Risky + Safe Asset (Save + Borr + FIBS + RShock) Interpolated-Percentage (Optimized-Vectorized)
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Contents
- FF_IPWKBZ_FIBS_VF_VECSV solve infinite horizon exo shock + endo asset problem
- Default
- Parse Parameters 1
- Parse Parameters 2, Asset Arrays
- Parse Parameters 2, interp_coh related matrixes
- Parse Parameters 3, reachable cash-on-hand
- Parse Parameters 4, percentage of w for bridge repayment parameters
- Parse Parameters 6, other asset arrays
- Parse Parameters 7, Others
- Initialize Output Matrixes
- Initialize Convergence Conditions
- Pre-calculate u(c)
- Iterate Value Function
- Interpolate V(coh, Z) 1: Store in Cell
- Interpolate V(coh, Z) 5: Matrix Store
- Solve Second Stage Problem k*(w,z)
- Solve First Stage Problem w*(z) given k*(w,z)
- A. Interpolate FULL to get k*(coh_level, w_perc, z), b*(k,w) based on k*(coh_perc, w_level)
- B. Calculate UPDATE u(c) Update: u(c(coh_level, w_perc)) given k*_interp, b*_interp
- D. Compute FULL U(coh_level, w_perc, z) over all w_perc
- E. Optimize Over Choices: max_{w_perc} U(coh_level, w_perc, z)
- F. Store Results
- Check Tolerance and Continuation
- Process Optimal Choices 1: Formal and Informal Choices
- Process Optimal Choices 2: Store a, k, c, coh Results
- Process Optimal Choices 3: Store Formal and Informal Choices
- Process Optimal Choices 4: List of Variable Names to be processed by distributional codes
- Post Solution Graph and Table Generation
- Display Various Containers
- Display 1 support_map
- Display 2 armt_map
- Display 3 param_map
- Display 4 func_map
- Display 5 result_map
function result_map = ff_ipwkbzr_fibs_vf_vecsv(varargin)
FF_IPWKBZ_FIBS_VF_VECSV solve infinite horizon exo shock + endo asset problem
This is a modified version of ff_ipwkbzr_vf_vecsv, to see how this function solves the formal and savings risky and safe asset problem with formal and informal choices, compare the code here and from ff_ipwkbzr_vf_vecsv side by side.
@param param_map container parameter container
@param support_map container support container
@param armt_map container container with states, choices and shocks grids that are inputs for grid based solution algorithm
@param func_map container container with function handles for consumption cash-on-hand etc.
@return result_map container contains policy function matrix, value function matrix, iteration results, and policy function, value function and iteration results tables.
keys included in result_map:
- mt_val matrix states_n by shock_n matrix of converged value function grid
- mt_pol_a matrix states_n by shock_n matrix of converged policy function grid
- ar_val_diff_norm array if bl_post = true it_iter_last by 1 val function difference between iteration
- ar_pol_diff_norm array if bl_post = true it_iter_last by 1 policy function difference between iterations
- mt_pol_perc_change matrix if bl_post = true it_iter_last by shock_n the proportion of grid points at which policy function changed between current and last iteration for each element of shock
@example
@include
Default
- it_param_set = 1: quick test
- it_param_set = 2: benchmark run
- it_param_set = 3: benchmark profile
- it_param_set = 4: press publish button
it_param_set = 4; [param_map, support_map] = ffs_ipwkbzr_fibs_set_default_param(it_param_set); % parameters can be set inside ffs_ipwkbzr_set_default_param or updated here % param_map('it_w_perc_n') = 50; % param_map('it_ak_perc_n') = param_map('it_w_perc_n'); % param_map('fl_coh_interp_grid_gap') = 0.025; % param_map('it_c_interp_grid_gap') = 0.001; % param_map('fl_w_interp_grid_gap') = 0.25; % param_map('it_w_perc_n') = 100; % param_map('it_ak_perc_n') = param_map('it_w_perc_n'); % param_map('fl_z_r_infbr_n') = 5; % param_map('it_z_wage_n') = 15; % param_map('it_z_n') = param_map('it_z_wage_n') * param_map('fl_z_r_infbr_n'); % param_map('fl_coh_interp_grid_gap') = 0.1; % param_map('it_c_interp_grid_gap') = 10^-4; % param_map('fl_w_interp_grid_gap') = 0.1; st_param_which = 'default'; if (ismember(st_param_which, ['default'])) % default elseif ismember(st_param_which, ['ff_ipwkbzr_vf_vecsv', 'ff_ipwkbzrr_vf_vecsv']) param_map('fl_r_fsv') = 0.0; param_map('fl_r_fbr') = 1.000; param_map('bl_bridge') = false; param_map('it_coh_bridge_perc_n') = 1; if ismember(st_param_which, ['ff_ipwkbzr_vf_vecsv']) % ff_ipwkbzr_evf default param_map('fl_z_r_infbr_min') = 0.025; param_map('fl_z_r_infbr_max') = 0.025; param_map('fl_z_r_infbr_n') = 1; param_map('fl_r_save') = 0.025; end param_map('it_z_n') = param_map('it_z_wage_n') * param_map('fl_z_r_infbr_n'); end % get armt and func map params_len = length(varargin); if params_len <= 2 [armt_map, func_map] = ffs_ipwkbzr_fibs_get_funcgrid(param_map, support_map); % 1 for override default_params = {param_map support_map armt_map func_map}; end
Parse Parameters 1
% if varargin only has param_map and support_map, [default_params{1:params_len}] = varargin{:}; param_map = [param_map; default_params{1}]; support_map = [support_map; default_params{2}]; if params_len >= 1 && params_len <= 2 % If override param_map, re-generate armt and func if they are not % provided [armt_map, func_map] = ffs_ipwkbzr_fibs_get_funcgrid(param_map, support_map); else armt_map = default_params{3}; func_map = default_params{4}; end % append function name st_func_name = 'ff_ipwkbzr_fibs_vf_vecsv'; support_map('st_profile_name_main') = [st_func_name support_map('st_profile_name_main')]; support_map('st_mat_name_main') = [st_func_name support_map('st_mat_name_main')]; support_map('st_img_name_main') = [st_func_name support_map('st_img_name_main')];
Parse Parameters 2, Asset Arrays
Dimensions of Various Grids: I for level grid, M for shock grid, P for percent grid
- ar_interp_c_grid: 1 by I^c, 1st stage consumption interpolation
- ar_interp_coh_grid: 1 by I^{coh}, 1st stage value function V(coh,z)
- ar_w_perc: 1 by P^{W=k+b}, 1st stage w \in {w_perc(coh)} choice set
- ar_w_level: 1 by I^{W=k+b}, 2nd stage k*(w,z) w grid
- ar_ak_perc: 1 by P^{k and b}, 2nd stage k \in {ask_perc(w,z)} set
params_group = values(armt_map, {... 'ar_interp_c_grid', 'ar_interp_coh_grid', ... 'ar_w_perc', 'ar_w_level', 'ar_w_level_full', 'ar_ak_perc', ... 'ar_coh_bridge_perc'}); [ar_interp_c_grid, ar_interp_coh_grid, ... ar_w_perc, ar_w_level, ar_w_level_full, ar_ak_perc, ... ar_coh_bridge_perc] = params_group{:};
Parse Parameters 2, interp_coh related matrixes
Dimensions of Various Grids: I for level grid, M for shock grid, P for percent grid. These are grids for 1st stage solution
- mt_interp_coh_grid_mesh_z_wage: I^{coh} by M^w
- mt_z_wage_mesh_interp_coh_grid: I^{coh} by M^w
- mt_interp_coh_grid_mesh_w_perc: I^{coh} by P^{LAM=k+b}
- mt_w_perc_mesh_interp_coh_grid: I^{coh} by P^{LAM=k+b}
params_group = values(armt_map, {... 'mt_interp_coh_grid_mesh_z_wage', ... 'mt_interp_coh_grid_mesh_w_perc', ... 'mt_z_wage_mesh_interp_coh_grid', ... 'mt_w_perc_mesh_interp_coh_grid', ... 'mt_interp_coh_grid_mesh_z', 'mt_z_mesh_interp_coh_grid' ... 'cl_mt_coh_wkb_mesh_z_r_infbr', 'mt_z_mesh_coh_wkb_seg'}); [mt_interp_coh_grid_mesh_z_wage, ... mt_interp_coh_grid_mesh_w_perc, ... mt_z_wage_mesh_interp_coh_grid, ... mt_w_perc_mesh_interp_coh_grid, ... mt_interp_coh_grid_mesh_z, mt_z_mesh_interp_coh_grid, ... cl_mt_coh_wkb_mesh_z_r_infbr, mt_z_mesh_coh_wkb_seg] = params_group{:};
Parse Parameters 3, reachable cash-on-hand
Dimensions of Various Grids: I for level grid, M for shock grid, P for percent grid. These are grids for 1st stage solution
- mt_coh_wkb: (I^k x I^{w+%repay} x M^r) by (M^z)
- mt_z_wage_mesh_coh_wkb: (I^k x I^{w+%repay} x M^r) by (M^z)
params_group = values(armt_map, {'mt_coh_wkb', 'mt_z_wage_mesh_coh_wkb'}); [mt_coh_wkb, mt_z_wage_mesh_coh_wkb] = params_group{:};
Parse Parameters 4, percentage of w for bridge repayment parameters
Note, w=k'+b', where w < 0:
mt_w_perc_mesh_interp_coh_grid = ((ar_interp_coh_grid-fl_min_mt_coh)'*ar_w_perc)' + fl_min_mt_coh; mt_bl_w_perc_mesh_interp_coh_grid_wneg = (mt_w_perc_mesh_interp_coh_grid < 0); mt_w_perc_mesh_interp_coh_grid_wneg = mt_w_perc_mesh_interp_coh_grid(mt_bl_w_perc_mesh_interp_coh_grid_wneg); mt_w_perc_mesh_interp_coh_grid_wpos = mt_w_perc_mesh_interp_coh_grid(~mt_bl_w_perc_mesh_interp_coh_grid_wneg);
And for negative w levels meshed with bridge shares:
[mt_w_level_neg_mesh_coh_bridge_perc, mt_coh_bridge_perc_mesh_w_level_neg] = ...
ndgrid(ar_w_level_neg, ar_coh_bridge_perc);
And for percent of w NOT going to bridge:
mt_coh_w_perc_ratio = (1-(mt_interp_coh_grid_mesh_w_perc./mt_w_perc_mesh_interp_coh_grid)); mt_coh_w_perc_ratio(mt_interp_coh_grid_mesh_w_perc >= 0) = 1; mt_coh_w_perc_ratio_wneg = mt_coh_w_perc_ratio(mt_bl_w_perc_mesh_interp_coh_grid_wneg);
params_group = values(armt_map, { 'mt_w_level_neg_mesh_coh_bridge_perc', 'mt_coh_bridge_perc_mesh_w_level_neg',... 'mt_bl_w_perc_mesh_interp_coh_grid_wneg', ... 'mt_w_perc_mesh_interp_coh_grid_wneg', 'mt_w_perc_mesh_interp_coh_grid_wpos', ... 'mt_coh_w_perc_ratio_wneg'}); [mt_w_level_neg_mesh_coh_bridge_perc, mt_coh_bridge_perc_mesh_w_level_neg, ... mt_bl_w_perc_mesh_interp_coh_grid_wneg, ... mt_w_perc_mesh_interp_coh_grid_wneg, mt_w_perc_mesh_interp_coh_grid_wpos, ... mt_coh_w_perc_ratio_wneg] ... = params_group{:};
Parse Parameters 6, other asset arrays
params_group = values(armt_map, {'ar_z_r_infbr_mesh_wage_w1r2'}); [ar_z_r_infbr_mesh_wage_w1r2] = params_group{:}; params_group = values(armt_map, {'ar_a_meshk', 'ar_k_mesha'}); [ar_a_meshk, ar_k_mesha] = params_group{:};
Parse Parameters 7, Others
% func_map params_group = values(func_map, {'f_util_log', 'f_util_crra', 'f_cons'}); [f_util_log, f_util_crra, f_cons] = params_group{:}; % param_map params_group = values(param_map, {'fl_crra', 'fl_beta', ... 'fl_nan_replace', 'fl_c_min', 'bl_bridge', 'bl_default', 'fl_default_wprime'}); [fl_crra, fl_beta, fl_nan_replace, fl_c_min, bl_bridge, bl_default, fl_default_wprime] = params_group{:}; params_group = values(param_map, {'it_maxiter_val', 'fl_tol_val', 'fl_tol_pol', 'it_tol_pol_nochange'}); [it_maxiter_val, fl_tol_val, fl_tol_pol, it_tol_pol_nochange] = params_group{:}; params_group = values(param_map, {'it_z_n', 'fl_z_r_infbr_n', 'it_z_wage_n'}); [it_z_n, fl_z_r_infbr_n, it_z_wage_n] = params_group{:}; params_group = values(param_map, {'st_v_coh_z_interp_method'}); [st_v_coh_z_interp_method] = params_group{:}; % support_map params_group = values(support_map, {'bl_profile', 'st_profile_path', ... 'st_profile_prefix', 'st_profile_name_main', 'st_profile_suffix',... 'bl_time', 'bl_display_defparam', 'bl_graph_evf', 'bl_display', 'it_display_every', 'bl_post'}); [bl_profile, st_profile_path, ... st_profile_prefix, st_profile_name_main, st_profile_suffix, ... bl_time, bl_display_defparam, bl_graph_evf, bl_display, it_display_every, bl_post] = params_group{:}; params_group = values(support_map, {'it_display_summmat_rowmax', 'it_display_summmat_colmax'}); [it_display_summmat_rowmax, it_display_summmat_colmax] = params_group{:};
Initialize Output Matrixes
mt_val_cur = zeros(length(ar_interp_coh_grid),it_z_n); mt_val = mt_val_cur - 1; mt_pol_a = zeros(length(ar_interp_coh_grid),it_z_n); mt_pol_a_cur = mt_pol_a - 1; mt_pol_k = zeros(length(ar_interp_coh_grid),it_z_n); mt_pol_k_cur = mt_pol_k - 1; mt_pol_idx = zeros(length(ar_interp_coh_grid),it_z_n); % collect optimal borrowing formal and informal choices % mt_pol_b_with_r: cost to t+1 consumption from borrowing in t mt_pol_b_with_r = zeros(length(ar_interp_coh_grid),it_z_n); mt_pol_b_bridge = zeros(length(ar_interp_coh_grid),it_z_n); mt_pol_inf_borr_nobridge = zeros(length(ar_interp_coh_grid),it_z_n); mt_pol_for_borr = zeros(length(ar_interp_coh_grid),it_z_n); mt_pol_for_save = zeros(length(ar_interp_coh_grid),it_z_n); % We did not need these in ff_oz_vf or ff_oz_vf_vec % see % <https://fanwangecon.github.io/M4Econ/support/speed/partupdate/fs_u_c_partrepeat_main.html % fs_u_c_partrepeat_main> for why store using cells. cl_u_c_store = cell([it_z_n, 1]); cl_c_valid_idx = cell([it_z_n, 1]); cl_w_kstar_interp_z = cell([it_z_n, 1]); for it_z_i = 1:it_z_n cl_w_kstar_interp_z{it_z_i} = zeros([length(ar_w_perc), length(ar_interp_coh_grid)]) - 1; end clmt_val_wkb_interpolated = cell([fl_z_r_infbr_n, 1]);
Initialize Convergence Conditions
bl_vfi_continue = true; it_iter = 0; ar_val_diff_norm = zeros([it_maxiter_val, 1]); ar_pol_diff_norm = zeros([it_maxiter_val, 1]); mt_pol_perc_change = zeros([it_maxiter_val, it_z_n]);
Pre-calculate u(c)
Interpolation, see fs_u_c_partrepeat_main for why interpolate over u(c)
% Evaluate if (fl_crra == 1) ar_interp_u_of_c_grid = f_util_log(ar_interp_c_grid); fl_u_cmin = f_util_log(fl_c_min); else ar_interp_u_of_c_grid = f_util_crra(ar_interp_c_grid); fl_u_cmin = f_util_crra(fl_c_min); end ar_interp_u_of_c_grid(ar_interp_c_grid <= fl_c_min) = fl_u_cmin; % Get Interpolant f_grid_interpolant_spln = griddedInterpolant(ar_interp_c_grid, ar_interp_u_of_c_grid, 'spline', 'nearest');
Iterate Value Function
Loop solution with 4 nested loops
- loop 1: over exogenous states
- loop 2: over endogenous states
- loop 3: over choices
- loop 4: add future utility, integration--loop over future shocks
% Start Profile if (bl_profile) close all; profile off; profile on; end % Start Timer if (bl_time) tic; end % Value Function Iteration while bl_vfi_continue
it_iter = it_iter + 1;
Interpolate V(coh, Z) 1: Store in Cell
Interpolate reacahble V(coh(k'(w),b'(w),zr,zw'),zw',zr')) given v(coh, z)
if (strcmp(st_v_coh_z_interp_method, "method_cell")) f_grid_interpolant_value = griddedInterpolant(... mt_z_mesh_interp_coh_grid', mt_interp_coh_grid_mesh_z', ... mt_val_cur', 'linear', 'nearest'); for it_z_r_infbr_ctr = 1:1:fl_z_r_infbr_n clmt_val_wkb_interpolated{it_z_r_infbr_ctr} = ... f_grid_interpolant_value(mt_z_mesh_coh_wkb_seg,... cl_mt_coh_wkb_mesh_z_r_infbr{it_z_r_infbr_ctr}); end end
Interpolate V(coh, Z) 5: Matrix Store
Interpolate reacahble V(coh(k'(w),b'(w),zr,zw'),zw',zr')) given v(coh, z) This is the same as ff_ipwkbzr_vf_vecsv. For the FIBS problem, the cash-on-hand interpolation grid stays the same, and the shock grid stays the same as well. The results will not be the same, for example, the coh_grid max is the max of reachable cash-on-hand levels (min is however just the borrowing bound).
if (strcmp(st_v_coh_z_interp_method, "method_mat_seg")) % 1. Number of W/B/K Choice Combinations it_ak_perc_n = length(ar_ak_perc); it_w_interp_n = length(ar_w_level_full); it_wak_n = it_w_interp_n*it_ak_perc_n; % 2. Initialize V(coh(k'(w),b'(w),zr,zw'),zw',zr')) % mt_val_wkb_interpolated is: (I^k x I^w x M^r) by (M^z x M^r) % reachable cash-on-hand (as rows) and shocks next period given choices % and shocks next period. clmt_val_wkb_interpolated = zeros([it_wak_n*fl_z_r_infbr_n, it_z_n]); % 3. Loop over possible shocks over interest rate for it_z_r_infbr_ctr = 1:1:fl_z_r_infbr_n % 4. Interpolate V(coh(k',b',z',r),z',r') for a specific r' % v(coh,z) solved on ar_interp_coh_grid, ar_z grids, see % ffs_ipwkbzr_get_funcgrid.m. Generate interpolant based on that, Then % interpolate for the coh reachable levels given the k(w,z) percentage % choice grids in the second stage of the problem. % % Note mt_val_cur/mt_val dimension is based on interpolant % cash-on-hand for rows, and meshed shocks for columns. The meshed % shock structure, see % <https://fanwangecon.github.io/CodeDynaAsset/m_ipwkbzr/paramfunc/html/ffs_ipwkbzr_get_funcgrid.html % ffs_ipwkbzr_get_funcgrid> for details on how the shock grids are % formed. % Get current z_r_infbr from mt_val it_mt_val_col_start = it_z_wage_n*(it_z_r_infbr_ctr-1) + 1; it_mt_val_col_end = it_mt_val_col_start + it_z_wage_n - 1; mt_val_cur_rcolseg = mt_val_cur(:, it_mt_val_col_start:it_mt_val_col_end); % Generate Interpolant for v(coh,z) % mt_z_wage_mesh_interp_coh_grid is: (I^{coh_interp}) by (M^z) f_grid_interpolant_value = griddedInterpolant(... mt_z_wage_mesh_interp_coh_grid', mt_interp_coh_grid_mesh_z_wage', ... mt_val_cur_rcolseg', 'linear', 'nearest'); % Interpolate V(coh(k',b',z',r),z',r') for a specific r' % mt_z_wage_mesh_coh_wkb and mt_coh_wkb are: (I^k x I^w x M^r) by (M^z) mt_val_wkb_interpolated_seg = f_grid_interpolant_value(mt_z_wage_mesh_coh_wkb, mt_coh_wkb); clmt_val_wkb_interpolated(:, it_mt_val_col_start:it_mt_val_col_end) = mt_val_wkb_interpolated_seg; end end
Solve Second Stage Problem k*(w,z)
This is again the same as ff_ipwkbzr_vf_vecsv. But the output matrix sizes are different. Previously, they were (length(ar_w_level)) by (it_z_n). Now have this thing which is stored (length(ar_w_level_full)) by (it_z_n). ar_w_level_full includes not just different levels of ar_w_level, but also repeats the elements of ar_w_level that are < 0 by it_coh_bridge_perc_n times, starting with what corresponds to 100 percent of w should go to cover bridge loan, until 0 percent for w < 0, which then proceeds to w > 0. So the last segment of ar_w_level_full is the same as ar_w_level: ar_w_level_full((end-length(ar_w_level)+1):end) = ar_w_level.
support_map('bl_graph_evf') = false; if (it_iter == (it_maxiter_val + 1)) support_map('bl_graph_evf') = bl_graph_evf; end bl_input_override = true; [mt_ev_condi_z_max, ~, mt_ev_condi_z_max_kp, ~] = ... ff_ipwkbzr_fibs_evf(clmt_val_wkb_interpolated, param_map, support_map, armt_map, bl_input_override);
Solve First Stage Problem w*(z) given k*(w,z)
Refer to ff_ipwkbzr_fibs_vf_vecsv where the problem was solved without formal and informal choices that allow for bridge loans to see line by line how code differ. Some of the comments from that file are not here to save space. Comments here address differences and are specific to formal and informal choices.
