poloidal angles.""" + errorif(self.coordinates[1] != "p", AttributeError) return self.inverse_poloidal_idx @property From d41e45851a2441e8be19bb4ae7e1c2909a54a2db Mon Sep 17 00:00:00 2001 From: unalmis Date: Wed, 22 May 2024 13:50:17 -0500 Subject: [PATCH 10/28] Add source grid and meshgrid attributes and switch to grid requirement checking... in desc.compute.utils --- desc/compute/_omnigenity.py | 4 ++-- desc/compute/_profiles.py | 2 +- desc/compute/data_index.py | 40 ++++++++++++++++++------------------- desc/compute/utils.py | 30 ++++++++++------------------ desc/grid.py | 18 +++++++++++++++++ 5 files changed, 51 insertions(+), 43 deletions(-) diff --git a/desc/compute/_omnigenity.py b/desc/compute/_omnigenity.py index b56ec890d5..4deea33213 100644 --- a/desc/compute/_omnigenity.py +++ b/desc/compute/_omnigenity.py @@ -32,7 +32,7 @@ data=["B_theta"], M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", - require_resolution="tz", + resolution_requirement="tz", ) def _B_theta_mn(params, transforms, profiles, data, **kwargs): data["B_theta_mn"] = transforms["B"].fit(data["B_theta"]) @@ -54,7 +54,7 @@ def _B_theta_mn(params, transforms, profiles, data, **kwargs): data=["B_zeta"], M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", - require_resolution="tz", + resolution_requirement="tz", ) def _B_zeta_mn(params, transforms, profiles, data, **kwargs): data["B_zeta_mn"] = transforms["B"].fit(data["B_zeta"]) diff --git a/desc/compute/_profiles.py b/desc/compute/_profiles.py index 65221ee522..859028dbf0 100644 --- a/desc/compute/_profiles.py +++ b/desc/compute/_profiles.py @@ -138,7 +138,7 @@ def _chi_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["chi_r", "rho"], - require_resolution="r", + resolution_requirement="r", ) def _chi(params, transforms, profiles, data, **kwargs): chi_r = transforms["grid"].compress(data["chi_r"]) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index 4efff5294d..56be0b86df 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -65,9 +65,8 @@ def register_compute_fun( data, aliases=None, parameterization="desc.equilibrium.equilibrium.Equilibrium", - require_resolution="", - grid_coordinates="rtz", - grid_special=None, + resolution_requirement="", + grid_requirement=None, axis_limit_data=None, **kwargs, ): @@ -106,20 +105,20 @@ def register_compute_fun( parameterization : str or list of str Name of desc types the method is valid for. eg `'desc.geometry.FourierXYZCurve'` or `'desc.equilibrium.Equilibrium'`. - require_resolution : str + resolution_requirement : str Resolution requirements in coordinates. I.e. "r" expects radial resolution in the grid, "rtz" expects grid to radial, poloidal, and toroidal resolution. - grid_coordinates : str - Coordinates specified by nodes of the grid. - Immediate dependencies should be computed on a grid of this type. - grid_special : list of str or Grid - Special expectations from the grid to compute the quantity. E.g. - align : str - Grid should be such that the immediate dependency quantities are - separable into (rho, poloidal, zeta) coordinates with - ``dependency.reshape(num_rho, num_poloidal, num_zeta)``. + grid_requirement : list of str or callable or Grid + Particular attributes of the grid on which the immediate dependencies + should be computed that should be true. E.g. + is_meshgrid : str + Whether the grid is separable into coordinate chunks. + Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal + coordinate value. The meshgrid flag denotes whether any coordinate + can be iterated over along the relevant axis of the reshaped grid: + nodes.reshape(3, num_radial, num_poloidal, num_toroidal). fft : str - Grid should be sorted for fast fourier transform. + Whether the grid is sorted for fast fourier transform. axis_limit_data : list of str Names of other items in the data index needed to compute axis limit of qty. @@ -130,12 +129,12 @@ def register_compute_fun( """ if aliases is None: aliases = [] - if grid_special is None: - grid_special = [] + if grid_requirement is None: + grid_requirement = [] + if not isinstance(grid_requirement, (tuple, list)): + grid_requirement = [grid_requirement] if not isinstance(parameterization, (tuple, list)): parameterization = [parameterization] - if not isinstance(grid_special, (tuple, list)): - grid_special = [grid_special] deps = { "params": params, @@ -162,9 +161,8 @@ def _decorator(func): "coordinates": coordinates, "dependencies": deps, "aliases": aliases, - "require_resolution": require_resolution, - "grid_coordinates": grid_coordinates, - "grid_special": grid_special, + "require_resolution": resolution_requirement, + "grid_requirement": grid_requirement, } for p in parameterization: flag = False diff --git a/desc/compute/utils.py b/desc/compute/utils.py index ba9995dc05..f3fbc0dd52 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -137,28 +137,20 @@ def _compute( **kwargs, ) if "grid" in transforms: - coords = data_index[parameterization][name]["grid_coordinates"] - errorif( - coords != transforms["grid"].coordinates, - msg=( - f"Expected grid with coordinates '{coords}' to compute {name}, " - f"but got grid with coordinates '{transforms['grid'].coordinates}'." - ), - ) - special = data_index[parameterization][name]["grid_special"] - for requirement in special: + for req in data_index[parameterization][name]["grid_requirement"]: warnif( - isinstance(requirement, Grid) - and not isinstance(transforms["grid"], requirement), - msg=( - f"Expected '{requirement}' to compute {name}, " - f"but got '{type(transforms['grid'])}'." - ), + isinstance(req, Grid) and not isinstance(transforms["grid"], req), + msg=f"Expected {req} to compute {name}," + f" but got {type(transforms['grid'])}.", + ) + errorif( + isinstance(req, str) and not hasattr(transforms["grid"], req), + msg=f"Expected grid with attribute '{req}' to compute {name}.", ) errorif( - isinstance(requirement, str) - and not hasattr(transforms["grid"], requirement), - msg=f"Expected grid attribute '{requirement}' to compute {name}.", + callable(req) and not req(transforms["grid"]), + msg=f"Expected requirement to compute {name}" + f" not satisfied by {transforms['grid']}.", ) # now compute the quantity data = data_index[parameterization][name]["fun"]( diff --git a/desc/grid.py b/desc/grid.py index 68fba22a73..b779590cdb 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -35,12 +35,14 @@ class _Grid(IOAble, ABC): "_axis", "_node_pattern", "_coordinates", + "_source_grid", "_unique_rho_idx", "_unique_poloidal_idx", "_unique_zeta_idx", "_inverse_rho_idx", "_inverse_poloidal_idx", "_inverse_zeta_idx", + "is_meshgrid", ] @abstractmethod @@ -576,6 +578,8 @@ class Grid(_Grid): raz : rho, alpha, zeta rpz : rho, theta_PEST, zeta rtz : rho, theta, zeta + source_grid : Grid, optional + Grid from which coordinates were mapped from. """ def __init__( @@ -586,6 +590,7 @@ def __init__( sort=False, jitable=False, coordinates="rtz", + source_grid=None, **kwargs, ): # Python 3.3 (PEP 412) introduced key-sharing dictionaries. @@ -595,6 +600,14 @@ def __init__( self._sym = False self._node_pattern = "custom" self._coordinates = coordinates + self._source_grid = source_grid + # Whether this grid is separable into coordinate chunks. + # Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal + # coordinate value. The is_meshgrid flag denotes whether any coordinate + # can be iterated over along the relevant axis of the reshaped grid: + # nodes.reshape(3, num_radial, num_poloidal, num_toroidal). + self.is_meshgrid = kwargs.pop("is_meshgrid", False) + self._nodes = self._create_nodes(nodes) if spacing is not None: spacing = ( @@ -680,6 +693,11 @@ def _create_nodes(self, nodes): # In particular, do not modulo nodes by 2pi or 2pi/NFP. return nodes + @property + def source_grid(self): + """Coordinates from which this grid was mapped from.""" + return self._source_grid + class LinearGrid(_Grid): """Grid in which the nodes are linearly spaced in each coordinate. From 9b752772f8db2e2ef7fd9e0b2c08ee0c4c4f3e49 Mon Sep 17 00:00:00 2001 From: unalmis Date: Wed, 22 May 2024 19:09:29 -0500 Subject: [PATCH 11/28] Change name of optional parameter to resolution_requirement --- desc/compute/data_index.py | 2 +- desc/equilibrium/equilibrium.py | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index 56be0b86df..b705f9d4a7 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -161,7 +161,7 @@ def _decorator(func): "coordinates": coordinates, "dependencies": deps, "aliases": aliases, - "require_resolution": resolution_requirement, + "resolution_requirement": resolution_requirement, "grid_requirement": grid_requirement, } for p in parameterization: diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index c698b4522f..a6acc0a6e0 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -883,7 +883,7 @@ def compute( calc1dr = calc1dz = False else: for dep in deps: - req = data_index[p][dep]["require_resolution"] + req = data_index[p][dep]["resolution_requirement"] coords = data_index[p][dep]["coordinates"] msg = lambda direction: colored( f"Dependency {dep} may require more {direction}" From 9193091a784f22174d0a16138ad96029f7aef5d3 Mon Sep 17 00:00:00 2001 From: unalmis Date: Fri, 24 May 2024 12:51:20 -0500 Subject: [PATCH 12/28] Fix docstring about is_meshgrid attribute requirement --- desc/compute/data_index.py | 2 +- desc/grid.py | 6 +++--- 2 files changed, 4 insertions(+), 4 deletions(-) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index b705f9d4a7..5abd318e7d 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -116,7 +116,7 @@ def register_compute_fun( Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal coordinate value. The meshgrid flag denotes whether any coordinate can be iterated over along the relevant axis of the reshaped grid: - nodes.reshape(3, num_radial, num_poloidal, num_toroidal). + nodes.reshape(num_radial, num_poloidal, num_toroidal, 3). fft : str Whether the grid is sorted for fast fourier transform. axis_limit_data : list of str diff --git a/desc/grid.py b/desc/grid.py index b779590cdb..e6f5f5d519 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -605,7 +605,7 @@ def __init__( # Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal # coordinate value. The is_meshgrid flag denotes whether any coordinate # can be iterated over along the relevant axis of the reshaped grid: - # nodes.reshape(3, num_radial, num_poloidal, num_toroidal). + # nodes.reshape(num_radial, num_poloidal, num_toroidal, 3). self.is_meshgrid = kwargs.pop("is_meshgrid", False) self._nodes = self._create_nodes(nodes) @@ -1375,8 +1375,8 @@ def ocs(L): dr = np.tile(dr, 2 * N + 1) dt = np.tile(dt, 2 * N + 1) dz = np.ones_like(z) * dz - nodes = np.stack([r, t, z]).T - spacing = np.stack([dr, dt, dz]).T + nodes = np.column_stack([r, t, z]) + spacing = np.column_stack([dr, dt, dz]) return nodes, spacing From 65486d989503bf9d0c9d787210c42033a3f5f27a Mon Sep 17 00:00:00 2001 From: unalmis Date: Thu, 30 May 2024 14:06:52 -0500 Subject: [PATCH 13/28] Move things from #854 and #1003 into #1024 --- desc/backend.py | 45 +++++++++- desc/equilibrium/coords.py | 54 +++++++++++- desc/equilibrium/equilibrium.py | 79 ++++++++++++++++++ desc/grid.py | 141 +++++++++++++++++++++++--------- tests/test_grid.py | 18 ++++ 5 files changed, 293 insertions(+), 44 deletions(-) diff --git a/desc/backend.py b/desc/backend.py index 77cf6f090d..6e123f49e9 100644 --- a/desc/backend.py +++ b/desc/backend.py @@ -71,8 +71,10 @@ switch = jax.lax.switch while_loop = jax.lax.while_loop vmap = jax.vmap - scan = jax.lax.scan bincount = jnp.bincount + repeat = jnp.repeat + take = jnp.take + scan = jax.lax.scan from jax import custom_jvp from jax.experimental.ode import odeint from jax.scipy.linalg import block_diag, cho_factor, cho_solve, qr, solve_triangular @@ -635,6 +637,13 @@ def bincount(x, weights=None, minlength=None, length=None): """Same as np.bincount but with a dummy parameter to match jnp.bincount API.""" return np.bincount(x, weights, minlength) + def repeat(a, repeats, axis=None, total_repeat_length=None): + """A numpy implementation of jnp.repeat.""" + out = np.repeat(a, repeats, axis) + if total_repeat_length is not None: + out = out[:total_repeat_length] + return out + def custom_jvp(fun, *args, **kwargs): """Dummy function for custom_jvp without JAX.""" fun.defjvp = lambda *args, **kwargs: None @@ -744,3 +753,37 @@ def root( """ out = scipy.optimize.root(fun, x0, args, jac=jac, tol=tol) return out.x, out + + def take( + a, + indices, + axis=None, + out=None, + mode="fill", + unique_indices=False, + indices_are_sorted=False, + fill_value=None, + ): + """A numpy implementation of jnp.take.""" + if mode == "fill": + if fill_value is None: + # copy jax logic + # https://jax.readthedocs.io/en/latest/_modules/jax/_src/lax/slicing.html#gather + if np.issubdtype(a.dtype, np.inexact): + fill_value = np.nan + elif np.issubdtype(a.dtype, np.signedinteger): + fill_value = np.iinfo(a.dtype).min + elif np.issubdtype(a.dtype, np.unsignedinteger): + fill_value = np.iinfo(a.dtype).max + elif a.dtype == np.bool_: + fill_value = True + else: + raise ValueError(f"Unsupported dtype {a.dtype}.") + out = np.where( + (-a.size <= indices) & (indices < a.size), + np.take(a, indices, axis, out, mode="wrap"), + fill_value, + ) + else: + out = np.take(a, indices, axis, out, mode) + return out diff --git a/desc/equilibrium/coords.py b/desc/equilibrium/coords.py index 93d6345c21..939839e748 100644 --- a/desc/equilibrium/coords.py +++ b/desc/equilibrium/coords.py @@ -40,8 +40,7 @@ def map_coordinates( # noqa: C901 eq : Equilibrium Equilibrium to use coords : ndarray, shape(k,3) - 2D array of input coordinates. Each row is a different - point in space. + 2D array of input coordinates. Each row is a different point in space. inbasis, outbasis : tuple of str Labels for input and output coordinates, eg ("R", "phi", "Z") or ("rho", "alpha", "zeta") or any combination thereof. Labels should be the @@ -204,6 +203,7 @@ def _initial_guess_heuristic(yk, coords, inbasis, eq, profiles): elif poloidal == "alpha": alpha = coords[:, inbasis.index("alpha")] iota = profiles["iota"](rho) + # why not alpha % (2 * jnp.pi) + iota * zeta % (user supplied period)? theta = (alpha + iota * zeta) % (2 * jnp.pi) yk = jnp.array([rho, theta, zeta]).T @@ -305,7 +305,7 @@ def fixup(x, *args): ) theta_DESC, (res, niter) = vecroot(theta_star, theta_star, rho, zeta) - nodes = jnp.array([rho, theta_DESC.squeeze(), zeta]).T + nodes = jnp.array([rho, jnp.atleast_1d(theta_DESC.squeeze()), zeta]).T out = nodes if full_output: @@ -504,3 +504,51 @@ def to_sfl( eq_sfl.L_lmn = L_lmn_sfl return eq_sfl + + +def rtz_grid(eq, radial, poloidal, toroidal, coordinates): + """Return DESC coordinate grid from given coordinates. + + Create a meshgrid from the given coordinates, and return the + paired DESC coordinate grid. + + Parameters + ---------- + eq : Equilibrium + Equilibrium on which to perform coordinate mapping. + radial : ndarray + Sorted unique radial coordinates. + poloidal : ndarray + Sorted unique poloidal coordinates. + toroidal : ndarray + Sorted unique toroidal coordinates. + coordinates : str + Input coordinates that are specified by the arguments, respectively. + raz : rho, alpha, zeta + rpz : rho, theta_PEST, zeta + rtz : rho, theta, zeta + + Returns + ------- + desc_grid : Grid + DESC coordinate grid for the given coordinates. + + """ + grid = Grid.create_meshgrid(radial, poloidal, toroidal, coordinates) + inbasis = {"r": "rho", "t": "theta", "p": "theta_PEST", "a": "alpha", "z": "zeta"} + rtz_nodes = eq.map_coordinates( + grid.nodes, + inbasis=[inbasis[char] for char in coordinates], + outbasis=("rho", "theta", "zeta"), + period=(jnp.inf, 2 * jnp.pi, jnp.inf), + ) + desc_grid = Grid( + nodes=rtz_nodes, + coordinates="rtz", + source_grid=grid, + sort=False, + jitable=True, + _unique_rho_idx=grid.unique_rho_idx, + _inverse_rho_idx=grid.inverse_rho_idx, + ) + return desc_grid diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index a6acc0a6e0..0113cd7fcf 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -2482,3 +2482,82 @@ def insert(self, i, new_item): "Members of EquilibriaFamily should be of type Equilibrium or subclass." ) self._equilibria.insert(i, new_item) + + +# TODO: GitHub issue #1035. Move logic to eq.compute +def compute_raz_data( + eq, grid, names_field_line, names_0d=None, names_1dr=None, data=None +): + """Compute field line quantities and their dependencies on the correct grids. + + Parameters + ---------- + eq : Equilibrium + Equilibrium to compute on. + grid : Grid + Grid on which the field line quantities should be computed. + names_field_line : iterable + Field line quantities that will be computed on the returned field line grid. + These quantities should require grid.source_grid in grid_requirement parameter + or the register compute function decorator. + names_0d : iterable + Additional things to compute constant over volume. + names_1dr : iterable + Additional things to compute constant over flux surface. + data : dict of Array + Data computed so far, generally output from other compute functions. + + Returns + ------- + data : dict + Computed quantities. + + """ + assert grid.source_grid is not None, "Why are you using this function?" + if data is None: + data = {} + if names_0d is None: + names_0d = {} + if names_1dr is None: + names_1dr = {} + names_field_line = set(names_field_line) + names_0d = set(names_0d) - names_field_line + names_1dr = set(names_1dr) - names_field_line + p = "desc.equilibrium.equilibrium.Equilibrium" + deps = ( + names_0d + | names_1dr + | set(get_data_deps(names_field_line, obj=p, has_axis=grid.axis.size > 0)) + ) - data.keys() + dep0d = {dep for dep in deps if data_index[p][dep]["coordinates"] == ""} + dep1dr = {dep for dep in deps if data_index[p][dep]["coordinates"] == "r"} + # Create grid with given flux surfaces. + grid1dr = LinearGrid( + rho=grid.compress(grid.nodes[:, 0]), + M=eq.M_grid, + N=eq.N_grid, + sym=eq.sym, + NFP=eq.NFP, + ) + # Compute dependencies on correct grids, overriding whenever necessary. + # (The given grid may not have enough radial or poloidal resolution to compute + # dependencies of names_field_line accurately. For flux functions or scalars, + # this is not an issue since the interpolation to the given grid is trivial). + seed = eq.compute(list(dep0d | dep1dr), grid=grid1dr) + + # Remove dependencies from data_seed that cannot be interpolated trivially. + seed0d = {key: val for key, val in seed.items() if key in dep0d} + seed1dr = { + key: grid.copy_data_from_other(val, grid1dr) + for key, val in seed.items() + if key in dep1dr + } + seed = seed0d | seed1dr + # Now, compute names_field_line on grid with correct dependencies. + # Can't override grid here because computing stuff in names_field_line + # requires grid.source_grid. + data = seed | data # values of shared keys should default to data + data = eq.compute( + names=list(names_field_line), grid=grid, data=data, override_grid=False + ) + return data diff --git a/desc/grid.py b/desc/grid.py index e6f5f5d519..ff31a4823f 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -5,7 +5,7 @@ import numpy as np from scipy import optimize, special -from desc.backend import fori_loop, jnp, put +from desc.backend import fori_loop, jnp, put, repeat, take from desc.io import IOAble from desc.utils import Index, check_nonnegint, check_posint, errorif @@ -42,7 +42,7 @@ class _Grid(IOAble, ABC): "_inverse_rho_idx", "_inverse_poloidal_idx", "_inverse_zeta_idx", - "is_meshgrid", + "_is_meshgrid", ] @abstractmethod @@ -202,6 +202,17 @@ def sym(self): """bool: True for stellarator symmetry, False otherwise.""" return self.__dict__.setdefault("_sym", False) + @property + def is_meshgrid(self): + """bool: Whether this grid is separable into coordinate chunks. + + Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal + coordinate value. The is_meshgrid flag denotes whether any coordinate + can be iterated over along the relevant axis of the reshaped grid: + nodes.reshape(num_radial, num_poloidal, num_toroidal, 3). + """ + return self.