% loop 1: over exogenous states for it_z_i = 1:it_z_n
A. Interpolate FULL to get k*(coh_level, w_perc, z), b*(k,w) based on k*(coh_perc, w_level)
additionally, Interpolate FULL EV(k*(coh_level, w_perc, z), w - b*|z) based on EV(k*(coh_perc, w_level))
we solved the second period problem in ff_ipwkbzr_fibs_fibs_evf.m above. To use results, we need to interpolate in the following way to obtain mt_w_kstar_interp_z as well as mt_ev_condi_z_max_interp_z:
- Interp STG1A: for , 1D interpolate over w level, given z
- Interp STG1B: for , 2D interpolate over w level and coh perceng, given z
% 1. Negative Elements of w grid expanded by w percentages for bridge ar_bl_w_level_full_neg = (ar_w_level_full < 0); % 2. Current Positve w and negative w optimal k choices it_wneg_mt_row = sum(ar_bl_w_level_full_neg)/length(ar_coh_bridge_perc); % for mt_ev_condi_z_max_kp ar_ev_condi_z_max_kp_wpos = mt_ev_condi_z_max_kp(~ar_bl_w_level_full_neg, it_z_i)'; ar_ev_condi_z_max_kp_wneg = mt_ev_condi_z_max_kp(ar_bl_w_level_full_neg, it_z_i)'; mt_ev_condi_z_max_kp_wneg = reshape(ar_ev_condi_z_max_kp_wneg, [it_wneg_mt_row, length(ar_coh_bridge_perc)]); % for mt_ev_condi_z_max ar_ev_condi_z_max_wpos = mt_ev_condi_z_max(~ar_bl_w_level_full_neg, it_z_i)'; ar_ev_condi_z_max_wneg = mt_ev_condi_z_max(ar_bl_w_level_full_neg, it_z_i)'; mt_ev_condi_z_max_wneg = reshape(ar_ev_condi_z_max_wneg, [it_wneg_mt_row, length(ar_coh_bridge_perc)]); % 2. Interp STG1A for w > 0 ar_w_level_full_pos = ar_w_level_full(~ar_bl_w_level_full_neg); % Interpolation for mt_ev_condi_z_max_kp f_interpolante_w_level_pos_kstar_z = griddedInterpolant(ar_w_level_full_pos, ar_ev_condi_z_max_kp_wpos, 'linear', 'nearest'); mt_w_kstar_interp_z_wpos = f_interpolante_w_level_pos_kstar_z(mt_w_perc_mesh_interp_coh_grid_wpos(:)); mt_w_astar_interp_z_wpos = mt_w_perc_mesh_interp_coh_grid_wpos(:) - mt_w_kstar_interp_z_wpos; % Interpolation for mt_ev_condi_z_max f_interpolante_w_level_pos_ev_z = griddedInterpolant(ar_w_level_full_pos, ar_ev_condi_z_max_wpos, 'linear', 'nearest'); mt_w_ev_interp_z_wpos = f_interpolante_w_level_pos_ev_z(mt_w_perc_mesh_interp_coh_grid_wpos(:)); % 3. Interp STG1B for w <= 0 if (bl_bridge) % Interpolation for mt_ev_condi_z_max_kp f_interpolante_w_level_neg_kstar_z = griddedInterpolant(... mt_coh_bridge_perc_mesh_w_level_neg', mt_w_level_neg_mesh_coh_bridge_perc', ... mt_ev_condi_z_max_kp_wneg', 'linear', 'nearest'); mt_w_kstar_interp_z_wneg = f_interpolante_w_level_neg_kstar_z(mt_coh_w_perc_ratio_wneg(:), mt_w_perc_mesh_interp_coh_grid_wneg(:)); mt_w_astar_interp_z_wneg = mt_w_perc_mesh_interp_coh_grid_wneg(:) - mt_w_kstar_interp_z_wneg; % Interpolation for mt_ev_condi_z_max f_interpolante_w_level_neg_ev_z = griddedInterpolant(... mt_coh_bridge_perc_mesh_w_level_neg', mt_w_level_neg_mesh_coh_bridge_perc', ... mt_ev_condi_z_max_wneg', 'linear', 'nearest'); mt_w_ev_interp_z_wneg = f_interpolante_w_level_neg_ev_z(mt_coh_w_perc_ratio_wneg(:), mt_w_perc_mesh_interp_coh_grid_wneg(:)); else ar_w_level_full_neg = ar_w_level_full(ar_bl_w_level_full_neg); % Interpolation for mt_ev_condi_z_max_kp f_interpolante_w_level_neg_kstar_z = griddedInterpolant(ar_w_level_full_neg, ar_ev_condi_z_max_kp_wneg, 'linear', 'nearest'); mt_w_kstar_interp_z_wneg = f_interpolante_w_level_neg_kstar_z(mt_w_perc_mesh_interp_coh_grid_wneg(:)); mt_w_astar_interp_z_wneg = mt_w_perc_mesh_interp_coh_grid_wneg(:) - mt_w_kstar_interp_z_wneg; % Interpolation for mt_ev_condi_z_max f_interpolante_w_level_neg_ev_z = griddedInterpolant(ar_w_level_full_neg, ar_ev_condi_z_max_wneg, 'linear', 'nearest'); mt_w_ev_interp_z_wneg = f_interpolante_w_level_neg_ev_z(mt_w_perc_mesh_interp_coh_grid_wneg(:)); end % 4. Combine positive and negative aggregate savings matrix % check: mt_w_by_interp_coh_interp_grid vs mt_w_astar_interp_z + mt_w_kstar_interp_z % combine for mt_ev_condi_z_max_kp mt_w_kstar_interp_z = zeros(size(mt_bl_w_perc_mesh_interp_coh_grid_wneg)); mt_w_kstar_interp_z(~mt_bl_w_perc_mesh_interp_coh_grid_wneg) = mt_w_kstar_interp_z_wpos; mt_w_kstar_interp_z(mt_bl_w_perc_mesh_interp_coh_grid_wneg) = mt_w_kstar_interp_z_wneg; mt_w_astar_interp_z = zeros(size(mt_bl_w_perc_mesh_interp_coh_grid_wneg)); mt_w_astar_interp_z(~mt_bl_w_perc_mesh_interp_coh_grid_wneg) = mt_w_astar_interp_z_wpos; mt_w_astar_interp_z(mt_bl_w_perc_mesh_interp_coh_grid_wneg) = mt_w_astar_interp_z_wneg; % combine for mt_ev_condi_z_max mt_ev_condi_z_max_interp_z = zeros(size(mt_bl_w_perc_mesh_interp_coh_grid_wneg)); mt_ev_condi_z_max_interp_z(~mt_bl_w_perc_mesh_interp_coh_grid_wneg) = mt_w_ev_interp_z_wpos; mt_ev_condi_z_max_interp_z(mt_bl_w_perc_mesh_interp_coh_grid_wneg) = mt_w_ev_interp_z_wneg; % 5. changes in w_perc kstar choices mt_w_kstar_diff_idx = (cl_w_kstar_interp_z{it_z_i} ~= mt_w_kstar_interp_z);
B. Calculate UPDATE u(c) Update: u(c(coh_level, w_perc)) given k*_interp, b*_interp
ar_c = f_cons(mt_interp_coh_grid_mesh_w_perc(mt_w_kstar_diff_idx), ... mt_w_astar_interp_z(mt_w_kstar_diff_idx), ... mt_w_kstar_interp_z(mt_w_kstar_diff_idx)); ar_it_c_valid_idx = (ar_c <= fl_c_min); % EVAL current utility: N by N, f_util defined earlier ar_utility_update = f_grid_interpolant_spln(ar_c); % Update Storage if (it_iter == 1) cl_u_c_store{it_z_i} = reshape(ar_utility_update, [length(ar_w_perc), length(ar_interp_coh_grid)]); cl_c_valid_idx{it_z_i} = reshape(ar_it_c_valid_idx, [length(ar_w_perc), length(ar_interp_coh_grid)]); else cl_u_c_store{it_z_i}(mt_w_kstar_diff_idx) = ar_utility_update; cl_c_valid_idx{it_z_i}(mt_w_kstar_diff_idx) = ar_it_c_valid_idx; end cl_w_kstar_interp_z{it_z_i} = mt_w_kstar_interp_z;
D. Compute FULL U(coh_level, w_perc, z) over all w_perc
mt_utility = cl_u_c_store{it_z_i} + fl_beta*mt_ev_condi_z_max_interp_z; % Index update % using the method below is much faster than index replace % see <https://fanwangecon.github.io/M4Econ/support/speed/index/fs_subscript.html fs_subscript> mt_it_c_valid_idx = cl_c_valid_idx{it_z_i}; % Default or Not Utility Handling if (bl_default) % if default: only today u(cmin), transition out next period, debt wiped out fl_v_default = fl_u_cmin + fl_beta*f_interpolante_w_level_pos_ev_z(fl_default_wprime); mt_utility = mt_utility.*(~mt_it_c_valid_idx) + fl_v_default*(mt_it_c_valid_idx); else % if default is not allowed: v = u(cmin) mt_utility = mt_utility.*(~mt_it_c_valid_idx) + fl_nan_replace*(mt_it_c_valid_idx); end % percentage algorithm does not have invalid (check to make sure % min percent is not 0 in ffs_ipwkbzr_fibs_get_funcgrid.m) % mt_utility = mt_utility.*(~mt_it_c_valid_idx) + fl_u_neg_c*(mt_it_c_valid_idx);
E. Optimize Over Choices: max_{w_perc} U(coh_level, w_perc, z)
Optimization: remember matlab is column major, rows must be choices, columns must be states COLUMN-MAJOR
[ar_opti_val_z, ar_opti_idx_z] = max(mt_utility); % Generate Linear Opti Index [it_choies_n, it_states_n] = size(mt_utility); ar_add_grid = linspace(0, it_choies_n*(it_states_n-1), it_states_n); ar_opti_linear_idx_z = ar_opti_idx_z + ar_add_grid; ar_opti_aprime_z = mt_w_astar_interp_z(ar_opti_linear_idx_z); ar_opti_kprime_z = mt_w_kstar_interp_z(ar_opti_linear_idx_z); ar_opti_c_z = f_cons(ar_interp_coh_grid, ar_opti_aprime_z, ar_opti_kprime_z); % Handle Default is optimal or not if (bl_default) % if defaulting is optimal choice, at these states, not required % to default, non-default possible, but default could be optimal fl_default_opti_kprime = f_interpolante_w_level_pos_kstar_z(fl_default_wprime); ar_opti_aprime_z(ar_opti_c_z <= fl_c_min) = fl_default_wprime - fl_default_opti_kprime; ar_opti_kprime_z(ar_opti_c_z <= fl_c_min) = fl_default_opti_kprime; else % if default is not allowed, then next period same state as now % this is absorbing state, this is the limiting case, single % state space point, lowest a and lowest shock has this. ar_opti_aprime_z(ar_opti_c_z <= fl_c_min) = min(ar_a_meshk); ar_opti_kprime_z(ar_opti_c_z <= fl_c_min) = min(ar_k_mesha); end
F. Store Results
mt_val(:,it_z_i) = ar_opti_val_z; mt_pol_a(:,it_z_i) = ar_opti_aprime_z; mt_pol_k(:,it_z_i) = ar_opti_kprime_z; if (it_iter == (it_maxiter_val + 1)) mt_pol_idx(:,it_z_i) = ar_opti_linear_idx_z; end
end
Check Tolerance and Continuation
% Difference across iterations ar_val_diff_norm(it_iter) = norm(mt_val - mt_val_cur); ar_pol_diff_norm(it_iter) = norm(mt_pol_a - mt_pol_a_cur) + norm(mt_pol_k - mt_pol_k_cur); ar_pol_a_perc_change = sum((mt_pol_a ~= mt_pol_a_cur))/(length(ar_interp_coh_grid)); ar_pol_k_perc_change = sum((mt_pol_k ~= mt_pol_k_cur))/(length(ar_interp_coh_grid)); mt_pol_perc_change(it_iter, :) = mean([ar_pol_a_perc_change;ar_pol_k_perc_change]); % Update mt_val_cur = mt_val; mt_pol_a_cur = mt_pol_a; mt_pol_k_cur = mt_pol_k; % Print Iteration Results if (bl_display && (rem(it_iter, it_display_every)==0)) fprintf('VAL it_iter:%d, fl_diff:%d, fl_diff_pol:%d\n', ... it_iter, ar_val_diff_norm(it_iter), ar_pol_diff_norm(it_iter)); tb_valpol_iter = array2table([mean(mt_val_cur,1);... mean(mt_pol_a_cur,1); ... mean(mt_pol_k_cur,1); ... mt_val_cur(length(ar_interp_coh_grid),:); ... mt_pol_a_cur(length(ar_interp_coh_grid),:); ... mt_pol_k_cur(length(ar_interp_coh_grid),:)]); tb_valpol_iter.Properties.VariableNames = strcat('z', string((1:size(mt_val_cur,2)))); tb_valpol_iter.Properties.RowNames = {'mval', 'map', 'mak', 'Hval', 'Hap', 'Hak'}; disp('mval = mean(mt_val_cur,1), average value over a') disp('map = mean(mt_pol_a_cur,1), average choice over a') disp('mkp = mean(mt_pol_k_cur,1), average choice over k') disp('Hval = mt_val_cur(it_ameshk_n,:), highest a state val') disp('Hap = mt_pol_a_cur(it_ameshk_n,:), highest a state choice') disp('mak = mt_pol_k_cur(it_ameshk_n,:), highest k state choice') disp(tb_valpol_iter); end % Continuation Conditions: % 1. if value function convergence criteria reached % 2. if policy function variation over iterations is less than % threshold if (it_iter == (it_maxiter_val + 1)) bl_vfi_continue = false; elseif ((it_iter == it_maxiter_val) || ... (ar_val_diff_norm(it_iter) < fl_tol_val) || ... (sum(ar_pol_diff_norm(max(1, it_iter-it_tol_pol_nochange):it_iter)) < fl_tol_pol)) % Fix to max, run again to save results if needed it_iter_last = it_iter; it_iter = it_maxiter_val; end
end % End Timer if (bl_time) toc; end % End Profile if (bl_profile) profile off profile viewer st_file_name = [st_profile_prefix st_profile_name_main st_profile_suffix]; profsave(profile('info'), strcat(st_profile_path, st_file_name)); end
Process Optimal Choices 1: Formal and Informal Choices
result_map = containers.Map('KeyType','char', 'ValueType','any'); result_map('mt_val') = mt_val; result_map('mt_pol_idx') = mt_pol_idx; % Find optimal Formal Informal Choices. Could have saved earlier, but was % wasteful of resources for it_z_i = 1:it_z_n for it_coh_interp_j = 1:length(ar_interp_coh_grid) fl_coh = mt_interp_coh_grid_mesh_z(it_coh_interp_j, it_z_i); fl_a_opti = mt_pol_a(it_coh_interp_j, it_z_i); fl_z_r_infbr = ar_z_r_infbr_mesh_wage_w1r2(it_z_i); param_map('fl_r_inf') = fl_z_r_infbr; % call formal and informal function. [fl_max_c, fl_opti_b_bridge, fl_opti_inf_borr_nobridge, fl_opti_for_borr, fl_opti_for_save] = ... ffs_fibs_min_c_cost_bridge(fl_a_opti, fl_coh, ... param_map, support_map, armt_map, func_map, bl_input_override); % store savings and borrowing formal and inf optimal choices mt_pol_b_with_r(it_coh_interp_j,it_z_i) = fl_max_c; mt_pol_b_bridge(it_coh_interp_j,it_z_i) = fl_opti_b_bridge; mt_pol_inf_borr_nobridge(it_coh_interp_j,it_z_i) = fl_opti_inf_borr_nobridge; mt_pol_for_borr(it_coh_interp_j,it_z_i) = fl_opti_for_borr; mt_pol_for_save(it_coh_interp_j,it_z_i) = fl_opti_for_save; end end
Process Optimal Choices 2: Store a, k, c, coh Results
- mt_interp_coh_grid_mesh_z: Cash-on-hand period t.
- mt_pol_a: Safe asset choice, principles only for ipwkbzr_fibs
- cl_mt_pol_a_principleonly: mt_pol_a is stored in cl_mt_pol_a_principle only. This is a shortcut because we need to keep cl_mt_pol_a for mt_pol_b_with_r for the ds code.
- cl_mt_pol_a: stores mt_pol_b_with_r which has principles and interest rates, to be used with ds code.
- mt_pol_a: Safe asset choice, principles only for ipwkbzr_fibs
- cl_mt_pol_k: Risky asset choice, principles only for ipwkbzr_fibs
- cl_mt_pol_c: Consumption in t given choices.
- cl_pol_b_with_r: Consumption cost of mt_pol_a in t+1, given the formal and informal choices that are optimal to minimize this consumption cost.
result_map('cl_mt_coh') = {mt_interp_coh_grid_mesh_z, zeros(1)}; result_map('cl_mt_pol_k') = {mt_pol_k, zeros(1)}; mt_c = f_cons(mt_interp_coh_grid_mesh_z, mt_pol_a, mt_pol_k); mt_c(mt_c <= fl_c_min) = fl_c_min; result_map('cl_mt_pol_c') = {mt_c, zeros(1)}; result_map('cl_mt_pol_a') = {mt_pol_b_with_r, zeros(1)}; result_map('cl_mt_pol_a_principleonly') = {mt_pol_a, zeros(1)};
Process Optimal Choices 3: Store Formal and Informal Choices
result_map('cl_mt_pol_b_bridge') = {mt_pol_b_bridge, zeros(1)}; result_map('cl_mt_pol_inf_borr_nobridge') = {mt_pol_inf_borr_nobridge, zeros(1)}; result_map('cl_mt_pol_for_borr') = {mt_pol_for_borr, zeros(1)}; result_map('cl_mt_pol_for_save') = {mt_pol_for_save, zeros(1)}; % Get Discrete Choice Outcomes result_map = ffs_fibs_identify_discrete(result_map, bl_input_override); result_map('cl_mt_it_for_only_nbdg') = {result_map('mt_it_for_only_nbdg'), zeros(1)}; result_map('cl_mt_it_inf_only_nbdg') = {result_map('mt_it_inf_only_nbdg'), zeros(1)}; result_map('cl_mt_it_frin_brr_nbdg') = {result_map('mt_it_frin_brr_nbdg'), zeros(1)}; result_map('cl_mt_it_fr_brrsv_nbdg') = {result_map('mt_it_fr_brrsv_nbdg'), zeros(1)}; result_map('cl_mt_it_frmsavng_only') = {result_map('mt_it_frmsavng_only'), zeros(1)};
Process Optimal Choices 4: List of Variable Names to be processed by distributional codes
this list is needed for the ds codes to generate distribution, distributional statistcs will be computed for elements in the list here.
result_map('ar_st_pol_names') = ... ["cl_mt_coh", "cl_mt_pol_a", "cl_mt_pol_k", "cl_mt_pol_c", "cl_mt_pol_a_principleonly", ... "cl_mt_pol_b_bridge", "cl_mt_pol_inf_borr_nobridge", "cl_mt_pol_for_borr", "cl_mt_pol_for_save", ... "cl_mt_it_for_only_nbdg", "cl_mt_it_inf_only_nbdg", "cl_mt_it_frin_brr_nbdg", ... "cl_mt_it_fr_brrsv_nbdg", "cl_mt_it_frmsavng_only"];
Post Solution Graph and Table Generation
if (bl_post) bl_input_override = true; result_map('ar_val_diff_norm') = ar_val_diff_norm(1:it_iter_last); result_map('ar_pol_diff_norm') = ar_pol_diff_norm(1:it_iter_last); result_map('mt_pol_perc_change') = mt_pol_perc_change(1:it_iter_last, :); armt_map('mt_coh_wkb_ori') = mt_coh_wkb; armt_map('ar_a_meshk_ori') = ar_a_meshk; armt_map('ar_k_mesha_ori') = ar_k_mesha; armt_map('mt_coh_wkb') = mt_interp_coh_grid_mesh_z; armt_map('it_ameshk_n') = length(ar_interp_coh_grid); armt_map('ar_a_meshk') = mt_interp_coh_grid_mesh_z(:,1); armt_map('ar_k_mesha') = zeros(size(mt_interp_coh_grid_mesh_z(:,1)) + 0); % Standard AZ graphs result_map = ff_akz_vf_post(param_map, support_map, armt_map, func_map, result_map, bl_input_override); % Graphs for results_map with FIBS contents armt_map('ar_a') = ar_interp_coh_grid; result_map = ff_az_fibs_vf_post(param_map, support_map, armt_map, func_map, result_map, bl_input_override); end
valgap = norm(mt_val - mt_val_cur): value function difference across iterations polgap = norm(mt_pol_a - mt_pol_a_cur): policy function difference across iterations z1 = z1 perc change: (sum((mt_pol_a ~= mt_pol_a_cur))+sum((mt_pol_k ~= mt_pol_k_cur)))/(2*it_ameshk_n):percentage of state space points conditional on shock where the policy function is changing across iterations valgap polgap z1 z2 z3 z4 z5 z6 z7 z8 z9 z10 z11 z12 z13 z14 z15 z16 z17 z18 z19 z20 z21 z22 z23 z24 z25 z26 z27 z28 z29 z30 z31 z32 z33 z34 z35 z36 z37 z38 z39 z40 z41 z42 z43 z44 z45 z46 z47 z48 z49 z50 z51 z52 z53 z54 z55 z56 z57 z58 z59 z60 z61 z62 z63 z64 z65 z66 z67 z68 z69 z70 z71 z72 z73 z74 z75 _________ _______ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ ________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ _________ iter=1 401.78 4800.3 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 iter=2 336.21 5572.5 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 iter=3 286.96 1882.1 0.99741 0.99741 0.99741 0.99676 0.99741 0.99611 0.99482 0.99417 0.99547 0.99482 0.99611 0.99482 0.99288 0.99417 0.99611 0.99482 0.99482 0.99611 0.99611 0.99611 0.99482 0.99547 0.99676 0.99547 0.99482 0.99547 0.99547 0.99352 0.99352 0.99741 0.99093 0.99093 0.99223 0.99223 0.99352 0.99352 0.99352 0.99417 0.99352 0.99547 0.99417 0.99288 0.99417 0.99611 0.99288 0.98705 0.98705 0.98834 0.98834 0.98964 0.98964 0.99093 0.99223 0.99223 0.99352 0.99352 0.99482 0.99417 0.99611 0.99288 0.98316 0.98446 0.98446 0.98575 0.98575 0.98705 1 0.98834 0.98964 0.99093 0.99093 0.99223 0.99223 0.99352 0.99482 iter=4 237.95 943.08 0.98446 0.98575 0.98705 0.98834 0.98964 0.99093 0.99223 0.99223 0.99158 0.99417 0.99935 0.99547 0.99611 0.99482 0.99417 0.98316 0.98316 0.98316 0.98446 0.98575 0.98705 0.98769 0.98899 0.99093 0.99806 0.99288 0.99482 0.99028 0.99482 0.99288 0.98316 0.98316 0.98316 0.98316 0.98316 0.98316 0.98446 0.98705 0.9864 0.98834 0.99093 0.99093 0.99093 0.99611 0.99547 0.97668 0.97668 0.98316 0.98316 0.98316 0.98316 0.98187 0.98316 0.98446 0.98575 0.98834 0.98575 0.98964 0.99093 0.99158 0.9728 0.97409 0.97409 0.97668 0.97927 0.98057 0.98187 0.98187 0.98187 0.98187 0.98575 0.98057 0.98446 0.99093 0.99093 iter=5 200.82 591.03 0.9715 0.97409 0.97539 0.97798 0.97798 0.98187 0.98187 0.99741 0.98446 0.98769 0.98769 0.99806 0.99417 0.98834 0.99028 0.98575 0.98575 0.9715 0.97409 0.97668 0.97798 0.97927 0.98316 0.98446 0.98381 0.98446 0.98769 0.99482 0.99223 0.98899 0.96373 0.96503 0.98575 0.96891 0.9715 0.9728 0.97539 0.97927 0.98187 0.97863 0.98446 0.98575 0.98769 0.98769 0.99158 0.95984 0.96114 0.96244 0.96503 0.98575 0.98446 0.98446 0.97863 0.98187 0.97798 0.97863 0.98575 0.98575 0.98575 0.98834 0.95596 0.95725 0.95984 0.96114 0.96244 0.96632 0.97021 0.97085 0.97409 0.97345 0.97604 0.98316 0.98187 0.98316 0.98575 iter=6 172.5 401.57 0.98705 0.96114 0.96244 0.96373 0.96762 0.96891 0.9728 0.97539 0.99028 0.98316 0.9851 0.9851 0.98834 0.9864 0.99093 0.95337 0.98705 0.98705 0.95984 0.96244 0.96762 0.96762 0.97021 0.9728 0.97992 0.98446 0.98316 0.98122 0.98705 0.9864 0.94689 0.94948 0.95207 0.98705 0.95855 0.96373 0.96632 0.96762 0.96826 0.9728 0.98187 0.98057 0.98187 0.98187 0.98834 0.9443 0.9456 0.94819 0.95078 0.95466 0.95984 0.96179 0.96567 0.96503 0.97021 0.97021 0.98057 0.98057 0.98187 0.98446 0.94041 0.94301 0.9443 0.94689 0.94948 0.95596 0.9579 0.9579 0.96244 0.96373 0.9715 0.98575 0.97927 0.98057 0.98187 iter=7 149.43 302.19 0.95078 0.97021 0.95337 0.95855 0.96503 0.96891 0.97021 0.96632 0.96891 0.9728 0.97409 0.97539 0.98122 0.98122 0.98316 0.94171 0.94819 0.98187 0.95984 0.95855 0.96179 0.96503 0.96503 0.97409 0.96891 0.97409 0.9715 0.9728 0.98122 0.98057 0.94301 0.94301 0.95207 0.95466 0.98705 0.9864 0.9864 0.98705 0.98446 0.97539 0.97927 0.97863 0.97604 0.97863 0.98251 0.93394 0.94041 0.94301 0.94948 0.95078 0.95078 0.94883 0.95272 0.96373 0.95984 0.96503 0.97927 0.9715 0.97798 0.97927 0.93135 0.93653 0.93653 0.93653 0.9456 0.94171 0.94495 0.95142 0.94819 0.96244 0.95466 0.96632 0.97021 0.97021 0.97409 iter=8 130.54 220.08 0.89767 0.91451 0.60751 0.49223 0.40285 0.62694 0.87824 0.89119 0.91904 0.9715 0.96049 0.89896 0.7364 0.8342 0.89054 0.87565 0.89378 0.60233 0.50648 0.38731 0.6114 0.88212 0.88601 0.93588 0.94754 0.96373 0.97215 0.68199 0.83355 0.8899 0.88342 0.88472 0.5842 0.48316 0.37565 0.59715 0.87435 0.92098 0.89767 0.89961 0.95661 0.96049 0.69495 0.83938 0.8899 0.87565 0.87306 0.56606 0.47409 0.37824 0.59067 0.85492 0.89767 0.88083 0.91192 0.9443 0.96373 0.61269 0.81218 0.87953 0.87435 0.86917 0.56477 0.45596 0.36917 0.58549 0.85104 0.89378 0.87435 0.91839 0.9456 0.95078 0.60751 0.81995 0.89249 iter=9 114.61 200.8 0.27979 0.26554 0.57383 0.67487 0.76943 0.80311 0.84715 0.86658 0.92487 0.9579 0.46956 0.3886 0.64054 0.7487 0.90155 0.26943 0.25 0.53497 0.6658 0.79534 0.82383 0.8342 0.86269 0.85233 0.9456 0.61334 0.23705 0.68459 0.82642 0.8886 0.26295 0.2487 0.5272 0.64896 0.76684 0.81218 0.82772 0.83808 0.87565 0.90155 0.62176 0.29404 0.57448 0.76101 0.86917 0.26425 0.24223 0.52073 0.6399 0.75907 0.81412 0.83679 0.82642 0.85492 0.88212 0.59974 0.2772 0.56088 0.8601 0.85881 0.25389 0.24223 0.51684 0.63212 0.72992 0.79793 0.83679 0.82254 0.84974 0.87694 0.5842 0.27202 0.54275 0.82124 0.82772 iter=10 100.91 192.25 0.71632 0.75389 0.77591 0.8057 0.81218 0.36528 0.26943 0.29663 0.24093 0.14961 0.60881 0.91645 0.71244 0.59974 0.54016 0.7215 0.73705 0.77979 0.79534 0.8044 0.3886 0.29016 0.28238 0.2772 0.23316 0.48057 0.89054 0.88212 0.55699 0.48705 0.71632 0.73575 0.78109 0.78497 0.8057 0.34715 0.26166 0.23316 0.2772 0.23834 0.4851 0.77332 0.9579 0.56865 0.44819 0.70466 0.72798 0.78109 0.77591 0.78433 0.35104 0.25324 0.22798 0.25518 0.21762 0.49223 0.75259 0.92876 0.48705 0.4715 0.70207 0.73187 0.77979 0.77461 0.76813 0.32642 0.26295 0.22539 0.24352 0.21891 0.48575 0.76166 0.91969 0.51425 0.46632 iter=11 89.227 143.12 0.15674 0.15155 0.17876 0.17487 0.19948 0.63731 0.73316 0.75518 0.81088 0.6399 0.35298 0.072539 0.33808 0.50194 0.57902 0.16451 0.15674 0.16451 0.16062 0.18394 0.62953 0.73834 0.76295 0.80181 0.59715 0.46373 0.12176 0.14119 0.5693 0.61528 0.15933 0.15026 0.14896 0.14378 0.18264 0.63083 0.73446 0.77979 0.76295 0.60622 0.4443 0.21697 0.063472 0.53627 0.59715 0.15933 0.15933 0.14378 0.13277 0.14896 0.61917 0.73446 0.76554 0.74482 0.57254 0.42876 0.20725 0.079016 0.51295 0.60622 0.15544 0.1399 0.14637 0.13601 0.14573 0.60363 0.72539 0.76943 0.73705 0.57513 0.40544 0.18912 0.086788 0.47539 0.63731 iter=12 78.959 108.64 0.28886 0.24223 0.20337 0.1943 0.20337 0.20725 0.18135 0.18523 0.18394 0.36723 0.67487 0.93394 0.34067 0.34585 0.28238 0.27073 0.2487 0.21762 0.19171 0.18135 0.19819 0.18264 0.17746 0.18653 0.38472 0.54922 0.88795 0.41451 0.29145 0.26295 0.28238 0.25324 0.20725 0.18782 0.18005 0.17876 0.18912 0.17098 0.17487 0.41451 0.58808 0.8044 0.65997 0.20596 0.26166 0.26684 0.22927 0.21632 0.17746 0.16451 0.17876 0.1671 0.1671 0.15415 0.39249 0.59456 0.7513 0.65026 0.18135 0.20207 0.25777 0.22798 0.20207 0.18135 0.14508 0.14119 0.17098 0.16062 0.16062 0.37953 0.59845 0.76813 0.62047 0.17487 0.19689 iter=13 70.049 153.04 0.53368 0.60881 0.66062 0.70337 0.72668 0.36399 0.20855 0.22539 0.19171 0.20207 0.13342 0.10363 0.68199 0.37694 0.40285 0.53109 0.59456 0.65285 0.6943 0.7228 0.36269 0.18394 0.20078 0.19948 0.18782 0.18135 0.079016 0.60039 0.48575 0.3886 0.5272 0.59585 0.65803 0.6956 0.7215 0.36269 0.19171 0.18394 0.20078 0.16192 0.20725 0.13342 0.35622 0.70596 0.31218 0.50777 0.5842 0.63601 0.69754 0.71503 0.37176 0.18523 0.17358 0.18782 0.12953 0.16451 0.16451 0.34715 0.71244 0.34845 0.50777 0.58161 0.63083 0.6807 0.70337 0.34067 0.17228 0.15803 0.18653 0.13472 0.15415 0.14896 0.33031 0.70466 0.35363 iter=14 62.329 121.7 0.10492 0.11269 0.11917 0.12953 0.12565 0.52591 0.69171 0.71373 0.44819 0.30699 0.1671 0.069948 0.085492 0.46567 0.40803 0.093264 0.10622 0.1101 0.12435 0.10751 0.50648 0.69819 0.71632 0.42617 0.29793 0.15415 0.17293 0.073834 0.39054 0.44948 0.099741 0.09456 0.10881 0.11269 0.11528 0.4987 0.70207 0.73575 0.4158 0.27461 0.20725 0.18264 0.07513 0.16321 0.55764 0.084197 0.091969 0.090674 0.12694 0.098446 0.48446 0.68005 0.72539 0.39767 0.26036 0.19171 0.13731 0.064767 0.14637 0.5842 0.080311 0.084197 0.099741 0.091969 0.09715 0.4456 0.67098 0.70078 0.38731 0.2513 0.18264 0.15415 0.10104 0.14508 0.58938 iter=15 55.503 84.346 0.11528 0.11658 0.13083 0.12435 0.12953 0.11917 0.12176 0.13212 0.45984 0.61528 0.48057 0.34262 0.084197 0.079016 0.2228 0.10622 0.10751 0.11528 0.1101 0.12565 0.11399 0.12176 0.12953 0.45855 0.60622 0.48057 0.26425 0.090674 0.080311 0.25453 0.11269 0.096503 0.12306 0.098446 0.11399 0.11528 0.1101 0.12565 0.46891 0.61917 0.40933 0.36788 0.1794 0.044041 0.15026 0.10427 0.10492 0.1114 0.1101 0.09715 0.12565 0.091969 0.098446 0.4456 0.59197 0.37435 0.34456 0.18264 0.066062 0.05829 0.10104 0.090674 0.11658 0.10492 0.088083 0.09456 0.076425 0.082902 0.42617 0.58549 0.38212 0.3329 0.15026 0.042746 0.054404 iter=16 49.449 70.852 0.11528 0.12176 0.11788 0.14119 0.13342 0.14508 0.12435 0.11658 0.13342 0.10104 0.38342 0.42617 0.34326 0.16969 0.13342 0.1101 0.11658 0.11528 0.14637 0.12047 0.13212 0.13212 0.12694 0.11788 0.12565 0.39249 0.42876 0.38472 0.16062 0.072539 0.10039 0.11917 0.11917 0.12047 0.10881 0.12565 0.12824 0.11788 0.11399 0.11658 0.39119 0.31995 0.45078 0.17617 0.066062 0.10233 0.10816 0.11269 0.11788 0.10622 0.10104 0.1114 0.088083 0.079016 0.093264 0.38083 0.30699 0.43653 0.20984 0.059585 0.10492 0.11075 0.10492 0.11528 0.089378 0.090674 0.1114 0.07772 0.081606 0.09715 0.36917 0.30311 0.42617 0.21891 0.060881 iter=17 44.095 60.245 0.17746 0.14119 0.14119 0.12306 0.13731 0.12306 0.14119 0.10104 0.10881 0.12435 0.05829 0.27073 0.40091 0.20078 0.20207 0.17358 0.14378 0.13212 0.12047 0.1399 0.12565 0.11917 0.12824 0.095207 0.10233 0.098446 0.26943 0.38212 0.21503 0.22409 0.15674 0.13342 0.14637 0.11788 0.12047 0.10622 0.09456 0.11917 0.10492 0.10492 0.11528 0.27202 0.26295 0.38472 0.21632 0.15415 0.12889 0.12047 0.1114 0.10622 0.1114 0.095855 0.10751 0.09456 0.059585 0.085492 0.25259 0.2215 0.34845 0.19301 0.15026 0.11852 0.1114 0.10492 0.10233 0.081606 0.086788 0.07513 0.076425 0.067358 0.076425 0.25777 0.21503 0.3329 0.20596 iter=18 39.387 104.06 0.50907 0.56606 0.45725 0.19689 0.13342 0.1386 0.12047 0.13212 0.09456 0.091969 0.090674 0.067358 0.2772 0.27332 0.14378 0.50259 0.55699 0.44171 0.20207 0.13083 0.11658 0.090674 0.11917 0.12824 0.084197 0.13083 0.080311 0.21762 0.40479 0.14767 0.49611 0.55699 0.43912 0.17876 0.12176 0.11658 0.10622 0.098446 0.12824 0.080311 0.10233 0.095855 0.23057 0.28756 0.14896 0.5 0.54922 0.41969 0.18135 0.11269 0.12176 0.099741 0.060881 0.091969 0.063472 0.066062 0.091969 0.20337 0.26813 0.17746 0.5 0.54404 0.42617 0.16839 0.11269 0.091969 0.086788 0.067358 0.091969 0.068653 0.062176 0.090674 0.19948 0.24352 0.22409 iter=19 35.252 96.7 0.060881 0.05829 0.23187 0.52461 0.62953 0.28368 0.12306 0.095855 0.12047 0.080311 0.080311 0.047927 0.044041 0.30505 0.12694 0.040803 0.076425 0.23316 0.50777 0.61269 0.28497 0.14249 0.085492 0.11399 0.09456 0.086788 0.076425 0.045337 0.24482 0.16839 0.036269 0.042746 0.22409 0.51166 0.61658 0.27202 0.1399 0.080311 0.085492 0.13212 0.069948 0.12176 0.060881 0.22409 0.32319 0.033679 0.049223 0.21891 0.5 0.6114 0.26554 0.13601 0.071244 0.07513 0.10104 0.056995 0.068653 0.028497 0.20466 0.35363 0.03886 0.043394 0.20531 0.48575 0.59585 0.25518 0.10751 0.060881 0.056995 0.09456 0.045337 0.055699 0.037565 0.19041 0.32124 iter=20 31.578 68.762 0.047927 0.053109 0.063472 0.064767 0.062176 0.46373 0.38083 0.24093 0.11658 0.12306 0.084197 0.034974 0.044041 0.1399 0.18329 0.047927 0.049223 0.063472 0.060881 0.063472 0.43782 0.37565 0.23834 0.10751 0.11399 0.055699 0.095855 0.050518 0.042746 0.3601 0.033679 0.042098 0.055699 0.054404 0.056995 0.44171 0.37306 0.24741 0.10104 0.071244 0.077073 0.063472 0.064767 0.060881 0.29793 0.044041 0.036917 0.039508 0.059585 0.044041 0.43264 0.35363 0.23446 0.091969 0.051813 0.079016 0.041451 0.029793 0.050518 0.23834 0.040155 0.033679 0.042098 0.042746 0.034974 0.41321 0.35751 0.22021 0.099741 0.060881 0.071244 0.03886 0.060881 0.01943 0.22798 iter=21 28.303 60.689 0.041451 0.042746 0.055699 0.050518 0.047927 0.051813 0.30699 0.29016 0.25259 0.17228 0.073834 0.064767 0.040155 0.040155 0.29016 0.045337 0.045337 0.044041 0.044041 0.051813 0.049223 0.30959 0.30181 0.24741 0.16192 0.12435 0.062176 0.044041 0.036269 0.1535 0.036269 0.037565 0.036269 0.054404 0.036269 0.046632 0.30829 0.29016 0.23575 0.1658 0.11399 0.064767 0.10622 0.059585 0.028497 0.037565 0.03886 0.036269 0.042746 0.053109 0.044041 0.27979 0.28109 0.20596 0.12306 0.07772 0.037565 0.079016 0.029793 0.025907 0.032383 0.031088 0.041451 0.036269 0.040155 0.041451 0.27073 0.26554 0.21373 0.13083 0.07772 0.034974 0.055699 0.034974 0.056995 iter=22 25.385 54.513 0.040155 0.046632 0.051813 0.050518 0.045337 0.03886 0.064767 0.26295 0.20855 0.1943 0.23834 0.068653 0.024611 0.027202 0.076425 0.037565 0.036269 0.031088 0.047927 0.055699 0.047927 0.041451 0.26036 0.21244 0.19689 0.18459 0.07513 0.040155 0.020725 0.03886 0.037565 0.032383 0.037565 0.041451 0.046632 0.040155 0.03886 0.24093 0.20466 0.18394 0.18135 0.11528 0.059585 0.025907 0.015544 0.036269 0.029793 0.032383 0.033679 0.042746 0.047927 0.033679 0.24611 0.22539 0.1671 0.15933 0.12694 0.050518 0.020725 0.01943 0.031088 0.028497 0.029793 0.029793 0.033679 0.025907 0.025907 0.24223 0.19171 0.16451 0.15674 0.12824 0.022021 0.007772 0.014249 iter=23 22.789 51.345 0.034974 0.037565 0.044041 0.050518 0.049223 0.05829 0.041451 0.047927 0.25907 0.14767 0.15933 0.14508 0.044041 0.029793 0.011658 0.033679 0.033679 0.040155 0.041451 0.031088 0.045337 0.045337 0.051813 0.25 0.15155 0.15155 0.21891 0.085492 0.020725 0.044041 0.028497 0.033679 0.027202 0.045337 0.03886 0.041451 0.034974 0.046632 0.26684 0.14896 0.14119 0.17876 0.084197 0.040155 0.022021 0.028497 0.032383 0.029793 0.044041 0.029793 0.044041 0.036269 0.029793 0.26036 0.12565 0.11528 0.14637 0.051813 0.037565 0.022021 0.024611 0.029793 0.036269 0.028497 0.032383 0.033679 0.028497 0.028497 0.23705 0.12306 0.11658 0.1399 0.050518 0.020725 0.014249 iter=24 20.485 47.531 0.037565 0.034974 0.028497 0.037565 0.049223 0.041451 0.041451 0.046632 0.047927 0.13601 0.11658 0.19301 0.12435 0.047927 0.020725 0.029793 0.028497 0.028497 0.033679 0.040155 0.040155 0.028497 0.020725 0.045337 0.12824 0.11269 0.12694 0.12953 0.044041 0.031088 0.027202 0.020725 0.028497 0.022021 0.029793 0.027202 0.033679 0.025907 0.045337 0.13601 0.11399 0.12435 0.1399 0.05829 0.012953 0.033679 0.024611 0.031088 0.027202 0.027202 0.029793 0.027202 0.025907 0.029793 0.12047 0.098446 0.10751 0.11917 0.049223 0.01943 0.027202 0.020725 0.023316 0.022021 0.023316 0.027202 0.022021 0.022021 0.036269 0.11917 0.10233 0.12306 0.14249 0.050518 0.015544 iter=25 18.439 54.102 0.034974 0.025907 0.022021 0.03886 0.03886 0.031088 0.024611 0.042746 0.029793 0.18847 0.1386 0.11788 0.11075 0.089378 0.034974 0.027202 0.025907 0.028497 0.034974 0.032383 0.033679 0.037565 0.051813 0.046632 0.20078 0.11788 0.10363 0.11205 0.09456 0.036269 0.031088 0.025907 0.027202 0.031088 0.032383 0.033679 0.029793 0.033679 0.034974 0.17876 0.09715 0.10751 0.16451 0.1101 0.042746 0.024611 0.029793 0.022021 0.025907 0.022021 0.037565 0.029793 0.024611 0.031088 0.15544 0.093264 0.10104 0.15285 0.1101 0.028497 0.020725 0.024611 0.020725 0.027202 0.023316 0.032383 0.018135 0.022021 0.023316 0.17228 0.09456 0.090674 0.15155 0.10751 0.031088 iter=26 16.617 47.399 0.020725 0.029793 0.020725 0.029793 0.033679 0.036269 0.036269 0.033679 0.05829 0.023316 0.086788 0.090674 0.089378 0.07772 0.072539 0.015544 0.025907 0.025907 0.025907 0.022021 0.03886 0.036269 0.032383 0.028497 0.020725 0.10363 0.11269 0.15285 0.07772 0.076425 0.01943 0.022021 0.018135 0.025907 0.018135 0.016839 0.028497 0.027202 0.028497 0.040155 0.093264 0.086788 0.099741 0.10751 0.081606 0.018135 0.023316 0.020725 0.027202 0.027202 0.023316 0.033679 0.027202 0.012953 0.022021 0.081606 0.080311 0.073834 0.081606 0.071244 0.018135 0.027202 0.018135 0.016839 0.014249 0.014249 0.029793 0.016839 0.01943 0.01943 0.080311 0.073834 0.081606 0.085492 0.07513 iter=27 14.985 39.126 0.023316 0.024611 0.031088 0.029793 0.028497 0.024611 0.023316 0.025907 0.034974 0.025907 0.099741 0.073834 0.082902 0.068653 0.067358 0.018135 0.028497 0.01943 0.023316 0.022021 0.024611 0.023316 0.0090674 0.037565 0.014249 0.066062 0.090674 0.11788 0.073834 0.072539 0.015544 0.029793 0.015544 0.020725 0.022021 0.024611 0.024611 0.015544 0.01943 0.027202 0.079016 0.07513 0.091969 0.090674 0.071244 0.01943 0.025907 0.016839 0.018135 0.018135 0.01943 0.010363 0.023316 0.010363 0.023316 0.060881 0.080311 0.069948 0.07772 0.072539 0.022021 0.016839 0.016839 0.016839 0.023316 0.018135 0.012953 0.01943 0.01943 0.012953 0.069948 0.067358 0.067358 0.067358 0.067358 iter=28 13.516 26.409 0.016839 0.018135 0.020725 0.01943 0.020725 0.020725 0.020725 0.022021 0.022021 0.01943 0.11788 0.064767 0.13472 0.055699 0.068653 0.01943 0.014249 0.024611 0.015544 0.023316 0.020725 0.012953 0.016839 0.010363 0.031088 0.1101 0.072539 0.069948 0.073834 0.064767 0.022021 0.010363 0.020725 0.027202 0.01943 0.020725 0.027202 0.014249 0.022021 0.024611 0.1114 0.059585 0.067358 0.071244 0.064767 0.027202 0.01943 0.015544 0.012953 0.018135 0.010363 0.018135 0.016839 0.012953 0.010363 0.09715 0.063472 0.062176 0.090674 0.056995 0.020725 0.014249 0.01943 0.011658 0.015544 0.007772 0.025907 0.015544 0.01943 0.015544 0.098446 0.059585 0.053109 0.089378 0.056995 iter=29 12.19 45.428 0.025907 0.01943 0.018135 0.024611 0.022021 0.020725 0.023316 0.018135 0.018135 0.012953 0.018135 0.071244 0.051813 0.046632 0.049223 0.028497 0.022021 0.011658 0.028497 0.022021 0.015544 0.023316 0.020725 0.025907 0.0090674 0.027202 0.054404 0.060881 0.067358 0.049223 0.022021 0.016839 0.015544 0.018135 0.01943 0.015544 0.0090674 0.020725 0.007772 0.016839 0.020725 0.068653 0.063472 0.10492 0.055699 0.01943 0.022021 0.015544 0.025907 0.016839 0.011658 0.011658 0.01943 0.010363 0.018135 0.01943 0.041451 0.051813 0.09715 0.053109 0.023316 0.014249 0.010363 0.016839 0.018135 0.011658 0.0064767 0.01943 0.003886 0.010363 0.022021 0.050518 0.040155 0.090674 0.055699 iter=30 10.99 21.558 0.024611 0.014249 0.020725 0.016839 0.010363 0.011658 0.020725 0.028497 0.011658 0.023316 0.023316 0.051813 0.042746 0.051813 0.047927 0.01943 0.011658 0.022021 0.014249 0.007772 0.0090674 0.012953 0.015544 0.014249 0.027202 0.016839 0.072539 0.055699 0.05829 0.040155 0.01943 0.018135 0.011658 0.014249 0.0090674 0.007772 0.010363 0.024611 0.012953 0.014249 0.014249 0.046632 0.050518 0.085492 0.046632 0.022021 0.011658 0.010363 0.010363 0.014249 0.0051813 0.012953 0.025907 0.0051813 0.012953 0.0064767 0.054404 0.056995 0.060881 0.041451 0.020725 0.01943 0.011658 0.007772 0.0090674 0.0064767 0.0090674 0.027202 0.0051813 0.011658 0.012953 0.045337 0.051813 0.067358 0.036269 iter=31 9.9008 23.98 0.015544 0.022021 0.012953 0.012953 0.018135 0.010363 0.023316 0.015544 0.0051813 0.011658 0.0064767 0.045337 0.047927 0.03886 0.047927 0.015544 0.020725 0.011658 0.0064767 0.015544 0.016839 0.014249 0.022021 0.007772 0.014249 0.028497 0.042746 0.040155 0.071244 0.044041 0.014249 0.011658 0.007772 0.012953 0.012953 0.014249 0.011658 0.020725 0.010363 0.023316 0.0090674 0.042746 0.049223 0.049223 0.046632 0.015544 0.012953 0.007772 0.011658 0.010363 0.011658 0.0051813 0.012953 0.015544 0.0064767 0.0012953 0.036269 0.037565 0.053109 0.050518 0.010363 0.014249 0.010363 0.014249 0.0090674 0.003886 0.007772 0.007772 0.014249 0.007772 0.0064767 0.034974 0.037565 