__dict__.setdefault("_is_meshgrid", False) + @property def coordinates(self): """Coordinates specified by the nodes.""" @@ -251,7 +262,8 @@ def unique_rho_idx(self): errorif( not hasattr(self, "_unique_rho_idx"), AttributeError, - "jit compatible Grid objects do not have unique indices assigned.", + f"{self} does not have unique indices assigned. " + "It is not possible to do this automatically on grids made under JIT.", ) return self._unique_rho_idx @@ -261,7 +273,8 @@ def unique_poloidal_idx(self): errorif( not hasattr(self, "_unique_poloidal_idx"), AttributeError, - "jit compatible Grid objects do not have unique indices assigned.", + f"{self} does not have unique indices assigned. " + "It is not possible to do this automatically on grids made under JIT.", ) return self._unique_poloidal_idx @@ -289,7 +302,8 @@ def unique_zeta_idx(self): errorif( not hasattr(self, "_unique_zeta_idx"), AttributeError, - "jit compatible Grid objects do not have unique indices assigned.", + f"{self} does not have unique indices assigned. " + "It is not possible to do this automatically on grids made under JIT.", ) return self._unique_zeta_idx @@ -299,7 +313,8 @@ def inverse_rho_idx(self): errorif( not hasattr(self, "_inverse_rho_idx"), AttributeError, - "jit compatible Grid objects do not have inverse indices assigned.", + f"{self} does not have inverse indices assigned. " + "It is not possible to do this automatically on grids made under JIT.", ) return self._inverse_rho_idx @@ -309,7 +324,8 @@ def inverse_poloidal_idx(self): errorif( not hasattr(self, "_inverse_poloidal_idx"), AttributeError, - "jit compatible Grid objects do not have inverse indices assigned.", + f"{self} does not have inverse indices assigned. " + "It is not possible to do this automatically on grids made under JIT.", ) return self._inverse_poloidal_idx @@ -337,7 +353,8 @@ def inverse_zeta_idx(self): errorif( not hasattr(self, "_inverse_zeta_idx"), AttributeError, - "jit compatible Grid objects do not have inverse indices assigned.", + f"{self} does not have inverse indices assigned. " + "It is not possible to do this automatically on grids made under JIT.", ) return self._inverse_zeta_idx @@ -383,7 +400,7 @@ def __repr__(self): + " at " + str(hex(id(self))) + ( - " (L={}, M={}, N={}, NFP={}, sym={}," + " (L={}, M={}, N={}, NFP={}, sym={}, is_meshgrid={}," " node_pattern={}, coordinates={})" ).format( self.L, @@ -391,6 +408,7 @@ def __repr__(self): self.N, self.NFP, self.sym, + self.is_meshgrid, self.node_pattern, self.coordinates, ) @@ -427,14 +445,10 @@ def compress(self, x, surface_label="rho"): """ surface_label = self.get_label(surface_label) - attr = f"_unique_{surface_label}_idx" - errorif( - not hasattr(self, attr), - AttributeError, - "compress operation undefined for jit compatible grids", - ) errorif(len(x) != self.num_nodes) - return x[getattr(self, attr)] + return take( + x, getattr(self, f"unique_{surface_label}_idx"), axis=0, unique_indices=True + ) def expand(self, x, surface_label="rho"): """Expand ``x`` by duplicating elements to match the grid's pattern. @@ -459,14 +473,8 @@ def expand(self, x, surface_label="rho"): """ surface_label = self.get_label(surface_label) - attr = f"_inverse_{surface_label}_idx" - errorif( - not hasattr(self, attr), - AttributeError, - "expand operation undefined for jit compatible grids", - ) errorif(len(x) != getattr(self, f"num_{surface_label}")) - return x[getattr(self, attr)] + return x[getattr(self, f"inverse_{surface_label}_idx")] def copy_data_from_other(self, x, other_grid, surface_label="rho", tol=1e-14): """Copy data x from other_grid to this grid at matching surface label. @@ -565,32 +573,90 @@ class Grid(_Grid): Spacing between nodes in each direction. weights : ndarray of float, size(num_nodes, ) Quadrature weights for each node. - sort : bool - Whether to sort the nodes for use with FFT method. - spacing : ndarray of shape(num_nodes, 3) - May be provided to ensure even spacing for surface averages etc. - jitable : bool - Whether to skip certain checks and conditionals that don't work under jit. - Allows grid to be created on the fly with custom nodes, but weights, symmetry - etc. may be wrong if grid contains duplicate nodes. coordinates : str Coordinates that are specified by the nodes. raz : rho, alpha, zeta rpz : rho, theta_PEST, zeta rtz : rho, theta, zeta - source_grid : Grid, optional + source_grid : Grid Grid from which coordinates were mapped from. + sort : bool + Whether to sort the nodes for use with FFT method. + is_meshgrid : bool + Whether this grid is separable into coordinate chunks. + Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal + coordinate value. The is_meshgrid flag denotes whether any coordinate + can be iterated over along the relevant axis of the reshaped grid: + nodes.reshape(num_radial, num_poloidal, num_toroidal, 3). + jitable : bool + Whether to skip certain checks and conditionals that don't work under jit. + Allows grid to be created on the fly with custom nodes, but weights, symmetry + etc. may be wrong if grid contains duplicate nodes. """ + @classmethod + def create_meshgrid(cls, a, b, c, coordinates="rtz", **kwargs): + """Create a meshgrid from the given coordinates in a jitable manner. + + Parameters + ---------- + a, b, c : Array, Array, Array + Sorted unique values of each coordinate. + coordinates : str + Coordinates that are specified by the nodes a, b, c, respectively. + raz : rho, alpha, zeta + rpz : rho, theta_PEST, zeta + rtz : rho, theta, zeta + + Returns + ------- + grid : Grid + Meshgrid with indices assigned. + + """ + a, b, c = jnp.atleast_1d(a, b, c) + nodes = jnp.column_stack( + list(map(jnp.ravel, jnp.meshgrid(a, b, c, indexing="ij"))) + ) + + unique_a_idx = jnp.arange(a.size) * b.size * c.size + unique_b_idx = jnp.arange(b.size) * c.size + unique_c_idx = jnp.arange(c.size) + inverse_a_idx = repeat( + unique_a_idx // (b.size * c.size), + b.size * c.size, + total_repeat_length=a.size * b.size * c.size, + ) + inverse_b_idx = jnp.tile( + repeat(unique_b_idx // c.size, c.size, total_repeat_length=b.size * c.size), + a.size, + ) + inverse_c_idx = jnp.tile(unique_c_idx, a.size * b.size) + return cls( + nodes=nodes, + coordinates=coordinates, + sort=False, + is_meshgrid=True, + jitable=True, + _unique_rho_idx=unique_a_idx, + _unique_poloidal_idx=unique_b_idx, + _unique_zeta_idx=unique_c_idx, + _inverse_rho_idx=inverse_a_idx, + _inverse_poloidal_idx=inverse_b_idx, + _inverse_zeta_idx=inverse_c_idx, + **kwargs, + ) + def __init__( self, nodes, spacing=None, weights=None, - sort=False, - jitable=False, coordinates="rtz", source_grid=None, + sort=False, + is_meshgrid=False, + jitable=False, **kwargs, ): # Python 3.3 (PEP 412) introduced key-sharing dictionaries. @@ -601,12 +667,7 @@ def __init__( self._node_pattern = "custom" self._coordinates = coordinates self._source_grid = source_grid - # Whether this grid is separable into coordinate chunks. - # Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal - # coordinate value. The is_meshgrid flag denotes whether any coordinate - # can be iterated over along the relevant axis of the reshaped grid: - # nodes.reshape(num_radial, num_poloidal, num_toroidal, 3). - self.is_meshgrid = kwargs.pop("is_meshgrid", False) + self._is_meshgrid = bool(is_meshgrid) self._nodes = self._create_nodes(nodes) if spacing is not None: diff --git a/tests/test_grid.py b/tests/test_grid.py index 020220960f..d28584d56b 100644 --- a/tests/test_grid.py +++ b/tests/test_grid.py @@ -732,6 +732,24 @@ def test(surface_label, grid): test("theta", cg_sym) test("zeta", cg_sym) + @pytest.mark.unit + def test_meshgrid(self): + """Test meshgrid constructor.""" + R = np.linspace(0, 1, 4) + T = np.linspace(0, 2 * np.pi, 2) + Z = np.linspace(0, 10 * np.pi, 3) + grid = Grid.create_meshgrid(R, T, Z) + r, t, z = grid.nodes.T + _, unique, inverse = np.unique(r, return_index=True, return_inverse=True) + np.testing.assert_allclose(grid.unique_rho_idx, unique) + np.testing.assert_allclose(grid.inverse_rho_idx, inverse) + _, unique, inverse = np.unique(t, return_index=True, return_inverse=True) + np.testing.assert_allclose(grid.unique_theta_idx, unique) + np.testing.assert_allclose(grid.inverse_theta_idx, inverse) + _, unique, inverse = np.unique(z, return_index=True, return_inverse=True) + np.testing.assert_allclose(grid.unique_zeta_idx, unique) + np.testing.assert_allclose(grid.inverse_zeta_idx, inverse) + @pytest.mark.unit def test_find_most_rational_surfaces(): From 7b829ead0a97ebf35b936fa7b3da489558bbebf8 Mon Sep 17 00:00:00 2001 From: unalmis Date: Sat, 1 Jun 2024 15:45:37 -0500 Subject: [PATCH 14/28] Resolves GitHub issue #904. --- desc/compute/utils.py | 6 +- desc/equilibrium/equilibrium.py | 233 +++++++++++++------------------- 2 files changed, 94 insertions(+), 145 deletions(-) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index f3fbc0dd52..f33eb0841f 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -197,12 +197,12 @@ def _get_deps_1_key(key): out += axis_limit_deps.copy() # to be safe for dep in axis_limit_deps: out += _get_deps_1_key(dep) - return sorted(list(set(out))) + return sorted(set(out)) out = [] for key in keys: out += _get_deps_1_key(key) - return sorted(list(set(out))) + return sorted(set(out)) def get_derivs(keys, obj, has_axis=False): @@ -282,7 +282,7 @@ def get_profiles(keys, obj, grid=None, has_axis=False, jitable=False, **kwargs): profs = [] for key in deps: profs += data_index[p][key]["dependencies"]["profiles"] - profs = sorted(list(set(profs))) + profs = sorted(set(profs)) if isinstance(obj, str) or inspect.isclass(obj): return profs # need to use copy here because profile may be None diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index 0113cd7fcf..83b5ebf0cb 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -779,7 +779,7 @@ def get_axis(self): axis = FourierRZCurve(R_n, Z_n, modes_R, modes_Z, NFP=self.NFP, sym=self.sym) return axis - def compute( + def compute( # noqa: C901 self, names, grid=None, @@ -824,11 +824,12 @@ def compute( names = [names] if grid is None: grid = QuadratureGrid(self.L_grid, self.M_grid, self.N_grid, self.NFP) - elif not isinstance(grid, _Grid): - raise TypeError( - "must pass in a Grid object for argument grid!" - f" instead got type {type(grid)}" - ) + errorif( + not isinstance(grid, _Grid), + TypeError, + msg="must pass in a Grid object for argument grid!" + f" instead got type {type(grid)}", + ) if params is None: params = get_params(names, obj=self, has_axis=grid.axis.size) @@ -839,49 +840,70 @@ def compute( if data is None: data = {} - # To avoid the issue of using the wrong grid for surface and volume averages, - # we first figure out what needed qtys are flux functions or volume integrals - # and compute those first on a full grid p = "desc.equilibrium.equilibrium.Equilibrium" + + def need_src(name): + # Need to compute these on grid that is paired to the source grid, since + # the compute logic assume input data is evaluated on those coordinates. + # We exclude these from the depXdx sets below since the grids we will + # use to compute those dependencies are coordinate-blind. + return "source_grid" in data_index[p][name]["grid_requirement"] + + def is_0d(name): + # Should compute on a grid that samples entire plasma volume. + # In particular, a QuadratureGrid for accurate radial integration. + return data_index[p][name]["coordinates"] == "" + + def is_1dr(name): + # Should compute on a grid that samples entire radial surfaces. + return data_index[p][name]["coordinates"] == "r" + + def is_1dz(name): + # Should compute on a grid that samples entire toroidal surfaces. + return data_index[p][name]["coordinates"] == "z" + # If the user wants to compute x which depends on y which in turn depends on z, # and they pass in y already computed in data, then we shouldn't need to compute # z at all. - deps = list( + deps = ( set(get_data_deps(names, obj=p, has_axis=grid.axis.size) + names) - data.keys() # subtract out y if already computed ) - dep0d = [ - dep - for dep in deps - if (data_index[p][dep]["coordinates"] == "") and (dep not in data) - ] - dep1dr = [ + dep0d = {dep for dep in deps if is_0d(dep) and not need_src(dep)} + # Unless user asks, don't try to recompute stuff which are only dependencies + # of dep0d. Example, need R0. R0 <- A <- A(z) computable on dep0d grid. + # But A(z) in dep1dz and attempt to recompute on dep1dz grid will error + # without unique zeta idx defined, which mapped coordinate grids lack. + dep0d_deps = set(get_data_deps(dep0d, obj=p, has_axis=grid.axis.size)) + # This filter is stronger than the name implies, but the false positives + # will still be computed correctly with the logic in compute.utils.compute. + just_dep0d_dep = lambda name: name in dep0d_deps and name not in names + dep1dr = { dep for dep in deps - if (data_index[p][dep]["coordinates"] == "r") and (dep not in data) - ] - dep1dz = [ + if is_1dr(dep) and not need_src(dep) and not just_dep0d_dep(dep) + } + dep1dz = { dep for dep in deps - if (data_index[p][dep]["coordinates"] == "z") - and (dep not in data) - and dep not in ["phi", "zeta"] # these don't need a special grid - ] - - # whether we need to calculate 0d or 1d quantities on a special grid - calc0d = bool(len(dep0d)) - calc1dr = bool(len(dep1dr)) - calc1dz = bool(len(dep1dz)) - if ( # see if the grid we're already using will work for desired qtys - (grid.L >= self.L_grid) - and (grid.M >= self.M_grid) - and (grid.N >= self.N_grid) - ): + if is_1dz(dep) and not need_src(dep) and not just_dep0d_dep(dep) + # These don't need a special grid, since the transforms are always + # built on the (rho, theta, zeta) coordinate grid. + and dep not in ["phi", "zeta"] + } + + # Whether we need to calculate any dependencies on a special grid. + calc0d = bool(dep0d) + calc1dr = bool(dep1dr) + calc1dz = bool(dep1dz) + # If the grid samples the full volume, then it is sufficient. + if grid.L >= self.L_grid and grid.M >= self.M_grid and grid.N >= self.N_grid: if isinstance(grid, QuadratureGrid): calc0d = calc1dr = calc1dz = False if isinstance(grid, LinearGrid): calc1dr = calc1dz = False else: + # Warn if best way to compute accurately is increasing resolution. for dep in deps: req = data_index[p][dep]["resolution_requirement"] coords = data_index[p][dep]["coordinates"] @@ -906,16 +928,20 @@ def compute( msg("toroidal"), ) + # Now compute dependencies on the proper grids, passing in any available + # seed data which is already computed and interpolatable. + # There isn't a single non-repeating order for computing that ensures the + # dependencies of the dependencies are computed on the proper grid. However, + # 0d -> 1dr -> 1dz -> rest covers most cases. In cases where it + # doesn't, the expectation is that developer registers the compute function + # with a resolution requirement or the user precomputes it. + if calc0d and override_grid: grid0d = QuadratureGrid(self.L_grid, self.M_grid, self.N_grid, self.NFP) - data0d_seed = { - key: data[key] - for key in data - if data_index[p][key]["coordinates"] == "" - } + data0d_seed = {key: data[key] for key in data if is_0d(key)} data0d = compute_fun( self, - dep0d, + list(dep0d), params=params, transforms=get_transforms(dep0d, obj=self, grid=grid0d, **kwargs), profiles=get_profiles(dep0d, obj=self, grid=grid0d), @@ -924,18 +950,19 @@ def compute( data=data0d_seed, **kwargs, ) - # these should all be 0d quantities so don't need to compress/expand - data0d = {key: val for key, val in data0d.items() if key in dep0d} + # These should all be 0d quantities so don't need to compress/expand. + data0d = { + key: data0d[key] for key in data0d if key in dep0d and key not in data + } data.update(data0d) - data0d_seed = ( - {key: data[key] for key in data if data_index[p][key]["coordinates"] == ""} - if ((calc1dr or calc1dz) and override_grid) - else {} - ) + if (calc1dr or calc1dz) and override_grid: + data0d_seed = {key: data[key] for key in data if is_0d(key)} + else: + data0d_seed = {} if calc1dr and override_grid: grid1dr = LinearGrid( - rho=grid.nodes[grid.unique_rho_idx, 0], + rho=grid.compress(grid.nodes[:, 0], surface_label="rho"), M=self.M_grid, N=self.N_grid, NFP=self.NFP, @@ -944,11 +971,11 @@ def compute( data1dr_seed = { key: grid1dr.copy_data_from_other(data[key], grid, surface_label="rho") for key in data - if data_index[p][key]["coordinates"] == "r" + if is_1dr(key) } data1dr = compute_fun( self, - dep1dr, + list(dep1dr), params=params, transforms=get_transforms(dep1dr, obj=self, grid=grid1dr, **kwargs), profiles=get_profiles(dep1dr, obj=self, grid=grid1dr), @@ -957,17 +984,19 @@ def compute( data=data1dr_seed | data0d_seed, **kwargs, ) - # need to make this data broadcast with the data on the original grid + # Need to make this data broadcast with the data on the original grid. data1dr = { - key: grid.copy_data_from_other(val, grid1dr, surface_label="rho") - for key, val in data1dr.items() - if key in dep1dr + key: grid.copy_data_from_other( + data1dr[key], grid1dr, surface_label="rho" + ) + for key in data1dr + if key in dep1dr and key not in data } data.update(data1dr) if calc1dz and override_grid: grid1dz = LinearGrid( - zeta=grid.nodes[grid.unique_zeta_idx, 2], + zeta=grid.compress(grid.nodes[:, 2], surface_label="zeta"), L=self.L_grid, M=self.M_grid, NFP=grid.NFP, # ex: self.NFP>1 but grid.NFP=1 for plot_3d @@ -976,11 +1005,11 @@ def compute( data1dz_seed = { key: grid1dz.copy_data_from_other(data[key], grid, surface_label="zeta") for key in data - if data_index[p][key]["coordinates"] == "z" + if is_1dz(key) } data1dz = compute_fun( self, - dep1dz, + list(dep1dz), params=params, transforms=get_transforms(dep1dz, obj=self, grid=grid1dz, **kwargs), profiles=get_profiles(dep1dz, obj=self, grid=grid1dz), @@ -989,17 +1018,16 @@ def compute( data=data1dz_seed | data0d_seed, **kwargs, ) - # need to make this data broadcast with the data on the original grid + # Need to make this data broadcast with the data on the original grid. data1dz = { - key: grid.copy_data_from_other(val, grid1dz, surface_label="zeta") - for key, val in data1dz.items() - if key in dep1dz + key: grid.copy_data_from_other( + data1dz[key], grid1dz, surface_label="zeta" + ) + for key in data1dz + if key in dep1dz and key not in data } data.update(data1dz) - # TODO: we can probably reduce the number of deps computed here if some are only - # needed as inputs for 0d and 1d qtys, unless the user asks for them - # specifically? data = compute_fun( self, names, @@ -2482,82 +2510,3 @@ def insert(self, i, new_item): "Members of EquilibriaFamily should be of type Equilibrium or subclass." ) self._equilibria.insert(i, new_item) - - -# TODO: GitHub issue #1035. Move logic to eq.compute -def compute_raz_data( - eq, grid, names_field_line, names_0d=None, names_1dr=None, data=None -): - """Compute field line quantities and their dependencies on the correct grids. - - Parameters - ---------- - eq : Equilibrium - Equilibrium to compute on. - grid : Grid - Grid on which the field line quantities should be computed. - names_field_line : iterable - Field line quantities that will be computed on the returned field line grid. - These quantities should require grid.source_grid in grid_requirement parameter - or the register compute function decorator. - names_0d : iterable - Additional things to compute constant over volume. - names_1dr : iterable - Additional things to compute constant over flux surface. - data : dict of Array - Data computed so far, generally output from other compute functions. - - Returns - ------- - data : dict - Computed quantities. - - """ - assert grid.source_grid is not None, "Why are you using this function?" - if data is None: - data = {} - if names_0d is None: - names_0d = {} - if names_1dr is None: - names_1dr = {} - names_field_line = set(names_field_line) - names_0d = set(names_0d) - names_field_line - names_1dr = set(names_1dr) - names_field_line - p = "desc.equilibrium.equilibrium.Equilibrium" - deps = ( - names_0d - | names_1dr - | set(get_data_deps(names_field_line, obj=p, has_axis=grid.axis.size > 0)) - ) - data.keys() - dep0d = {dep for dep in deps if data_index[p][dep]["coordinates"] == ""} - dep1dr = {dep for dep in deps if data_index[p][dep]["coordinates"] == "r"} - # Create grid with given flux surfaces. - grid1dr = LinearGrid( - rho=grid.compress(grid.nodes[:, 0]), - M=eq.M_grid, - N=eq.N_grid, - sym=eq.sym, - NFP=eq.NFP, - ) - # Compute dependencies on correct grids, overriding whenever necessary. - # (The given grid may not have enough radial or poloidal resolution to compute - # dependencies of names_field_line accurately. For flux functions or scalars, - # this is not an issue since the interpolation to the given grid is trivial). - seed = eq.compute(list(dep0d | dep1dr), grid=grid1dr) - - # Remove dependencies from data_seed that cannot be interpolated trivially. - seed0d = {key: val for key, val in seed.items() if key in dep0d} - seed1dr = { - key: grid.copy_data_from_other(val, grid1dr) - for key, val in seed.items() - if key in dep1dr - } - seed = seed0d | seed1dr - # Now, compute names_field_line on grid with correct dependencies. - # Can't override grid here because computing stuff in names_field_line - # requires grid.source_grid. - data = seed | data # values of shared keys should default