0.047927 0.044041 iter=32 8.9127 30.694 0.015544 0.012953 0.012953 0.015544 0.0090674 0.014249 0.020725 0.0064767 0.016839 0.0064767 0.010363 0.055699 0.034974 0.037565 0.027202 0.012953 0.012953 0.0090674 0.007772 0.010363 0.0051813 0.0090674 0.015544 0.0051813 0.007772 0.007772 0.059585 0.045337 0.081606 0.032383 0.010363 0.011658 0.014249 0.0090674 0.010363 0.003886 0.010363 0.010363 0.010363 0.0025907 0.011658 0.056995 0.03886 0.047927 0.042746 0.012306 0.014249 0.0090674 0.011658 0.0090674 0.003886 0.003886 0.011658 0.0025907 0.007772 0.003886 0.060881 0.045337 0.037565 0.034974 0.014249 0.010363 0.007772 0.007772 0.0090674 0.0051813 0.0012953 0.012953 0.0064767 0.007772 0.0012953 0.054404 0.041451 0.029793 0.029793 iter=33 8.0158 23.446 0.014249 0.0090674 0.0064767 0.015544 0.0051813 0.0051813 0.0090674 0.0090674 0.007772 0.0051813 0.014249 0.068653 0.034974 0.03886 0.027202 0.010363 0.011658 0.010363 0.015544 0.011658 0.016839 0.011658 0.0090674 0.0064767 0.016839 0.003886 0.036269 0.032383 0.042746 0.028497 0.012953 0.007772 0.014249 0.007772 0.0064767 0.007772 0.0051813 0.007772 0.0090674 0.012953 0.014249 0.028497 0.027202 0.037565 0.029793 0.014249 0.011658 0.007772 0.0064767 0.007772 0.0051813 0.0012953 0.003886 0.0025907 0.012953 0.0051813 0.027202 0.033679 0.028497 0.025907 0.011658 0.0090674 0.010363 0.014249 0.003886 0.0064767 0.0012953 0.0025907 0.0051813 0.010363 0.0064767 0.028497 0.033679 0.042746 0.033679 iter=34 7.2014 31.134 0.012953 0.010363 0.015544 0.011658 0.007772 0.0064767 0.010363 0.023316 0.007772 0.0051813 0.011658 0.020725 0.028497 0.037565 0.020725 0.015544 0.010363 0.015544 0.003886 0.0051813 0.0051813 0.010363 0.0090674 0.015544 0.010363 0.0064767 0.007772 0.024611 0.031088 0.032383 0.011658 0.0090674 0.007772 0.0051813 0.003886 0.0025907 0.0090674 0.0025907 0.003886 0.0090674 0.003886 0.0090674 0.045337 0.027202 0.023316 0.018135 0.012953 0.0090674 0.003886 0.0090674 0.007772 0.0064767 0.010363 0.015544 0.0051813 0.010363 0.003886 0.01943 0.036269 0.027202 0.012953 0.007772 0.010363 0.007772 0.0064767 0.003886 0.015544 0.003886 0.012953 0.0012953 0.0025907 0 0.020725 0.029793 0.029793 iter=35 6.4629 34.516 0.049223 0.0090674 0.0051813 0.0064767 0.0051813 0.012953 0.0025907 0.012953 0.007772 0.010363 0.0025907 0.011658 0.024611 0.038212 0.016839 0.049223 0.0090674 0.0090674 0.007772 0.0025907 0.0090674 0.0025907 0.0064767 0.0051813 0.0012953 0 0.0064767 0.040155 0.03886 0.023316 0.047927 0.0090674 0.007772 0.0051813 0.01943 0.011658 0.0051813 0.0090674 0.016839 0 0 0.0090674 0.033679 0.032383 0.018135 0.049223 0.007772 0.0064767 0.0051813 0.003886 0.0064767 0.0064767 0.007772 0.003886 0.0025907 0.003886 0.011658 0.033679 0.029793 0.023316 0.047927 0.010363 0.0051813 0.003886 0.0025907 0.007772 0.0025907 0.003886 0.014249 0.003886 0.0012953 0.0051813 0.028497 0.020725 0.034974 iter=36 5.7948 31.819 0.055699 0.032383 0.007772 0.003886 0.0051813 0.0012953 0.0012953 0.018135 0.0012953 0.003886 0.007772 0.0064767 0.033679 0.051166 0.014249 0.059585 0.033679 0.0090674 0.003886 0.0025907 0.0025907 0.003886 0.007772 0.0012953 0.0025907 0.0051813 0.0025907 0.027202 0.028497 0.015544 0.056995 0.032383 0.007772 0.0051813 0.0025907 0.0051813 0.0012953 0.0051813 0.010363 0.0025907 0.007772 0.0090674 0.034974 0.023316 0.020725 0.056347 0.033679 0.011658 0.0051813 0.007772 0.0025907 0.0025907 0.007772 0.014249 0.0012953 0.0090674 0.003886 0.028497 0.01943 0.037565 0.05829 0.032383 0.010363 0.0090674 0.0025907 0.0012953 0.0051813 0.003886 0.012953 0.003886 0.0012953 0.0064767 0.031088 0.024611 0.028497 iter=37 5.1911 37.962 0.049223 0.049223 0.020725 0.0064767 0.003886 0.0025907 0.0051813 0.003886 0.0051813 0.010363 0.0090674 0.0051813 0.022021 0.051813 0.016839 0.050518 0.047927 0.023316 0.0064767 0.003886 0.0012953 0.0064767 0.0064767 0.011658 0.007772 0.003886 0.007772 0.068653 0.020725 0.012953 0.047927 0.047927 0.020725 0.0064767 0.0051813 0.0012953 0.0051813 0.0051813 0.003886 0.0025907 0.0012953 0.003886 0.054404 0.018135 0.020725 0.047927 0.049223 0.027202 0.0064767 0.003886 0.0064767 0.0012953 0.0051813 0.0090674 0.0025907 0.0025907 0.003886 0.050518 0.01943 0.054404 0.047927 0.049223 0.020725 0.0064767 0.003886 0.0012953 0.0012953 0.0051813 0.0090674 0 0.0090674 0.0064767 0.053109 0.015544 0.051813 iter=38 4.6458 38.722 0.050518 0.044041 0.040155 0.003886 0.0051813 0.0025907 0.0012953 0.0051813 0.003886 0.007772 0.0025907 0.003886 0.022021 0.024611 0.018135 0.049223 0.045337 0.040155 0.010363 0.0051813 0.0051813 0.0025907 0.0064767 0.003886 0.0090674 0 0.0064767 0.036269 0.016839 0.014249 0.049223 0.044041 0.041451 0.003886 0.0025907 0.0025907 0.003886 0.0012953 0.011658 0.0051813 0.0051813 0.0025907 0.025907 0.01943 0.027202 0.054404 0.046632 0.040155 0.0090674 0.0025907 0.0064767 0.0012953 0.0064767 0.0025907 0.010363 0.0012953 0.0012953 0.016839 0.018135 0.03886 0.050518 0.044041 0.040155 0.003886 0.003886 0.003886 0.0012953 0.0064767 0.007772 0.007772 0.0012953 0.003886 0.012953 0.012953 0.033679 iter=39 4.1535 36.226 0.05829 0.03886 0.032383 0.028497 0.0025907 0.0051813 0.003886 0.0012953 0.003886 0 0.007772 0.0064767 0.024611 0.029793 0.018135 0.055699 0.03886 0.036269 0.029793 0.0012953 0.0025907 0 0.0012953 0.018135 0.0025907 0.0025907 0.007772 0.003886 0.020725 0.015544 0.055699 0.040155 0.033679 0.028497 0.003886 0.0012953 0.0012953 0.0012953 0.0025907 0.0051813 0.0012953 0.007772 0.003886 0.018135 0.046632 0.055699 0.03886 0.033679 0.031088 0.0025907 0.0012953 0.003886 0.0012953 0.0025907 0.0012953 0.003886 0.003886 0.015544 0.029793 0.032383 0.056995 0.040155 0.032383 0.028497 0.0012953 0.0012953 0.0012953 0.003886 0.0012953 0.003886 0.003886 0.0090674 0.010363 0.025907 0.027202 iter=40 3.7101 21.81 0.067358 0.037565 0.033679 0.029793 0.0051813 0.0051813 0.003886 0.0064767 0.0025907 0.0012953 0.0012953 0.0025907 0.032383 0.022021 0.0064767 0.068653 0.037565 0.033679 0.029793 0.0051813 0.0012953 0.0051813 0.0064767 0.012953 0.0025907 0.0025907 0.0025907 0.003886 0.028497 0.0090674 0.066062 0.040155 0.033679 0.029793 0.0051813 0.0012953 0.007772 0.0012953 0.0025907 0.0012953 0.0025907 0.0012953 0.007772 0.031088 0.051813 0.066062 0.037565 0.033679 0.031088 0.003886 0.0012953 0.003886 0 0.003886 0.0025907 0 0.0051813 0.0025907 0.01943 0.018135 0.066062 0.037565 0.033679 0.029793 0.0025907 0.0025907 0.0025907 0.0012953 0.0051813 0.0051813 0.0025907 0.0051813 0.015544 0.024611 0.014249 iter=41 3.3106 30.319 0.084197 0.040155 0.032383 0.025907 0.022021 0.0012953 0.0090674 0.0012953 0.0025907 0.0064767 0.0025907 0.0012953 0.032383 0.016839 0.010363 0.084197 0.040155 0.033679 0.024611 0.022021 0.0012953 0.003886 0.0012953 0.003886 0.0051813 0.0025907 0.0012953 0.0051813 0.022021 0.007772 0.085492 0.040155 0.033679 0.024611 0.018135 0.0012953 0.0051813 0.003886 0.0025907 0.0064767 0.0025907 0.0012953 0.0051813 0.011658 0.022021 0.084197 0.040155 0.032383 0.025907 0.018135 0.0051813 0.0025907 0.0012953 0.0012953 0.003886 0.0051813 0.007772 0.0025907 0.01943 0.018135 0.084197 0.040155 0.033679 0.024611 0.018135 0.0012953 0.0051813 0.003886 0 0.0064767 0.0025907 0 0.0012953 0.023316 0.014249 iter=42 2.9519 25.356 0.1101 0.037565 0.031088 0.027202 0.023316 0.0012953 0 0.0012953 0.007772 0.003886 0.003886 0.0012953 0.022021 0.012953 0.0064767 0.1101 0.037565 0.031088 0.029793 0.023316 0.003886 0.003886 0.0025907 0.0064767 0 0.0025907 0.0051813 0.010363 0.01943 0.01943 0.1101 0.037565 0.031088 0.027202 0.023316 0.0012953 0.003886 0.0025907 0.0025907 0.0012953 0.003886 0.0012953 0.0064767 0.028497 0.028497 0.1101 0.037565 0.031088 0.027202 0.024611 0.0012953 0.0051813 0.0012953 0.0012953 0.003886 0 0 0.014249 0.041451 0.023316 0.1101 0.037565 0.031088 0.028497 0.024611 0.0012953 0 0.0025907 0.0012953 0.0025907 0.003886 0 0.0051813 0.040155 0.024611 iter=43 2.6283 28.532 0 0.03886 0.027202 0.01943 0.028497 0.007772 0.003886 0.0012953 0.012953 0.003886 0 0 0.007772 0.010363 0.011658 0 0.037565 0.027202 0.022021 0.020725 0.0090674 0.0012953 0 0.003886 0.003886 0.0051813 0.0012953 0.0064767 0.01943 0.007772 0 0.037565 0.027202 0.020725 0.020725 0.007772 0.0012953 0.003886 0.0025907 0.0025907 0.003886 0 0.011658 0.027202 0.014249 0 0.037565 0.027202 0.01943 0.020725 0.011658 0 0 0.0012953 0.0064767 0.0012953 0.0051813 0.003886 0.032383 0.011658 0 0.040155 0.027202 0.01943 0.020725 0.0090674 0 0.0025907 0 0.007772 0.0012953 0 0.003886 0.029793 0.011658 iter=44 2.3385 18.284 0 0.036269 0.023316 0.020725 0.020725 0.022021 0.003886 0.0012953 0.0025907 0.003886 0.0051813 0.0064767 0.0025907 0.014249 0.0051813 0.0012953 0.036269 0.023316 0.020725 0.01943 0.020725 0.0012953 0.0012953 0.0064767 0.0012953 0 0.007772 0 0.011658 0.0025907 0.0012953 0.036269 0.023316 0.020725 0.01943 0.023316 0.003886 0.0064767 0.0012953 0.0051813 0 0.0051813 0.0051813 0.01943 0.011658 0 0.036269 0.024611 0.020725 0.01943 0.020725 0.0012953 0 0 0.0025907 0.0012953 0.003886 0.0025907 0.016839 0.007772 0 0.036269 0.023316 0.020725 0.01943 0.020725 0.0012953 0.003886 0.0051813 0.0025907 0.0012953 0.0051813 0 0.012953 0.010363 iter=45 2.0778 30.821 0.0012953 0.032383 0.020725 0.01943 0.01943 0.018135 0.0025907 0.0012953 0.0090674 0.0012953 0.0064767 0.003886 0.0025907 0.016839 0.0090674 0 0.032383 0.020725 0.01943 0.01943 0.01943 0.0012953 0 0.0012953 0.0025907 0.0012953 0.003886 0.0051813 0.018135 0.0051813 0 0.032383 0.020725 0.01943 0.020725 0.018135 0.003886 0.0012953 0 0.0090674 0.0025907 0 0.0025907 0.03886 0.020725 0 0.036269 0.022021 0.022021 0.020725 0.018135 0.0012953 0 0 0.003886 0.0012953 0 0.003886 0.016839 0.016839 0 0.032383 0.020725 0.020725 0.020725 0.018135 0.0012953 0 0 0.0025907 0.0012953 0 0.0012953 0.016839 0.01943 iter=46 1.8453 14.081 0 0.028497 0.020725 0.016839 0.016839 0.01943 0.003886 0.0012953 0.007772 0.003886 0.0025907 0.010363 0.0051813 0.014249 0.003886 0 0.028497 0.020725 0.016839 0.018135 0.015544 0 0.0025907 0.0051813 0.007772 0 0.003886 0 0.011658 0.016839 0 0.028497 0.023316 0.018135 0.018135 0.015544 0.0025907 0.0012953 0 0.0064767 0.0025907 0.007772 0.0025907 0.020725 0.015544 0 0.028497 0.020725 0.016839 0.016839 0.015544 0.003886 0.0012953 0.007772 0.0090674 0 0.007772 0 0.012953 0.0090674 0.0012953 0.028497 0.020725 0.016839 0.016839 0.015544 0 0.0012953 0.0012953 0.0064767 0.0012953 0.0051813 0 0.007772 0.010363 iter=47 1.6383 29.581 0 0.032383 0.012953 0.015544 0.015544 0.015544 0.0064767 0 0.0051813 0.0012953 0.0025907 0.0012953 0.0025907 0.0051813 0.0025907 0 0.032383 0.012953 0.015544 0.014249 0.014249 0.007772 0 0.0012953 0.003886 0 0.0012953 0 0.0064767 0.007772 0 0.032383 0.012953 0.015544 0.014249 0.015544 0.007772 0 0.0012953 0.0051813 0 0.003886 0 0.024611 0.0051813 0.0012953 0.032383 0.012953 0.015544 0.014249 0.014249 0.007772 0 0 0.003886 0 0 0 0.003886 0.0025907 0 0.032383 0.012953 0.015544 0.014249 0.014249 0.007772 0 0 0.0051813 0 0.0012953 0.003886 0.007772 0.011658 iter=48 1.454 18.402 0 0.023316 0.011658 0.016839 0.016839 0.014249 0.015544 0.0012953 0.0051813 0.0012953 0 0.0051813 0 0.003886 0.0064767 0 0.023316 0.011658 0.014249 0.018135 0.014249 0.016839 0 0.0012953 0.0012953 0 0.003886 0 0.0090674 0.0012953 0 0.023316 0.011658 0.015544 0.016839 0.014249 0.014249 0 0 0.0012953 0 0.0025907 0 0.0025907 0.0051813 0.0012953 0.023316 0.011658 0.012953 0.018135 0.014249 0.014249 0.003886 0 0.0025907 0 0.0025907 0.0025907 0.0064767 0.0090674 0 0.023316 0.011658 0.012953 0.016839 0.014249 0.014249 0 0 0.0012953 0.0012953 0.0064767 0.0012953 0.003886 0.007772 iter=49 1.2912 17.82 0.0012953 0.064767 0.012953 0.011658 0.010363 0.010363 0.014249 0.0064767 0.0051813 0.003886 0 0.003886 0.0051813 0.0051813 0.003886 0.0025907 0.064767 0.012953 0.010363 0.010363 0.010363 0.012953 0.0064767 0.0051813 0.0012953 0 0.003886 0.0051813 0.016839 0.0064767 0.0012953 0.066062 0.014249 0.010363 0.010363 0.010363 0.011658 0.003886 0 0.0012953 0.007772 0.007772 0.0012953 0 0.007772 0.0012953 0.064767 0.012953 0.010363 0.010363 0.010363 0.014249 0.0051813 0 0.0025907 0 0.003886 0 0.0051813 0.0090674 0.0012953 0.064767 0.012953 0.010363 0.010363 0.012953 0.011658 0.0064767 0.0025907 0.003886 0 0.0051813 0 0.003886 0.0090674 iter=50 1.1479 18.667 0 0 0.010363 0.010363 0.010363 0.007772 0.015544 0.0012953 0.0012953 0 0.003886 0 0 0.010363 0.003886 0 0.0012953 0.010363 0.010363 0.012953 0.007772 0.010363 0.0012953 0.0012953 0.003886 0.0051813 0.0025907 0.0012953 0.007772 0.0051813 0.0012953 0 0.010363 0.010363 0.011658 0.007772 0.012953 0 0.0051813 0.0051813 0.0025907 0 0.0025907 0.0051813 0.0064767 0 0 0.010363 0.010363 0.010363 0.007772 0.0090674 0.0012953 0.0025907 0.0025907 0.003886 0 0 0.0051813 0.0025907 0 0.0012953 0.010363 0.010363 0.011658 0.007772 0.010363 0.0012953 0.0012953 0 0.0051813 0.0012953 0 0.0051813 0.0051813 iter=81 0.11813 0.73689 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0025907 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=82 0.11167 3.2354 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 iter=83 0.10553 1.0921 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0.0025907 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=84 0.09972 1.471 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0.0025907 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 iter=85 0.094206 3.3435 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0.0012953 0.0012953 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 iter=86 0.088979 8.8453 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 iter=87 0.084025 0.81967 0 0 0.003886 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=88 0.079331 3.0121 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.0012953 0 0 0 0 0 0 0 0 0 0 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0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=118 0.013292 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=119 0.012508 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=120 0.011769 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=121 0.011073 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=122 0.010418 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=123 0.0098014 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=124 0.0092208 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=125 0.0086743 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=126 0.0081598 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=127 0.0076756 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=128 0.0072199 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=129 0.0067911 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 iter=130 0.0063875 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 tb_val: V(a,z) value at each state space point zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1:k=-20,b=0 -8.9074 -8.6665 -8.3909 -8.0893 -7.7655 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh2:k=-19.8996,b=0 -8.9074 -8.6665 -8.3909 -8.0893 -7.7655 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh3:k=-19.7993,b=0 -8.9074 -8.6665 -8.3909 -8.0893 -7.7655 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh4:k=-19.6989,b=0 -8.9074 -8.6665 -8.3909 -8.0893 -7.7655 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh5:k=-19.5986,b=0 -8.9074 -8.6665 -8.3909 -8.0893 -7.7655 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh6:k=-19.4982,b=0 -8.8749 -8.6665 -8.3909 -8.0893 -7.7655 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh7:k=-19.3978,b=0 -8.6288 -8.4389 -8.2235 -7.9905 -7.7437 -7.421 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh8:k=-19.2975,b=0 -8.4375 -8.2476 -8.0322 -7.7992 -7.5524 -7.293 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh9:k=-19.1971,b=0 -8.2833 -8.0934 -7.878 -7.645 -7.3982 -7.1388 -5.959 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh10:k=-19.0968,b=0 -8.1556 -7.9657 -7.7503 -7.5173 -7.2705 -7.0111 -5.8445 -5.5131 -5.0478 -4.565 -4.0806 -3.6193 coh11:k=-18.9964,b=0 -8.0476 -7.8577 -7.6423 -7.4093 -7.1624 -6.9031 -5.7364 -5.4119 -5.0478 -4.565 -4.0806 -3.6193 coh12:k=-18.896,b=0 -7.9546 -7.7647 -7.5493 -7.3163 -7.0695 -6.8101 -5.6435 -5.319 -4.9828 -4.565 -4.0806 -3.6193 coh13:k=-18.7957,b=0 -7.8735 -7.6836 -7.4683 -7.2352 -6.9884 -6.729 -5.5624 -5.2379 -4.9017 -4.5576 -4.0806 -3.6193 coh14:k=-18.6953,b=0 -7.802 -7.6055 -7.3787 -7.1363 -6.8832 -6.6207 -5.4909 -5.1664 -4.8301 -4.4861 -4.0806 -3.6193 coh15:k=-18.595,b=0 -7.6568 -7.4604 -7.2404 -7.0037 -6.7539 -6.4924 -5.4272 -5.1026 -4.7664 -4.4224 -4.08 -3.6193 coh16:k=-18.4946,b=0 -7.5285 -7.3329 -7.1136 -6.8793 -6.633 -6.3763 -5.3699 -5.0454 -4.7092 -4.3651 -4.0228 -3.6193 coh17:k=-18.3942,b=0 -7.4074 -7.2158 -7.0009 -6.7689 -6.5241 -6.2699 -5.3181 -4.9936 -4.6574 -4.3133 -3.971 -3.6193 coh18:k=-18.2939,b=0 -7.2988 -7.1086 -6.8942 -6.6647 -6.4242 -6.1732 -5.271 -4.9465 -4.6102 -4.2662 -3.9238 -3.6024 coh19:k=-18.1935,b=0 -7.1983 -7.0105 -6.7994 -6.5718 -6.3315 -6.0817 -5.2278 -4.9033 -4.5671 -4.223 -3.8807 -3.5592 coh20:k=-18.0932,b=0 -7.1048 -6.9186 -6.7097 -6.4846 -6.248 -6.0005 -5.1881 -4.8636 -4.5274 -4.1833 -3.841 -3.5195 coh21:k=-17.9928,b=0 -7.0191 -6.8349 -6.6271 -6.4034 -6.1686 -5.9233 -5.1514 -4.8269 -4.4907 -4.1466 -3.8043 -3.4828 coh22:k=-17.8924,b=0 -6.9381 -6.7549 -6.549 -6.3284 -6.0954 -5.8512 -5.1174 -4.7929 -4.4566 -4.1126 -3.7702 -3.4488 coh23:k=-17.7921,b=0 -6.8643 -6.6825 -6.4776 -6.2569 -6.0252 -5.7839 -5.0857 -4.7612 -4.425 -4.0809 -3.7385 -3.4171 coh24:k=-17.6917,b=0 -6.794 -6.613 -6.4097 -6.1917 -5.9615 -5.7208 -5.0561 -4.7316 -4.3954 -4.0513 -3.7089 -3.3875 coh25:k=-17.5914,b=0 -6.7282 -6.5486 -6.3464 -6.1294 -5.9003 -5.6615 -5.0284 -4.7038 -4.3676 -4.0236 -3.6812 -3.3598 coh26:k=-17.491,b=0 -6.666 -6.4875 -6.2864 -6.0707 -5.8428 -5.6052 -5.0023 -4.6778 -4.3416 -3.9975 -3.6552 -3.3337 coh27:k=-17.3906,b=0 -6.6074 -6.4296 -6.2295 -6.0149 -5.7887 -5.5523 -4.9778 -4.6533 -4.317 -3.973 -3.6306 -3.3092 coh28:k=-17.2903,b=0 -6.5515 -6.3754 -6.1762 -5.9625 -5.7367 -5.5013 -4.9546 -4.6301 -4.2939 -3.9498 -3.6075 -3.286 coh29:k=-17.1899,b=0 -6.4991 -6.3229 -6.1247 -5.912 -5.6885 -5.454 -4.9327 -4.6082 -4.272 -3.9279 -3.5856 -3.2641 coh30:k=-17.0896,b=0 -6.4485 -6.274 -6.077 -5.8652 -5.6418 -5.4083 -4.912 -4.5874 -4.2512 -3.9072 -3.5648 -3.2434 coh31:k=-16.9892,b=0 -6.4013 -6.2273 -6.0307 -5.8197 -5.5978 -5.365 -4.8493 -4.5302 -4.206 -3.8783 -3.5451 -3.2237 coh32:k=-16.8888,b=0 -6.3555 -6.1823 -5.987 -5.7767 -5.5556 -5.3238 -4.7864 -4.4719 -4.1499 -3.8252 -3.5057 -3.2049 coh33:k=-16.7885,b=0 -6.3124 -6.1398 -5.945 -5.7355 -5.515 -5.2839 -4.7271 -4.4155 -4.0971 -3.7749 -3.4574 -3.1503 coh34:k=-16.6881,b=0 -6.2707 -6.0987 -5.9047 -5.6959 -5.4761 -5.2462 -4.6717 -4.3632 -4.0465 -3.7263 -3.4089 -3.075 coh35:k=-16.5878,b=0 -6.2311 -6.0596 -5.8664 -5.6582 -5.439 -5.2096 -4.6179 -4.3125 -3.9984 -3.6794 -3.3573 -2.9918 coh36:k=-16.4874,b=0 -6.1929 -6.022 -5.8292 -5.6215 -5.4029 -5.1742 -4.5679 -4.2643 -3.952 -3.6333 -3.2998 -2.906 coh37:k=-16.387,b=0 -6.1562 -5.9857 -5.7937 -5.5869 -5.3687 -5.1403 -4.5194 -4.2184 -3.9075 -3.5878 -3.2317 -2.8187 coh38:k=-16.2867,b=0 -6.1212 -5.9511 -5.7595 -5.5531 -5.3353 -5.1072 -4.4738 -4.174 -3.8642 -3.5415 -3.1602 -2.7326 coh39:k=-16.1863,b=0 -6.0871 -5.9174 -5.7262 -5.5206 -5.3032 -5.0751 -4.43 -4.1318 -3.8224 -3.4881 -3.0865 -2.6447 coh40:k=-16.086,b=0 -6.0547 -5.8853 -5.6944 -5.489 -5.2718 -5.0189 -4.3889 -4.0908 -3.7805 -3.4281 -3.0118 -2.5564 coh41:k=-15.9856,b=0 -6.0229 -5.8539 -5.6633 -5.458 -5.22 -4.9578 -4.3492 -4.0519 -3.7374 -3.3648 -2.9353 -2.4695 coh42:k=-15.8852,b=0 -5.9927 -5.8238 -5.6335 -5.4084 -5.1585 -4.899 -4.3111 -4.0138 -3.6852 -3.2986 -2.8596 -2.3805 coh43:k=-15.7849,b=0 -5.9631 -5.7945 -5.5821 -5.3458 -5.0991 -4.8424 -4.2737 -3.9742 -3.628 -3.2328 -2.7823 -2.2919 coh44:k=-15.6845,b=0 -5.9193 -5.7315 -5.5182 -5.2852 -5.0412 -4.7875 -4.2372 -3.9272 -3.5691 -3.1655 -2.7046 -2.203 coh45:k=-15.5842,b=0 -5.8529 -5.6677 -5.4573 -5.2275 -4.986 -4.735 -4.1999 -3.8732 -3.5087 -3.0975 -2.6243 -2.1127 coh46:k=-15.4838,b=0 -5.7886 -5.6061 -5.3983 -5.1716 -4.9326 -4.6842 -4.1535 -3.8155 -3.4466 -3.0273 -2.5444 -2.0227 coh47:k=-15.3834,b=0 -5.7266 -5.5466 -5.3411 -5.1174 -4.8809 -4.6348 -4.0974 -3.7571 -3.3842 -2.9575 -2.4642 -1.9332 coh48:k=-15.2831,b=0 -5.6678 -5.49 -5.2866 -5.0658 -4.8314 -4.5874 -4.0398 -3.6983 -3.3224 -2.8867 -2.3821 -1.8425 coh49:k=-15.1827,b=0 -5.6108 -5.4351 -5.2338 -5.0156 -4.7833 -4.5413 -3.9824 -3.6403 -3.2597 -2.815 -2.3004 -1.7524 coh50:k=-15.0824,b=0 -5.5556 -5.3819 -5.1827 -4.9668 -4.7367 -4.4965 -3.9259 -3.5831 -3.1973 -2.7434 -2.2195 -1.6644 coh723:k=52.3596,b=0 15.056 15.099 15.151 15.207 15.269 15.337 15.679 15.787 15.903 16.028 16.158 16.286 coh724:k=52.46,b=0 15.065 15.109 15.16 15.216 15.278 15.346 15.687 15.795 15.911 16.035 16.165 16.293 coh725:k=52.5603,b=0 15.074 15.118 15.169 15.226 15.287 15.355 15.695 15.803 15.919 16.043 16.173 16.301 coh726:k=52.6607,b=0 15.084 15.127 15.178 15.235 15.296 15.364 15.704 15.811 15.926 16.051 16.18 16.308 coh727:k=52.7611,b=0 15.093 15.137 15.188 15.244 15.305 15.372 15.712 15.819 15.934 16.058 16.188 16.315 coh728:k=52.8614,b=0 15.102 15.146 15.197 15.253 15.314 15.381 15.72 15.827 15.942 16.066 16.195 16.323 coh729:k=52.9618,b=0 15.112 15.155 15.206 15.262 15.323 15.39 15.728 15.835 15.95 16.074 16.203 16.33 coh730:k=53.0621,b=0 15.121 15.164 15.215 15.271 15.332 15.399 15.736 15.843 15.958 16.081 16.21 16.337 coh731:k=53.1625,b=0 15.13 15.174 15.224 15.28 15.341 15.408 15.744 15.851 15.965 16.089 16.218 16.344 coh732:k=53.2629,b=0 15.14 15.183 15.233 15.289 15.35 15.416 15.753 15.859 15.973 16.096 16.225 16.351 coh733:k=53.3632,b=0 15.149 15.192 15.243 15.298 15.359 15.425 15.761 15.866 15.981 16.104 16.232 16.359 coh734:k=53.4636,b=0 15.158 15.201 15.252 15.307 15.368 15.434 15.769 15.874 15.989 16.112 16.24 16.366 coh735:k=53.5639,b=0 15.168 15.21 15.261 15.316 15.377 15.443 15.777 15.882 15.997 16.119 16.247 16.373 coh736:k=53.6643,b=0 15.177 15.22 15.27 15.325 15.385 15.451 15.785 15.89 16.004 16.127 16.254 16.38 coh737:k=53.7647,b=0 15.186 15.229 15.279 15.334 15.394 15.46 15.793 15.898 16.012 16.134 16.262 16.387 coh738:k=53.865,b=0 15.195 15.238 15.288 15.343 15.403 15.469 15.801 15.906 16.02 16.142 16.269 16.394 coh739:k=53.9654,b=0 15.204 15.247 15.297 15.352 15.412 15.478 15.809 15.914 16.027 16.149 16.276 16.401 coh740:k=54.0657,b=0 15.213 15.256 15.306 15.361 15.421 15.486 15.817 15.922 16.035 16.157 16.284 16.409 coh741:k=54.1661,b=0 15.223 15.265 15.315 15.37 15.429 15.495 15.825 15.93 16.043 16.164 16.291 16.416 coh742:k=54.2665,b=0 15.232 15.274 15.324 15.378 15.438 15.504 15.833 15.937 16.05 16.172 16.298 16.423 coh743:k=54.3668,b=0 15.241 15.283 15.333 15.387 15.447 15.512 15.841 15.945 16.058 16.179 16.306 16.43 coh744:k=54.4672,b=0 15.25 15.292 15.342 15.396 15.456 15.521 15.849 15.953 16.066 16.187 16.313 16.437 coh745:k=54.5675,b=0 15.259 15.301 15.351 15.405 15.464 15.529 15.857 15.961 16.073 16.194 16.32 16.443 coh746:k=54.6679,b=0 15.265 15.307 15.357 15.411 15.47 15.535 15.865 15.969 16.081 16.201 16.327 16.45 coh747:k=54.7683,b=0 15.266 15.308 15.357 15.412 15.472 15.539 15.873 15.976 16.089 16.209 16.334 16.457 coh748:k=54.8686,b=0 15.271 15.314 15.364 15.42 15.481 15.548 15.881 15.984 16.096 16.216 16.341 16.464 coh749:k=54.969,b=0 15.28 15.323 15.373 15.429 15.49 15.556 15.889 15.992 16.104 16.224 16.348 16.471 coh750:k=55.0693,b=0 15.289 15.332 15.382 15.438 15.498 15.565 15.896 16 16.111 16.231 16.356 16.478 coh751:k=55.1697,b=0 15.298 15.341 15.391 15.446 15.507 15.573 15.904 16.007 16.119 16.238 16.363 16.485 coh752:k=55.2701,b=0 15.307 15.349 15.4 15.455 15.515 15.582 15.912 16.015 16.126 16.246 16.37 16.492 coh753:k=55.3704,b=0 15.316 15.358 15.408 15.464 15.524 15.59 15.92 16.023 16.134 16.253 16.377 16.498 coh754:k=55.4708,b=0 15.324 15.367 15.417 15.472 15.532 15.598 15.928 16.03 16.141 16.26 16.384 16.504 coh755:k=55.5711,b=0 15.333 15.376 15.426 15.481 15.541 15.607 15.936 16.038 16.149 16.268 16.391 16.51 coh756:k=55.6715,b=0 15.342 15.385 15.435 15.49 15.55 15.615 15.944 16.046 16.156 16.275 16.397 16.515 coh757:k=55.7719,b=0 15.351 15.394 15.443 15.498 15.558 15.624 15.951 16.053 16.164 16.282 16.404 16.522 coh758:k=55.8722,b=0 15.36 15.402 15.452 15.507 15.566 15.632 15.959 16.061 16.171 16.289 16.41 16.528 coh759:k=55.9726,b=0 15.369 15.411 15.461 15.515 15.575 15.64 15.967 16.069 16.179 16.296 16.417 16.535 coh760:k=56.0729,b=0 15.378 15.42 15.469 15.524 15.583 15.649 15.975 16.076 16.186 16.303 16.424 16.542 coh761:k=56.1733,b=0 15.386 15.429 15.478 15.532 15.592 15.657 15.983 16.084 16.193 16.31 16.432 16.549 coh762:k=56.2737,b=0 15.395 15.437 15.487 15.541 15.6 15.665 15.99 16.091 16.201 16.318 16.439 16.556 coh763:k=56.374,b=0 15.397 15.439 15.489 15.543 15.602 15.667 15.992 16.093 16.203 16.319 16.44 16.557 coh764:k=56.4744,b=0 15.398 15.44 15.489 15.544 15.603 15.668 15.993 16.094 16.203 16.32 16.441 16.558 coh765:k=56.5747,b=0 15.398 15.44 15.49 15.544 15.603 15.668 15.993 16.094 16.204 16.32 16.441 16.558 coh766:k=56.6751,b=0 15.399 15.441 15.49 15.545 15.604 15.669 15.994 16.095 16.204 16.321 16.442 16.563 coh767:k=56.7755,b=0 15.399 15.441 15.491 15.545 15.604 15.669 15.994 16.095 16.205 16.323 16.448 16.57 coh768:k=56.8758,b=0 15.4 15.442 15.491 15.546 15.605 15.67 15.996 16.099 16.211 16.33 16.455 16.577 coh769:k=56.9762,b=0 15.4 15.442 15.492 15.547 15.607 15.673 16.004 16.107 16.218 16.337 16.462 16.584 coh770:k=57.0765,b=0 15.407 15.45 15.5 15.555 15.615 15.681 16.012 16.114 16.225 16.344 16.469 16.59 coh771:k=57.1769,b=0 15.416 15.458 15.508 15.563 15.624 15.69 16.019 16.122 16.233 16.352 16.475 16.596 coh772:k=57.2773,b=0 15.424 15.467 15.517 15.572 15.632 15.698 16.027 16.129 16.24 16.359 16.482 16.601 tb_pol_a: optimal safe savings choice for each state space point zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1:k=-20,b=0 -2.1082 -2.1082 -2.5257 -3.3607 -3.7783 -4.6133 -6.8484 -8.5185 -8.5185 -10.189 -13.111 -14.781 coh2:k=-19.8996,b=0 -2.1082 -2.1082 -2.5257 -3.3607 -3.7783 -4.6133 -6.8414 -8.5115 -8.5115 -10.182 -13.104 -14.774 coh3:k=-19.7993,b=0 -2.1082 -2.1082 -2.5257 -3.3607 -3.7783 -4.6133 -6.8343 -8.5045 -8.5045 -10.175 -13.097 -14.767 coh4:k=-19.6989,b=0 -2.1082 -2.1082 -2.5257 -3.3607 -3.7783 -4.6133 -6.8273 -8.4974 -8.4974 -10.168 -13.09 -14.76 coh5:k=-19.5986,b=0 -2.1082 -2.1082 -2.5257 -3.3607 -3.7783 -4.6133 -6.8203 -8.4904 -8.4904 -10.161 -13.083 -14.753 coh6:k=-19.4982,b=0 -20.499 -2.1082 -2.5257 -3.3607 -3.7783 -4.6133 -6.8133 -8.4834 -8.4834 -10.154 -13.076 -14.746 coh7:k=-19.3978,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -4.6133 -6.8062 -8.4764 -8.4764 -10.146 -13.069 -14.739 coh8:k=-19.2975,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -6.7992 -8.4693 -8.4693 -10.139 -13.062 -14.732 coh9:k=-19.1971,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -6.7922 -8.4623 -8.4623 -10.132 -13.055 -14.725 coh10:k=-19.0968,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.876 -8.4553 -8.4553 -10.125 -13.048 -14.718 coh11:k=-18.9964,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -8.4483 -10.118 -13.041 -14.711 coh12:k=-18.896,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -21.869 -10.111 -13.034 -14.704 coh13:k=-18.7957,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -21.869 -21.869 -13.027 -14.697 coh14:k=-18.6953,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -21.869 -21.869 -13.02 -14.69 coh15:k=-18.595,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.868 -21.868 -21.868 -21.868 -21.868 -14.683 coh16:k=-18.4946,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.868 -21.868 -21.868 -21.868 -21.868 -14.676 coh17:k=-18.3942,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.868 -21.868 -21.868 -21.868 -21.868 -14.669 coh18:k=-18.2939,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.868 -21.868 -21.868 -21.868 -21.868 -21.868 coh19:k=-18.1935,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.868 -21.868 -21.868 -21.868 -21.868 -21.868 coh20:k=-18.0932,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.865 -21.865 -21.865 -21.865 -21.865 -21.865 coh21:k=-17.9928,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.857 -21.857 -21.857 -21.857 -21.857 -21.857 coh22:k=-17.8924,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.85 -21.85 -21.85 -21.85 -21.85 -21.85 coh23:k=-17.7921,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.843 -21.843 -21.843 -21.843 -21.843 -21.843 coh24:k=-17.6917,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.836 -21.836 -21.836 -21.836 -21.836 -21.836 coh25:k=-17.5914,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.829 -21.829 -21.829 -21.829 -21.829 -21.829 coh26:k=-17.491,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh27:k=-17.3906,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh28:k=-17.2903,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh29:k=-17.1899,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh30:k=-17.0896,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh31:k=-16.9892,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.823 -21.823 -21.823 -21.823 -21.822 -21.822 coh32:k=-16.8888,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.823 -21.823 -21.823 -21.823 -21.823 -21.822 coh33:k=-16.7885,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.823 -21.823 -21.823 -21.823 -21.823 -21.823 coh34:k=-16.6881,b=0 -20.498 -20.498 -20.499 -20.499 -20.499 -20.499 -21.823 -21.823 -21.823 -21.823 -21.823 -21.823 coh35:k=-16.5878,b=0 -20.498 -20.498 -20.499 -20.499 -20.499 -20.499 -21.819 -21.819 -21.819 -21.819 -21.819 -21.819 coh36:k=-16.4874,b=0 -20.498 -20.498 -20.498 -20.498 -20.498 -20.498 -21.812 -21.812 -21.812 -21.812 -21.812 -21.812 coh37:k=-16.387,b=0 -20.498 -20.498 -20.498 -20.498 -20.498 -20.498 -21.805 -21.805 -21.805 -21.805 -21.805 -21.805 coh38:k=-16.2867,b=0 -20.498 -20.498 -20.498 -20.498 -20.498 -20.498 -21.798 -21.798 -21.798 -21.798 -21.798 -21.797 coh39:k=-16.1863,b=0 -20.498 -20.498 -20.498 -20.498 -20.498 -20.498 -21.791 -21.791 -21.791 -21.791 -21.79 -21.79 coh40:k=-16.086,b=0 -20.498 -20.498 -20.498 -20.498 -20.498 -20.497 -21.784 -21.784 -21.784 -21.783 -21.783 -21.783 coh41:k=-15.9856,b=0 -20.498 -20.498 -20.498 -20.498 -20.497 -20.497 -21.778 -21.778 -21.777 -21.777 -21.777 -21.777 coh42:k=-15.8852,b=0 -20.481 -20.498 -20.498 -20.497 -20.497 -20.497 -21.778 -21.778 -21.777 -21.777 -21.777 -21.777 coh43:k=-15.7849,b=0 -20.463 -20.498 -20.183 -20.497 -20.497 -20.497 -21.778 -21.777 -21.777 -21.777 -21.777 -21.777 coh44:k=-15.6845,b=0 -19.319 -19.632 -20.135 -20.497 -20.497 -20.497 -21.777 -21.777 -21.777 -21.777 -21.777 -21.776 coh45:k=-15.5842,b=0 -19.247 -19.567 -20.044 -20.497 -20.497 -20.497 -21.777 -21.777 -21.777 -21.777 -21.776 -21.776 coh46:k=-15.4838,b=0 -19.174 -19.501 -19.969 -20.477 -20.497 -20.497 -21.777 -21.777 -21.777 -21.776 -21.776 -21.776 coh47:k=-15.3834,b=0 -19.098 -19.432 -19.914 -20.433 -20.497 -20.497 -21.777 -21.776 -21.776 -21.776 -21.776 -21.776 coh48:k=-15.2831,b=0 -19.02 -19.361 -19.856 -20.342 -20.497 -20.497 -21.776 -21.776 -21.776 -21.776 -21.776 -21.776 coh49:k=-15.1827,b=0 -18.962 -19.289 -19.797 -20.271 -20.497 -20.497 -21.776 -21.776 -21.776 -21.776 -21.776 -21.776 coh50:k=-15.0824,b=0 -18.93 -19.215 -19.736 -20.22 -20.497 -20.497 -21.772 -21.772 -21.772 -21.772 -21.772 -21.772 coh723:k=52.3596,b=0 47.576 46.159 46.159 46.159 44.743 44.743 37.782 36.396 33.624 32.237 28.079 25.307 coh724:k=52.46,b=0 47.671 46.252 46.252 46.252 44.833 44.833 37.862 36.475 33.699 32.311 28.147 25.371 coh725:k=52.5603,b=0 47.765 46.344 46.344 46.344 44.924 44.924 37.943 36.553 33.774 32.384 28.214 25.434 coh726:k=52.6607,b=0 47.859 46.437 46.437 46.437 45.014 45.014 38.024 36.632 33.849 32.457 28.282 25.498 coh727:k=52.7611,b=0 47.954 46.529 46.529 46.529 45.105 45.105 38.105 36.711 33.924 32.53 28.349 25.561 coh728:k=52.8614,b=0 48.048 46.622 46.622 46.622 45.195 45.195 38.186 36.79 33.999 32.603 29.276 25.625 coh729:k=52.9618,b=0 48.143 46.714 46.714 46.714 45.286 45.286 38.267 36.869 34.074 32.676 29.881 25.689 coh730:k=53.0621,b=0 48.237 46.807 46.807 46.807 45.376 45.376 38.347 36.948 34.149 32.75 29.951 25.752 coh731:k=53.1625,b=0 48.332 46.899 46.899 46.899 45.467 45.467 38.428 37.027 34.744 32.823 30.02 25.816 coh732:k=53.2629,b=0 48.426 46.991 46.991 46.991 45.557 45.557 38.509 37.106 35.702 32.896 30.089 25.879 coh733:k=53.3632,b=0 48.52 47.084 47.084 47.084 45.647 45.647 38.59 37.185 35.779 32.969 30.158 25.943 coh734:k=53.4636,b=0 48.615 47.176 47.176 47.176 45.738 45.738 38.671 37.264 35.856 33.042 30.228 26.006 coh735:k=53.5639,b=0 48.709 47.269 47.269 47.269 45.828 45.828 38.752 37.343 35.933 33.115 30.297 26.07 coh736:k=53.6643,b=0 48.804 47.361 47.361 47.361 45.919 45.919 38.832 37.421 36.01 33.188 30.366 26.133 coh737:k=53.7647,b=0 48.898 47.454 47.454 47.454 46.009 46.009 38.913 37.5 36.087 33.262 30.436 26.197 coh738:k=53.865,b=0 48.993 47.546 47.546 47.546 46.1 46.1 38.994 37.579 36.164 33.335 30.505 26.26 coh739:k=53.9654,b=0 49.087 47.639 47.639 47.639 46.19 46.19 39.075 37.658 36.241 33.408 30.574 26.324 coh740:k=54.0657,b=0 49.181 47.731 47.731 47.731 46.281 46.281 39.156 37.737 36.318 33.481 30.644 26.387 coh741:k=54.1661,b=0 49.276 47.824 47.824 47.824 46.371 46.371 39.237 37.816 36.395 33.554 30.713 26.451 coh742:k=54.2665,b=0 49.37 47.916 47.916 47.916 46.462 46.462 39.318 37.895 36.472 33.627 30.782 27.184 coh743:k=54.3668,b=0 49.465 48.008 48.008 48.008 46.552 46.552 39.398 37.974 36.549 33.7 30.851 28.002 coh744:k=54.4672,b=0 49.559 48.101 48.101 48.101 46.643 46.643 39.479 38.053 36.626 33.774 30.921 28.068 coh745:k=54.5675,b=0 49.653 48.193 48.193 48.193 46.733 46.733 39.56 38.132 36.703 33.847 30.99 28.133 coh746:k=54.6679,b=0 49.749 48.287 48.287 48.287 46.826 46.826 39.641 38.211 36.78 33.92 31.059 28.199 coh747:k=54.7683,b=0 49.845 48.384 48.384 48.384 45.45 45.45 39.81 38.29 36.857 33.993 31.129 28.264 coh748:k=54.8686,b=0 48.407 46.973 46.973 46.973 45.539 45.539 41.208 38.368 36.934 34.066 31.198 28.33 coh749:k=54.969,b=0 48.499 47.063 47.063 47.063 45.627 45.627 41.319 38.447 37.011 34.139 31.267 28.395 coh750:k=55.0693,b=0 48.592 47.154 47.154 47.154 45.716 45.716 41.402 38.526 37.088 34.212 31.337 28.461 coh751:k=55.1697,b=0 48.684 47.244 47.244 47.244 45.804 45.804 41.485 38.605 37.165 34.286 31.406 28.526 coh752:k=55.2701,b=0 48.777 47.335 47.335 47.335 45.893 45.893 41.568 38.684 37.242 34.359 31.475 28.592 coh753:k=55.3704,b=0 48.869 47.425 47.425 47.425 45.982 45.982 41.65 38.763 37.319 34.432 31.544 29.482 coh754:k=55.4708,b=0 48.961 47.516 47.516 47.516 46.07 46.07 41.733 38.842 37.396 34.505 32.321 30.168 coh755:k=55.5711,b=0 49.054 47.606 47.606 47.606 46.159 46.159 41.816 38.921 37.473 34.578 33.131 30.235 coh756:k=55.6715,b=0 49.146 47.697 47.697 47.697 46.247 46.247 41.899 39 37.55 34.651 33.202 