to data - data = eq.compute( - names=list(names_field_line), grid=grid, data=data, override_grid=False - ) - return data From 843ae635b6de19fd915af4ab63d39c1212f71be7 Mon Sep 17 00:00:00 2001 From: unalmis Date: Sat, 1 Jun 2024 20:56:38 -0500 Subject: [PATCH 15/28] Resolve GitHub issue #904 (attempt 2). --- desc/compute/utils.py | 71 +++++++++++++++++++++++---------- desc/equilibrium/equilibrium.py | 33 ++++++++++----- tests/test_axis_limits.py | 35 +--------------- tests/test_grid.py | 4 ++ 4 files changed, 78 insertions(+), 65 deletions(-) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index f33eb0841f..bd21e28171 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -179,32 +179,61 @@ def get_data_deps(keys, obj, has_axis=False): """ p = _parse_parameterization(obj) keys = [keys] if isinstance(keys, str) else keys - - def _get_deps_1_key(key): - if has_axis: - if "full_with_axis_dependencies" in data_index[p][key]: - return data_index[p][key]["full_with_axis_dependencies"]["data"] - elif "full_dependencies" in data_index[p][key]: - return data_index[p][key]["full_dependencies"]["data"] - deps = data_index[p][key]["dependencies"]["data"] - if len(deps) == 0: - return deps - out = deps.copy() # to avoid modifying the data_index - for dep in deps: - out += _get_deps_1_key(dep) - if has_axis: - axis_limit_deps = data_index[p][key]["dependencies"]["axis_limit_data"] - out += axis_limit_deps.copy() # to be safe - for dep in axis_limit_deps: - out += _get_deps_1_key(dep) - return sorted(set(out)) - out = [] for key in keys: - out += _get_deps_1_key(key) + out += _get_deps_1_key(key, p, has_axis) + return sorted(set(out)) + + +def _get_deps_1_key(key, p, has_axis): + if has_axis: + if "full_with_axis_dependencies" in data_index[p][key]: + return data_index[p][key]["full_with_axis_dependencies"]["data"] + elif "full_dependencies" in data_index[p][key]: + return data_index[p][key]["full_dependencies"]["data"] + + deps = data_index[p][key]["dependencies"]["data"] + if len(deps) == 0: + return deps + out = deps.copy() # to avoid modifying the data_index + for dep in deps: + out += _get_deps_1_key(dep, p, has_axis) + if has_axis: + axis_limit_deps = data_index[p][key]["dependencies"]["axis_limit_data"] + out += axis_limit_deps.copy() # to be safe + for dep in axis_limit_deps: + out += _get_deps_1_key(dep, p, has_axis) + return sorted(set(out)) +def _grow_seeds(seeds, search_space, p="desc.equilibrium.equilibrium.Equilibrium"): + """Traverse the dependency DAG for keys in search space dependent on seeds. + + Parameters + ---------- + seeds : Set + Keys to find paths toward. + search_space : iterable + Additional keys to consider returning. + p: str + Name of desc types the method is valid for. eg 'desc.geometry.FourierXYZCurve' + or `desc.equilibrium.Equilibrium`. + + Returns + ------- + out : Set + All keys in search space with any path in the dependency DAG to any seed. + + """ + out = seeds.copy() + for key in search_space: + deps = data_index[p][key]["full_with_axis_dependencies"]["data"] + if not seeds.isdisjoint(deps): + out.add(key) + return out + + def get_derivs(keys, obj, has_axis=False): """Get dict of derivative orders needed to compute a given quantity. diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index 83b5ebf0cb..d6df1db7b9 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -15,7 +15,13 @@ from desc.compat import ensure_positive_jacobian from desc.compute import compute as compute_fun from desc.compute import data_index -from desc.compute.utils import get_data_deps, get_params, get_profiles, get_transforms +from desc.compute.utils import ( + _grow_seeds, + get_data_deps, + get_params, + get_profiles, + get_transforms, +) from desc.geometry import ( FourierRZCurve, FourierRZToroidalSurface, @@ -841,6 +847,16 @@ def compute( # noqa: C901 data = {} p = "desc.equilibrium.equilibrium.Equilibrium" + # TODO: + # If the user wants to compute x which depends on y which in turn depends on z, + # and they pass in y already in data, then we shouldn't need to compute z at + # all. To resolve this we need to compute dependencies recursively, so that + # priming data with just the first order dependencies will avoid computing + # unnecessary dependencies. For now just subtract out y. + deps = ( + set(get_data_deps(names, obj=p, has_axis=grid.axis.size) + names) + - data.keys() + ) def need_src(name): # Need to compute these on grid that is paired to the source grid, since @@ -849,6 +865,8 @@ def need_src(name): # use to compute those dependencies are coordinate-blind. return "source_grid" in data_index[p][name]["grid_requirement"] + need_src_deps = _grow_seeds(set(filter(need_src, deps)), deps) + def is_0d(name): # Should compute on a grid that samples entire plasma volume. # In particular, a QuadratureGrid for accurate radial integration. @@ -862,14 +880,7 @@ def is_1dz(name): # Should compute on a grid that samples entire toroidal surfaces. return data_index[p][name]["coordinates"] == "z" - # If the user wants to compute x which depends on y which in turn depends on z, - # and they pass in y already computed in data, then we shouldn't need to compute - # z at all. - deps = ( - set(get_data_deps(names, obj=p, has_axis=grid.axis.size) + names) - - data.keys() # subtract out y if already computed - ) - dep0d = {dep for dep in deps if is_0d(dep) and not need_src(dep)} + dep0d = {dep for dep in deps if is_0d(dep) and dep not in need_src_deps} # Unless user asks, don't try to recompute stuff which are only dependencies # of dep0d. Example, need R0. R0 <- A <- A(z) computable on dep0d grid. # But A(z) in dep1dz and attempt to recompute on dep1dz grid will error @@ -881,12 +892,12 @@ def is_1dz(name): dep1dr = { dep for dep in deps - if is_1dr(dep) and not need_src(dep) and not just_dep0d_dep(dep) + if is_1dr(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps } dep1dz = { dep for dep in deps - if is_1dz(dep) and not need_src(dep) and not just_dep0d_dep(dep) + if is_1dz(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps # These don't need a special grid, since the transforms are always # built on the (rho, theta, zeta) coordinate grid. and dep not in ["phi", "zeta"] diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index 5fc51087e2..8811b27eff 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -12,7 +12,7 @@ import pytest from desc.compute import data_index -from desc.compute.utils import dot, surface_integrals_map +from desc.compute.utils import _grow_seeds, dot, surface_integrals_map from desc.equilibrium import Equilibrium from desc.examples import get from desc.grid import LinearGrid @@ -113,38 +113,7 @@ def add_all_aliases(names): zero_limits = add_all_aliases(zero_limits) not_finite_limits = add_all_aliases(not_finite_limits) not_implemented_limits = add_all_aliases(not_implemented_limits) - - -def grow_seeds( - seeds, search_space, parameterization="desc.equilibrium.equilibrium.Equilibrium" -): - """Traverse the dependency DAG for keys in search space dependent on seeds. - - Parameters - ---------- - seeds : set - Keys to find paths toward. - search_space : iterable - Additional keys to consider returning. - parameterization: str or list of str - Name of desc types the method is valid for. eg 'desc.geometry.FourierXYZCurve' - or `desc.equilibrium.Equilibrium`. - - Returns - ------- - out : set - All keys in search space with any path in the dependency DAG to any seed. - - """ - out = seeds.copy() - for key in search_space: - deps = data_index[parameterization][key]["full_with_axis_dependencies"]["data"] - if not seeds.isdisjoint(deps): - out.add(key) - return out - - -not_implemented_limits = grow_seeds( +not_implemented_limits = _grow_seeds( not_implemented_limits, data_index["desc.equilibrium.equilibrium.Equilibrium"].keys() - not_finite_limits, ) diff --git a/tests/test_grid.py b/tests/test_grid.py index d28584d56b..fb651ac079 100644 --- a/tests/test_grid.py +++ b/tests/test_grid.py @@ -815,6 +815,10 @@ def test_custom_jitable_grid_indexing(): with pytest.raises(AttributeError): _ = grid2.inverse_zeta_idx + assert not hasattr(grid2, "num_rho") + assert not hasattr(grid2, "num_theta") + assert not hasattr(grid2, "num_zeta") + y1 = grid1.copy_data_from_other(x, grid2, "rho") y2 = grid2.copy_data_from_other(x, grid1, "rho") y3 = grid3.copy_data_from_other(x, grid1, "rho") From 160e878038e081f82b239d8f3bceb9a4a583b1c1 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 3 Jun 2024 01:27:08 -0500 Subject: [PATCH 16/28] Fix API for source grid requirement in compute funs... Fix bug with dz spacing on LinearGrid with grid.num_zeta = 1 and NFP!=1. Auto compute spacing for meshgrid. Auto map coordinates in eq.compute --- desc/compute/data_index.py | 24 +-- desc/compute/utils.py | 22 ++- desc/equilibrium/coords.py | 22 ++- desc/equilibrium/equilibrium.py | 25 ++- desc/grid.py | 261 ++++++++++++++++++++------------ tests/test_grid.py | 13 +- 6 files changed, 229 insertions(+), 138 deletions(-) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index 5abd318e7d..c323cfd2db 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -66,7 +66,7 @@ def register_compute_fun( aliases=None, parameterization="desc.equilibrium.equilibrium.Equilibrium", resolution_requirement="", - grid_requirement=None, + source_grid_requirement=None, axis_limit_data=None, **kwargs, ): @@ -108,17 +108,9 @@ def register_compute_fun( resolution_requirement : str Resolution requirements in coordinates. I.e. "r" expects radial resolution in the grid, "rtz" expects grid to radial, poloidal, and toroidal resolution. - grid_requirement : list of str or callable or Grid - Particular attributes of the grid on which the immediate dependencies - should be computed that should be true. E.g. - is_meshgrid : str - Whether the grid is separable into coordinate chunks. - Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal - coordinate value. The meshgrid flag denotes whether any coordinate - can be iterated over along the relevant axis of the reshaped grid: - nodes.reshape(num_radial, num_poloidal, num_toroidal, 3). - fft : str - Whether the grid is sorted for fast fourier transform. + source_grid_requirement : dict + Attributes of the source grid that the compute function requires. + Also assumes dependencies were computed on such a grid. axis_limit_data : list of str Names of other items in the data index needed to compute axis limit of qty. @@ -129,10 +121,8 @@ def register_compute_fun( """ if aliases is None: aliases = [] - if grid_requirement is None: - grid_requirement = [] - if not isinstance(grid_requirement, (tuple, list)): - grid_requirement = [grid_requirement] + if source_grid_requirement is None: + source_grid_requirement = {} if not isinstance(parameterization, (tuple, list)): parameterization = [parameterization] @@ -162,7 +152,7 @@ def _decorator(func): "dependencies": deps, "aliases": aliases, "resolution_requirement": resolution_requirement, - "grid_requirement": grid_requirement, + "source_grid_requirement": source_grid_requirement, } for p in parameterization: flag = False diff --git a/desc/compute/utils.py b/desc/compute/utils.py index bd21e28171..a7f03c4478 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -137,20 +137,16 @@ def _compute( **kwargs, ) if "grid" in transforms: - for req in data_index[parameterization][name]["grid_requirement"]: - warnif( - isinstance(req, Grid) and not isinstance(transforms["grid"], req), - msg=f"Expected {req} to compute {name}," - f" but got {type(transforms['grid'])}.", - ) - errorif( - isinstance(req, str) and not hasattr(transforms["grid"], req), - msg=f"Expected grid with attribute '{req}' to compute {name}.", - ) + reqs = data_index[parameterization][name]["source_grid_requirement"] + errorif( + reqs and (getattr(transforms["grid"], "source_grid", None) is None), + msg=f"Expected grid with attribute 'source_grid' to compute {name}.", + ) + for req in reqs: errorif( - callable(req) and not req(transforms["grid"]), - msg=f"Expected requirement to compute {name}" - f" not satisfied by {transforms['grid']}.", + not hasattr(transforms["grid"].source_grid, req) + or reqs[req] != getattr(transforms["grid"].source_grid, req), + msg=f"Expected grid with '{req}:{reqs[req]}' to compute {name}.", ) # now compute the quantity data = data_index[parameterization][name]["fun"]( diff --git a/desc/equilibrium/coords.py b/desc/equilibrium/coords.py index 939839e748..2b880cce71 100644 --- a/desc/equilibrium/coords.py +++ b/desc/equilibrium/coords.py @@ -506,7 +506,7 @@ def to_sfl( return eq_sfl -def rtz_grid(eq, radial, poloidal, toroidal, coordinates): +def rtz_grid(eq, radial, poloidal, toroidal, coordinates, period, jitable=True): """Return DESC coordinate grid from given coordinates. Create a meshgrid from the given coordinates, and return the @@ -527,6 +527,12 @@ def rtz_grid(eq, radial, poloidal, toroidal, coordinates): raz : rho, alpha, zeta rpz : rho, theta_PEST, zeta rtz : rho, theta, zeta + period : tuple of float + Assumed periodicity for each quantity in inbasis. + Use np.inf to denote no periodicity. + jitable : bool, optional + If false the returned grid has additional attributes. + Required to be false to retain nodes at magnetic axis. Returns ------- @@ -534,20 +540,26 @@ def rtz_grid(eq, radial, poloidal, toroidal, coordinates): DESC coordinate grid for the given coordinates. """ - grid = Grid.create_meshgrid(radial, poloidal, toroidal, coordinates) - inbasis = {"r": "rho", "t": "theta", "p": "theta_PEST", "a": "alpha", "z": "zeta"} + grid = Grid.create_meshgrid([radial, poloidal, toroidal], coordinates=coordinates) + inbasis = { + "r": "rho", + "t": "theta", + "p": "theta_PEST", + "a": "alpha", + "z": "zeta", + } rtz_nodes = eq.map_coordinates( grid.nodes, inbasis=[inbasis[char] for char in coordinates], outbasis=("rho", "theta", "zeta"), - period=(jnp.inf, 2 * jnp.pi, jnp.inf), + period=period, ) desc_grid = Grid( nodes=rtz_nodes, coordinates="rtz", source_grid=grid, sort=False, - jitable=True, + jitable=jitable, _unique_rho_idx=grid.unique_rho_idx, _inverse_rho_idx=grid.inverse_rho_idx, ) diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index d6df1db7b9..da30f64c41 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -27,7 +27,7 @@ FourierRZToroidalSurface, ZernikeRZToroidalSection, ) -from desc.grid import LinearGrid, QuadratureGrid, _Grid +from desc.grid import Grid, LinearGrid, QuadratureGrid, _Grid from desc.io import IOAble from desc.objectives import ( ForceBalance, @@ -836,6 +836,27 @@ def compute( # noqa: C901 msg="must pass in a Grid object for argument grid!" f" instead got type {type(grid)}", ) + if grid.coordinates != "rtz": + inbasis = { + "r": "rho", + "t": "theta", + "p": "theta_PEST", + "a": "alpha", + "z": "zeta", + } + rtz_nodes = self.map_coordinates( + grid.nodes, + inbasis=[inbasis[char] for char in grid.coordinates], + outbasis=("rho", "theta", "zeta"), + period=grid.period, + ) + grid = Grid( + nodes=rtz_nodes, + coordinates="rtz", + source_grid=grid, + sort=False, + jitable=False, + ) if params is None: params = get_params(names, obj=self, has_axis=grid.axis.size) @@ -863,7 +884,7 @@ def need_src(name): # the compute logic assume input data is evaluated on those coordinates. # We exclude these from the depXdx sets below since the grids we will # use to compute those dependencies are coordinate-blind. - return "source_grid" in data_index[p][name]["grid_requirement"] + return bool(data_index[p][name]["source_grid_requirement"]) need_src_deps = _grow_seeds(set(filter(need_src, deps)), deps) diff --git a/desc/grid.py b/desc/grid.py index ff31a4823f..aa6d66897c 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -35,6 +35,7 @@ class _Grid(IOAble, ABC): "_axis", "_node_pattern", "_coordinates", + "_period", "_source_grid", "_unique_rho_idx", "_unique_poloidal_idx", @@ -64,7 +65,7 @@ def _enforce_symmetry(self): 1. Remove nodes with theta > pi. 2. Rescale theta spacing to preserve dtheta weight. Need to rescale on each theta coordinate curve by a different factor. - dtheta should = 2pi / number of nodes remaining on that theta curve. + dtheta should = 2π / number of nodes remaining on that theta curve. Nodes on the symmetry line should not be rescaled. """ @@ -87,7 +88,7 @@ def _enforce_symmetry(self): >= to_delete_per_rho_surf_count.size ) if off_sym_line_per_rho_surf_count.size > to_delete_per_rho_surf_count.size: - # edge case where surfaces closest to axis lack theta > pi nodes + # edge case where surfaces closest to axis lack theta > π nodes # The number of nodes to delete on those surfaces is zero. pad_count = ( off_sym_line_per_rho_surf_count.size - to_delete_per_rho_surf_count.size @@ -103,7 +104,7 @@ def _enforce_symmetry(self): # The third assumption lets the scale factor be constant over a # particular theta curve, so that each node in the open interval # (0, pi) has its spacing scaled up by the same factor. - # Nodes at endpoints 0, pi should not be scaled. + # Nodes at endpoints 0, π should not be scaled. scale = off_sym_line_per_rho_surf_count / ( off_sym_line_per_rho_surf_count - to_delete_per_rho_surf_count ) @@ -218,6 +219,12 @@ def coordinates(self): """Coordinates specified by the nodes.""" return self.__dict__.setdefault("_coordinates", "rtz") + @property + def period(self): + return self.__dict__.setdefault( + "_period", (np.inf, 2 * np.pi, 2 * np.pi / self.NFP) + ) + @property def num_nodes(self): """int: Total number of nodes.""" @@ -416,7 +423,6 @@ def __repr__(self): def get_label(self, label): """Get general label that specifies direction given label.""" - # TODO: generalize zeta to toroidal in PR #568. if label in {"rho", "poloidal", "zeta"}: return label rad = {"r": "rho"}[self.coordinates[0]] @@ -578,6 +584,9 @@ class Grid(_Grid): raz : rho, alpha, zeta rpz : rho, theta_PEST, zeta rtz : rho, theta, zeta + period : tuple of float + Assumed periodicity for each coordinate. + Use np.inf to denote no periodicity. source_grid : Grid Grid from which coordinates were mapped from. sort : bool @@ -595,29 +604,52 @@ class Grid(_Grid): """ @classmethod - def create_meshgrid(cls, a, b, c, coordinates="rtz", **kwargs): + def create_meshgrid( + cls, + nodes, + spacing=None, + coordinates="rtz", + period=(np.inf, 2 * np.pi, 2 * np.pi), + **kwargs, + ): """Create a meshgrid from the given coordinates in a jitable manner. Parameters ---------- - a, b, c : Array, Array, Array + nodes : Array, Array, Array Sorted unique values of each coordinate. + spacing : Array, Array, Array + Weights for integration. Defaults to a midpoint rule. coordinates : str Coordinates that are specified by the nodes a, b, c, respectively. raz : rho, alpha, zeta rpz : rho, theta_PEST, zeta rtz : rho, theta, zeta + period : tuple of float + Assumed periodicity for each coordinate. + Use np.inf to denote no periodicity. Returns ------- grid : Grid - Meshgrid with indices assigned. + Meshgrid. """ - a, b, c = jnp.atleast_1d(a, b, c) + a, b, c = jnp.atleast_1d(*nodes) + if spacing is None: + errorif(coordinates[0] != "r", NotImplementedError) + da = _midpoint_spacing(a) + db = _periodic_spacing(b, period[1])[1] + dc = _periodic_spacing(c, period[2])[1] + else: + da, db, dc = spacing nodes = jnp.column_stack( list(map(jnp.ravel, jnp.meshgrid(a, b, c, indexing="ij"))) ) + spacing = jnp.column_stack( + list(map(jnp.ravel, jnp.meshgrid(da, db, dc, indexing="ij"))) + ) + weights = spacing.prod(axis=1) if coordinates == "rtz" else None unique_a_idx = jnp.arange(a.size) * b.size * c.size unique_b_idx = jnp.arange(b.size) * c.size @@ -634,7 +666,10 @@ def create_meshgrid(cls, a, b, c, coordinates="rtz", **kwargs): inverse_c_idx = jnp.tile(unique_c_idx, a.size * b.size) return cls( nodes=nodes, + spacing=spacing, + weights=weights, coordinates=coordinates, + period=period, sort=False, is_meshgrid=True, jitable=True, @@ -653,6 +688,7 @@ def __init__( spacing=None, weights=None, coordinates="rtz", + period=(np.inf, 2 * np.pi, 2 * np.pi), source_grid=None, sort=False, is_meshgrid=False, @@ -666,6 +702,7 @@ def __init__( self._sym = False self._node_pattern = "custom" self._coordinates = coordinates + self._period = period self._source_grid = source_grid self._is_meshgrid = bool(is_meshgrid) @@ -751,13 +788,13 @@ def _create_nodes(self, nodes): """ nodes = jnp.atleast_2d(jnp.asarray(nodes)).reshape((-1, 3)).astype(float) # Do not alter nodes given by the user for custom grids. - # In particular, do not modulo nodes by 2pi or 2pi/NFP. + # In particular, do not modulo nodes by 2π or 2π/NFP. return nodes @property def source_grid(self): """Coordinates from which this grid was mapped from.""" - return self._source_grid + return self.