29.831 coh757:k=55.7719,b=0 49.238 47.787 47.787 47.787 46.336 46.336 41.981 39.079 37.627 34.724 32.919 28.919 coh758:k=55.8722,b=0 49.331 47.877 47.877 47.877 46.424 46.424 42.064 39.158 37.704 34.798 31.891 28.984 coh759:k=55.9726,b=0 49.423 47.968 47.968 47.968 46.513 46.513 42.147 39.236 37.781 34.871 31.96 29.05 coh760:k=56.0729,b=0 49.516 48.058 48.058 48.058 46.601 46.601 42.23 39.315 37.858 34.944 32.03 29.115 coh761:k=56.1733,b=0 49.608 48.149 48.149 48.149 46.69 46.69 42.312 39.394 37.935 35.017 32.099 29.181 coh762:k=56.2737,b=0 49.7 48.239 48.239 48.239 46.778 46.778 42.395 39.473 38.012 35.09 32.168 29.246 coh763:k=56.374,b=0 49.794 48.333 48.333 48.333 46.872 46.872 42.487 39.565 38.103 35.181 32.258 29.335 coh764:k=56.4744,b=0 49.889 48.427 48.427 48.427 46.966 46.966 42.582 39.659 38.198 35.275 32.352 29.43 coh765:k=56.5747,b=0 49.983 48.522 48.522 48.522 47.06 47.06 42.676 39.754 38.292 35.369 32.447 29.524 coh766:k=56.6751,b=0 50.077 48.616 48.616 48.616 47.155 47.155 42.771 39.848 38.387 35.464 32.541 28.398 coh767:k=56.7755,b=0 50.172 48.71 48.71 48.71 47.249 47.249 42.865 39.942 38.481 34.214 31.338 28.462 coh768:k=56.8758,b=0 50.266 48.805 48.805 48.805 47.343 47.343 41.485 38.605 37.165 34.285 31.406 28.526 coh769:k=56.9762,b=0 50.361 48.899 48.899 47.332 45.891 45.891 41.565 38.682 37.24 34.357 31.473 28.59 coh770:k=57.0765,b=0 48.865 47.421 47.421 47.421 45.977 45.977 41.646 38.759 37.316 34.428 31.541 29.415 coh771:k=57.1769,b=0 48.955 47.509 47.509 47.509 46.064 46.064 41.727 38.836 37.391 34.5 32.223 30.163 coh772:k=57.2773,b=0 49.045 47.598 47.598 47.598 46.15 46.15 41.808 38.914 37.466 34.571 33.124 30.229 tb_pol_k: optimal risky investment choice for each state space point zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1:k=-20,b=0 2.0567 2.0567 2.4641 3.2788 3.6861 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh2:k=-19.8996,b=0 2.0567 2.0567 2.4641 3.2788 3.6861 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh3:k=-19.7993,b=0 2.0567 2.0567 2.4641 3.2788 3.6861 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh4:k=-19.6989,b=0 2.0567 2.0567 2.4641 3.2788 3.6861 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh5:k=-19.5986,b=0 2.0567 2.0567 2.4641 3.2788 3.6861 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh6:k=-19.4982,b=0 5.018e-07 2.0567 2.4641 3.2788 3.6861 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh7:k=-19.3978,b=0 6.0216e-07 6.0216e-07 6.0216e-07 6.0216e-07 6.0216e-07 4.5008 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh8:k=-19.2975,b=0 7.0252e-07 7.0252e-07 7.0252e-07 7.0252e-07 7.0252e-07 7.0252e-07 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh9:k=-19.1971,b=0 8.0288e-07 8.0288e-07 8.0288e-07 8.0288e-07 8.0288e-07 8.0288e-07 5.3155 6.9449 6.9449 8.5743 11.426 13.055 coh10:k=-19.0968,b=0 9.0324e-07 9.0324e-07 9.0324e-07 9.0324e-07 9.0324e-07 9.0324e-07 9.0324e-07 6.9449 6.9449 8.5743 11.426 13.055 coh11:k=-18.9964,b=0 1.0036e-06 1.0036e-06 1.0036e-06 1.0036e-06 1.0036e-06 1.0036e-06 1.0036e-06 1.0036e-06 6.9449 8.5743 11.426 13.055 coh12:k=-18.896,b=0 1.104e-06 1.104e-06 1.104e-06 1.104e-06 1.104e-06 1.104e-06 1.104e-06 1.104e-06 1.104e-06 8.5743 11.426 13.055 coh13:k=-18.7957,b=0 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 1.2043e-06 11.426 13.055 coh14:k=-18.6953,b=0 1.3047e-06 0.53223 0.50568 0.50568 0.50568 0.50568 1.3047e-06 1.3047e-06 1.3047e-06 1.3047e-06 11.426 13.055 coh15:k=-18.595,b=0 0.60176 0.60176 0.60176 0.57317 0.54458 0.51599 1.405e-06 1.405e-06 1.405e-06 1.405e-06 1.405e-06 13.055 coh16:k=-18.4946,b=0 0.64474 0.61411 0.61411 0.61411 0.58348 0.58348 1.5054e-06 1.5054e-06 1.5054e-06 1.5054e-06 1.5054e-06 13.055 coh17:k=-18.3942,b=0 0.68772 0.68772 0.68772 0.62238 0.62238 0.62238 1.6058e-06 1.6058e-06 1.6058e-06 1.6058e-06 1.6058e-06 13.055 coh18:k=-18.2939,b=0 0.73071 0.69599 0.69599 0.69599 0.69599 0.66128 1.7061e-06 1.7061e-06 1.7061e-06 1.7061e-06 1.7061e-06 1.7061e-06 coh19:k=-18.1935,b=0 0.77369 0.77369 0.73693 0.70018 0.70018 0.70018 1.8065e-06 1.8065e-06 1.8065e-06 1.8065e-06 1.8065e-06 1.8065e-06 coh20:k=-18.0932,b=0 0.81667 0.81667 0.81667 0.77787 0.77787 0.73908 1.9068e-06 1.9068e-06 1.9068e-06 1.9068e-06 1.9068e-06 1.9068e-06 coh21:k=-17.9928,b=0 0.9005 0.85966 0.81881 0.81881 0.81881 0.77797 2.0072e-06 2.0072e-06 2.0072e-06 2.0072e-06 2.0072e-06 2.0072e-06 coh22:k=-17.8924,b=0 0.90264 0.90264 0.90264 0.90264 0.85976 0.81687 2.1076e-06 2.1076e-06 2.1076e-06 2.1076e-06 2.1076e-06 2.1076e-06 coh23:k=-17.7921,b=0 0.99055 0.94562 0.9007 0.9007 0.9007 0.9007 2.2079e-06 2.2079e-06 2.2079e-06 2.2079e-06 2.2079e-06 2.2079e-06 coh24:k=-17.6917,b=0 0.9886 0.9886 0.9886 0.9886 0.94164 0.89467 2.3083e-06 2.3083e-06 2.3083e-06 2.3083e-06 2.3083e-06 2.3083e-06 coh25:k=-17.5914,b=0 1.0806 1.0316 1.0316 0.98258 0.98258 0.98258 2.4086e-06 2.4086e-06 2.4086e-06 2.4086e-06 2.4086e-06 2.4086e-06 coh26:k=-17.491,b=0 1.1256 1.0746 1.0746 1.0235 1.0235 1.0235 2.509e-06 2.509e-06 2.509e-06 2.509e-06 2.509e-06 2.509e-06 coh27:k=-17.3906,b=0 1.1706 1.1176 1.1176 1.1176 1.0645 1.0645 2.6094e-06 2.6094e-06 2.6094e-06 2.6094e-06 2.6094e-06 2.6094e-06 coh28:k=-17.2903,b=0 1.2157 1.1605 1.1605 1.1054 1.1054 1.1054 2.7097e-06 2.7097e-06 2.7097e-06 2.7097e-06 2.7097e-06 2.7097e-06 coh29:k=-17.1899,b=0 1.2607 1.2035 1.2035 1.2035 1.2035 1.1463 2.8101e-06 2.8101e-06 2.8101e-06 2.8101e-06 2.8101e-06 2.8101e-06 coh30:k=-17.0896,b=0 1.3057 1.3057 1.2465 1.2465 1.1873 1.1873 2.9104e-06 2.9104e-06 2.9104e-06 2.9104e-06 2.9104e-06 2.9104e-06 coh31:k=-16.9892,b=0 1.3507 1.2895 1.2895 1.2895 1.2895 1.2282 1.657 1.5958 1.5345 1.4733 3.0108e-06 3.0108e-06 coh32:k=-16.8888,b=0 1.3958 1.3958 1.3325 1.3325 1.3325 1.2692 1.7123 1.649 1.5857 1.5224 1.4591 3.1112e-06 coh33:k=-16.7885,b=0 1.4408 1.4408 1.3754 1.3754 1.3754 1.3101 1.7022 1.7022 1.6368 1.5715 1.5061 1.9636 coh34:k=-16.6881,b=0 1.4858 1.4858 1.4184 1.4184 1.4184 1.351 1.7554 1.688 1.688 1.6206 1.688 2.1597 coh35:k=-16.5878,b=0 1.5308 1.5308 1.4614 1.4614 1.4614 1.392 1.8086 1.8086 1.7391 1.7391 1.878 2.2946 coh36:k=-16.4874,b=0 1.5759 1.5759 1.5044 1.5044 1.5044 1.5044 1.8618 1.7903 1.7903 1.7903 2.1476 2.362 coh37:k=-16.387,b=0 1.6209 1.6209 1.6209 1.5474 1.5474 1.5474 1.9149 1.8414 1.8414 1.9149 2.356 2.503 coh38:k=-16.2867,b=0 1.6659 1.6659 1.6659 1.5904 1.5904 1.5904 1.9681 1.8926 1.8926 2.0437 2.4215 2.5726 coh39:k=-16.1863,b=0 1.7109 1.7109 1.7109 1.7109 1.6333 1.6333 2.0213 1.9437 1.9437 2.3317 2.5645 2.7197 coh40:k=-16.086,b=0 1.756 1.756 1.756 1.756 1.756 2.5524 2.0745 1.9949 2.0745 2.5524 2.7116 2.7913 coh41:k=-15.9856,b=0 1.801 1.801 1.801 1.801 2.6178 2.6178 2.1277 2.046 2.2911 2.6178 2.7812 2.9445 coh42:k=-15.8852,b=0 1.8295 1.846 1.846 2.767 2.6832 2.6832 2.1809 2.1809 2.5995 2.767 2.9344 3.0181 coh43:k=-15.7849,b=0 1.8571 1.891 2.5282 2.8345 2.7487 2.7487 2.2341 2.3199 2.7487 2.8345 3.006 3.0918 coh44:k=-15.6845,b=0 1.841 2.1458 2.5489 2.9019 2.8141 2.8141 2.2873 2.8141 2.9019 2.9898 3.1654 3.2532 coh45:k=-15.5842,b=0 1.8403 2.1521 2.5279 2.9694 2.8796 2.8796 2.5202 2.8796 2.9694 3.1491 3.239 3.3288 coh46:k=-15.4838,b=0 1.838 2.1569 2.5218 3.0171 2.945 2.945 3.0369 3.0369 3.1288 3.2207 3.3126 3.4045 coh47:k=-15.3834,b=0 1.8338 2.1598 2.5356 3.042 3.0105 3.0105 3.1044 3.1983 3.1983 3.2923 3.4801 3.4801 coh48:k=-15.2831,b=0 1.8271 2.1602 2.5467 3.021 3.0759 3.0759 3.2679 3.2679 3.2679 3.4598 3.5558 3.6518 coh49:k=-15.1827,b=0 1.8405 2.159 2.5565 3.0188 3.1414 3.1414 3.3374 3.3374 3.4354 3.5334 3.6314 3.7295 coh50:k=-15.0824,b=0 1.8784 2.1562 2.5648 3.0367 3.2068 3.2068 3.4069 3.4069 3.507 3.607 3.7071 3.8072 coh723:k=52.3596,b=0 1.4501 2.8324 2.8324 2.8324 4.2146 4.2146 9.532 10.884 13.589 14.941 18.998 21.702 coh724:k=52.46,b=0 1.4521 2.8363 2.8363 2.8363 4.2205 4.2205 9.5452 10.899 13.608 14.962 19.024 21.732 coh725:k=52.5603,b=0 1.4541 2.8402 2.8402 2.8402 4.2263 4.2263 9.5585 10.914 13.626 14.982 19.05 21.762 coh726:k=52.6607,b=0 1.4561 2.8441 2.8441 2.8441 4.2321 4.2321 9.5717 10.93 13.645 15.003 19.077 21.792 coh727:k=52.7611,b=0 1.4582 2.8481 2.8481 2.8481 4.238 4.238 9.5849 10.945 13.664 15.024 19.103 21.823 coh728:k=52.8614,b=0 1.4602 2.852 2.852 2.852 4.2438 4.2438 9.5981 10.96 13.683 15.045 18.291 21.853 coh729:k=52.9618,b=0 1.4622 2.8559 2.8559 2.8559 4.2497 4.2497 9.6113 10.975 13.702 15.065 17.792 21.883 coh730:k=53.0621,b=0 1.4642 2.8599 2.8599 2.8599 4.2555 4.2555 9.6246 10.99 13.721 15.086 17.817 21.913 coh731:k=53.1625,b=0 1.4662 2.8638 2.8638 2.8638 4.2614 4.2614 9.6378 11.005 13.233 15.107 17.841 21.943 coh732:k=53.2629,b=0 1.4682 2.8677 2.8677 2.8677 4.2672 4.2672 9.651 11.02 12.389 15.127 17.866 21.973 coh733:k=53.3632,b=0 1.4702 2.8716 2.8716 2.8716 4.2731 4.2731 9.6642 11.035 12.406 15.148 17.89 22.003 coh734:k=53.4636,b=0 1.4722 2.8756 2.8756 2.8756 4.2789 4.2789 9.6774 11.05 12.423 15.169 17.915 22.033 coh735:k=53.5639,b=0 1.4743 2.8795 2.8795 2.8795 4.2848 4.2848 9.6907 11.065 12.44 15.19 17.939 22.063 coh736:k=53.6643,b=0 1.4763 2.8834 2.8834 2.8834 4.2906 4.2906 9.7039 11.08 12.457 15.21 17.964 22.093 coh737:k=53.7647,b=0 1.4783 2.8874 2.8874 2.8874 4.2965 4.2965 9.7171 11.096 12.474 15.231 17.988 22.124 coh738:k=53.865,b=0 1.4803 2.8913 2.8913 2.8913 4.3023 4.3023 9.7303 11.111 12.491 15.252 18.013 22.154 coh739:k=53.9654,b=0 1.4823 2.8952 2.8952 2.8952 4.3081 4.3081 9.7435 11.126 12.508 15.273 18.037 22.184 coh740:k=54.0657,b=0 1.4843 2.8991 2.8991 2.8991 4.314 4.314 9.7568 11.141 12.525 15.293 18.061 22.214 coh741:k=54.1661,b=0 1.4863 2.9031 2.9031 2.9031 4.3198 4.3198 9.77 11.156 12.542 15.314 18.086 22.244 coh742:k=54.2665,b=0 1.4883 2.907 2.907 2.907 4.3257 4.3257 9.7832 11.171 12.559 15.335 18.11 21.62 coh743:k=54.3668,b=0 1.4903 2.9109 2.9109 2.9109 4.3315 4.3315 9.7964 11.186 12.576 15.355 18.135 20.914 coh744:k=54.4672,b=0 1.4924 2.9149 2.9149 2.9149 4.3374 4.3374 9.8096 11.201 12.593 15.376 18.159 20.943 coh745:k=54.5675,b=0 1.4944 2.9188 2.9188 2.9188 4.3432 4.3432 9.8229 11.216 12.61 15.397 18.184 20.971 coh746:k=54.6679,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 9.8361 11.231 12.627 15.418 18.208 20.999 coh747:k=54.7683,b=0 1.4957 2.9214 2.9214 2.9214 4.2603 4.2603 9.7631 11.247 12.644 15.438 18.233 21.027 coh748:k=54.8686,b=0 1.4678 2.8669 2.8669 2.8669 4.2661 4.2661 8.4916 11.262 12.661 15.459 18.257 21.055 coh749:k=54.969,b=0 1.4698 2.8708 2.8708 2.8708 4.2718 4.2718 8.4748 11.277 12.678 15.48 18.282 21.084 coh750:k=55.0693,b=0 1.4717 2.8746 2.8746 2.8746 4.2775 4.2775 8.4861 11.292 12.695 15.5 18.306 21.112 coh751:k=55.1697,b=0 1.4737 2.8785 2.8785 2.8785 4.2832 4.2832 8.4974 11.307 12.712 15.521 18.331 21.14 coh752:k=55.2701,b=0 1.4757 2.8823 2.8823 2.8823 4.2889 4.2889 8.5088 11.322 12.729 15.542 18.355 21.168 coh753:k=55.3704,b=0 1.4777 2.8861 2.8861 2.8861 4.2946 4.2946 8.5201 11.337 12.746 15.563 18.38 20.392 coh754:k=55.4708,b=0 1.4796 2.89 2.89 2.89 4.3004 4.3004 8.5315 11.352 12.763 15.583 17.714 19.814 coh755:k=55.5711,b=0 1.4816 2.8938 2.8938 2.8938 4.3061 4.3061 8.5428 11.367 12.78 15.604 17.016 19.841 coh756:k=55.6715,b=0 1.4836 2.8977 2.8977 2.8977 4.3118 4.3118 8.5542 11.382 12.797 15.625 17.039 20.328 coh757:k=55.7719,b=0 1.4855 2.9015 2.9015 2.9015 4.3175 4.3175 8.5655 11.398 12.814 15.646 17.407 21.31 coh758:k=55.8722,b=0 1.4875 2.9054 2.9054 2.9054 4.3232 4.3232 8.5769 11.413 12.83 15.666 18.502 21.338 coh759:k=55.9726,b=0 1.4895 2.9092 2.9092 2.9092 4.329 4.329 8.5882 11.428 12.847 15.687 18.526 21.366 coh760:k=56.0729,b=0 1.4914 2.9131 2.9131 2.9131 4.3347 4.3347 8.5996 11.443 12.864 15.708 18.551 21.394 coh761:k=56.1733,b=0 1.4934 2.9169 2.9169 2.9169 4.3404 4.3404 8.6109 11.458 12.881 15.728 18.575 21.422 coh762:k=56.2737,b=0 1.4954 2.9207 2.9207 2.9207 4.3461 4.3461 8.6222 11.473 12.898 15.749 18.6 21.451 coh763:k=56.374,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 8.6243 11.476 12.901 15.753 18.604 21.456 coh764:k=56.4744,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 8.6243 11.476 12.901 15.753 18.604 21.456 coh765:k=56.5747,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 8.6243 11.476 12.901 15.753 18.604 21.456 coh766:k=56.6751,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 8.6243 11.476 12.901 15.753 18.604 21.085 coh767:k=56.7755,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 8.6243 11.476 12.901 15.501 18.307 21.112 coh768:k=56.8758,b=0 1.4957 2.9214 2.9214 2.9214 4.3471 4.3471 8.4974 11.307 12.712 15.521 18.331 21.14 coh769:k=56.9762,b=0 1.4957 2.9214 2.9214 2.8822 4.2888 4.2888 8.5085 11.322 12.728 15.541 18.355 21.168 coh770:k=57.0765,b=0 1.4776 2.886 2.886 2.886 4.2944 4.2944 8.5196 11.336 12.745 15.562 18.378 20.453 coh771:k=57.1769,b=0 1.4795 2.8897 2.8897 2.8897 4.3 4.3 8.5307 11.351 12.761 15.582 17.803 19.813 coh772:k=57.2773,b=0 1.4814 2.8935 2.8935 2.8935 4.3056 4.3056 8.5418 11.366 12.778 15.602 17.014 19.838 tb_pol_w: risky + safe investment choices (first stage choice, choose within risky vs safe) zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1:k=-20,b=0 -0.051418 -0.051418 -0.061602 -0.081969 -0.092153 -0.11252 -1.5329 -1.5736 -1.5736 -1.6144 -1.6856 -1.7264 coh2:k=-19.8996,b=0 -0.051418 -0.051418 -0.061602 -0.081969 -0.092153 -0.11252 -1.5259 -1.5666 -1.5666 -1.6073 -1.6786 -1.7194 coh3:k=-19.7993,b=0 -0.051418 -0.051418 -0.061602 -0.081969 -0.092153 -0.11252 -1.5188 -1.5596 -1.5596 -1.6003 -1.6716 -1.7123 coh4:k=-19.6989,b=0 -0.051418 -0.051418 -0.061602 -0.081969 -0.092153 -0.11252 -1.5118 -1.5525 -1.5525 -1.5933 -1.6646 -1.7053 coh5:k=-19.5986,b=0 -0.051418 -0.051418 -0.061602 -0.081969 -0.092153 -0.11252 -1.5048 -1.5455 -1.5455 -1.5863 -1.6575 -1.6983 coh6:k=-19.4982,b=0 -20.499 -0.051418 -0.061602 -0.081969 -0.092153 -0.11252 -1.4978 -1.5385 -1.5385 -1.5792 -1.6505 -1.6913 coh7:k=-19.3978,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -0.11252 -1.4907 -1.5315 -1.5315 -1.5722 -1.6435 -1.6842 coh8:k=-19.2975,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -1.4837 -1.5244 -1.5244 -1.5652 -1.6365 -1.6772 coh9:k=-19.1971,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -1.4767 -1.5174 -1.5174 -1.5582 -1.6294 -1.6702 coh10:k=-19.0968,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.876 -1.5104 -1.5104 -1.5511 -1.6224 -1.6632 coh11:k=-18.9964,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -1.5034 -1.5441 -1.6154 -1.6561 coh12:k=-18.896,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -21.869 -1.5371 -1.6084 -1.6491 coh13:k=-18.7957,b=0 -20.499 -20.499 -20.499 -20.499 -20.499 -20.499 -21.869 -21.869 -21.869 -21.869 -1.6013 -1.6421 coh14:k=-18.6953,b=0 -20.499 -19.967 -19.994 -19.994 -19.994 -19.994 -21.869 -21.869 -21.869 -21.869 -1.5943 -1.635 coh15:k=-18.595,b=0 -19.898 -19.898 -19.898 -19.926 -19.955 -19.983 -21.868 -21.868 -21.868 -21.868 -21.868 -1.628 coh16:k=-18.4946,b=0 -19.855 -19.885 -19.885 -19.885 -19.916 -19.916 -21.868 -21.868 -21.868 -21.868 -21.868 -1.621 coh17:k=-18.3942,b=0 -19.812 -19.812 -19.812 -19.877 -19.877 -19.877 -21.868 -21.868 -21.868 -21.868 -21.868 -1.614 coh18:k=-18.2939,b=0 -19.769 -19.803 -19.803 -19.803 -19.803 -19.838 -21.868 -21.868 -21.868 -21.868 -21.868 -21.868 coh19:k=-18.1935,b=0 -19.726 -19.726 -19.762 -19.799 -19.799 -19.799 -21.868 -21.868 -21.868 -21.868 -21.868 -21.868 coh20:k=-18.0932,b=0 -19.682 -19.682 -19.682 -19.721 -19.721 -19.76 -21.865 -21.865 -21.865 -21.865 -21.865 -21.865 coh21:k=-17.9928,b=0 -19.599 -19.639 -19.68 -19.68 -19.68 -19.721 -21.857 -21.857 -21.857 -21.857 -21.857 -21.857 coh22:k=-17.8924,b=0 -19.596 -19.596 -19.596 -19.596 -19.639 -19.682 -21.85 -21.85 -21.85 -21.85 -21.85 -21.85 coh23:k=-17.7921,b=0 -19.508 -19.553 -19.598 -19.598 -19.598 -19.598 -21.843 -21.843 -21.843 -21.843 -21.843 -21.843 coh24:k=-17.6917,b=0 -19.51 -19.51 -19.51 -19.51 -19.557 -19.604 -21.836 -21.836 -21.836 -21.836 -21.836 -21.836 coh25:k=-17.5914,b=0 -19.418 -19.467 -19.467 -19.516 -19.516 -19.516 -21.829 -21.829 -21.829 -21.829 -21.829 -21.829 coh26:k=-17.491,b=0 -19.373 -19.424 -19.424 -19.475 -19.475 -19.475 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh27:k=-17.3906,b=0 -19.328 -19.381 -19.381 -19.381 -19.434 -19.434 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh28:k=-17.2903,b=0 -19.283 -19.338 -19.338 -19.393 -19.393 -19.393 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh29:k=-17.1899,b=0 -19.238 -19.295 -19.295 -19.295 -19.295 -19.352 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh30:k=-17.0896,b=0 -19.193 -19.193 -19.252 -19.252 -19.312 -19.312 -21.822 -21.822 -21.822 -21.822 -21.822 -21.822 coh31:k=-16.9892,b=0 -19.148 -19.209 -19.209 -19.209 -19.209 -19.271 -20.166 -20.227 -20.289 -20.35 -21.822 -21.822 coh32:k=-16.8888,b=0 -19.103 -19.103 -19.166 -19.166 -19.166 -19.23 -20.111 -20.174 -20.238 -20.301 -20.364 -21.822 coh33:k=-16.7885,b=0 -19.058 -19.058 -19.123 -19.123 -19.123 -19.189 -20.121 -20.121 -20.186 -20.252 -20.317 -19.859 coh34:k=-16.6881,b=0 -19.013 -19.013 -19.08 -19.08 -19.08 -19.148 -20.068 -20.135 -20.135 -20.203 -20.135 -19.663 coh35:k=-16.5878,b=0 -18.968 -18.968 -19.037 -19.037 -19.037 -19.107 -20.011 -20.011 -20.08 -20.08 -19.941 -19.524 coh36:k=-16.4874,b=0 -18.923 -18.923 -18.994 -18.994 -18.994 -18.994 -19.95 -20.022 -20.022 -20.022 -19.664 -19.45 coh37:k=-16.387,b=0 -18.877 -18.877 -18.877 -18.951 -18.951 -18.951 -19.89 -19.964 -19.964 -19.89 -19.449 -19.301 coh38:k=-16.2867,b=0 -18.832 -18.832 -18.832 -18.908 -18.908 -18.908 -19.83 -19.906 -19.906 -19.754 -19.376 -19.225 coh39:k=-16.1863,b=0 -18.787 -18.787 -18.787 -18.787 -18.865 -18.865 -19.77 -19.847 -19.847 -19.459 -19.226 -19.071 coh40:k=-16.086,b=0 -18.742 -18.742 -18.742 -18.742 -18.742 -17.945 -19.709 -19.789 -19.709 -19.231 -19.072 -18.992 coh41:k=-15.9856,b=0 -18.697 -18.697 -18.697 -18.697 -17.88 -17.88 -19.65 -19.732 -19.486 -19.159 -18.996 -18.832 coh42:k=-15.8852,b=0 -18.652 -18.652 -18.652 -17.73 -17.814 -17.814 -19.597 -19.597 -19.178 -19.01 -18.842 -18.759 coh43:k=-15.7849,b=0 -18.606 -18.607 -17.655 -17.663 -17.748 -17.748 -19.543 -19.458 -19.028 -18.942 -18.771 -18.685 coh44:k=-15.6845,b=0 -17.478 -17.486 -17.586 -17.595 -17.683 -17.683 -19.49 -18.963 -18.875 -18.787 -18.611 -18.523 coh45:k=-15.5842,b=0 -17.407 -17.415 -17.516 -17.528 -17.617 -17.617 -19.257 -18.897 -18.807 -18.627 -18.537 -18.448 coh46:k=-15.4838,b=0 -17.336 -17.344 -17.447 -17.459 -17.552 -17.552 -18.74 -18.74 -18.648 -18.556 -18.464 -18.372 coh47:k=-15.3834,b=0 -17.264 -17.272 -17.378 -17.391 -17.486 -17.486 -18.672 -18.578 -18.578 -18.484 -18.296 -18.296 coh48:k=-15.2831,b=0 -17.193 -17.201 -17.309 -17.321 -17.421 -17.421 -18.509 -18.509 -18.509 -18.316 -18.22 -18.124 coh49:k=-15.1827,b=0 -17.122 -17.13 -17.24 -17.252 -17.355 -17.355 -18.439 -18.439 -18.341 -18.243 -18.145 -18.046 coh50:k=-15.0824,b=0 -17.051 -17.058 -17.171 -17.183 -17.29 -17.29 -18.365 -18.365 -18.265 -18.165 -18.065 -17.965 coh723:k=52.3596,b=0 49.026 48.992 48.992 48.992 48.957 48.957 47.314 47.28 47.212 47.178 47.077 47.009 coh724:k=52.46,b=0 49.123 49.088 49.088 49.088 49.054 49.054 47.408 47.374 47.306 47.272 47.171 47.103 coh725:k=52.5603,b=0 49.219 49.185 49.185 49.185 49.15 49.15 47.502 47.468 47.4 47.366 47.264 47.197 coh726:k=52.6607,b=0 49.316 49.281 49.281 49.281 49.246 49.246 47.596 47.562 47.494 47.46 47.358 47.29 coh727:k=52.7611,b=0 49.412 49.377 49.377 49.377 49.343 49.343 47.69 47.656 47.588 47.554 47.452 47.384 coh728:k=52.8614,b=0 49.508 49.474 49.474 49.474 49.439 49.439 47.784 47.75 47.682 47.648 47.567 47.478 coh729:k=52.9618,b=0 49.605 49.57 49.57 49.57 49.535 49.535 47.878 47.844 47.776 47.742 47.673 47.571 coh730:k=53.0621,b=0 49.701 49.666 49.666 49.666 49.632 49.632 47.972 47.938 47.87 47.836 47.767 47.665 coh731:k=53.1625,b=0 49.798 49.763 49.763 49.763 49.728 49.728 48.066 48.032 47.976 47.929 47.861 47.758 coh732:k=53.2629,b=0 49.894 49.859 49.859 49.859 49.824 49.824 48.16 48.126 48.092 48.023 47.955 47.852 coh733:k=53.3632,b=0 49.991 49.956 49.956 49.956 49.921 49.921 48.254 48.22 48.186 48.117 48.049 47.946 coh734:k=53.4636,b=0 50.087 50.052 50.052 50.052 50.017 50.017 48.348 48.314 48.28 48.211 48.142 48.039 coh735:k=53.5639,b=0 50.183 50.148 50.148 50.148 50.113 50.113 48.442 48.408 48.374 48.305 48.236 48.133 coh736:k=53.6643,b=0 50.28 50.245 50.245 50.245 50.21 50.21 48.536 48.502 48.468 48.399 48.33 48.227 coh737:k=53.7647,b=0 50.376 50.341 50.341 50.341 50.306 50.306 48.63 48.596 48.562 48.493 48.424 48.32 coh738:k=53.865,b=0 50.473 50.438 50.438 50.438 50.402 50.402 48.724 48.69 48.655 48.586 48.517 48.414 coh739:k=53.9654,b=0 50.569 50.534 50.534 50.534 50.499 50.499 48.819 48.784 48.749 48.68 48.611 48.508 coh740:k=54.0657,b=0 50.666 50.63 50.63 50.63 50.595 50.595 48.913 48.878 48.843 48.774 48.705 48.601 coh741:k=54.1661,b=0 50.762 50.727 50.727 50.727 50.691 50.691 49.007 48.972 48.937 48.868 48.799 48.695 coh742:k=54.2665,b=0 50.859 50.823 50.823 50.823 50.788 50.788 49.101 49.066 49.031 48.962 48.893 48.805 coh743:k=54.3668,b=0 50.955 50.919 50.919 50.919 50.884 50.884 49.195 49.16 49.125 49.056 48.986 48.917 coh744:k=54.4672,b=0 51.051 51.016 51.016 51.016 50.98 50.98 49.289 49.254 49.219 49.15 49.08 49.01 coh745:k=54.5675,b=0 51.148 51.112 51.112 51.112 51.077 51.077 49.383 49.348 49.313 49.244 49.174 49.104 coh746:k=54.6679,b=0 51.244 51.209 51.209 51.209 51.173 51.173 49.477 49.442 49.407 49.337 49.268 49.198 coh747:k=54.7683,b=0 51.341 51.305 51.305 51.305 49.711 49.711 49.573 49.536 49.501 49.431 49.361 49.292 coh748:k=54.8686,b=0 49.875 49.84 49.84 49.84 49.805 49.805 49.699 49.63 49.595 49.525 49.455 49.385 coh749:k=54.969,b=0 49.969 49.934 49.934 49.934 49.899 49.899 49.794 49.724 49.689 49.619 49.549 49.479 coh750:k=55.0693,b=0 50.064 50.029 50.029 50.029 49.993 49.993 49.888 49.818 49.783 49.713 49.643 49.573 coh751:k=55.1697,b=0 50.158 50.123 50.123 50.123 50.088 50.088 49.982 49.912 49.877 49.807 49.736 49.666 coh752:k=55.2701,b=0 50.252 50.217 50.217 50.217 50.182 50.182 50.076 50.006 49.971 49.901 49.83 49.76 coh753:k=55.3704,b=0 50.347 50.311 50.311 50.311 50.276 50.276 50.171 50.1 50.065 49.994 49.924 49.874 coh754:k=55.4708,b=0 50.441 50.406 50.406 50.406 50.37 50.37 50.265 50.194 50.159 50.088 50.035 49.983 coh755:k=55.5711,b=0 50.535 50.5 50.5 50.5 50.465 50.465 50.359 50.288 50.253 50.182 50.147 50.076 coh756:k=55.6715,b=0 50.63 50.594 50.594 50.594 50.559 50.559 50.453 50.382 50.347 50.276 50.241 50.158 coh757:k=55.7719,b=0 50.724 50.689 50.689 50.689 50.653 50.653 50.547 50.476 50.441 50.37 50.326 50.228 coh758:k=55.8722,b=0 50.818 50.783 50.783 50.783 50.747 50.747 50.641 50.57 50.535 50.464 50.393 50.322 coh759:k=55.9726,b=0 50.913 50.877 50.877 50.877 50.842 50.842 50.735 50.664 50.629 50.558 50.487 50.416 coh760:k=56.0729,b=0 51.007 50.971 50.971 50.971 50.936 50.936 50.829 50.758 50.723 50.652 50.58 50.509 coh761:k=56.1733,b=0 51.101 51.066 51.066 51.066 51.03 51.03 50.923 50.852 50.817 50.745 50.674 50.603 coh762:k=56.2737,b=0 51.196 51.16 51.16 51.16 51.124 51.124 51.017 50.946 50.911 50.839 50.768 50.697 coh763:k=56.374,b=0 51.29 51.254 51.254 51.254 51.219 51.219 51.112 51.04 51.005 50.934 50.862 50.791 coh764:k=56.4744,b=0 51.384 51.349 51.349 51.349 51.313 51.313 51.206 51.135 51.099 51.028 50.957 50.885 coh765:k=56.5747,b=0 51.479 51.443 51.443 51.443 51.407 51.407 51.301 51.229 51.194 51.122 51.051 50.98 coh766:k=56.6751,b=0 51.573 51.538 51.538 51.538 51.502 51.502 51.395 51.324 51.288 51.217 51.145 49.483 coh767:k=56.7755,b=0 51.668 51.632 51.632 51.632 51.596 51.596 51.489 51.418 51.382 49.715 49.644 49.574 coh768:k=56.8758,b=0 51.762 51.726 51.726 51.726 51.691 51.691 49.982 49.912 49.877 49.806 49.736 49.666 coh769:k=56.9762,b=0 51.856 51.821 51.821 50.215 50.179 50.179 50.074 50.004 49.969 49.898 49.828 49.758 coh770:k=57.0765,b=0 50.342 50.307 50.307 50.307 50.272 50.272 50.166 50.096 50.06 49.99 49.92 49.868 coh771:k=57.1769,b=0 50.434 50.399 50.399 50.399 50.364 50.364 50.258 50.188 50.152 50.082 50.026 49.976 coh772:k=57.2773,b=0 50.527 50.491 50.491 50.491 50.456 50.456 50.35 50.279 50.244 50.174 50.138 50.068 mt_pol_b_bridge_print: bridge loans zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1=-20 -20 -20 -20 -20 -20 -20 -20 -20 -20 -20 -20 -20 coh2=-19.8996 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 -19.9 coh3=-19.7993 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 -19.799 coh4=-19.6989 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 -19.699 coh5=-19.5986 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 -19.599 coh6=-19.4982 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 -19.498 coh7=-19.3978 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 -19.398 coh8=-19.2975 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 -19.297 coh9=-19.1971 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 -19.197 coh10=-19.0968 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 -19.097 coh11=-18.9964 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 -18.996 coh12=-18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 -18.896 coh13=-18.7957 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 -18.796 coh14=-18.6953 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 -18.695 coh15=-18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 -18.595 coh16=-18.4946 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 -18.495 coh17=-18.3942 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 -18.394 coh18=-18.2939 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 -18.294 coh19=-18.1935 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 -18.194 coh20=-18.0932 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 -18.093 coh21=-17.9928 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 -17.993 coh22=-17.8924 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 -17.892 coh23=-17.7921 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 -17.792 coh24=-17.6917 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 -17.692 coh25=-17.5914 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 -17.591 coh26=-17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 -17.491 coh27=-17.3906 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 -17.391 coh28=-17.2903 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 -17.29 coh29=-17.1899 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 -17.19 coh30=-17.0896 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 -17.09 coh31=-16.9892 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 -16.989 coh32=-16.8888 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 -16.889 coh33=-16.7885 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 -16.788 coh34=-16.6881 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 -16.688 coh35=-16.5878 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 -16.588 coh36=-16.4874 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 -16.487 coh37=-16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 -16.387 coh38=-16.2867 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 -16.287 coh39=-16.1863 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 -16.186 coh40=-16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 -16.086 coh41=-15.9856 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 -15.986 coh42=-15.8852 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 -15.885 coh43=-15.7849 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 -15.785 coh44=-15.6845 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 -15.685 coh45=-15.5842 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 -15.584 coh46=-15.4838 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 -15.484 coh47=-15.3834 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 -15.383 coh48=-15.2831 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 -15.283 coh49=-15.1827 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 -15.183 coh50=-15.0824 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 -15.082 coh723=52.3596 0 0 0 0 0 0 0 0 0 0 0 0 coh724=52.46 0 0 0 0 0 0 0 0 0 0 0 0 coh725=52.5603 0 0 0 0 0 0 0 0 0 0 0 0 coh726=52.6607 0 0 0 0 0 0 0 0 0 0 0 0 coh727=52.7611 0 0 0 0 0 0 0 0 0 0 0 0 coh728=52.8614 0 0 0 0 0 0 0 0 0 0 0 0 coh729=52.9618 0 0 0 0 0 0 0 0 0 0 0 0 coh730=53.0621 0 0 0 0 0 0 0 0 0 0 0 0 coh731=53.1625 0 0 0 0 0 0 0 0 0 0 0 0 coh732=53.2629 0 0 0 0 0 0 0 0 0 0 0 0 coh733=53.3632 0 0 0 0 0 0 0 0 0 0 0 0 coh734=53.4636 0 0 0 0 0 0 0 0 0 0 0 0 coh735=53.5639 0 0 0 0 0 0 0 0 0 0 0 0 coh736=53.6643 0 0 0 0 0 0 0 0 0 0 0 0 coh737=53.7647 0 0 0 0 0 0 0 0 0 0 0 0 coh738=53.865 0 0 0 0 0 0 0 0 0 0 0 0 coh739=53.9654 0 0 0 0 0 0 0 0 0 0 0 0 coh740=54.0657 0 0 0 0 0 0 0 0 0 0 0 0 coh741=54.1661 0 0 0 0 0 0 0 0 0 0 0 0 coh742=54.2665 0 0 0 0 0 0 0 0 0 0 0 0 coh743=54.3668 0 0 0 0 0 0 0 0 0 0 0 0 coh744=54.4672 0 0 0 0 0 0 0 0 0 0 0 0 coh745=54.5675 0 0 0 0 0 0 0 0 0 0 0 0 coh746=54.6679 0 0 0 0 0 0 0 0 0 0 0 0 coh747=54.7683 0 0 0 0 0 0 0 0 0 0 0 0 coh748=54.8686 0 0 0 0 0 0 0 0 0 0 0 0 coh749=54.969 0 0 0 0 0 0 0 0 0 0 0 0 coh750=55.0693 0 0 0 0 0 0 0 0 0 0 0 0 coh751=55.1697 0 0 0 0 0 0 0 0 0 0 0 0 coh752=55.2701 0 0 0 0 0 0 0 0 0 0 0 0 coh753=55.3704 0 0 0 0 0 0 0 0 0 0 0 0 coh754=55.4708 0 0 0 0 0 0 0 0 0 0 0 0 coh755=55.5711 0 0 0 0 0 0 0 0 0 0 0 0 coh756=55.6715 0 0 0 0 0 0 0 0 0 0 0 0 coh757=55.7719 0 0 0 0 0 0 0 0 0 0 0 0 coh758=55.8722 0 0 0 0 0 0 0 0 0 0 0 0 coh759=55.9726 0 0 0 0 0 0 0 0 0 0 0 0 coh760=56.0729 0 0 0 0 0 0 0 0 0 0 0 0 coh761=56.1733 0 0 0 0 0 0 0 0 0 0 0 0 coh762=56.2737 0 0 0 0 0 0 0 0 0 0 0 0 coh763=56.374 0 0 0 0 0 0 0 0 0 0 0 0 coh764=56.4744 0 0 0 0 0 0 0 0 0 0 0 0 coh765=56.5747 0 0 0 0 0 0 0 0 0 0 0 0 coh766=56.6751 0 0 0 0 0 0 0 0 0 0 0 0 coh767=56.7755 0 0 0 0 0 0 0 0 0 0 0 0 coh768=56.8758 0 0 0 0 0 0 0 0 0 0 0 0 coh769=56.9762 0 0 0 0 0 0 0 0 0 0 0 0 coh770=57.0765 0 0 0 0 0 0 0 0 0 0 0 0 coh771=57.1769 0 0 0 0 0 0 0 0 0 0 0 0 coh772=57.2773 0 0 0 0 0 0 0 0 0 0 0 0 mt_pol_inf_borr_nobridge_print: Informal loans that is not bridge loan zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1=-20 0 0 0 0 0 0 0 0 0 0 0 0 coh2=-19.8996 0 0 0 0 0 0 0 0 0 0 0 0 coh3=-19.7993 0 0 0 0 0 0 0 0 0 0 0 0 coh4=-19.6989 0 0 0 0 0 0 0 0 0 0 0 0 coh5=-19.5986 0 0 0 0 0 0 0 0 0 0 0 0 coh6=-19.4982 -0.5013 0 0 0 0 0 0 0 0 0 0 0 coh7=-19.3978 -0.60156 -0.60156 -0.60156 -0.60156 -0.60156 0 0 0 0 0 0 0 coh8=-19.2975 -0.70182 -0.70182 -0.70182 -0.70182 -0.70182 -0.70182 0 0 0 0 0 0 coh9=-19.1971 -0.80208 -0.80208 -0.80208 -0.80208 -0.80208 -0.80208 0 0 0 0 0 0 coh10=-19.0968 -0.90234 -0.90234 -0.90234 -0.90234 -0.90234 -0.90234 0 0 0 0 0 0 coh11=-18.9964 -1.0026 -1.0026 -1.0026 -1.0026 -1.0026 -1.0026 -0.0025982 -0.0025982 0 0 0 0 coh12=-18.896 -1.1029 -1.1029 -1.1029 -1.1029 -1.1029 -1.1029 -0.10286 -0.10286 -0.10286 0 0 0 coh13=-18.7957 -1.2031 -1.2031 -1.2031 -1.2031 -1.2031 -1.2031 -0.20312 -0.20312 -0.20312 -0.20312 0 0 coh14=-18.6953 -1.3034 -1.3041 -1.3042 -1.3042 -1.3042 -1.3042 -0.30338 -0.30338 -0.30338 -0.30338 0 0 coh15=-18.595 -1.4044 -1.4044 -1.4044 -1.4045 -1.4045 -1.4045 -0.40364 -0.40364 -0.40364 -0.40364 -0.40364 0 coh16=-18.4946 -1.5048 -1.5048 -1.5048 -1.5048 -1.5048 -1.5048 -0.5039 -0.5039 -0.5039 -0.5039 -0.5039 0 coh17=-18.3942 -1.6051 -1.6051 -1.6051 -1.6051 -1.6051 -1.6051 -0.60416 -0.60416 -0.60416 -0.60416 -0.60416 0 coh18=-18.2939 -1.7054 -1.7054 -1.7054 -1.7054 -1.7054 -1.7055 -0.70442 -0.70442 -0.70442 -0.70442 -0.70442 -0.70442 coh19=-18.1935 -1.8057 -1.8057 -1.8057 -1.8058 -1.8058 -1.8058 -0.80468 -0.80468 -0.80468 -0.80468 -0.80468 -0.80468 coh20=-18.0932 -1.906 -1.906 -1.906 -1.9061 -1.9061 -1.9061 0 0 0 0 0 0 coh21=-17.9928 -2.0063 -2.0063 -2.0064 -2.0064 -2.0064 -2.0064 0 0 0 0 0 0 coh22=-17.8924 -2.1067 -2.1067 -2.1067 -2.1067 -2.1067 -2.1067 0 0 0 0 0 0 coh23=-17.7921 -2.2069 -2.207 -2.207 -2.207 -2.207 -2.207 0 0 0 0 0 0 coh24=-17.6917 -2.3073 -2.3073 -2.3073 -2.3073 -2.3073 -2.3074 0 0 0 0 0 0 coh25=-17.5914 -2.4076 -2.4076 -2.4076 -2.4077 -2.4077 -2.4077 0 0 0 0 0 0 coh26=-17.491 -2.5079 -2.5079 -2.5079 -2.508 -2.508 -2.508 -0.0064955 -0.0064955 -0.0064955 -0.0064955 -0.0064955 -0.0064955 coh27=-17.3906 -2.6082 -2.6082 -2.6082 -2.6082 -2.6083 -2.6083 -0.10676 -0.10676 -0.10676 -0.10676 -0.10676 -0.10676 coh28=-17.2903 -2.7085 -2.7086 -2.7086 -2.7086 -2.7086 -2.7086 -0.20702 -0.20702 -0.20702 -0.20702 -0.20702 -0.20702 coh29=-17.1899 -2.8088 -2.8089 -2.8089 -2.8089 -2.8089 -2.8089 -0.30727 -0.30727 -0.30727 -0.30727 -0.30727 -0.30727 coh30=-17.0896 -2.9091 -2.9091 -2.9092 -2.9092 -2.9093 -2.9093 -0.40753 -0.40753 -0.40753 -0.40753 -0.40753 -0.40753 coh31=-16.9892 -3.0095 -3.0095 -3.0095 -3.0095 -3.0095 -3.0096 -0.50914 -0.5092 -0.50927 -0.50933 -0.50779 -0.50779 coh32=-16.8888 -3.1098 -3.1098 -3.1098 -3.1098 -3.1098 -3.1099 -0.60945 -0.60951 -0.60958 -0.60964 -0.6097 -0.60805 coh33=-16.7885 -3.2101 -3.2101 -3.2101 -3.2101 -3.2101 -3.2102 -0.70982 -0.70982 -0.70988 -0.70995 -0.71001 -0.70956 coh34=-16.6881 -3.3104 -3.3104 -3.3105 -3.3105 -3.3105 -3.3105 -0.81013 -0.81019 -0.81019 -0.81026 -0.81019 -0.80972 coh35=-16.5878 -3.4107 -3.4107 -3.4108 -3.4108 -3.4108 -3.4108 0 0 0 0 0 0 coh36=-16.4874 -3.511 -3.511 -3.5111 -3.5111 -3.5111 -3.5111 0 0 0 0 0 0 coh37=-16.387 -3.6113 -3.6113 -3.6113 -3.6114 -3.6114 -3.6114 0 0 0 0 0 0 coh38=-16.2867 -3.7117 -3.7117 -3.7117 -3.7117 -3.7117 -3.7117 0 0 0 0 0 0 coh39=-16.1863 -3.812 -3.812 -3.812 -3.812 -3.812 -3.812 0 0 0 0 0 0 coh40=-16.086 -3.9123 -3.9123 -3.9123 -3.9123 -3.9123 -3.9115 0 0 0 0 0 0 coh41=-15.9856 -4.0126 -4.0126 -4.0126 -4.0126 -4.0118 -4.0118 -0.012273 -0.012355 -0.01211 -0.011783 -0.011619 -0.011456 coh42=-15.8852 -4.0964 -4.1129 -4.1129 -4.112 -4.1121 -4.1121 -0.11258 -0.11258 -0.11216 -0.11199 -0.11183 -0.11174 coh43=-15.7849 -4.1793 -4.2132 -3.9061 -4.2123 -4.2124 -4.2124 -0.21289 -0.2128 -0.21237 -0.21229 -0.21211 -0.21203 coh44=-15.6845 -3.1637 -3.4685 -3.9596 -4.3126 -4.3127 -4.3127 -0.31319 -0.31267 -0.31258 -0.31249 -0.31231 -0.31223 coh45=-15.5842 -3.1938 -3.5056 -3.9713 -4.4129 -4.413 -4.413 -0.41332 -0.41296 -0.41287 -0.41269 -0.4126 -0.41251 coh46=-15.4838 -3.2223 -3.5412 -3.998 -4.4934 -4.5133 -4.5133 -0.51316 -0.51316 -0.51307 -0.51298 -0.51289 -0.5128 coh47=-15.3834 -3.2488 -3.5749 -4.0447 -4.551 -4.6136 -4.6136 -0.61346 -0.61336 -0.61336 -0.61327 -0.61308 -0.61308 coh48=-15.2831 -3.2729 -3.606 -4.0886 -4.5628 -4.7138 -4.7138 -0.71365 -0.71365 -0.71365 -0.71346 -0.71336 -0.71327 coh49=-15.1827 -3.317 -3.6356 -4.1311 -4.5934 -4.8141 -4.8141 -0.81394 -0.81394 -0.81384 -0.81375 -0.81365 -0.81355 coh50=-15.0824 -3.3857 -3.6635 -4.1722 -4.6442 -4.9144 -4.9144 0 0 0 0 0 0 coh723=52.3596 0 0 0 0 0 0 0 0 0 0 0 0 coh724=52.46 0 0 0 0 0 0 0 0 0 0 0 0 coh725=52.5603 0 0 0 0 0 0 0 0 0 0 0 0 coh726=52.6607 0 0 0 0 0 0 0 0 0 0 0 0 coh727=52.7611 0 0 0 0 0 0 0 0 0 0 0 0 coh728=52.8614 0 0 0 0 0 0 0 0 0 0 0 0 coh729=52.9618 0 0 0 0 0 0 0 0 0 0 0 0 coh730=53.0621 0 0 0 0 0 0 0 0 0 0 0 0 coh731=53.1625 0 0 0 0 0 0 0 0 