__dict__.setdefault("_source_grid", None) class LinearGrid(_Grid): @@ -801,6 +838,9 @@ class LinearGrid(_Grid): raz : rho, alpha, zeta rpz : rho, theta_PEST, zeta rtz : rho, theta, zeta + period : tuple of float + Assumed periodicity for each coordinate. + Use np.inf to denote no periodicity. """ def __init__( @@ -816,6 +856,7 @@ def __init__( theta=np.array(0.0), zeta=np.array(0.0), coordinates="rtz", + period=None, ): self._L = check_nonnegint(L, "L") self._M = check_nonnegint(M, "M") @@ -827,6 +868,9 @@ def __init__( self._toroidal_endpoint = False self._node_pattern = "linear" self._coordinates = coordinates + self._period = ( + (np.inf, 2 * np.pi, 2 * np.pi / NFP) if period is None else period + ) self._nodes, self._spacing = self._create_nodes( L=L, M=M, @@ -862,6 +906,7 @@ def _create_nodes( # noqa: C901 rho=1.0, theta=0.0, zeta=0.0, + period=None, ): """Create grid nodes and weights. @@ -890,6 +935,9 @@ def _create_nodes( # noqa: C901 zeta : int or ndarray of float, optional Toroidal coordinates (Default = 0.0). Alternatively, the number of toroidal coordinates (if an integer). + period : tuple of float + Assumed periodicity for each coordinate. + Use np.inf to denote no periodicity. Returns ------- @@ -900,10 +948,13 @@ def _create_nodes( # noqa: C901 """ self._NFP = check_posint(NFP, "NFP", False) + self._period = ( + (np.inf, 2 * np.pi, 2 * np.pi / NFP) if period is None else period + ) axis = bool(axis) endpoint = bool(endpoint) - THETA_ENDPOINT = 2 * np.pi - ZETA_ENDPOINT = 2 * np.pi / NFP + theta_period = self.period[1] + zeta_period = self.period[2] # rho if L is not None: @@ -916,17 +967,8 @@ def _create_nodes( # noqa: C901 # choose dr such that each node has the same weight dr = np.ones_like(r) / r.size else: - # need to sort to compute correct spacing r = np.sort(np.atleast_1d(rho)) - dr = np.zeros_like(r) - if r.size > 1: - # choose dr such that cumulative sums of dr[] are node midpoints - # and the total sum is 1 - dr[0] = (r[0] + r[1]) / 2 - dr[1:-1] = (r[2:] - r[:-2]) / 2 - dr[-1] = 1 - (r[-2] + r[-1]) / 2 - else: - dr = np.array([1.0]) + dr = np.asarray(_midpoint_spacing(r)) # theta if M is not None: @@ -937,20 +979,20 @@ def _create_nodes( # noqa: C901 if np.isscalar(theta) and (int(theta) == theta) and theta > 0: theta = int(theta) if self.sym and theta > 1: - # Enforce that no node lies on theta=0 or theta=2pi, so that + # Enforce that no node lies on theta=0 or theta=2π, so that # each node has a symmetric counterpart, and that, for all i, - # t[i]-t[i-1] = 2 t[0] = 2 (pi - t[last node before pi]). + # t[i]-t[i-1] = 2 t[0] = 2 (π - t[last node before π]). # Both conditions necessary to evenly space nodes with constant dt. # This can be done by making (theta + endpoint) an even integer. if (theta + endpoint) % 2 != 0: theta += 1 - t = np.linspace(0, THETA_ENDPOINT, theta, endpoint=endpoint) + t = np.linspace(0, theta_period, theta, endpoint=endpoint) t += t[1] / 2 - # delete theta > pi nodes + # delete theta > π nodes t = t[: np.searchsorted(t, np.pi, side="right")] else: - t = np.linspace(0, THETA_ENDPOINT, theta, endpoint=endpoint) - dt = THETA_ENDPOINT / t.size * np.ones_like(t) + t = np.linspace(0, theta_period, theta, endpoint=endpoint) + dt = theta_period / t.size * np.ones_like(t) if (endpoint and not self.sym) and t.size > 1: # increase node weight to account for duplicate node dt *= t.size / (t.size - 1) @@ -959,64 +1001,54 @@ def _create_nodes( # noqa: C901 else: t = np.atleast_1d(theta).astype(float) # enforce periodicity - t[t != THETA_ENDPOINT] %= THETA_ENDPOINT + t[t != theta_period] %= theta_period # need to sort to compute correct spacing t = np.sort(t) if self.sym: - # cut domain to relevant subdomain: delete theta > pi nodes + # cut domain to relevant subdomain: delete theta > π nodes t = t[: np.searchsorted(t, np.pi, side="right")] - dt = np.zeros_like(t) if t.size > 1: - # choose dt to be the cyclic distance of the surrounding two nodes - dt[1:-1] = t[2:] - t[:-2] if not self.sym: - dt[0] = t[1] + (THETA_ENDPOINT - t[-1]) % THETA_ENDPOINT - dt[-1] = t[0] + (THETA_ENDPOINT - t[-2]) % THETA_ENDPOINT - dt /= 2 # choose dt to be half the cyclic distance - if t.size == 2: - assert dt[0] == np.pi and dt[-1] == 0 - dt[-1] = dt[0] - if t[0] == 0 and t[-1] == THETA_ENDPOINT: + dt = np.array(_periodic_spacing(t, theta_period)[1]) + if t[0] == 0 and t[-1] == theta_period: # The cyclic distance algorithm above correctly weights - # the duplicate endpoint node spacing at theta = 0 and 2pi + # the duplicate endpoint node spacing at theta = 0 and 2π # to be half the weight of the other nodes. # However, scale_weights() is not aware of this, so we # counteract the reduction that will be done there. dt[0] += dt[-1] dt[-1] = dt[0] else: + dt = np.zeros(t.shape) + dt[1:-1] = t[2:] - t[:-2] first_positive_idx = np.searchsorted(t, 0, side="right") + # total spacing of nodes at theta=0 should be half the + # distance between first positive node and its + # reflection across the theta=0 line. + dt[0] = t[first_positive_idx] if first_positive_idx == 0: # then there are no nodes at theta=0 - dt[0] = t[0] + t[1] + dt[0] += t[1] else: - # total spacing of nodes at theta=0 should be half the - # distance between first positive node and its - # reflection across the theta=0 line. - dt[0] = t[first_positive_idx] - assert (first_positive_idx == 1) or ( - dt[0] == dt[first_positive_idx - 1] - ) - # If the first condition is false and the latter true, + assert dt[0] == dt[first_positive_idx - 1] + # If first_positive_idx != 1, # then both of those dt should be halved. # The scale_weights() function will handle this. first_pi_idx = np.searchsorted(t, np.pi, side="left") + # total spacing of nodes at theta=π should be half the + # distance between first node < π and its + # reflection across the theta=π line. if first_pi_idx == t.size: - # then there are no nodes at theta=pi - dt[-1] = (THETA_ENDPOINT - t[-1]) - t[-2] + # then there are no nodes at theta=π + dt[-1] = (theta_period - t[-1]) - t[-2] else: - # total spacing of nodes at theta=pi should be half the - # distance between first node < pi and its - # reflection across the theta=pi line. - dt[-1] = (THETA_ENDPOINT - t[-1]) - t[first_pi_idx - 1] - assert (first_pi_idx == t.size - 1) or ( - dt[first_pi_idx] == dt[-1] - ) - # If the first condition is false and the latter true, + dt[-1] = (theta_period - t[-1]) - t[first_pi_idx - 1] + assert dt[first_pi_idx] == dt[-1] + # If first_pi_idx != t.size - 1, # then both of those dt should be halved. # The scale_weights() function will handle this. else: - dt = np.array([THETA_ENDPOINT]) + dt = np.array([theta_period]) # zeta # note: dz spacing should not depend on NFP @@ -1028,7 +1060,7 @@ def _create_nodes( # noqa: C901 else: self._N = len(np.atleast_1d(zeta)) if np.isscalar(zeta) and (int(zeta) == zeta) and zeta > 0: - z = np.linspace(0, ZETA_ENDPOINT, int(zeta), endpoint=endpoint) + z = np.linspace(0, zeta_period, int(zeta), endpoint=endpoint) dz = 2 * np.pi / z.size * np.ones_like(z) if endpoint and z.size > 1: # increase node weight to account for duplicate node @@ -1036,40 +1068,25 @@ def _create_nodes( # noqa: C901 # scale_weights() will reduce endpoint (dz[0] and dz[-1]) # duplicate node weight else: - z = np.atleast_1d(zeta).astype(float) - # enforce periodicity - z[z != ZETA_ENDPOINT] %= ZETA_ENDPOINT - # need to sort to compute correct spacing - z = np.sort(z) - dz = np.zeros_like(z) - if z.size > 1: - # choose dz to be half the cyclic distance of the surrounding two nodes - dz[0] = z[1] + (ZETA_ENDPOINT - z[-1]) % ZETA_ENDPOINT - dz[1:-1] = z[2:] - z[:-2] - dz[-1] = z[0] + (ZETA_ENDPOINT - z[-2]) % ZETA_ENDPOINT - dz /= 2 - dz *= NFP - if z.size == 2: - dz[-1] = dz[0] - if z[0] == 0 and z[-1] == ZETA_ENDPOINT: - # The cyclic distance algorithm above correctly weights - # the duplicate node spacing at zeta = 0 and 2pi / NFP. - # However, scale_weights() is not aware of this, so we - # counteract the reduction that will be done there. - dz[0] += dz[-1] - dz[-1] = dz[0] - else: - dz = np.array([ZETA_ENDPOINT]) + z, dz = map(np.asarray, _periodic_spacing(zeta, zeta_period, sort=True)) + dz = dz * NFP + if z[0] == 0 and z[-1] == zeta_period: + # _periodic_spacing algorithm above correctly weights + # the duplicate node spacing at zeta = 0 and 2π/NFP. + # However, scale_weights() is not aware of this, so we + # counteract the reduction that will be done there. + dz[0] += dz[-1] + dz[-1] = dz[0] self._poloidal_endpoint = ( t.size > 0 and np.isclose(t[0], 0, atol=1e-12) - and np.isclose(t[-1], THETA_ENDPOINT, atol=1e-12) + and np.isclose(t[-1], theta_period, atol=1e-12) ) self._toroidal_endpoint = ( z.size > 0 and np.isclose(z[0], 0, atol=1e-12) - and np.isclose(z[-1], ZETA_ENDPOINT, atol=1e-12) + and np.isclose(z[-1], zeta_period, atol=1e-12) ) # if only one theta or one zeta point, can have endpoint=True # if the other one is a full array @@ -1390,13 +1407,7 @@ def ocs(L): elif rho[0] == 0: rho[0] = rho[1] / 10 - drho = np.zeros_like(rho) - if rho.size > 1: - drho[0] = (rho[0] + rho[1]) / 2 - drho[1:-1] = (rho[2:] - rho[:-2]) / 2 - drho[-1] = 1 - (rho[-2] + rho[-1]) / 2 - else: - drho = np.array([1.0]) + drho = _midpoint_spacing(rho) r = [] t = [] dr = [] @@ -1775,3 +1786,63 @@ def find_least_rational_surfaces( io = find_most_distant(io_rat, n, a, b, tol=atol, **kwargs) rho = _find_rho(iota, io, tol=atol) return rho, io + + +def _periodic_spacing(x, period=2 * jnp.pi, sort=False): + """Compute dx between points in x assuming periodicity. + + Parameters + ---------- + x : Array + Points, assumed sorted in the cyclic domain [0, period], unless + specified otherwise. + period : float + Number such that x + period = x. + sort : bool + Set to true if x is not sorted in the cyclic domain [0, period]. + + Returns + ------- + x, dx : Array + Points in [0, period] and assigned spacing. + + """ + x = jnp.where(x == period, x, x % period) + if sort: + x = jnp.sort(x, axis=0) + # choose dx to be half the distance between its neighbors + if x.size > 1: + dx_0 = x[1] + (period - x[-1]) % period + dx_1 = x[0] + (period - x[-2]) % period + if x.size == 2: + # then dx[0] == period and dx[-1] == 0, so fix this + dx_1 = dx_0 + dx = jnp.hstack([dx_0, x[2:] - x[:-2], dx_1]) / 2 + else: + dx = jnp.array([period]) + return x, dx + + +def _midpoint_spacing(x): + """Compute dx between points in x in [0, 1]. + + Parameters + ---------- + x : Array + Points in [0, 1], assumed sorted. + + Returns + ------- + dx : Array + Spacing assigned to points in x. + + """ + if x.size > 1: + # choose dx such that cumulative sums of dx[] are node midpoints + # and the total sum is 1 + dx_0 = (x[0] + x[1]) / 2 + dx_1 = 1 - (x[-2] + x[-1]) / 2 + dx = jnp.hstack([dx_0, (x[2:] - x[:-2]) / 2, dx_1]) + else: + dx = jnp.array([1.0]) + return dx diff --git a/tests/test_grid.py b/tests/test_grid.py index fb651ac079..5cab584793 100644 --- a/tests/test_grid.py +++ b/tests/test_grid.py @@ -200,6 +200,7 @@ def test_node_spacing_non_sym(self): """Test surface spacing on grids with sym=False.""" self._test_node_spacing_non_sym(False, 8, 13, 3) self._test_node_spacing_non_sym(True, 8, 13, 3) + self._test_node_spacing_non_sym(False, 1, 1, 3) @staticmethod def _test_node_spacing_non_sym( @@ -736,16 +737,16 @@ def test(surface_label, grid): def test_meshgrid(self): """Test meshgrid constructor.""" R = np.linspace(0, 1, 4) - T = np.linspace(0, 2 * np.pi, 2) + A = np.linspace(0, 2 * np.pi, 2) Z = np.linspace(0, 10 * np.pi, 3) - grid = Grid.create_meshgrid(R, T, Z) - r, t, z = grid.nodes.T + grid = Grid.create_meshgrid([R, A, Z], coordinates="raz") + r, a, z = grid.nodes.T _, unique, inverse = np.unique(r, return_index=True, return_inverse=True) np.testing.assert_allclose(grid.unique_rho_idx, unique) np.testing.assert_allclose(grid.inverse_rho_idx, inverse) - _, unique, inverse = np.unique(t, return_index=True, return_inverse=True) - np.testing.assert_allclose(grid.unique_theta_idx, unique) - np.testing.assert_allclose(grid.inverse_theta_idx, inverse) + _, unique, inverse = np.unique(a, return_index=True, return_inverse=True) + np.testing.assert_allclose(grid.unique_alpha_idx, unique) + np.testing.assert_allclose(grid.inverse_alpha_idx, inverse) _, unique, inverse = np.unique(z, return_index=True, return_inverse=True) np.testing.assert_allclose(grid.unique_zeta_idx, unique) np.testing.assert_allclose(grid.inverse_zeta_idx, inverse) From f92834408799a8ba26c3eb0ae51e86bac2927d25 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 3 Jun 2024 01:46:39 -0500 Subject: [PATCH 17/28] Add missing period parameter to rtz_grid() --- desc/equilibrium/coords.py | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/desc/equilibrium/coords.py b/desc/equilibrium/coords.py index 2b880cce71..1ec6857874 100644 --- a/desc/equilibrium/coords.py +++ b/desc/equilibrium/coords.py @@ -203,7 +203,6 @@ def _initial_guess_heuristic(yk, coords, inbasis, eq, profiles): elif poloidal == "alpha": alpha = coords[:, inbasis.index("alpha")] iota = profiles["iota"](rho) - # why not alpha % (2 * jnp.pi) + iota * zeta % (user supplied period)? theta = (alpha + iota * zeta) % (2 * jnp.pi) yk = jnp.array([rho, theta, zeta]).T @@ -540,7 +539,9 @@ def rtz_grid(eq, radial, poloidal, toroidal, coordinates, period, jitable=True): DESC coordinate grid for the given coordinates. """ - grid = Grid.create_meshgrid([radial, poloidal, toroidal], coordinates=coordinates) + grid = Grid.create_meshgrid( + [radial, poloidal, toroidal], coordinates=coordinates, period=period + ) inbasis = { "r": "rho", "t": "theta", From 8dc145e1d220ce884186a286f8f73445de5bc1b1 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 3 Jun 2024 03:36:03 -0500 Subject: [PATCH 18/28] Add atleast_1d() to fix regression --- desc/grid.py | 2 ++ 1 file changed, 2 insertions(+) diff --git a/desc/grid.py b/desc/grid.py index aa6d66897c..032489ff5a 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -1807,6 +1807,7 @@ def _periodic_spacing(x, period=2 * jnp.pi, sort=False): Points in [0, period] and assigned spacing. """ + x = jnp.atleast_1d(x) x = jnp.where(x == period, x, x % period) if sort: x = jnp.sort(x, axis=0) @@ -1837,6 +1838,7 @@ def _midpoint_spacing(x): Spacing assigned to points in x. """ + x = jnp.atleast_1d(x) if x.size > 1: # choose dx such that cumulative sums of dx[] are node midpoints # and the total sum is 1 From 4f885c472b1381673f1d550af76490986ad59a7d Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 3 Jun 2024 12:11:03 -0500 Subject: [PATCH 19/28] Use numpy explicitly in LinearGrid as it is used within jax transform --- desc/compute/_geometry.py | 1 + desc/compute/utils.py | 2 +- desc/grid.py | 32 +++++++++++++++++--------------- tests/test_grid.py | 4 +++- 4 files changed, 22 insertions(+), 17 deletions(-) diff --git a/desc/compute/_geometry.py b/desc/compute/_geometry.py index 270c6f6612..0dc16a6310 100644 --- a/desc/compute/_geometry.py +++ b/desc/compute/_geometry.py @@ -196,6 +196,7 @@ def _A_of_z_FourierRZToroidalSurface(params, transforms, profiles, data, **kwarg transforms["grid"], data["Z"] * n[:, 2] * jnp.sqrt(data["g_tt"]), line_label="theta", + # This will only work if the grid has rho=1 surface. fix_surface=("rho", 1.0), expand_out=True, ) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index a7f03c4478..f933daefae 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -139,7 +139,7 @@ def _compute( if "grid" in transforms: reqs = data_index[parameterization][name]["source_grid_requirement"] errorif( - reqs and (getattr(transforms["grid"], "source_grid", None) is None), + reqs and not hasattr(transforms["grid"], "source_grid"), msg=f"Expected grid with attribute 'source_grid' to compute {name}.", ) for req in reqs: diff --git a/desc/grid.py b/desc/grid.py index 032489ff5a..04b3ffe743 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -649,7 +649,7 @@ def create_meshgrid( spacing = jnp.column_stack( list(map(jnp.ravel, jnp.meshgrid(da, db, dc, indexing="ij"))) ) - weights = spacing.prod(axis=1) if coordinates == "rtz" else None + weights = spacing.prod(axis=1) if np.prod(period) == 4 * jnp.pi**2 else None unique_a_idx = jnp.arange(a.size) * b.size * c.size unique_b_idx = jnp.arange(b.size) * c.size @@ -703,9 +703,9 @@ def __init__( self._node_pattern = "custom" self._coordinates = coordinates self._period = period - self._source_grid = source_grid + if source_grid is not None: + self._source_grid = source_grid self._is_meshgrid = bool(is_meshgrid) - self._nodes = self._create_nodes(nodes) if spacing is not None: spacing = ( @@ -714,9 +714,7 @@ def __init__( .astype(float) ) self._spacing = spacing - if weights is None and spacing is not None: - self._weights = self._spacing.prod(axis=1) - elif weights is not None: + if weights is not None: weights = ( jnp.atleast_1d(jnp.asarray(weights)) .reshape(self.nodes.shape[0]) @@ -794,7 +792,7 @@ def _create_nodes(self, nodes): @property def source_grid(self): """Coordinates from which this grid was mapped from.""" - return self.__dict__.setdefault("_source_grid", None) + return self._source_grid class LinearGrid(_Grid): @@ -968,7 +966,7 @@ def _create_nodes( # noqa: C901 dr = np.ones_like(r) / r.size else: r = np.sort(np.atleast_1d(rho)) - dr = np.asarray(_midpoint_spacing(r)) + dr = _midpoint_spacing(r, use_numpy=True) # theta if M is not None: @@ -1009,9 +1007,9 @@ def _create_nodes( # noqa: C901 t = t[: np.searchsorted(t, np.pi, side="right")] if t.size > 1: if not self.sym: - dt = np.array(_periodic_spacing(t, theta_period)[1]) + dt = _periodic_spacing(t, theta_period, use_numpy=True)[1] if t[0] == 0 and t[-1] == theta_period: - # The cyclic distance algorithm above correctly weights + # _periodic_spacing above correctly weights # the duplicate endpoint node spacing at theta = 0 and 2π # to be half the weight of the other nodes. # However, scale_weights() is not aware of this, so we @@ -1068,10 +1066,10 @@ def _create_nodes( # noqa: C901 # scale_weights() will reduce endpoint (dz[0] and dz[-1]) # duplicate node weight else: - z, dz = map(np.asarray, _periodic_spacing(zeta, zeta_period, sort=True)) + z, dz = _periodic_spacing(zeta, zeta_period, sort=True, use_numpy=True) dz = dz * NFP if z[0] == 0 and z[-1] == zeta_period: - # _periodic_spacing algorithm above correctly weights + # _periodic_spacing above correctly weights # the duplicate node spacing at zeta = 0 and 2π/NFP. # However, scale_weights() is not aware of this, so we # counteract the reduction that will be done there. @@ -1407,7 +1405,7 @@ def ocs(L): elif rho[0] == 0: rho[0] = rho[1] / 10 - drho = _midpoint_spacing(rho) + drho = _midpoint_spacing(rho, use_numpy=True) r = [] t = [] dr = [] @@ -1788,7 +1786,7 @@ def find_least_rational_surfaces( return rho, io -def _periodic_spacing(x, period=2 * jnp.pi, sort=False): +def _periodic_spacing(x, period=2 * jnp.pi, sort=False, use_numpy=False): """Compute dx between points in x assuming periodicity. Parameters @@ -1807,6 +1805,8 @@ def _periodic_spacing(x, period=2 * jnp.pi, sort=False): Points in [0, period] and assigned spacing. """ + if use_numpy: + jnp = np x = jnp.atleast_1d(x) x = jnp.where(x == period, x, x % period) if sort: @@ -1824,7 +1824,7 @@ def _periodic_spacing(x, period=2 * jnp.pi, sort=False): return x, dx -def _midpoint_spacing(x): +def _midpoint_spacing(x, use_numpy=False): """Compute dx between points in x in [0, 1]. Parameters @@ -1838,6 +1838,8 @@ def _midpoint_spacing(x): Spacing assigned to points in x. """ + if use_numpy: + jnp = np x = jnp.atleast_1d(x) if x.size > 1: # choose dx such that cumulative sums of dx[] are node midpoints diff --git a/tests/test_grid.py b/tests/test_grid.py index 5cab584793..927e09f048 100644 --- a/tests/test_grid.py +++ b/tests/test_grid.py @@ -739,7 +739,9 @@ def test_meshgrid(self): R = np.linspace(0, 1, 4) A = np.linspace(0, 2 * np.pi, 2) Z = np.linspace(0, 10 * np.pi, 3) - grid = Grid.create_meshgrid([R, A, Z], coordinates="raz") + grid = Grid.create_meshgrid( + [R, A, Z], coordinates="raz", period=(np.inf, 2 * np.pi, np.inf) + ) r, a, z = grid.nodes.T _, unique, inverse = np.unique(r, return_index=True, return_inverse=True) np.testing.assert_allclose(grid.unique_rho_idx, unique) From 76e04a39b3e6a44167a0ec41a3eb92ab93f07efd Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 3 Jun 2024 13:32:51 -0500 Subject: [PATCH 20/28] Avoid jnp referenced before assignment error --- desc/grid.py | 16 ++++++---------- 1 file changed, 6 insertions(+), 10 deletions(-) diff --git a/desc/grid.py b/desc/grid.py index 04b3ffe743..ee77781d83 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -966,7 +966,7 @@ def _create_nodes( # noqa: C901 dr = np.ones_like(r) / r.size else: r = np.sort(np.atleast_1d(rho)) - dr = _midpoint_spacing(r, use_numpy=True) + dr = _midpoint_spacing(r, jnp=np) # theta if M is not None: @@ -1007,7 +1007,7 @@ def _create_nodes( # noqa: C901 t = t[: np.searchsorted(t, np.pi, side="right")] if t.size > 1: if not self.sym: - dt = _periodic_spacing(t, theta_period, use_numpy=True)[1] + dt = _periodic_spacing(t, theta_period, jnp=np)[1] if t[0] == 0 and t[-1] == theta_period: # _periodic_spacing above correctly weights # the duplicate endpoint node spacing at theta = 0 and 2π @@ -1066,7 +1066,7 @@ def _create_nodes( # noqa: C901 # scale_weights() will reduce endpoint (dz[0] and dz[-1]) # duplicate node weight else: - z, dz = _periodic_spacing(zeta, zeta_period, sort=True, use_numpy=True) + z, dz = _periodic_spacing(zeta, zeta_period, sort=True, jnp=np) dz = dz * NFP if z[0] == 0 and z[-1] == zeta_period: # _periodic_spacing above correctly weights @@ -1405,7 +1405,7 @@ def ocs(L): elif rho[0] == 0: rho[0] = rho[1] / 10 - drho = _midpoint_spacing(rho, use_numpy=True) + drho = _midpoint_spacing(rho, jnp=np) r = [] t = [] dr = [] @@ -1786,7 +1786,7 @@ def find_least_rational_surfaces( return rho, io -def _periodic_spacing(x, period=2 * jnp.pi, sort=False, use_numpy=False): +def _periodic_spacing(x, period=2 * jnp.pi, sort=False, jnp=jnp): """Compute dx between points in x assuming periodicity. Parameters @@ -1805,8 +1805,6 @@ def _periodic_spacing(x, period=2 * jnp.pi, sort=False, use_numpy=False): Points in [0, period] and assigned spacing. """ - if use_numpy: - jnp = np x = jnp.atleast_1d(x) x = jnp.where(x == period, x, x % period) if sort: @@ -1824,7 +1822,7 @@ def _periodic_spacing(x, period=2 * jnp.pi, sort=False, use_numpy=False): return x, dx -def _midpoint_spacing(x, use_numpy=False): +def _midpoint_spacing(x, jnp=jnp): """Compute dx between points in x in [0, 1]. Parameters @@ -1838,8 +1836,6 @@ def _midpoint_spacing(x, use_numpy=False): Spacing assigned to points in x. """ - if use_numpy: - jnp = np x = jnp.atleast_1d(x) if x.size > 1: # choose dx such that cumulative sums of dx[] are node midpoints From 74a1c0e66a5946e813484600c945fe211653746f Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 3 Jun 2024 13:55:55 -0500 Subject: [PATCH 21/28] Add has_axis to _grow_seeds function --- desc/compute/utils.py | 10 ++++++++-- tests/test_axis_limits.py | 1 + 2 files changed, 9 insertions(+), 2 deletions(-) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index f933daefae..075864ce87 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -203,7 +203,9 @@ def _get_deps_1_key(key, p, has_axis): return sorted(set(out)) -def _grow_seeds(seeds, search_space, p="desc.equilibrium.equilibrium.Equilibrium"): +def _grow_seeds( + seeds, search_space, p="desc.equilibrium.equilibrium.Equilibrium", has_axis=False +): """Traverse the dependency DAG for keys in search space dependent on seeds. Parameters @@ -215,6 +217,8 @@ def _grow_seeds(seeds, search_space, p="desc.equilibrium.equilibrium.Equilibrium p: str Name of desc types the method is valid for. eg 'desc.geometry.FourierXYZCurve' or `desc.equilibrium.Equilibrium`. + has_axis : bool + Whether the grid to compute on has a node on the magnetic axis. Returns ------- @@ -224,7 +228,9 @@ def _grow_seeds(seeds, search_space, p="desc.equilibrium.equilibrium.Equilibrium """ out = seeds.copy() for key in search_space: - deps = data_index[p][key]["full_with_axis_dependencies"]["data"] + deps = data_index[p][key][ + "full_with_axis_dependencies" if has_axis else "full_dependencies" + ]["data"] if not seeds.isdisjoint(deps): out.add(key) return out diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index 8811b27eff..83c88f32c1 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -116,6 +116,7 @@ def add_all_aliases(names): not_implemented_limits = _grow_seeds( not_implemented_limits, data_index["desc.equilibrium.equilibrium.Equilibrium"].keys() - not_finite_limits, + has_axis=True, ) From 09265f5cd74a65fad5562dd50462e83381a2ec64 Mon Sep 17 00:00:00 2001 From: unalmis Date: Mon, 17 Jun 2024 13:52:16 -0500 Subject: [PATCH 22/28] Move stuff from ripple branch here --- desc/equilibrium/equilibrium.py | 49 +++++++++++++++++++-------------- desc/grid.py | 21 ++++++++------ tests/test_axis_limits.py | 7 ++--- 3 files changed, 43 insertions(+), 34 deletions(-) diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index da30f64c41..2df8ca0f6b 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -785,6 +785,28 @@ def get_axis(self): axis = FourierRZCurve(R_n, Z_n, modes_R, modes_Z, NFP=self.NFP, sym=self.sym) return axis + @staticmethod + def is_0d(name): + """Is name constant throughout the plasma volume?.""" + # Should compute on a grid that samples entire plasma volume. + # In particular, a QuadratureGrid for accurate radial integration. + p = "desc.equilibrium.equilibrium.Equilibrium" + return data_index[p][name]["coordinates"] == "" + + @staticmethod + def is_1dr(name): + """Is name constant over flux surfaces?.""" + # Should compute on a grid that samples entire radial surfaces. + p = "desc.equilibrium.equilibrium.Equilibrium" + return data_index[p][name]["coordinates"] == "r" + + @staticmethod + def is_1dz(name): + """Is name constant over toroidal surfaces?.""" + # Should compute on a grid that samples entire toroidal surfaces. + p = "desc.equilibrium.equilibrium.Equilibrium" + return data_index[p][name]["coordinates"] == "z" + def compute( # noqa: C901 self, names, @@ -888,20 +910,7 @@ def need_src(name): need_src_deps = _grow_seeds(set(filter(need_src, deps)), deps) - def is_0d(name): - # Should compute on a grid that samples entire plasma volume. - # In particular, a QuadratureGrid for accurate radial integration. - return data_index[p][name]["coordinates"] == "" - - def is_1dr(name): - # Should compute on a grid that samples entire radial surfaces. - return data_index[p][name]["coordinates"] == "r" - - def is_1dz(name): - # Should compute on a grid that samples entire toroidal surfaces. - return data_index[p][name]["coordinates"] == "z" - - dep0d = {dep for dep in deps if is_0d(dep) and dep not in need_src_deps} + dep0d = {dep for dep in deps if self.is_0d(dep) and dep not in need_src_deps} # Unless user asks, don't try to recompute stuff which are only dependencies # of dep0d. Example, need R0. R0 <- A <- A(z) computable on dep0d grid. # But A(z) in dep1dz and attempt to recompute on dep1dz grid will error @@ -913,12 +922,12 @@ def is_1dz(name): dep1dr = { dep for dep in deps - if is_1dr(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps + if self.is_1dr(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps } dep1dz = { dep for dep in deps - if is_1dz(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps + if self.is_1dz(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps # These don't need a special grid, since the transforms are always # built on the (rho, theta, zeta) coordinate grid. and dep not in ["phi", "zeta"] @@ -970,7 +979,7 @@ def is_1dz(name): if calc0d and override_grid: grid0d = QuadratureGrid(self.L_grid, self.M_grid, self.N_grid, self.NFP) - data0d_seed = {key: data[key] for key in data if is_0d(key)} + data0d_seed = {key: data[key] for key in data if self.is_0d(key)} data0d = compute_fun( self, list(dep0d), @@ -989,7 +998,7 @@ def is_1dz(name): data.update(data0d) if (calc1dr or calc1dz) and override_grid: - data0d_seed = {key: data[key] for key in data if is_0d(key)} + data0d_seed = {key: data[key] for key in data if self.is_0d(key)} else: data0d_seed = {} if calc1dr and override_grid: @@ -1003,7 +1012,7 @@ def is_1dz(name): data1dr_seed = { key: grid1dr.copy_data_from_other(data[key], grid, surface_label="rho") for key in data - if is_1dr(key) + if self.is_1dr(key) } data1dr = compute_fun( self, @@ -1037,7 +1046,7 @@ def is_1dz(name): data1dz_seed = { key: grid1dz.copy_data_from_other(data[key], grid, surface_label="zeta") for key in data - if is_1dz(key) + if self.is_1dz(key) } data1dz = compute_fun( self, diff --git a/desc/grid.py b/desc/grid.py index ee77781d83..c637f65329 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -723,25 +723,28 @@ def __init__( self._weights = weights if sort: self._sort_nodes() + setable_attr = [ + "_unique_rho_idx", + "_unique_poloidal_idx", + "_unique_zeta_idx", + "_inverse_rho_idx", + "_inverse_poloidal_idx", + "_inverse_zeta_idx", + ] if jitable: # Don't do anything with symmetry since that changes # of nodes # avoid point at the axis, for now. r, t, z = self._nodes.T r = jnp.where(r == 0, 1e-12, r) - self._nodes = jnp.array([r, t, z]).T + self._nodes = jnp.column_stack([r, t, z]) self._axis = np.array([], dtype=int) # allow for user supplied indices/inverse indices for special cases - for attr in [ - "_unique_rho_idx", - "_unique_poloidal_idx", - "_unique_zeta_idx", - "_inverse_rho_idx", - "_inverse_poloidal_idx", - "_inverse_zeta_idx", - ]: + for attr in setable_attr: if attr in kwargs: setattr(self, attr, jnp.asarray(kwargs.pop(attr))) else: + for attr in setable_attr: + kwargs.pop(attr, None) self._axis = self._find_axis() ( self._unique_rho_idx, diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index 83c88f32c1..ca62483183 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -206,14 +206,11 @@ def assert_is_continuous( else: assert np.isfinite(data[name]).all(), name - if ( - data_index[p][name]["coordinates"] == "" - or data_index[p][name]["coordinates"] == "z" - ): + if eq.is_0d(name) or eq.is_1dz(name): # can't check continuity of global scalar or function of toroidal angle continue # make single variable function of rho - if data_index[p][name]["coordinates"] == "r": + if eq.is_1dr(name): # already single variable function of rho profile = grid.compress(data[name]) else: From 16ecc10bec6f001a7f9b9ea30a9dc1e66f573ce3 Mon Sep 17 00:00:00 2001 From: unalmis Date: Thu, 27 Jun 2024 03:02:02 -0500 Subject: [PATCH 23/28] Do review comments --- desc/compute/data_index.py | 28 +++- desc/compute/utils.py | 30 ++-- desc/equilibrium/coords.py | 6 +- desc/equilibrium/equilibrium.py | 77 ++++++----- desc/grid.py | 238 +++++++++++++++----------------- tests/test_axis_limits.py | 5 +- 6 files changed, 199 insertions(+), 185 deletions(-) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index bc3b3ac913..74aab6c590 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -103,10 +103,17 @@ def register_compute_fun( # noqa: C901 or `'desc.equilibrium.Equilibrium'`. resolution_requirement : str Resolution requirements in coordinates. I.e. "r" expects radial resolution - in the grid, "rtz" expects grid to radial, poloidal, and toroidal resolution. + in the grid, "rtz" expects a grid with radial, poloidal, and toroidal resolution. source_grid_requirement : dict Attributes of the source grid that the compute function requires. Also assumes dependencies were computed on such a grid. + By default, the source grid is assumed to be ``transforms["grid"]`` and + no requirements are expected of it. As an example, quantities that require + integration along field lines may specify + ``source_grid_requirement={"coordinates": "raz"}``. + which will allow accessing the Clebsch-Type rho, alpha, zeta coordinates in + ``transforms["grid"].source_grid``` that correspond to the DESC rho, theta, + zeta coordinates in ``transforms["grid"]``. axis_limit_data : list of str Names of other items in the data index needed to compute axis limit of qty. @@ -254,3 +261,22 @@ def _decorator(func): data_index = {p: {} for p in _class_inheritance.keys()} all_kwargs = {p: {} for p in _class_inheritance.keys()} allowed_kwargs = set() + + +def is_0d(name, p="desc.equilibrium.equilibrium.Equilibrium"): + """Is name constant throughout the plasma volume?.""" + # Should compute on a grid that samples entire plasma volume. + # In particular, a QuadratureGrid for accurate radial integration. + return data_index[p][name]["coordinates"] == "" + + +def is_1dr(name, p="desc.equilibrium.equilibrium.Equilibrium"): + """Is name constant over flux surfaces?.""" + # Should compute on a grid that samples entire radial surfaces. + return data_index[p][name]["coordinates"] == "r" + + +def is_1dz(name, p="desc.equilibrium.equilibrium.Equilibrium"): + """Is name constant over toroidal surfaces?.""" + # Should compute on a grid that samples entire toroidal surfaces. + return data_index[p][name]["coordinates"] == "z" diff --git a/desc/compute/utils.py b/desc/compute/utils.py index 670792912f..1083f45f1f 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -79,6 +79,24 @@ def compute(parameterization, names, params, transforms, profiles, data=None, ** name, transforms, p ), f"Don't have transforms to compute {name}" + if "grid" in transforms: + if transforms["grid"].axis.size: + deps = data_index[p][name]["full_with_axis_dependencies"]["data"] + else: + deps = data_index[p][name]["full_dependencies"]["data"] + for dep in deps: + reqs = data_index[p][dep]["source_grid_requirement"] + errorif( + reqs and not hasattr(transforms["grid"], "source_grid"), + msg=f"Expected grid with attribute 'source_grid' to compute {dep}.", + ) + for req in reqs: + errorif( + not hasattr(transforms["grid"].source_grid, req) + or reqs[req] != getattr(transforms["grid"].source_grid, req), + msg=f"Expected grid with '{req}:{reqs[req]}' to compute {dep}.", + ) + if data is None: data = {} @@ -136,18 +154,6 @@ def _compute( data=data, **kwargs, ) - if "grid" in transforms: - reqs = data_index[parameterization][name]["source_grid_requirement"] - errorif( - reqs and not hasattr(transforms["grid"], "source_grid"), - msg=f"Expected grid with attribute 'source_grid' to compute {name}.", - ) - for req in reqs: - errorif( - not hasattr(transforms["grid"].source_grid, req) - or reqs[req] != getattr(transforms["grid"].source_grid, req), - msg=f"Expected grid with '{req}:{reqs[req]}' to compute {name}.", - ) # now compute the quantity data = data_index[parameterization][name]["fun"]( params=params, transforms=transforms, profiles=profiles, data=data, **kwargs diff --git a/desc/equilibrium/coords.py b/desc/equilibrium/coords.py index 1ec6857874..d51878c5bb 100644 --- a/desc/equilibrium/coords.py +++ b/desc/equilibrium/coords.py @@ -505,7 +505,7 @@ def to_sfl( return eq_sfl -def rtz_grid(eq, radial, poloidal, toroidal, coordinates, period, jitable=True): +def get_rtz_grid(eq, radial, poloidal, toroidal, coordinates, period, jitable=True): """Return DESC coordinate grid from given coordinates. Create a meshgrid from the given coordinates, and return the @@ -524,7 +524,7 @@ def rtz_grid(eq, radial, poloidal, toroidal, coordinates, period, jitable=True): coordinates : str Input coordinates that are specified by the arguments, respectively. raz : rho, alpha, zeta - rpz : rho, theta_PEST, zeta + rvz : rho, theta_PEST, zeta rtz : rho, theta, zeta period : tuple of float Assumed periodicity for each quantity in inbasis. @@ -545,7 +545,7 @@ def rtz_grid(eq, radial, poloidal, toroidal, coordinates, period, jitable=True): inbasis = { "r": "rho", "t": "theta", - "p": "theta_PEST", + "v": "theta_PEST", "a": "alpha", "z": "zeta", } diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index 17e4bcce20..b2fe952709 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -52,6 +52,7 @@ warnif, ) +from ..compute.data_index import is_0d, is_1dr, is_1dz from .coords import compute_theta_coords, is_nested, map_coordinates, to_sfl from .initial_guess import set_initial_guess from .utils import parse_axis, parse_profile, parse_surface @@ -784,28 +785,6 @@ def get_axis(self): axis = FourierRZCurve(R_n, Z_n, modes_R, modes_Z, NFP=self.NFP, sym=self.sym) return axis - @staticmethod - def is_0d(name): - """Is name constant throughout the plasma volume?.""" - # Should compute on a grid that samples entire plasma volume. - # In particular, a QuadratureGrid for accurate radial integration. - p = "desc.equilibrium.equilibrium.Equilibrium" - return data_index[p][name]["coordinates"] == "" - - @staticmethod - def is_1dr(name): - """Is name constant over flux surfaces?.""" - # Should compute on a grid that samples entire radial surfaces. - p = "desc.equilibrium.equilibrium.Equilibrium" - return data_index[p][name]["coordinates"] == "r" - - @staticmethod - def is_1dz(name): - """Is name constant over toroidal surfaces?.""" - # Should compute on a grid that samples entire toroidal surfaces. - p = "desc.equilibrium.equilibrium.Equilibrium" - return data_index[p][name]["coordinates"] == "z" - def compute( # noqa: C901 self, names, @@ -861,7 +840,7 @@ def compute( # noqa: C901 inbasis = { "r": "rho", "t": "theta", - "p": "theta_PEST", + "v": "theta_PEST", "a": "alpha", "z": "zeta", } @@ -909,24 +888,37 @@ def need_src(name): need_src_deps = _grow_seeds(set(filter(need_src, deps)), deps) - dep0d = {dep for dep in deps if self.is_0d(dep) and dep not in need_src_deps} + dep0d = {dep for dep in deps if is_0d(dep) and dep not in need_src_deps} # Unless user asks, don't try to recompute stuff which are only dependencies - # of dep0d. Example, need R0. R0 <- A <- A(z) computable on dep0d grid. - # But A(z) in dep1dz and attempt to recompute on dep1dz grid will error - # without unique zeta idx defined, which mapped coordinate grids lack. + # of dep0d. Example, suppose the user supplied grid is a field-line following + # grid, and the user would like to compute the effective ripple, which requires + # the scalar R0 as a dependency. The scalar R0 has the following dependencies: + # R0 <- A <- A(z). Each of these are computable on the quadrature grid, and + # since R0 is a scalar we can trivially interpolate it back to the user-supplied + # grid. We don't need to additionally compute A(z) and interpolate it back; + # it was only needed to compute R0, so we should remove it from the dep1dz list. + # If we don't remove it from the dep1dz list, then the code would try to create + # a linear grid with cross-sections at all the unique zeta values in the + # user-supplied grids. Typically, the user-supplied grid lacks unique_zeta_idx + # attribute, so this would cause an error. dep0d_deps = set(get_data_deps(dep0d, obj=p, has_axis=grid.axis.size)) # This filter is stronger than the name implies, but the false positives - # will still be computed correctly with the logic in compute.utils.compute. + # that are filtered out will still get computed with the logic in + # compute.utils.compute. just_dep0d_dep = lambda name: name in dep0d_deps and name not in names dep1dr = { dep for dep in deps - if self.is_1dr(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps + if is_1dr(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps } dep1dz = { dep for dep in deps - if self.is_1dz(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps + # By including the additional requirement that dep is not just a dependency + # of some scalar (0d) quantity, we are ensuring that we do not unnecessarily + # compute things like A(z) when it was only needed to compute R0, as in the + # example above. + if is_1dz(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps # These don't need a special grid, since the transforms are always # built on the (rho, theta, zeta) coordinate grid. and dep not in ["phi", "zeta"] @@ -949,21 +941,30 @@ def need_src(name): coords = data_index[p][dep]["coordinates"] msg = lambda direction: colored( f"Dependency {dep} may require more {direction}" - f" resolution to compute.", + " resolution to compute accurately.", "yellow", ) warnif( - "r" in req and "r" in coords and grid.L < self.L_grid, + # if need more radial resolution + "r" in req and grid.L < self.L_grid + # and won't ovverride grid to one with more radial resolution + and not (override_grid and coords in {"z", ""}), ResolutionWarning, msg("radial"), ) warnif( - "t" in req and "t" in coords and grid.M < self.M_grid, + # if need more poloidal resolution + "t" in req and grid.M < self.M_grid + # and won't ovverride grid to one with more poloidal resolution + and not (override_grid and coords in {"r", "z", ""}), ResolutionWarning, msg("poloidal"), ) warnif( - "z" in req and "z" in coords and grid.N < self.N_grid, + # if need more toroidal resolution + "z" in req and grid.N < self.N_grid + # and won't ovverride grid to one with more toroidal resolution + and not (override_grid and coords in {"r", ""}), ResolutionWarning, msg("toroidal"), ) @@ -978,7 +979,7 @@ def need_src(name): if calc0d and override_grid: grid0d = QuadratureGrid(self.L_grid, self.M_grid, self.N_grid, self.NFP) - data0d_seed = {key: data[key] for key in data if self.is_0d(key)} + data0d_seed = {key: data[key] for key in data if is_0d(key)} data0d = compute_fun( self, list(dep0d), @@ -997,7 +998,7 @@ def need_src(name): data.update(data0d) if (calc1dr or calc1dz) and override_grid: - data0d_seed = {key: data[key] for key in data if self.is_0d(key)} + data0d_seed = {key: data[key] for key in data if is_0d(key)} else: data0d_seed = {} if calc1dr and override_grid: @@ -1011,7 +1012,7 @@ def need_src(name): data1dr_seed = { key: grid1dr.copy_data_from_other(data[key], grid, surface_label="rho") for key in data - if self.is_1dr(key) + if is_1dr(key) } data1dr = compute_fun( self, @@ -1045,7 +1046,7 @@ def need_src(name): data1dz_seed = { key: grid1dz.copy_data_from_other(data[key], grid, surface_label="zeta") for key in data - if self.is_1dz(key) + if is_1dz(key) } data1dz = compute_fun( self, diff --git a/desc/grid.py b/desc/grid.py index c637f65329..aa3b46c696 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -58,6 +58,12 @@ def _set_up(self): self._M = int(self._M) self._N = int(self._N) self._NFP = int(self._NFP) + if hasattr(self, "_inverse_theta_idx"): + self._inverse_poloidal_idx = self._inverse_theta_idx + del self._inverse_theta_idx + if hasattr(self, "_unique_theta_idx"): + self._unique_poloidal_idx = self._unique_theta_idx + del self._unique_theta_idx def _enforce_symmetry(self): """Enforce stellarator symmetry. @@ -205,7 +211,7 @@ def sym(self): @property def is_meshgrid(self): - """bool: Whether this grid is separable into coordinate chunks. + """bool: Whether this grid is a tensor-product grid. Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal coordinate value. The is_meshgrid flag denotes whether any coordinate @@ -221,6 +227,7 @@ def coordinates(self): @property def period(self): + """Periodicity of coordinates.""" return self.__dict__.setdefault( "_period", (np.inf, 2 * np.pi, 2 * np.pi / self.NFP) ) @@ -426,7 +433,7 @@ def get_label(self, label): if label in {"rho", "poloidal", "zeta"}: return label rad = {"r": "rho"}[self.coordinates[0]] - pol = {"a": "alpha", "t": "theta", "p": "theta_PEST"}[self.coordinates[1]] + pol = {"a": "alpha", "t": "theta", "v": "theta_PEST"}[self.coordinates[1]] tor = {"z": "zeta"}[self.coordinates[2]] return {rad: "rho", pol: "poloidal", tor: "zeta"}[label] @@ -582,7 +589,7 @@ class Grid(_Grid): coordinates : str Coordinates that are specified by the nodes. raz : rho, alpha, zeta - rpz : rho, theta_PEST, zeta + rvz : rho, theta_PEST, zeta rtz : rho, theta, zeta period : tuple of float Assumed periodicity for each coordinate. @@ -592,7 +599,7 @@ class Grid(_Grid): sort : bool Whether to sort the nodes for use with FFT method. is_meshgrid : bool - Whether this grid is separable into coordinate chunks. + Whether this grid is a tensor-product grid. Let the tuple (r, p, t) ∈ R³ denote a radial, poloidal, and toroidal coordinate value. The is_meshgrid flag denotes whether any coordinate can be iterated over along the relevant axis of the reshaped grid: @@ -603,85 +610,6 @@ class Grid(_Grid): etc. may be wrong if grid contains duplicate nodes. """ - @classmethod - def create_meshgrid( - cls, - nodes, - spacing=None, - coordinates="rtz", - period=(np.inf, 2 * np.pi, 2 * np.pi), - **kwargs, - ): - """Create a meshgrid from the given coordinates in a jitable manner. - - Parameters - ---------- - nodes : Array, Array, Array - Sorted unique values of each coordinate. - spacing : Array, Array, Array - Weights for integration. Defaults to a midpoint rule. - coordinates : str - Coordinates that are specified by the nodes a, b, c, respectively. - raz : rho, alpha, zeta - rpz : rho, theta_PEST, zeta - rtz : rho, theta, zeta - period : tuple of float - Assumed periodicity for each coordinate. - Use np.inf to denote no periodicity. - - Returns - ------- - grid : Grid - Meshgrid. - - """ - a, b, c = jnp.atleast_1d(*nodes) - if spacing is None: - errorif(coordinates[0] != "r", NotImplementedError) - da = _midpoint_spacing(a) - db = _periodic_spacing(b, period[1])[1] - dc = _periodic_spacing(c, period[2])[1] - else: - da, db, dc = spacing - nodes = jnp.column_stack( - list(map(jnp.ravel, jnp.meshgrid(a, b, c, indexing="ij"))) - ) - spacing = jnp.column_stack( - list(map(jnp.ravel, jnp.meshgrid(da, db, dc, indexing="ij"))) - ) - weights = spacing.prod(axis=1) if np.prod(period) == 4 * jnp.pi**2 else None - - unique_a_idx = jnp.arange(a.size) * b.size * c.size - unique_b_idx = jnp.arange(b.size) * c.size - unique_c_idx = jnp.arange(c.size) - inverse_a_idx = repeat( - unique_a_idx // (b.size * c.size), - b.size * c.size, - total_repeat_length=a.size * b.size * c.size, - ) - inverse_b_idx = jnp.tile( - repeat(unique_b_idx // c.size, c.size, total_repeat_length=b.size * c.size), - a.size, - ) - inverse_c_idx = jnp.tile(unique_c_idx, a.size * b.size) - return cls( - nodes=nodes, - spacing=spacing, - weights=weights, - coordinates=coordinates, - period=period, - sort=False, - is_meshgrid=True, - jitable=True, - _unique_rho_idx=unique_a_idx, - _unique_poloidal_idx=unique_b_idx, - _unique_zeta_idx=unique_c_idx, - _inverse_rho_idx=inverse_a_idx, - _inverse_poloidal_idx=inverse_b_idx, - _inverse_zeta_idx=inverse_c_idx, - **kwargs, - ) - def __init__( self, nodes, @@ -760,6 +688,92 @@ def __init__( self._N = self.num_nodes errorif(len(kwargs), ValueError, f"Got unexpected kwargs {kwargs.keys()}") + @classmethod + def create_meshgrid( + cls, + nodes, + spacing=None, + coordinates="rtz", + period=(np.inf, 2 * np.pi, 2 * np.pi), + **kwargs, + ): + """Create a tensor-product grid from the given coordinates in a jitable manner. + + Parameters + ---------- + nodes : list of ndarray + Three arrays, one for each coordinate. + Sorted unique values of each coordinate. + spacing : list of ndarray + Three arrays, one for each coordinate. + Weights for integration. Defaults to a midpoint rule. + coordinates : str + Coordinates that are specified by the ``nodes[0]``, ``nodes[1]``, + and ``nodes[2]``, respectively. + raz : rho, alpha, zeta + rvz : rho, theta_PEST, zeta + rtz : rho, theta, zeta + period : tuple of float + Assumed periodicity for each coordinate. + Use np.inf to denote no periodicity. + + Returns + ------- + grid : Grid + Meshgrid. + + """ + a, b, c = jnp.atleast_1d(*nodes) + if spacing is None: + errorif(coordinates[0] != "r", NotImplementedError) + da = _midpoint_spacing(a) + db = _periodic_spacing(b, period[1])[1] + dc = _periodic_spacing(c, period[2])[1] + else: + da, db, dc = spacing + nodes = jnp.column_stack( + list(map(jnp.ravel, jnp.meshgrid(a, b, c, indexing="ij"))) + ) + spacing = jnp.column_stack( + list(map(jnp.ravel, jnp.meshgrid(da, db, dc, indexing="ij"))) + ) + # Doesn't make sense to assign weights if the coordinates aren't periodic + # since it's not clear how to form a surface and hence it's enclosed volume. + weights = ( + spacing.prod(axis=1) if (period[1] * period[2]) == 4 * jnp.pi**2 else None + ) + + unique_a_idx = jnp.arange(a.size) * b.size * c.size + unique_b_idx = jnp.arange(b.size) * c.size + unique_c_idx = jnp.arange(c.size) + inverse_a_idx = repeat( + unique_a_idx // (b.size * c.size), + b.size * c.size, + total_repeat_length=a.size * b.size * c.size, + ) + inverse_b_idx = jnp.tile( + repeat(unique_b_idx // c.size, c.size, total_repeat_length=b.size * c.size), + a.size, + ) + inverse_c_idx = jnp.tile(unique_c_idx, a.size * b.size) + return cls( + nodes=nodes, + spacing=spacing, + weights=weights, + coordinates=coordinates, + period=period, + sort=False, + is_meshgrid=True, + jitable=True, + _unique_rho_idx=unique_a_idx, + _unique_poloidal_idx=unique_b_idx, + _unique_zeta_idx=unique_c_idx, + _inverse_rho_idx=inverse_a_idx, + _inverse_poloidal_idx=inverse_b_idx, + _inverse_zeta_idx=inverse_c_idx, + **kwargs, + ) + def _sort_nodes(self): """Sort nodes for use with FFT.""" sort_idx = np.lexsort((self.nodes[:, 1], self.nodes[:, 0], self.nodes[:, 2])) @@ -834,14 +848,6 @@ class LinearGrid(_Grid): Toroidal coordinates (Default = 0.0). Alternatively, the number of toroidal coordinates (if an integer). Note that if supplied the values may be reordered in the resulting grid. - coordinates : str - Coordinates that are specified by the nodes. - raz : rho, alpha, zeta - rpz : rho, theta_PEST, zeta - rtz : rho, theta, zeta - period : tuple of float - Assumed periodicity for each coordinate. - Use np.inf to denote no periodicity. """ def __init__( @@ -856,8 +862,6 @@ def __init__( rho=np.array(1.0), theta=np.array(0.0), zeta=np.array(0.0), - coordinates="rtz", - period=None, ): self._L = check_nonnegint(L, "L") self._M = check_nonnegint(M, "M") @@ -868,10 +872,8 @@ def __init__( self._poloidal_endpoint = False self._toroidal_endpoint = False self._node_pattern = "linear" - self._coordinates = coordinates - self._period = ( - (np.inf, 2 * np.pi, 2 * np.pi / NFP) if period is None else period - ) + self._coordinates = "rtz" + self._period = (np.inf, 2 * np.pi, 2 * np.pi / self._NFP) self._nodes, self._spacing = self._create_nodes( L=L, M=M, @@ -907,7 +909,6 @@ def _create_nodes( # noqa: C901 rho=1.0, theta=0.0, zeta=0.0, - period=None, ): """Create grid nodes and weights. @@ -936,9 +937,6 @@ def _create_nodes( # noqa: C901 zeta : int or ndarray of float, optional Toroidal coordinates (Default = 0.0). Alternatively, the number of toroidal coordinates (if an integer). - period : tuple of float - Assumed periodicity for each coordinate. - Use np.inf to denote no periodicity. Returns ------- @@ -949,9 +947,7 @@ def _create_nodes( # noqa: C901 """ self._NFP = check_posint(NFP, "NFP", False) - self._period = ( - (np.inf, 2 * np.pi, 2 * np.pi / NFP) if period is None else period - ) + self._period = (np.inf, 2 * np.pi, 2 * np.pi / self._NFP) axis = bool(axis) endpoint = bool(endpoint) theta_period = self.period[1] @@ -1158,22 +1154,18 @@ class QuadratureGrid(_Grid): toroidal grid resolution (exactly integrates toroidal modes up to order N) NFP : int number of field periods (Default = 1) - coordinates : str - Coordinates that are specified by the nodes. - raz : rho, alpha, zeta - rpz : rho, theta_PEST, zeta - rtz : rho, theta, zeta """ - def __init__(self, L, M, N, NFP=1, coordinates="rtz"): + def __init__(self, L, M, N, NFP=1): self._L = check_nonnegint(L, "L", False) self._M = check_nonnegint(M, "N", False) self._N = check_nonnegint(N, "N", False) self._NFP = check_posint(NFP, "NFP", False) self._sym = False self._node_pattern = "quad" - self._coordinates = coordinates + self._coordinates = "rtz" + self._period = (np.inf, 2 * np.pi, 2 * np.pi / self._NFP) self._nodes, self._spacing = self._create_nodes(L=L, M=M, N=N, NFP=NFP) # symmetry is never enforced for Quadrature Grid self._sort_nodes() @@ -1215,6 +1207,7 @@ def _create_nodes(self, L=1, M=1, N=1, NFP=1): self._M = check_nonnegint(M, "M", False) self._N = check_nonnegint(N, "N", False) self._NFP = check_posint(NFP, "NFP", False) + self._period = (np.inf, 2 * np.pi, 2 * np.pi / self._NFP) L = L + 1 M = 2 * M + 1 N = 2 * N + 1 @@ -1302,32 +1295,18 @@ class ConcentricGrid(_Grid): * ``'ocs'``: optimal concentric sampling to minimize the condition number of the resulting transform matrix, for doing inverse transform. * ``linear`` : linear spacing in r=[0,1] - coordinates : str - Coordinates that are specified by the nodes. - raz : rho, alpha, zeta - rpz : rho, theta_PEST, zeta - rtz : rho, theta, zeta """ - def __init__( - self, - L, - M, - N, - NFP=1, - sym=False, - axis=False, - node_pattern="jacobi", - coordinates="rtz", - ): + def __init__(self, L, M, N, NFP=1, sym=False, axis=False, node_pattern="jacobi"): self._L = check_nonnegint(L, "L", False) self._M = check_nonnegint(M, "M", False) self._N = check_nonnegint(N, "N", False) self._NFP = check_posint(NFP, "NFP", False) self._sym = sym self._node_pattern = node_pattern - self._coordinates = coordinates + self._coordinates = "rtz" + self._period = (np.inf, 2 * np.pi, 2 * np.pi / self._NFP) self._nodes, self._spacing = self._create_nodes( L=L, M=M, N=N, NFP=NFP, axis=axis, node_pattern=node_pattern ) @@ -1382,6 +1361,7 @@ def _create_nodes(self, L, M, N, NFP=1, axis=False, node_pattern="jacobi"): self._M = check_nonnegint(M, "M", False) self._N = check_nonnegint(N, "N", False) self._NFP = check_posint(NFP, "NFP", False) + self._period = (np.inf, 2 * np.pi, 2 * np.pi / self._NFP) def ocs(L): # Ramos-Lopez, et al. “Optimal Sampling Patterns for Zernike Polynomials.” @@ -1798,7 +1778,7 @@ def _periodic_spacing(x, period=2 * jnp.pi, sort=False, jnp=jnp): Points, assumed sorted in the cyclic domain [0, period], unless specified otherwise. period : float - Number such that x + period = x. + Number such that f(x + period) = f(x) for any function f on this domain. sort : bool Set to true if x is not sorted in the cyclic domain [0, period]. diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index ca62483183..d3c61f9b05 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -12,6 +12,7 @@ import pytest from desc.compute import data_index +from desc.compute.data_index import is_0d, is_1dr, is_1dz from desc.compute.utils import _grow_seeds, dot, surface_integrals_map from desc.equilibrium import Equilibrium from desc.examples import get @@ -206,11 +207,11 @@ def assert_is_continuous( else: assert np.isfinite(data[name]).all(), name - if eq.is_0d(name) or eq.is_1dz(name): + if is_0d(name) or is_1dz(name): # can't check continuity of global scalar or function of toroidal angle continue # make single variable function of rho - if eq.is_1dr(name): + if is_1dr(name): # already single variable function of rho profile = grid.compress(data[name]) else: From 6c239660685d18e5de66fad74c6215ec2eaa9c95 Mon Sep 17 00:00:00 2001 From: unalmis Date: Thu, 27 Jun 2024 15:02:01 -0500 Subject: [PATCH 24/28] Review comments part 2 --- desc/compute/_geometry.py | 5 +- desc/compute/utils.py | 191 ++++++++++++++++++++++++------ desc/equilibrium/equilibrium.py | 23 ++-- desc/grid.py | 43 ++++++- docs/notebooks/zernike_eval.ipynb | 8 +- tests/test_axis_limits.py | 1 + 6 files changed, 204 insertions(+), 67 deletions(-) diff --git a/desc/compute/_geometry.py b/desc/compute/_geometry.py index ba72a30f04..4ae72a7713 100644 --- a/desc/compute/_geometry.py +++ b/desc/compute/_geometry.py @@ -176,7 +176,7 @@ def _A_of_z(params, transforms, profiles, data, **kwargs): label="A(\\zeta)", units="m^{2}", units_long="square meters", - description="Cross-sectional area as function of zeta", + description="Enclosed cross-sectional area as function of zeta", dim=1, params=[], transforms={"grid": []}, @@ -196,8 +196,7 @@ def _A_of_z_FourierRZToroidalSurface(params, transforms, profiles, data, **kwarg transforms["grid"], data["Z"] * n[:, 2] * jnp.sqrt(data["g_tt"]), line_label="theta", - # This will only work if the grid has rho=1 surface. - fix_surface=("rho", 1.0), + fix_surface=("rho", jnp.max(transforms["grid"].nodes[:, 0])), expand_out=True, ) ) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index 1083f45f1f..29d44c30a6 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -80,23 +80,27 @@ def compute(parameterization, names, params, transforms, profiles, data=None, ** ), f"Don't have transforms to compute {name}" if "grid" in transforms: - if transforms["grid"].axis.size: - deps = data_index[p][name]["full_with_axis_dependencies"]["data"] - else: - deps = data_index[p][name]["full_dependencies"]["data"] - for dep in deps: - reqs = data_index[p][dep]["source_grid_requirement"] + + def check_fun(name): + reqs = data_index[p][name]["source_grid_requirement"] errorif( reqs and not hasattr(transforms["grid"], "source_grid"), - msg=f"Expected grid with attribute 'source_grid' to compute {dep}.", + AttributeError, + f"Expected grid with attribute 'source_grid' to compute {name}. " + f"Source grid should have coordinates: {reqs.get('coordinates')}.", ) for req in reqs: errorif( not hasattr(transforms["grid"].source_grid, req) or reqs[req] != getattr(transforms["grid"].source_grid, req), - msg=f"Expected grid with '{req}:{reqs[req]}' to compute {dep}.", + AttributeError, + f"Expected grid with '{req}:{reqs[req]}' to compute {name}.", ) + _ = _get_deps( + p, names, set(), data, transforms["grid"].axis.size, check_fun=check_fun + ) + if data is None: data = {} @@ -162,8 +166,8 @@ def _compute( return data -def get_data_deps(keys, obj, has_axis=False): - """Get list of data keys needed to compute a given quantity. +def get_data_deps(keys, obj, has_axis=False, data=None): + """Get list of keys needed to compute ``keys`` given already computed data. Parameters ---------- @@ -173,6 +177,8 @@ def get_data_deps(keys, obj, has_axis=False): Object to compute quantity for. has_axis : bool Whether the grid to compute on has a node on the magnetic axis. + data : dict of ndarray + Data computed so far, generally output from other compute functions Returns ------- @@ -181,13 +187,36 @@ def get_data_deps(keys, obj, has_axis=False): """ p = _parse_parameterization(obj) keys = [keys] if isinstance(keys, str) else keys - out = [] - for key in keys: - out += _get_deps_1_key(key, p, has_axis) - return sorted(set(out)) + if not data: + out = [] + for key in keys: + out += _get_deps_1_key(p, key, has_axis) + out = set(out) + else: + out = _get_deps(p, keys, deps=set(), data=data, has_axis=has_axis) + out.difference_update(keys) + return sorted(out) + +def _get_deps_1_key(p, key, has_axis): + """Gather all quantities required to compute ``key``. + + Parameters + ---------- + p : str + Type of object to compute for, eg Equilibrium, Curve, etc. + key : str + Name of the quantity to compute. + has_axis : bool + Whether the grid to compute on has a node on the magnetic axis. -def _get_deps_1_key(key, p, has_axis): + Returns + ------- + deps_1_key : list of str + Dependencies required to compute ``key``. + + + """ if has_axis: if "full_with_axis_dependencies" in data_index[p][key]: return data_index[p][key]["full_with_axis_dependencies"]["data"] @@ -199,39 +228,87 @@ def _get_deps_1_key(key, p, has_axis): return deps out = deps.copy() # to avoid modifying the data_index for dep in deps: - out += _get_deps_1_key(dep, p, has_axis) + out += _get_deps_1_key(p, dep, has_axis) if has_axis: axis_limit_deps = data_index[p][key]["dependencies"]["axis_limit_data"] out += axis_limit_deps.copy() # to be safe for dep in axis_limit_deps: - out += _get_deps_1_key(dep, p, has_axis) + out += _get_deps_1_key(p, dep, has_axis) return sorted(set(out)) -def _grow_seeds( - seeds, search_space, p="desc.equilibrium.equilibrium.Equilibrium", has_axis=False -): +def _get_deps(parameterization, names, deps, data=None, has_axis=False, check_fun=None): + """Gather all quantities required to compute ``names`` given already computed data. + + Parameters + ---------- + parameterization : str, class, or instance + Type of object to compute for, eg Equilibrium, Curve, etc. + names : str or array-like of str + Name(s) of the quantity(s) to compute. + deps : set[str] + Dependencies gathered so far. + data : dict of ndarray or None + Data computed so far, generally output from other compute functions. + has_axis : bool + Whether the grid to compute on has a node on the magnetic axis. + check_fun : callable + If provided, ``check_fun(name)`` is called before adding name to ``deps``. + + Returns + ------- + deps : set[str] + All additional quantities required to compute ``names``. + + """ + p = _parse_parameterization(parameterization) + for name in names: + if name not in deps and (data is None or name not in data): + if check_fun is not None: + check_fun(name) + deps.add(name) + deps = _get_deps( + p, + data_index[p][name]["dependencies"]["data"], + deps, + data, + has_axis, + check_fun, + ) + if has_axis: + deps = _get_deps( + p, + data_index[p][name]["dependencies"]["axis_limit_data"], + deps, + data, + has_axis, + check_fun, + ) + return deps + + +def _grow_seeds(parameterization, seeds, search_space, has_axis=False): """Traverse the dependency DAG for keys in search space dependent on seeds. Parameters ---------- - seeds : Set + parameterization : str, class, or instance + Type of object to compute for, eg Equilibrium, Curve, etc. + seeds : set[str] Keys to find paths toward. - search_space : iterable + search_space : iterable of str Additional keys to consider returning. - p: str - Name of desc types the method is valid for. eg 'desc.geometry.FourierXYZCurve' - or `desc.equilibrium.Equilibrium`. has_axis : bool Whether the grid to compute on has a node on the magnetic axis. Returns ------- - out : Set + out : set[str] All keys in search space with any path in the dependency DAG to any seed. """ + p = _parse_parameterization(parameterization) out = seeds.copy() for key in search_space: deps = data_index[p][key][ @@ -803,6 +880,8 @@ def line_integrals( label is rho and length 2π when the line label is theta or zeta. You may want to multiply the input by the line length Jacobian. + The grid must have nodes on the specified surface in ``fix_surface``. + Correctness is not guaranteed on grids with duplicate nodes. An attempt to print a warning is made if the given grid has duplicate nodes and is one of the predefined grid types @@ -983,7 +1062,15 @@ def surface_integrals_map(grid, surface_label="rho", expand_out=True, tol=1e-14) operand=None, ) else: - expand_out = False + # If we don't have the idx attributes, we are forced to expand out. + errorif( + not has_idx and not expand_out, + msg=f"Grid lacks attributes 'num_{surface_label}' and " + f"'inverse_{surface_label}_idx', so this method " + f"can't satisfy the request expand_out={expand_out}.", + ) + # don't try to expand if already expanded + expand_out = expand_out and has_idx axis = {"rho": 0, "poloidal": 1, "zeta": 2}[surface_label] # Converting nodes from numpy.ndarray to jaxlib.xla_extension.ArrayImpl # reduces memory usage by > 400% for the forward computation and Jacobian. @@ -1111,13 +1198,21 @@ def surface_averages_map(grid, surface_label="rho", expand_out=True, tol=1e-14): """ surface_label = grid.get_label(surface_label) - expand_out = ( - expand_out - # don't try to expand already expanded output - and hasattr(grid, f"num_{surface_label}") - and hasattr(grid, f"_inverse_{surface_label}_idx") + has_idx = hasattr(grid, f"num_{surface_label}") and hasattr( + grid, f"_inverse_{surface_label}_idx" + ) + # If we don't have the idx attributes, we are forced to expand out. + errorif( + not has_idx and not expand_out, + msg=f"Grid lacks attributes 'num_{surface_label}' and " + f"'inverse_{surface_label}_idx', so this method " + f"can't satisfy the request expand_out={expand_out}.", + ) + integrate = surface_integrals_map( + grid, surface_label, expand_out=not has_idx, tol=tol ) - integrate = surface_integrals_map(grid, surface_label, expand_out=False, tol=tol) + # don't try to expand if already expanded + expand_out = expand_out and has_idx def _surface_averages(q, sqrt_g=jnp.array([1.0]), denominator=None): """Compute a surface average for each surface in the grid. @@ -1244,9 +1339,13 @@ def surface_integrals_transform(grid, surface_label="rho"): # discretizes f over the codomain will typically have size grid.num_nodes # to broadcast with quantities in data_index. surface_label = grid.get_label(surface_label) + has_idx = hasattr(grid, f"num_{surface_label}") and hasattr( + grid, f"_inverse_{surface_label}_idx" + ) errorif( - not hasattr(grid, f"num_{surface_label}") - or not hasattr(grid, f"_inverse_{surface_label}_idx") + not has_idx, + msg=f"Grid lacks attributes 'num_{surface_label}' and " + f"'inverse_{surface_label}_idx', which are required for this function.", ) return surface_integrals_map(grid, surface_label, expand_out=False) @@ -1333,7 +1432,16 @@ def surface_variance( """ surface_label = grid.get_label(surface_label) _, _, spacing, _, has_idx = _get_grid_surface(grid, surface_label) - integrate = surface_integrals_map(grid, surface_label, expand_out=False, tol=tol) + # If we don't have the idx attributes, we are forced to expand out. + errorif( + not has_idx and not expand_out, + msg=f"Grid lacks attributes 'num_{surface_label}' and " + f"'inverse_{surface_label}_idx', so this method " + f"can't satisfy the request expand_out={expand_out}.", + ) + integrate = surface_integrals_map( + grid, surface_label, expand_out=not has_idx, tol=tol + ) v1 = integrate(weights) v2 = integrate(weights**2 * jnp.prod(spacing, axis=-1)) @@ -1345,10 +1453,10 @@ def surface_variance( q = jnp.atleast_1d(q) # compute variance in two passes to avoid catastrophic round off error mean = (integrate((weights * q.T).T).T / v1).T - if has_idx: + if has_idx: # guard so that we don't try to expand when already expanded mean = grid.expand(mean, surface_label) variance = (correction * integrate((weights * ((q - mean) ** 2).T).T).T / v1).T - if has_idx and expand_out: + if expand_out and has_idx: return grid.expand(variance, surface_label) else: return variance @@ -1399,7 +1507,12 @@ def surface_min(grid, x, surface_label="rho"): """ surface_label = grid.get_label(surface_label) unique_size, inverse_idx, _, _, has_idx = _get_grid_surface(grid, surface_label) - errorif(not has_idx, NotImplementedError, msg="Missing unique and inverse idx.") + errorif( + not has_idx, + NotImplementedError, + msg=f"Grid lacks attributes 'num_{surface_label}' and " + f"'inverse_{surface_label}_idx', which are required for this function.", + ) inverse_idx = jnp.asarray(inverse_idx) x = jnp.asarray(x) mins = jnp.full(unique_size, jnp.inf) diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index 49c21c0b8c..8bde98f0f7 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -874,15 +874,8 @@ def compute( # noqa: C901 data = {} p = "desc.equilibrium.equilibrium.Equilibrium" - # TODO: - # If the user wants to compute x which depends on y which in turn depends on z, - # and they pass in y already in data, then we shouldn't need to compute z at - # all. To resolve this we need to compute dependencies recursively, so that - # priming data with just the first order dependencies will avoid computing - # unnecessary dependencies. For now just subtract out y. - deps = ( - set(get_data_deps(names, obj=p, has_axis=grid.axis.size) + names) - - data.keys() + deps = set( + get_data_deps(names, obj=p, has_axis=grid.axis.size, data=data) + names ) def need_src(name): @@ -892,7 +885,7 @@ def need_src(name): # use to compute those dependencies are coordinate-blind. return bool(data_index[p][name]["source_grid_requirement"]) - need_src_deps = _grow_seeds(set(filter(need_src, deps)), deps) + need_src_deps = _grow_seeds(p, set(filter(need_src, deps)), deps) dep0d = {dep for dep in deps if is_0d(dep) and dep not in need_src_deps} # Unless user asks, don't try to recompute stuff which are only dependencies @@ -907,7 +900,9 @@ def need_src(name): # a linear grid with cross-sections at all the unique zeta values in the # user-supplied grids. Typically, the user-supplied grid lacks unique_zeta_idx # attribute, so this would cause an error. - dep0d_deps = set(get_data_deps(dep0d, obj=p, has_axis=grid.axis.size)) + dep0d_deps = set( + get_data_deps(dep0d, obj=p, has_axis=grid.axis.size, data=data) + ) # This filter is stronger than the name implies, but the false positives # that are filtered out will still get computed with the logic in # compute.utils.compute. @@ -953,7 +948,7 @@ def need_src(name): warnif( # if need more radial resolution "r" in req and grid.L < self.L_grid - # and won't ovverride grid to one with more radial resolution + # and won't override grid to one with more radial resolution and not (override_grid and coords in {"z", ""}), ResolutionWarning, msg("radial"), @@ -961,7 +956,7 @@ def need_src(name): warnif( # if need more poloidal resolution "t" in req and grid.M < self.M_grid - # and won't ovverride grid to one with more poloidal resolution + # and won't override grid to one with more poloidal resolution and not (override_grid and coords in {"r", "z", ""}), ResolutionWarning, msg("poloidal"), @@ -969,7 +964,7 @@ def need_src(name): warnif( # if need more toroidal resolution "z" in req and grid.N < self.N_grid - # and won't ovverride grid to one with more toroidal resolution + # and won't override grid to one with more toroidal resolution and not (override_grid and coords in {"r", ""}), ResolutionWarning, msg("toroidal"), diff --git a/desc/grid.py b/desc/grid.py index aa3b46c696..8f1df991f4 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -389,7 +389,27 @@ def nodes(self): @property def spacing(self): - """ndarray: Node spacing, in (rho,theta,zeta).""" + """Quadrature weights for integration over surfaces. + + This is typically the distance between nodes when ``NFP=1``, as the quadrature + weight is by default a midpoint rule. The returned matrix has three columns, + corresponding to the radial, poloidal, and toroidal coordinate, respectively. + Each element of the matrix specifies the quadrature area associated with a + particular node for each coordinate. I.e. on a grid with coordinates + of "rtz", the columns specify dρ, dθ, dζ, respectively. An integration + over a ρ flux surface will assign quadrature weight dθ*dζ to each node. + Note that dζ is the distance between toroidal surfaces multiplied by ``NFP``. + + On a LinearGrid with duplicate nodes, the columns of spacing no longer + specify dρ, dθ, dζ. Rather, the product of each adjacent column specifies + dρ*dθ, dθ*dζ, dζ*dρ, respectively. + + Returns + ------- + spacing : ndarray + Quadrature weights for integration over surface. + + """ errorif( not hasattr(self, "_spacing"), AttributeError, @@ -594,6 +614,8 @@ class Grid(_Grid): period : tuple of float Assumed periodicity for each coordinate. Use np.inf to denote no periodicity. + NFP : int + Number of field periods (Default = 1). source_grid : Grid Grid from which coordinates were mapped from. sort : bool @@ -617,6 +639,7 @@ def __init__( weights=None, coordinates="rtz", period=(np.inf, 2 * np.pi, 2 * np.pi), + NFP=1, source_grid=None, sort=False, is_meshgrid=False, @@ -626,7 +649,7 @@ def __init__( # Python 3.3 (PEP 412) introduced key-sharing dictionaries. # This change measurably reduces memory usage of objects that # define all attributes in their __init__ method. - self._NFP = 1 + self._NFP = check_posint(NFP, "NFP", False) self._sym = False self._node_pattern = "custom" self._coordinates = coordinates @@ -695,6 +718,7 @@ def create_meshgrid( spacing=None, coordinates="rtz", period=(np.inf, 2 * np.pi, 2 * np.pi), + NFP=1, **kwargs, ): """Create a tensor-product grid from the given coordinates in a jitable manner. @@ -716,6 +740,9 @@ def create_meshgrid( period : tuple of float Assumed periodicity for each coordinate. Use np.inf to denote no periodicity. + NFP : int + Number of field periods (Default = 1). + Only makes sense to change from 1 if ``period[2]==2π``. Returns ------- @@ -723,12 +750,13 @@ def create_meshgrid( Meshgrid. """ + NFP = check_posint(NFP, "NFP", False) a, b, c = jnp.atleast_1d(*nodes) if spacing is None: errorif(coordinates[0] != "r", NotImplementedError) da = _midpoint_spacing(a) db = _periodic_spacing(b, period[1])[1] - dc = _periodic_spacing(c, period[2])[1] + dc = _periodic_spacing(c, period[2])[1] * NFP else: da, db, dc = spacing nodes = jnp.column_stack( @@ -737,10 +765,12 @@ def create_meshgrid( spacing = jnp.column_stack( list(map(jnp.ravel, jnp.meshgrid(da, db, dc, indexing="ij"))) ) - # Doesn't make sense to assign weights if the coordinates aren't periodic - # since it's not clear how to form a surface and hence it's enclosed volume. weights = ( - spacing.prod(axis=1) if (period[1] * period[2]) == 4 * jnp.pi**2 else None + spacing.prod(axis=1) + if period[1] * period[2] == 4 * np.pi**2 / NFP + # Doesn't make sense to assign weights if the coordinates aren't periodic + # since it's not clear how to form a surface and hence its enclosed volume. + else None ) unique_a_idx = jnp.arange(a.size) * b.size * c.size @@ -762,6 +792,7 @@ def create_meshgrid( weights=weights, coordinates=coordinates, period=period, + NFP=NFP, sort=False, is_meshgrid=True, jitable=True, diff --git a/docs/notebooks/zernike_eval.ipynb b/docs/notebooks/zernike_eval.ipynb index da790c95ee..43a6f60f2c 100644 --- a/docs/notebooks/zernike_eval.ipynb +++ b/docs/notebooks/zernike_eval.ipynb @@ -357,12 +357,10 @@ " Zmn_p = \"\\\\frac{d\" + derv + \"\\\\tilde{Z}_{lm}(x)}{d x\" + derv + \"}\"\n", " if type == \"absolute\":\n", " c = np.max(abs(methods[i] - exact), axis=0)\n", - " title = (\n", - " f\"{algo}:\" + \"$\\\\max_{x \\\\in (0,1)} |\" + Zmn + \"-\" + Zmn_p + \"|$\"\n", - " )\n", + " title = f\"{algo}:\" + \"$\\\\max_{x \\\\in (0,1)} |\" + Zmn + \"-\" + Zmn_p + \"|$\"\n", " else:\n", " c = np.max(abs(methods[i] - exact), axis=0) / np.mean(abs(exact))\n", - " derv = \"'\"*dx if dx >= 1 else \"\"\n", + " derv = \"'\" * dx if dx >= 1 else \"\"\n", " title = (\n", " f\"{algo}:\"\n", " + \"$\\\\max_{x \\\\in (0,1)} |\"\n", @@ -370,7 +368,7 @@ " + \"-\"\n", " + Zmn_p\n", " + \"| / |\\\\bar{Z}\"\n", - " + derv \n", + " + derv\n", " + \"_{lm}|$\"\n", " )\n", " im = ax[i].scatter(\n", diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index b6205683c0..a0e24b0fb4 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -115,6 +115,7 @@ def add_all_aliases(names): not_finite_limits = add_all_aliases(not_finite_limits) not_implemented_limits = add_all_aliases(not_implemented_limits) not_implemented_limits = _grow_seeds( + "desc.equilibrium.equilibrium.Equilibrium", not_implemented_limits, data_index["desc.equilibrium.equilibrium.Equilibrium"].keys() - not_finite_limits, has_axis=True, From f4fe3bf4700e3cccf4b9a2be2483c0813d64ac71 Mon Sep 17 00:00:00 2001 From: unalmis Date: Thu, 27 Jun 2024 18:29:55 -0500 Subject: [PATCH 25/28] Add resolution requirement to all compute quantities --- desc/compute/_bootstrap.py | 1 + desc/compute/_equil.py | 6 ++++++ desc/compute/_field.py | 14 +++++++++++-- desc/compute/_geometry.py | 18 ++++++++++++++--- desc/compute/_omnigenity.py | 4 ++++ desc/compute/_profiles.py | 15 ++++++++++++++ desc/compute/_stability.py | 3 +++ desc/compute/data_index.py | 35 ++++++++++++++++++++------------- desc/equilibrium/equilibrium.py | 27 +++++++++++++++++-------- tests/test_axis_limits.py | 10 ++++++---- 10 files changed, 102 insertions(+), 31 deletions(-) diff --git a/desc/compute/_bootstrap.py b/desc/compute/_bootstrap.py index 33de0d188b..9bfd532775 100644 --- a/desc/compute/_bootstrap.py +++ b/desc/compute/_bootstrap.py @@ -31,6 +31,7 @@ coordinates="r", data=["sqrt(g)", "V_r(r)", "|B|", "<|B|^2>", "max_tz |B|"], axis_limit_data=["sqrt(g)_r", "V_rr(r)"], + resolution_requirement="tz", n_gauss="int: Number of quadrature points to use for estimating trapped fraction. " + "Default 20.", ) diff --git a/desc/compute/_equil.py b/desc/compute/_equil.py index 8baf22e0a5..d1ac38f637 100644 --- a/desc/compute/_equil.py +++ b/desc/compute/_equil.py @@ -376,6 +376,7 @@ def _J_dot_B(params, transforms, profiles, data, **kwargs): coordinates="r", data=["J*sqrt(g)", "B", "V_r(r)"], axis_limit_data=["(J*sqrt(g))_r", "V_rr(r)"], + resolution_requirement="tz", ) def _J_dot_B_fsa(params, transforms, profiles, data, **kwargs): J = transforms["grid"].replace_at_axis( @@ -534,6 +535,7 @@ def _Fmag(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["|F|", "sqrt(g)", "V"], + resolution_requirement="rtz", ) def _Fmag_vol(params, transforms, profiles, data, **kwargs): data["<|F|>_vol"] = ( @@ -655,6 +657,7 @@ def _F_anisotropic(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["|B|", "sqrt(g)"], + resolution_requirement="rtz", ) def _W_B(params, transforms, profiles, data, **kwargs): data["W_B"] = jnp.sum( @@ -675,6 +678,7 @@ def _W_B(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["B", "sqrt(g)"], + resolution_requirement="rtz", ) def _W_Bpol(params, transforms, profiles, data, **kwargs): data["W_Bpol"] = jnp.sum( @@ -697,6 +701,7 @@ def _W_Bpol(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["B", "sqrt(g)"], + resolution_requirement="rtz", ) def _W_Btor(params, transforms, profiles, data, **kwargs): data["W_Btor"] = jnp.sum( @@ -718,6 +723,7 @@ def _W_Btor(params, transforms, profiles, data, **kwargs): coordinates="", data=["p", "sqrt(g)"], gamma="float: Adiabatic index. Default 0", + resolution_requirement="rtz", ) def _W_p(params, transforms, profiles, data, **kwargs): data["W_p"] = jnp.sum(data["p"] * data["sqrt(g)"] * transforms["grid"].weights) / ( diff --git a/desc/compute/_field.py b/desc/compute/_field.py index 6285fd9c92..c3c95d86a7 100644 --- a/desc/compute/_field.py +++ b/desc/compute/_field.py @@ -2598,6 +2598,7 @@ def _grad_B(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["sqrt(g)", "|B|", "V"], + resolution_requirement="rtz", ) def _B_vol(params, transforms, profiles, data, **kwargs): data["<|B|>_vol"] = ( @@ -2617,11 +2618,12 @@ def _B_vol(params, transforms, profiles, data, **kwargs): transforms={"grid": []}, profiles=[], coordinates="", - data=["sqrt(g)", "|B|", "V"], + data=["sqrt(g)", "|B|^2", "V"], + resolution_requirement="rtz", ) def _B_rms(params, transforms, profiles, data, **kwargs): data["<|B|>_rms"] = jnp.sqrt( - jnp.sum(data["|B|"] ** 2 * data["sqrt(g)"] * transforms["grid"].weights) + jnp.sum(data["|B|^2"] * data["sqrt(g)"] * transforms["grid"].weights) / data["V"] ) return data @@ -2640,6 +2642,7 @@ def _B_rms(params, transforms, profiles, data, **kwargs): coordinates="r", data=["sqrt(g)", "|B|"], axis_limit_data=["sqrt(g)_r"], + resolution_requirement="tz", ) def _B_fsa(params, transforms, profiles, data, **kwargs): data["<|B|>"] = surface_averages( @@ -2665,6 +2668,7 @@ def _B_fsa(params, transforms, profiles, data, **kwargs): coordinates="r", data=["sqrt(g)", "|B|^2"], axis_limit_data=["sqrt(g)_r"], + resolution_requirement="tz", ) def _B2_fsa(params, transforms, profiles, data, **kwargs): data["<|B|^2>"] = surface_averages( @@ -2690,6 +2694,7 @@ def _B2_fsa(params, transforms, profiles, data, **kwargs): coordinates="r", data=["sqrt(g)", "|B|"], axis_limit_data=["sqrt(g)_r"], + resolution_requirement="tz", ) def _1_over_B_fsa(params, transforms, profiles, data, **kwargs): data["<1/|B|>"] = surface_averages( @@ -2715,6 +2720,7 @@ def _1_over_B_fsa(params, transforms, profiles, data, **kwargs): coordinates="r", data=["sqrt(g)", "sqrt(g)_r", "B", "B_r", "|B|^2", "V_r(r)", "V_rr(r)"], axis_limit_data=["sqrt(g)_rr", "V_rrr(r)"], + resolution_requirement="tz", ) def _B2_fsa_r(params, transforms, profiles, data, **kwargs): integrate = surface_integrals_map(transforms["grid"]) @@ -2877,6 +2883,7 @@ def _gradB2mag(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["|grad(|B|^2)|/2mu0", "sqrt(g)", "V"], + resolution_requirement="rtz", ) def _gradB2mag_vol(params, transforms, profiles, data, **kwargs): data["<|grad(|B|^2)|/2mu0>_vol"] = ( @@ -3077,6 +3084,7 @@ def _B_dot_grad_B_mag(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["|(B*grad)B|", "sqrt(g)", "V"], + resolution_requirement="rtz", ) def _B_dot_grad_B_mag_vol(params, transforms, profiles, data, **kwargs): data["<|(B*grad)B|>_vol"] = ( @@ -3214,6 +3222,7 @@ def _B_dot_gradB_z(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["|B|"], + resolution_requirement="tz", ) def _min_tz_modB(params, transforms, profiles, data, **kwargs): data["min_tz |B|"] = surface_min(transforms["grid"], data["|B|"]) @@ -3232,6 +3241,7 @@ def _min_tz_modB(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["|B|"], + resolution_requirement="tz", ) def _max_tz_modB(params, transforms, profiles, data, **kwargs): data["max_tz |B|"] = surface_max(transforms["grid"], data["|B|"]) diff --git a/desc/compute/_geometry.py b/desc/compute/_geometry.py index 4ae72a7713..80d8da3738 100644 --- a/desc/compute/_geometry.py +++ b/desc/compute/_geometry.py @@ -27,6 +27,7 @@ profiles=[], coordinates="", data=["sqrt(g)"], + resolution_requirement="rtz", ) def _V(params, transforms, profiles, data, **kwargs): data["V"] = jnp.sum(data["sqrt(g)"] * transforms["grid"].weights) @@ -46,6 +47,7 @@ def _V(params, transforms, profiles, data, **kwargs): coordinates="", data=["e_theta", "e_zeta", "x"], parameterization="desc.geometry.surface.FourierRZToroidalSurface", + resolution_requirement="tz", ) def _V_FourierRZToroidalSurface(params, transforms, profiles, data, **kwargs): # divergence theorem: integral(dV div [0, 0, Z]) = integral(dS dot [0, 0, Z]) @@ -73,6 +75,7 @@ def _V_FourierRZToroidalSurface(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["e_theta", "e_zeta", "Z"], + resolution_requirement="tz", ) def _V_of_r(params, transforms, profiles, data, **kwargs): # divergence theorem: integral(dV div [0, 0, Z]) = integral(dS dot [0, 0, Z]) @@ -97,6 +100,7 @@ def _V_of_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["sqrt(g)"], + resolution_requirement="tz", ) def _V_r_of_r(params, transforms, profiles, data, **kwargs): # eq. 4.9.10 in W.D. D'haeseleer et al. (1991) doi:10.1007/978-3-642-75595-8. @@ -117,6 +121,7 @@ def _V_r_of_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["sqrt(g)_r"], + resolution_requirement="tz", ) def _V_rr_of_r(params, transforms, profiles, data, **kwargs): # The sign of sqrt(g) is enforced to be non-negative. @@ -137,6 +142,7 @@ def _V_rr_of_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["sqrt(g)_rr"], + resolution_requirement="tz", ) def _V_rrr_of_r(params, transforms, profiles, data, **kwargs): # The sign of sqrt(g) is enforced to be non-negative. @@ -160,6 +166,7 @@ def _V_rrr_of_r(params, transforms, profiles, data, **kwargs): "desc.equilibrium.equilibrium.Equilibrium", "desc.geometry.surface.ZernikeRZToroidalSection", ], + resolution_requirement="rt", ) def _A_of_z(params, transforms, profiles, data, **kwargs): data["A(z)"] = surface_integrals( @@ -184,6 +191,7 @@ def _A_of_z(params, transforms, profiles, data, **kwargs): coordinates="z", data=["Z", "n_rho", "g_tt"], parameterization=["desc.geometry.surface.FourierRZToroidalSurface"], + resolution_requirement="rt", ) def _A_of_z_FourierRZToroidalSurface(params, transforms, profiles, data, **kwargs): # divergence theorem: integral(dA div [0, 0, Z]) = integral(ds n dot [0, 0, Z]) @@ -219,6 +227,7 @@ def _A_of_z_FourierRZToroidalSurface(params, transforms, profiles, data, **kwarg "desc.equilibrium.equilibrium.Equilibrium", "desc.geometry.core.Surface", ], + resolution_requirement="z", ) def _A(params, transforms, profiles, data, **kwargs): data["A"] = jnp.mean( @@ -261,13 +270,12 @@ def _A_of_r(params, transforms, profiles, data, **kwargs): "desc.equilibrium.equilibrium.Equilibrium", "desc.geometry.surface.FourierRZToroidalSurface", ], + resolution_requirement="tz", ) def _S(params, transforms, profiles, data, **kwargs): data["S"] = jnp.max( surface_integrals( - transforms["grid"], - data["|e_theta x e_zeta|"], - expand_out=False, + transforms["grid"], data["|e_theta x e_zeta|"], expand_out=False ) ) return data @@ -285,6 +293,7 @@ def _S(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["|e_theta x e_zeta|"], + resolution_requirement="tz", ) def _S_of_r(params, transforms, profiles, data, **kwargs): data["S(r)"] = surface_integrals(transforms["grid"], data["|e_theta x e_zeta|"]) @@ -303,6 +312,7 @@ def _S_of_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["|e_theta x e_zeta|_r"], + resolution_requirement="tz", ) def _S_r_of_r(params, transforms, profiles, data, **kwargs): data["S_r(r)"] = surface_integrals(transforms["grid"], data["|e_theta x e_zeta|_r"]) @@ -322,6 +332,7 @@ def _S_r_of_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["|e_theta x e_zeta|_rr"], + resolution_requirement="tz", ) def _S_rr_of_r(params, transforms, profiles, data, **kwargs): data["S_rr(r)"] = surface_integrals( @@ -412,6 +423,7 @@ def _R0_over_a(params, transforms, profiles, data, **kwargs): "desc.equilibrium.equilibrium.Equilibrium", "desc.geometry.core.Surface", ], + resolution_requirement="rt", # just need r near lcfs ) def _perimeter_of_z(params, transforms, profiles, data, **kwargs): max_rho = jnp.max(data["rho"]) diff --git a/desc/compute/_omnigenity.py b/desc/compute/_omnigenity.py index 4deea33213..4655db8a36 100644 --- a/desc/compute/_omnigenity.py +++ b/desc/compute/_omnigenity.py @@ -112,6 +112,7 @@ def _w_mn(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="rtz", data=["w_Boozer_mn"], + resolution_requirement="tz", M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", ) @@ -133,6 +134,7 @@ def _w(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="rtz", data=["w_Boozer_mn"], + resolution_requirement="tz", M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", ) @@ -154,6 +156,7 @@ def _w_t(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="rtz", data=["w_Boozer_mn"], + resolution_requirement="tz", M_booz="int: Maximum poloidal mode number for Boozer harmonics. Default 2*eq.M", N_booz="int: Maximum toroidal mode number for Boozer harmonics. Default 2*eq.N", ) @@ -416,6 +419,7 @@ def _alpha(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="rtz", data=["eta"], + resolution_requirement="tz", parameterization="desc.magnetic_fields._core.OmnigenousField", ) def _omni_angle(params, transforms, profiles, data, **kwargs): diff --git a/desc/compute/_profiles.py b/desc/compute/_profiles.py index 859028dbf0..ccb701f072 100644 --- a/desc/compute/_profiles.py +++ b/desc/compute/_profiles.py @@ -562,6 +562,7 @@ def _gradp_mag(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="", data=["|grad(p)|", "sqrt(g)", "V"], + resolution_requirement="rtz", ) def _gradp_mag_vol(params, transforms, profiles, data, **kwargs): data["<|grad(p)|>_vol"] = ( @@ -890,6 +891,7 @@ def _iota_num_current(params, transforms, profiles, data, **kwargs): coordinates="r", data=["lambda_z", "g_tt", "lambda_t", "g_tz", "sqrt(g)"], axis_limit_data=["g_tz_r", "sqrt(g)_r"], + resolution_requirement="tz", ) def _iota_num_vacuum(params, transforms, profiles, data, **kwargs): """Vacuum contribution to the numerator of rotational transform formula.""" @@ -971,6 +973,7 @@ def _iota_num_r_current(params, transforms, profiles, data, **kwargs): "sqrt(g)_r", ], axis_limit_data=["g_tt_rr", "g_tz_rr", "sqrt(g)_rr"], + resolution_requirement="tz", ) def _iota_num_r_vacuum(params, transforms, profiles, data, **kwargs): iota_num_vacuum = safediv( @@ -1084,6 +1087,7 @@ def _iota_num_r(params, transforms, profiles, data, **kwargs): "psi_rrr", ], axis_limit_data=["sqrt(g)_rrr", "g_tt_rrr", "g_tz_rrr"], + resolution_requirement="tz", ) def _iota_num_rr(params, transforms, profiles, data, **kwargs): """Numerator of rotational transform formula, second radial derivative. @@ -1212,6 +1216,7 @@ def _iota_num_rr(params, transforms, profiles, data, **kwargs): "psi_rr", "psi_rrr", ], + resolution_requirement="tz", ) def _iota_num_rrr(params, transforms, profiles, data, **kwargs): """Numerator of rotational transform formula, third radial derivative. @@ -1332,6 +1337,7 @@ def _iota_num_rrr(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["g_tt", "g_tz", "sqrt(g)", "omega_t", "omega_z"], + resolution_requirement="tz", ) def _iota_den(params, transforms, profiles, data, **kwargs): """Denominator of rotational transform formula. @@ -1376,6 +1382,7 @@ def _iota_den(params, transforms, profiles, data, **kwargs): "omega_rz", ], axis_limit_data=["sqrt(g)_rr", "g_tt_rr", "g_tz_rr"], + resolution_requirement="tz", ) def _iota_den_r(params, transforms, profiles, data, **kwargs): """Denominator of rotational transform formula, first radial derivative. @@ -1442,6 +1449,7 @@ def _iota_den_r(params, transforms, profiles, data, **kwargs): "omega_rrz", ], axis_limit_data=["sqrt(g)_rrr", "g_tt_rrr", "g_tz_rrr"], + resolution_requirement="tz", ) def _iota_den_rr(params, transforms, profiles, data, **kwargs): """Denominator of rotational transform formula, second radial derivative. @@ -1536,6 +1544,7 @@ def _iota_den_rr(params, transforms, profiles, data, **kwargs): "omega_rrz", "omega_rrrz", ], + resolution_requirement="tz", ) def _iota_den_rrr(params, transforms, profiles, data, **kwargs): """Denominator of rotational transform formula, third radial derivative. @@ -1649,6 +1658,7 @@ def _q(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["B_theta"], + resolution_requirement="tz", ) def _I(params, transforms, profiles, data, **kwargs): data["I"] = surface_averages(transforms["grid"], data["B_theta"]) @@ -1668,6 +1678,7 @@ def _I(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["B_theta_r"], + resolution_requirement="tz", ) def _I_r(params, transforms, profiles, data, **kwargs): data["I_r"] = surface_averages(transforms["grid"], data["B_theta_r"]) @@ -1687,6 +1698,7 @@ def _I_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["B_theta_rr"], + resolution_requirement="tz", ) def _I_rr(params, transforms, profiles, data, **kwargs): data["I_rr"] = surface_averages(transforms["grid"], data["B_theta_rr"]) @@ -1706,6 +1718,7 @@ def _I_rr(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["B_zeta"], + resolution_requirement="tz", ) def _G(params, transforms, profiles, data, **kwargs): data["G"] = surface_averages(transforms["grid"], data["B_zeta"]) @@ -1725,6 +1738,7 @@ def _G(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["B_zeta_r"], + resolution_requirement="tz", ) def _G_r(params, transforms, profiles, data, **kwargs): data["G_r"] = surface_averages(transforms["grid"], data["B_zeta_r"]) @@ -1744,6 +1758,7 @@ def _G_r(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["B_zeta_rr"], + resolution_requirement="tz", ) def _G_rr(params, transforms, profiles, data, **kwargs): data["G_rr"] = surface_averages(transforms["grid"], data["B_zeta_rr"]) diff --git a/desc/compute/_stability.py b/desc/compute/_stability.py index ea93734248..57a7eef98d 100644 --- a/desc/compute/_stability.py +++ b/desc/compute/_stability.py @@ -58,6 +58,7 @@ def _D_shear(params, transforms, profiles, data, **kwargs): "|grad(psi)|", "|e_theta x e_zeta|", ], + resolution_requirement="tz", ) def _D_current(params, transforms, profiles, data, **kwargs): # Implements equation 4.17 in M. Landreman & R. Jorge (2020) @@ -103,6 +104,7 @@ def _D_current(params, transforms, profiles, data, **kwargs): "|grad(psi)|", "|e_theta x e_zeta|", ], + resolution_requirement="tz", ) def _D_well(params, transforms, profiles, data, **kwargs): # Implements equation 4.18 in M. Landreman & R. Jorge (2020) @@ -143,6 +145,7 @@ def _D_well(params, transforms, profiles, data, **kwargs): profiles=[], coordinates="r", data=["|grad(psi)|", "J*B", "|B|^2", "|e_theta x e_zeta|"], + resolution_requirement="tz", ) def _D_geodesic(params, transforms, profiles, data, **kwargs): # Implements equation 4.19 in M. Landreman & R. Jorge (2020) diff --git a/desc/compute/data_index.py b/desc/compute/data_index.py index 74aab6c590..7e387dc47a 100644 --- a/desc/compute/data_index.py +++ b/desc/compute/data_index.py @@ -59,11 +59,11 @@ def register_compute_fun( # noqa: C901 profiles, coordinates, data, + axis_limit_data=None, aliases=None, parameterization="desc.equilibrium.equilibrium.Equilibrium", resolution_requirement="", source_grid_requirement=None, - axis_limit_data=None, **kwargs, ): """Decorator to wrap a function and add it to the list of things we can compute. @@ -95,6 +95,8 @@ def register_compute_fun( # noqa: C901 a flux function, etc. data : list of str Names of other items in the data index needed to compute qty. + axis_limit_data : list of str + Names of other items in the data index needed to compute axis limit of qty. aliases : list of str Aliases of `name`. Will be stored in the data dictionary as a copy of `name`s data. @@ -114,8 +116,6 @@ def register_compute_fun( # noqa: C901 which will allow accessing the Clebsch-Type rho, alpha, zeta coordinates in ``transforms["grid"].source_grid``` that correspond to the DESC rho, theta, zeta coordinates in ``transforms["grid"]``. - axis_limit_data : list of str - Names of other items in the data index needed to compute axis limit of qty. Notes ----- @@ -263,20 +263,27 @@ def _decorator(func): allowed_kwargs = set() -def is_0d(name, p="desc.equilibrium.equilibrium.Equilibrium"): - """Is name constant throughout the plasma volume?.""" +def is_0d_vol_grid(name, p="desc.equilibrium.equilibrium.Equilibrium"): + """Is name constant throughout plasma volume and needs full volume to compute?.""" # Should compute on a grid that samples entire plasma volume. # In particular, a QuadratureGrid for accurate radial integration. - return data_index[p][name]["coordinates"] == "" + return ( + data_index[p][name]["coordinates"] == "" + and data_index[p][name]["resolution_requirement"] != "" + ) -def is_1dr(name, p="desc.equilibrium.equilibrium.Equilibrium"): - """Is name constant over flux surfaces?.""" - # Should compute on a grid that samples entire radial surfaces. - return data_index[p][name]["coordinates"] == "r" +def is_1dr_rad_grid(name, p="desc.equilibrium.equilibrium.Equilibrium"): + """Is name constant over radial surfaces and needs full surface to compute?.""" + return ( + data_index[p][name]["coordinates"] == "r" + and data_index[p][name]["resolution_requirement"] == "tz" + ) -def is_1dz(name, p="desc.equilibrium.equilibrium.Equilibrium"): - """Is name constant over toroidal surfaces?.""" - # Should compute on a grid that samples entire toroidal surfaces. - return data_index[p][name]["coordinates"] == "z" +def is_1dz_tor_grid(name, p="desc.equilibrium.equilibrium.Equilibrium"): + """Is name constant over toroidal surfaces and needs full surface to compute?.""" + return ( + data_index[p][name]["coordinates"] == "z" + and data_index[p][name]["resolution_requirement"] == "rt" + ) diff --git a/desc/equilibrium/equilibrium.py b/desc/equilibrium/equilibrium.py index 8bde98f0f7..cfcbd3117b 100644 --- a/desc/equilibrium/equilibrium.py +++ b/desc/equilibrium/equilibrium.py @@ -52,7 +52,7 @@ warnif, ) -from ..compute.data_index import is_0d, is_1dr, is_1dz +from ..compute.data_index import is_0d_vol_grid, is_1dr_rad_grid, is_1dz_tor_grid from .coords import compute_theta_coords, is_nested, map_coordinates, to_sfl from .initial_guess import set_initial_guess from .utils import parse_axis, parse_profile, parse_surface @@ -883,11 +883,18 @@ def need_src(name): # the compute logic assume input data is evaluated on those coordinates. # We exclude these from the depXdx sets below since the grids we will # use to compute those dependencies are coordinate-blind. + # Example, "" has coordinates="r", but requires computing on + # field line following source grid. return bool(data_index[p][name]["source_grid_requirement"]) + # Need to call _grow_seeds so that some other quantity like K = 2 * , + # which does not need a source grid to evaluate, does not compute on a + # grid that does not follow field lines. need_src_deps = _grow_seeds(p, set(filter(need_src, deps)), deps) - dep0d = {dep for dep in deps if is_0d(dep) and dep not in need_src_deps} + dep0d = { + dep for dep in deps if is_0d_vol_grid(dep) and dep not in need_src_deps + } # Unless user asks, don't try to recompute stuff which are only dependencies # of dep0d. Example, suppose the user supplied grid is a field-line following # grid, and the user would like to compute the effective ripple, which requires @@ -910,7 +917,9 @@ def need_src(name): dep1dr = { dep for dep in deps - if is_1dr(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps + if is_1dr_rad_grid(dep) + and not just_dep0d_dep(dep) + and dep not in need_src_deps } dep1dz = { dep @@ -919,7 +928,9 @@ def need_src(name): # of some scalar (0d) quantity, we are ensuring that we do not unnecessarily # compute things like A(z) when it was only needed to compute R0, as in the # example above. - if is_1dz(dep) and not just_dep0d_dep(dep) and dep not in need_src_deps + if is_1dz_tor_grid(dep) + and not just_dep0d_dep(dep) + and dep not in need_src_deps # These don't need a special grid, since the transforms are always # built on the (rho, theta, zeta) coordinate grid. and dep not in ["phi", "zeta"] @@ -980,7 +991,7 @@ def need_src(name): if calc0d and override_grid: grid0d = QuadratureGrid(self.L_grid, self.M_grid, self.N_grid, self.NFP) - data0d_seed = {key: data[key] for key in data if is_0d(key)} + data0d_seed = {key: data[key] for key in data if is_0d_vol_grid(key)} data0d = compute_fun( self, list(dep0d), @@ -999,7 +1010,7 @@ def need_src(name): data.update(data0d) if (calc1dr or calc1dz) and override_grid: - data0d_seed = {key: data[key] for key in data if is_0d(key)} + data0d_seed = {key: data[key] for key in data if is_0d_vol_grid(key)} else: data0d_seed = {} if calc1dr and override_grid: @@ -1013,7 +1024,7 @@ def need_src(name): data1dr_seed = { key: grid1dr.copy_data_from_other(data[key], grid, surface_label="rho") for key in data - if is_1dr(key) + if is_1dr_rad_grid(key) } data1dr = compute_fun( self, @@ -1047,7 +1058,7 @@ def need_src(name): data1dz_seed = { key: grid1dz.copy_data_from_other(data[key], grid, surface_label="zeta") for key in data - if is_1dz(key) + if is_1dz_tor_grid(key) } data1dz = compute_fun( self, diff --git a/tests/test_axis_limits.py b/tests/test_axis_limits.py index a0e24b0fb4..af5ae38823 100644 --- a/tests/test_axis_limits.py +++ b/tests/test_axis_limits.py @@ -12,7 +12,6 @@ import pytest from desc.compute import data_index -from desc.compute.data_index import is_0d, is_1dr, is_1dz from desc.compute.utils import _grow_seeds, dot, surface_integrals_map from desc.equilibrium import Equilibrium from desc.examples import get @@ -208,11 +207,14 @@ def assert_is_continuous( else: assert np.isfinite(data[name]).all(), name - if is_0d(name) or is_1dz(name): - # can't check continuity of global scalar or function of toroidal angle + if ( + data_index[p][name]["coordinates"] == "" + or data_index[p][name]["coordinates"] == "z" + ): + # can't check radial continuity of scalar or function of toroidal angle continue # make single variable function of rho - if is_1dr(name): + if data_index[p][name]["coordinates"] == "r": # already single variable function of rho profile = grid.compress(data[name]) else: From 127cef8bb3893dc537e8d28f6213c9022e89933c Mon Sep 17 00:00:00 2001 From: unalmis Date: Thu, 27 Jun 2024 18:59:01 -0500 Subject: [PATCH 26/28] Undo black's autochange to notebook --- docs/notebooks/zernike_eval.ipynb | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/docs/notebooks/zernike_eval.ipynb b/docs/notebooks/zernike_eval.ipynb index 43a6f60f2c..da790c95ee 100644 --- a/docs/notebooks/zernike_eval.ipynb +++ b/docs/notebooks/zernike_eval.ipynb @@ -357,10 +357,12 @@ " Zmn_p = \"\\\\frac{d\" + derv + \"\\\\tilde{Z}_{lm}(x)}{d x\" + derv + \"}\"\n", " if type == \"absolute\":\n", " c = np.max(abs(methods[i] - exact), axis=0)\n", - " title = f\"{algo}:\" + \"$\\\\max_{x \\\\in (0,1)} |\" + Zmn + \"-\" + Zmn_p + \"|$\"\n", + " title = (\n", + " f\"{algo}:\" + \"$\\\\max_{x \\\\in (0,1)} |\" + Zmn + \"-\" + Zmn_p + \"|$\"\n", + " )\n", " else:\n", " c = np.max(abs(methods[i] - exact), axis=0) / np.mean(abs(exact))\n", - " derv = \"'\" * dx if dx >= 1 else \"\"\n", + " derv = \"'\"*dx if dx >= 1 else \"\"\n", " title = (\n", " f\"{algo}:\"\n", " + \"$\\\\max_{x \\\\in (0,1)} |\"\n", @@ -368,7 +370,7 @@ " + \"-\"\n", " + Zmn_p\n", " + \"| / |\\\\bar{Z}\"\n", - " + derv\n", + " + derv \n", " + \"_{lm}|$\"\n", " )\n", " im = ax[i].scatter(\n", From 06e805b211eb4c6ca20b2a1f04502eebea6bc083 Mon Sep 17 00:00:00 2001 From: unalmis Date: Thu, 27 Jun 2024 23:03:00 -0500 Subject: [PATCH 27/28] chnage vartheta label to v instead of p --- desc/grid.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/desc/grid.py b/desc/grid.py index 8f1df991f4..fa9b10f369 100644 --- a/desc/grid.py +++ b/desc/grid.py @@ -262,7 +262,7 @@ def num_theta(self): @property def num_theta_PEST(self): """ndarray: Number of unique straight field line poloidal angles.""" - errorif(self.coordinates[1] != "p", AttributeError) + errorif(self.coordinates[1] != "v", AttributeError) return self.num_poloidal @property @@ -307,7 +307,7 @@ def unique_theta_idx(self): @property def unique_theta_PEST_idx(self): """ndarray: Indices of unique straight field line poloidal angles.""" - errorif(self.coordinates[1] != "p", AttributeError) + errorif(self.coordinates[1] != "v", AttributeError) return self.unique_poloidal_idx @property @@ -358,7 +358,7 @@ def inverse_theta_idx(self): @property def inverse_theta_PEST_idx(self): """ndarray: Indices that recover unique straight field line poloidal angles.""" - errorif(self.coordinates[1] != "p", AttributeError) + errorif(self.coordinates[1] != "v", AttributeError) return self.inverse_poloidal_idx @property From 369a013ebe5b8637d5c4d7e974ef1bb9bd193b7f Mon Sep 17 00:00:00 2001 From: unalmis Date: Fri, 28 Jun 2024 12:04:33 -0500 Subject: [PATCH 28/28] Fix indenting --- desc/compute/utils.py | 34 +++++++++++++++++----------------- 1 file changed, 17 insertions(+), 17 deletions(-) diff --git a/desc/compute/utils.py b/desc/compute/utils.py index 29d44c30a6..7c0ea3697d 100644 --- a/desc/compute/utils.py +++ b/desc/compute/utils.py @@ -79,27 +79,27 @@ def compute(parameterization, names, params, transforms, profiles, data=None, ** name, transforms, p ), f"Don't have transforms to compute {name}" - if "grid" in transforms: - - def check_fun(name): - reqs = data_index[p][name]["source_grid_requirement"] + if "grid" in transforms: + + def check_fun(name): + reqs = data_index[p][name]["source_grid_requirement"] + errorif( + reqs and not hasattr(transforms["grid"], "source_grid"), + AttributeError, + f"Expected grid with attribute 'source_grid' to compute {name}. " + f"Source grid should have coordinates: {reqs.get('coordinates')}.", + ) + for req in reqs: errorif( - reqs and not hasattr(transforms["grid"], "source_grid"), + not hasattr(transforms["grid"].source_grid, req) + or reqs[req] != getattr(transforms["grid"].source_grid, req), AttributeError, - f"Expected grid with attribute 'source_grid' to compute {name}. " - f"Source grid should have coordinates: {reqs.get('coordinates')}.", + f"Expected grid with '{req}:{reqs[req]}' to compute {name}.", ) - for req in reqs: - errorif( - not hasattr(transforms["grid"].source_grid, req) - or reqs[req] != getattr(transforms["grid"].source_grid, req), - AttributeError, - f"Expected grid with '{req}:{reqs[req]}' to compute {name}.", - ) - _ = _get_deps( - p, names, set(), data, transforms["grid"].axis.size, check_fun=check_fun - ) + _ = _get_deps( + p, names, set(), data, transforms["grid"].axis.size, check_fun=check_fun + ) if data is None: data = {}