0 0 0 0 coh732=53.2629 0 0 0 0 0 0 0 0 0 0 0 0 coh733=53.3632 0 0 0 0 0 0 0 0 0 0 0 0 coh734=53.4636 0 0 0 0 0 0 0 0 0 0 0 0 coh735=53.5639 0 0 0 0 0 0 0 0 0 0 0 0 coh736=53.6643 0 0 0 0 0 0 0 0 0 0 0 0 coh737=53.7647 0 0 0 0 0 0 0 0 0 0 0 0 coh738=53.865 0 0 0 0 0 0 0 0 0 0 0 0 coh739=53.9654 0 0 0 0 0 0 0 0 0 0 0 0 coh740=54.0657 0 0 0 0 0 0 0 0 0 0 0 0 coh741=54.1661 0 0 0 0 0 0 0 0 0 0 0 0 coh742=54.2665 0 0 0 0 0 0 0 0 0 0 0 0 coh743=54.3668 0 0 0 0 0 0 0 0 0 0 0 0 coh744=54.4672 0 0 0 0 0 0 0 0 0 0 0 0 coh745=54.5675 0 0 0 0 0 0 0 0 0 0 0 0 coh746=54.6679 0 0 0 0 0 0 0 0 0 0 0 0 coh747=54.7683 0 0 0 0 0 0 0 0 0 0 0 0 coh748=54.8686 0 0 0 0 0 0 0 0 0 0 0 0 coh749=54.969 0 0 0 0 0 0 0 0 0 0 0 0 coh750=55.0693 0 0 0 0 0 0 0 0 0 0 0 0 coh751=55.1697 0 0 0 0 0 0 0 0 0 0 0 0 coh752=55.2701 0 0 0 0 0 0 0 0 0 0 0 0 coh753=55.3704 0 0 0 0 0 0 0 0 0 0 0 0 coh754=55.4708 0 0 0 0 0 0 0 0 0 0 0 0 coh755=55.5711 0 0 0 0 0 0 0 0 0 0 0 0 coh756=55.6715 0 0 0 0 0 0 0 0 0 0 0 0 coh757=55.7719 0 0 0 0 0 0 0 0 0 0 0 0 coh758=55.8722 0 0 0 0 0 0 0 0 0 0 0 0 coh759=55.9726 0 0 0 0 0 0 0 0 0 0 0 0 coh760=56.0729 0 0 0 0 0 0 0 0 0 0 0 0 coh761=56.1733 0 0 0 0 0 0 0 0 0 0 0 0 coh762=56.2737 0 0 0 0 0 0 0 0 0 0 0 0 coh763=56.374 0 0 0 0 0 0 0 0 0 0 0 0 coh764=56.4744 0 0 0 0 0 0 0 0 0 0 0 0 coh765=56.5747 0 0 0 0 0 0 0 0 0 0 0 0 coh766=56.6751 0 0 0 0 0 0 0 0 0 0 0 0 coh767=56.7755 0 0 0 0 0 0 0 0 0 0 0 0 coh768=56.8758 0 0 0 0 0 0 0 0 0 0 0 0 coh769=56.9762 0 0 0 0 0 0 0 0 0 0 0 0 coh770=57.0765 0 0 0 0 0 0 0 0 0 0 0 0 coh771=57.1769 0 0 0 0 0 0 0 0 0 0 0 0 coh772=57.2773 0 0 0 0 0 0 0 0 0 0 0 0 mt_pol_for_borr_print: formal borrowing zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1=-20 0 0 0 0 0 0 0 0 0 0 0 0 coh2=-19.8996 0 0 0 0 0 0 0 0 0 0 0 0 coh3=-19.7993 0 0 0 0 0 0 0 0 0 0 0 0 coh4=-19.6989 0 0 0 0 0 0 0 0 0 0 0 0 coh5=-19.5986 0 0 0 0 0 0 0 0 0 0 0 0 coh6=-19.4982 0 0 0 0 0 0 0 0 0 0 0 0 coh7=-19.3978 0 0 0 0 0 0 0 0 0 0 0 0 coh8=-19.2975 0 0 0 0 0 0 0 0 0 0 0 0 coh9=-19.1971 0 0 0 0 0 0 0 0 0 0 0 0 coh10=-19.0968 0 0 0 0 0 0 -1 0 0 0 0 0 coh11=-18.9964 0 0 0 0 0 0 -1 -1 0 0 0 0 coh12=-18.896 0 0 0 0 0 0 -1 -1 -1 0 0 0 coh13=-18.7957 0 0 0 0 0 0 -1 -1 -1 -1 0 0 coh14=-18.6953 0 0 0 0 0 0 -1 -1 -1 -1 0 0 coh15=-18.595 0 0 0 0 0 0 -1 -1 -1 -1 -1 0 coh16=-18.4946 0 0 0 0 0 0 -1 -1 -1 -1 -1 0 coh17=-18.3942 0 0 0 0 0 0 -1 -1 -1 -1 -1 0 coh18=-18.2939 0 0 0 0 0 0 -1 -1 -1 -1 -1 -1 coh19=-18.1935 0 0 0 0 0 0 -1 -1 -1 -1 -1 -1 coh20=-18.0932 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh21=-17.9928 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh22=-17.8924 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh23=-17.7921 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh24=-17.6917 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh25=-17.5914 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh26=-17.491 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh27=-17.3906 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh28=-17.2903 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh29=-17.1899 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh30=-17.0896 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh31=-16.9892 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh32=-16.8888 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh33=-16.7885 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh34=-16.6881 0 0 0 0 0 0 -2.5 -2.5 -2.5 -2.5 -2.5 -2.5 coh35=-16.5878 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh36=-16.4874 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh37=-16.387 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh38=-16.2867 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh39=-16.1863 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh40=-16.086 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh41=-15.9856 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh42=-15.8852 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh43=-15.7849 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh44=-15.6845 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh45=-15.5842 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh46=-15.4838 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh47=-15.3834 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh48=-15.2831 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh49=-15.1827 0 0 0 0 0 0 -4 -4 -4 -4 -4 -4 coh50=-15.0824 0 0 0 0 0 0 -5.5 -5.5 -5.5 -5.5 -5.5 -5.5 coh723=52.3596 0 0 0 0 0 0 0 0 0 0 0 0 coh724=52.46 0 0 0 0 0 0 0 0 0 0 0 0 coh725=52.5603 0 0 0 0 0 0 0 0 0 0 0 0 coh726=52.6607 0 0 0 0 0 0 0 0 0 0 0 0 coh727=52.7611 0 0 0 0 0 0 0 0 0 0 0 0 coh728=52.8614 0 0 0 0 0 0 0 0 0 0 0 0 coh729=52.9618 0 0 0 0 0 0 0 0 0 0 0 0 coh730=53.0621 0 0 0 0 0 0 0 0 0 0 0 0 coh731=53.1625 0 0 0 0 0 0 0 0 0 0 0 0 coh732=53.2629 0 0 0 0 0 0 0 0 0 0 0 0 coh733=53.3632 0 0 0 0 0 0 0 0 0 0 0 0 coh734=53.4636 0 0 0 0 0 0 0 0 0 0 0 0 coh735=53.5639 0 0 0 0 0 0 0 0 0 0 0 0 coh736=53.6643 0 0 0 0 0 0 0 0 0 0 0 0 coh737=53.7647 0 0 0 0 0 0 0 0 0 0 0 0 coh738=53.865 0 0 0 0 0 0 0 0 0 0 0 0 coh739=53.9654 0 0 0 0 0 0 0 0 0 0 0 0 coh740=54.0657 0 0 0 0 0 0 0 0 0 0 0 0 coh741=54.1661 0 0 0 0 0 0 0 0 0 0 0 0 coh742=54.2665 0 0 0 0 0 0 0 0 0 0 0 0 coh743=54.3668 0 0 0 0 0 0 0 0 0 0 0 0 coh744=54.4672 0 0 0 0 0 0 0 0 0 0 0 0 coh745=54.5675 0 0 0 0 0 0 0 0 0 0 0 0 coh746=54.6679 0 0 0 0 0 0 0 0 0 0 0 0 coh747=54.7683 0 0 0 0 0 0 0 0 0 0 0 0 coh748=54.8686 0 0 0 0 0 0 0 0 0 0 0 0 coh749=54.969 0 0 0 0 0 0 0 0 0 0 0 0 coh750=55.0693 0 0 0 0 0 0 0 0 0 0 0 0 coh751=55.1697 0 0 0 0 0 0 0 0 0 0 0 0 coh752=55.2701 0 0 0 0 0 0 0 0 0 0 0 0 coh753=55.3704 0 0 0 0 0 0 0 0 0 0 0 0 coh754=55.4708 0 0 0 0 0 0 0 0 0 0 0 0 coh755=55.5711 0 0 0 0 0 0 0 0 0 0 0 0 coh756=55.6715 0 0 0 0 0 0 0 0 0 0 0 0 coh757=55.7719 0 0 0 0 0 0 0 0 0 0 0 0 coh758=55.8722 0 0 0 0 0 0 0 0 0 0 0 0 coh759=55.9726 0 0 0 0 0 0 0 0 0 0 0 0 coh760=56.0729 0 0 0 0 0 0 0 0 0 0 0 0 coh761=56.1733 0 0 0 0 0 0 0 0 0 0 0 0 coh762=56.2737 0 0 0 0 0 0 0 0 0 0 0 0 coh763=56.374 0 0 0 0 0 0 0 0 0 0 0 0 coh764=56.4744 0 0 0 0 0 0 0 0 0 0 0 0 coh765=56.5747 0 0 0 0 0 0 0 0 0 0 0 0 coh766=56.6751 0 0 0 0 0 0 0 0 0 0 0 0 coh767=56.7755 0 0 0 0 0 0 0 0 0 0 0 0 coh768=56.8758 0 0 0 0 0 0 0 0 0 0 0 0 coh769=56.9762 0 0 0 0 0 0 0 0 0 0 0 0 coh770=57.0765 0 0 0 0 0 0 0 0 0 0 0 0 coh771=57.1769 0 0 0 0 0 0 0 0 0 0 0 0 coh772=57.2773 0 0 0 0 0 0 0 0 0 0 0 0 mt_pol_for_save_print: formal savings zi1_zr_0_025_zw_0_34741 zi2_zr_0_025_zw_0_40076 zi3_zr_0_025_zw_0_4623 zi4_zr_0_025_zw_0_5333 zi5_zr_0_025_zw_0_61519 zi6_zr_0_025_zw_0_70966 zi70_zr_0_095_zw_1_2567 zi71_zr_0_095_zw_1_4496 zi72_zr_0_095_zw_1_6723 zi73_zr_0_095_zw_1_9291 zi74_zr_0_095_zw_2_2253 zi75_zr_0_095_zw_2_567 _______________________ _______________________ ______________________ ______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ _______________________ ______________________ coh1=-20 17.943 17.943 17.536 16.721 16.314 15.499 14.684 13.055 13.055 11.426 8.5743 6.9449 coh2=-19.8996 17.843 17.843 17.436 16.621 16.214 15.399 14.584 12.955 12.955 11.325 8.4739 6.8445 coh3=-19.7993 17.743 17.743 17.335 16.521 16.113 15.298 14.484 12.854 12.854 11.225 8.3736 6.7442 coh4=-19.6989 17.642 17.642 17.235 16.42 16.013 15.198 14.383 12.754 12.754 11.125 8.2732 6.6438 coh5=-19.5986 17.542 17.542 17.134 16.32 15.912 15.098 14.283 12.654 12.654 11.024 8.1728 6.5435 coh6=-19.4982 0 17.441 17.034 16.219 15.812 14.997 14.183 12.553 12.553 10.924 8.0725 6.4431 coh7=-19.3978 0 0 0 0 0 14.897 14.082 12.453 12.453 10.824 7.9721 6.3427 coh8=-19.2975 0 0 0 0 0 0 13.982 12.353 12.353 10.723 7.8718 6.2424 coh9=-19.1971 0 0 0 0 0 0 13.882 12.252 12.252 10.623 7.7714 6.142 coh10=-19.0968 0 0 0 0 0 0 0.097662 12.152 12.152 10.522 7.671 6.0417 coh11=-18.9964 0 0 0 0 0 0 0 0 12.052 10.422 7.5707 5.9413 coh12=-18.896 0 0 0 0 0 0 0 0 0 10.322 7.4703 5.8409 coh13=-18.7957 0 0 0 0 0 0 0 0 0 0 7.37 5.7406 coh14=-18.6953 0 0 0 0 0 0 0 0 0 0 7.2696 5.6402 coh15=-18.595 0 0 0 0 0 0 0 0 0 0 0 5.5399 coh16=-18.4946 0 0 0 0 0 0 0 0 0 0 0 5.4395 coh17=-18.3942 0 0 0 0 0 0 0 0 0 0 0 5.3391 coh18=-18.2939 0 0 0 0 0 0 0 0 0 0 0 0 coh19=-18.1935 0 0 0 0 0 0 0 0 0 0 0 0 coh20=-18.0932 0 0 0 0 0 0 0.59506 0.59506 0.59506 0.59506 0.59506 0.59506 coh21=-17.9928 0 0 0 0 0 0 0.4948 0.4948 0.4948 0.4948 0.4948 0.4948 coh22=-17.8924 0 0 0 0 0 0 0.39454 0.39454 0.39454 0.39454 0.39454 0.39454 coh23=-17.7921 0 0 0 0 0 0 0.29428 0.29428 0.29428 0.29428 0.29428 0.29428 coh24=-17.6917 0 0 0 0 0 0 0.19402 0.19402 0.19402 0.19402 0.19402 0.19402 coh25=-17.5914 0 0 0 0 0 0 0.093764 0.093764 0.093764 0.093764 0.093764 0.093764 coh26=-17.491 0 0 0 0 0 0 0 0 0 0 0 0 coh27=-17.3906 0 0 0 0 0 0 0 0 0 0 0 0 coh28=-17.2903 0 0 0 0 0 0 0 0 0 0 0 0 coh29=-17.1899 0 0 0 0 0 0 0 0 0 0 0 0 coh30=-17.0896 0 0 0 0 0 0 0 0 0 0 0 0 coh31=-16.9892 0 0 0 0 0 0 0 0 0 0 0 0 coh32=-16.8888 0 0 0 0 0 0 0 0 0 0 0 0 coh33=-16.7885 0 0 0 0 0 0 0 0 0 0 0 0 coh34=-16.6881 0 0 0 0 0 0 0 0 0 0 0 0 coh35=-16.5878 0 0 0 0 0 0 0.58957 0.58957 0.5895 0.5895 0.58964 0.59005 coh36=-16.4874 0 0 0 0 0 0 0.48926 0.48919 0.48919 0.48919 0.48955 0.48976 coh37=-16.387 0 0 0 0 0 0 0.38895 0.38888 0.38888 0.38895 0.3894 0.38954 coh38=-16.2867 0 0 0 0 0 0 0.28865 0.28857 0.28857 0.28872 0.2891 0.28925 coh39=-16.1863 0 0 0 0 0 0 0.18834 0.18826 0.18826 0.18865 0.18888 0.18904 coh40=-16.086 0 0 0 0 0 0 0.088034 0.087954 0.088034 0.088512 0.088671 0.088751 coh41=-15.9856 0 0 0 0 0 0 0 0 0 0 0 0 coh42=-15.8852 0 0 0 0 0 0 0 0 0 0 0 0 coh43=-15.7849 0 0 0 0 0 0 0 0 0 0 0 0 coh44=-15.6845 0 0 0 0 0 0 0 0 0 0 0 0 coh45=-15.5842 0 0 0 0 0 0 0 0 0 0 0 0 coh46=-15.4838 0 0 0 0 0 0 0 0 0 0 0 0 coh47=-15.3834 0 0 0 0 0 0 0 0 0 0 0 0 coh48=-15.2831 0 0 0 0 0 0 0 0 0 0 0 0 coh49=-15.1827 0 0 0 0 0 0 0 0 0 0 0 0 coh50=-15.0824 0 0 0 0 0 0 0.58577 0.58577 0.58587 0.58597 0.58607 0.58617 coh723=52.3596 46.416 45.034 45.034 45.034 43.651 43.651 36.86 35.508 32.803 31.451 27.395 24.69 coh724=52.46 46.508 45.124 45.124 45.124 43.74 43.74 36.939 35.585 32.877 31.523 27.46 24.752 coh725=52.5603 46.6 45.214 45.214 45.214 43.828 43.828 37.018 35.662 32.95 31.594 27.526 24.814 coh726=52.6607 46.692 45.304 45.304 45.304 43.916 43.916 37.097 35.739 33.023 31.665 27.592 24.876 coh727=52.7611 46.784 45.394 45.394 45.394 44.004 44.004 37.176 35.816 33.096 31.737 27.657 24.938 coh728=52.8614 46.876 45.485 45.485 45.485 44.093 44.093 37.254 35.893 33.17 31.808 28.562 25 coh729=52.9618 46.969 45.575 45.575 45.575 44.181 44.181 37.333 35.97 33.243 31.879 29.152 25.062 coh730=53.0621 47.061 45.665 45.665 45.665 44.269 44.269 37.412 36.047 33.316 31.951 29.22 25.124 coh731=53.1625 47.153 45.755 45.755 45.755 44.358 44.358 37.491 36.124 33.896 32.022 29.288 25.186 coh732=53.2629 47.245 45.845 45.845 45.845 44.446 44.446 37.57 36.201 34.832 32.093 29.355 25.248 coh733=53.3632 47.337 45.936 45.936 45.936 44.534 44.534 37.649 36.278 34.907 32.165 29.423 25.31 coh734=53.4636 47.429 46.026 46.026 46.026 44.622 44.622 37.728 36.355 34.982 32.236 29.49 25.372 coh735=53.5639 47.521 46.116 46.116 46.116 44.711 44.711 37.807 36.432 35.057 32.308 29.558 25.434 coh736=53.6643 47.613 46.206 46.206 46.206 44.799 44.799 37.885 36.509 35.132 32.379 29.626 25.496 coh737=53.7647 47.705 46.296 46.296 46.296 44.887 44.887 37.964 36.586 35.207 32.45 29.693 25.558 coh738=53.865 47.798 46.387 46.387 46.387 44.976 44.976 38.043 36.663 35.282 32.522 29.761 25.62 coh739=53.9654 47.89 46.477 46.477 46.477 45.064 45.064 38.122 36.74 35.357 32.593 29.829 25.682 coh740=54.0657 47.982 46.567 46.567 46.567 45.152 45.152 38.201 36.817 35.433 32.664 29.896 25.744 coh741=54.1661 48.074 46.657 46.657 46.657 45.24 45.24 38.28 36.894 35.508 32.736 29.964 25.806 coh742=54.2665 48.166 46.747 46.747 46.747 45.329 45.329 38.359 36.971 35.583 32.807 30.031 26.521 coh743=54.3668 48.258 46.838 46.838 46.838 45.417 45.417 38.437 37.048 35.658 32.878 30.099 27.319 coh744=54.4672 48.35 46.928 46.928 46.928 45.505 45.505 38.516 37.125 35.733 32.95 30.167 27.383 coh745=54.5675 48.442 47.018 47.018 47.018 45.594 45.594 38.595 37.202 35.808 33.021 30.234 27.447 coh746=54.6679 48.535 47.109 47.109 47.109 45.684 45.684 38.674 37.279 35.883 33.093 30.302 27.511 coh747=54.7683 48.629 47.204 47.204 47.204 44.342 44.342 38.839 37.356 35.958 33.164 30.369 27.575 coh748=54.8686 47.226 45.827 45.827 45.827 44.428 44.428 40.203 37.433 36.033 33.235 30.437 27.639 coh749=54.969 47.317 45.916 45.916 45.916 44.515 44.515 40.312 37.51 36.109 33.307 30.505 27.703 coh750=55.0693 47.407 46.004 46.004 46.004 44.601 44.601 40.392 37.587 36.184 33.378 30.572 27.766 coh751=55.1697 47.497 46.092 46.092 46.092 44.687 44.687 40.473 37.664 36.259 33.449 30.64 27.83 coh752=55.2701 47.587 46.18 46.18 46.18 44.774 44.774 40.554 37.741 36.334 33.521 30.707 27.894 coh753=55.3704 47.677 46.269 46.269 46.269 44.86 44.86 40.635 37.818 36.409 33.592 30.775 28.763 coh754=55.4708 47.767 46.357 46.357 46.357 44.946 44.946 40.715 37.895 36.484 33.663 31.533 29.432 coh755=55.5711 47.857 46.445 46.445 46.445 45.033 45.033 40.796 37.972 36.559 33.735 32.323 29.498 coh756=55.6715 47.947 46.533 46.533 46.533 45.119 45.119 40.877 38.048 36.634 33.806 32.392 29.103 coh757=55.7719 48.037 46.621 46.621 46.621 45.205 45.205 40.957 38.125 36.709 33.877 32.116 28.213 coh758=55.8722 48.128 46.71 46.71 46.71 45.292 45.292 41.038 38.202 36.785 33.949 31.113 28.277 coh759=55.9726 48.218 46.798 46.798 46.798 45.378 45.378 41.119 38.279 36.86 34.02 31.181 28.341 coh760=56.0729 48.308 46.886 46.886 46.886 45.465 45.465 41.2 38.356 36.935 34.092 31.248 28.405 coh761=56.1733 48.398 46.974 46.974 46.974 45.551 45.551 41.28 38.433 37.01 34.163 31.316 28.469 coh762=56.2737 48.488 47.063 47.063 47.063 45.637 45.637 41.361 38.51 37.085 34.234 31.384 28.533 coh763=56.374 48.58 47.154 47.154 47.154 45.728 45.728 41.451 38.6 37.174 34.323 31.471 28.62 coh764=56.4744 48.672 47.246 47.246 47.246 45.82 45.82 41.543 38.692 37.266 34.415 31.563 28.712 coh765=56.5747 48.764 47.338 47.338 47.338 45.913 45.913 41.635 38.784 37.358 34.507 31.655 28.804 coh766=56.6751 48.856 47.43 47.43 47.43 46.005 46.005 41.727 38.876 37.45 34.599 31.747 27.705 coh767=56.7755 48.948 47.522 47.522 47.522 46.097 46.097 41.82 38.968 37.542 33.379 30.573 27.768 coh768=56.8758 49.04 47.614 47.614 47.614 46.189 46.189 40.473 37.663 36.259 33.449 30.64 27.83 coh769=56.9762 49.132 47.707 47.707 46.178 44.771 44.771 40.552 37.739 36.332 33.519 30.706 27.893 coh770=57.0765 47.673 46.264 46.264 46.264 44.856 44.856 40.631 37.814 36.405 33.589 30.772 28.697 coh771=57.1769 47.761 46.351 46.351 46.351 44.94 44.94 40.71 37.889 36.479 33.658 31.437 29.428 coh772=57.2773 47.849 46.437 46.437 46.437 45.025 45.025 40.789 37.964 36.552 33.728 32.316 29.492
Display Various Containers
if (bl_display_defparam)
Display 1 support_map
fft_container_map_display(support_map, it_display_summmat_rowmax, it_display_summmat_colmax);
---------------------------------------- ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Begin: Show all key and value pairs from container CONTAINER NAME: SUPPORT_MAP ---------------------------------------- Map with properties: Count: 47 KeyType: char ValueType: any xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx ---------------------------------------- ---------------------------------------- pos = 1 ; key = bl_display ; val = false pos = 2 ; key = bl_display_defparam ; val = true pos = 3 ; key = bl_display_dist ; val = false pos = 4 ; key = bl_display_evf ; val = false pos = 5 ; key = bl_display_final ; val = true pos = 6 ; key = bl_display_final_dist ; val = false pos = 7 ; key = bl_display_final_dist_detail ; val = false pos = 8 ; key = bl_display_funcgrids ; val = false pos = 9 ; key = bl_display_infbridge ; val = false pos = 10 ; key = bl_display_minccost ; val = false pos = 11 ; key = bl_graph ; val = true pos = 12 ; key = bl_graph_coh_t_coh ; val = true pos = 13 ; key = bl_graph_evf ; val = false pos = 14 ; key = bl_graph_forinf_discrete ; val = true pos = 15 ; key = bl_graph_forinf_pol_lvl ; val = true pos = 16 ; key = bl_graph_forinf_pol_pct ; val = true pos = 17 ; key = bl_graph_funcgrids ; val = false pos = 18 ; key = bl_graph_funcgrids_detail ; val = false pos = 19 ; key = bl_graph_onebyones ; val = true pos = 20 ; key = bl_graph_pol_lvl ; val = true pos = 21 ; key = bl_graph_pol_pct ; val = true pos = 22 ; key = bl_graph_val ; val = true pos = 23 ; key = bl_img_save ; val = false pos = 24 ; key = bl_mat ; val = false pos = 25 ; key = bl_post ; val = true pos = 26 ; key = bl_profile ; val = false pos = 27 ; key = bl_profile_dist ; val = false pos = 28 ; key = bl_time ; val = false pos = 29 ; key = it_display_every ; val = 5 pos = 30 ; key = it_display_final_colmax ; val = 12 pos = 31 ; key = it_display_final_rowmax ; val = 100 pos = 32 ; key = it_display_summmat_colmax ; val = 5 pos = 33 ; key = it_display_summmat_rowmax ; val = 5 pos = 34 ; key = st_img_name_main ; val = ff_ipwkbzr_fibs_vf_vecsv_default pos = 35 ; key = st_img_path ; val = C:/Users/fan/CodeDynaAsset//m_fibs//m_ipwkbzr_solve/img/ pos = 36 ; key = st_img_prefix ; val = pos = 37 ; key = st_img_suffix ; val = _p4.png pos = 38 ; key = st_mat_name_main ; val = ff_ipwkbzr_fibs_vf_vecsv_default pos = 39 ; key = st_mat_path ; val = C:/Users/fan/CodeDynaAsset//m_fibs//m_ipwkbzr_solve/mat/ pos = 40 ; key = st_mat_prefix ; val = pos = 41 ; key = st_mat_suffix ; val = _p4 pos = 42 ; key = st_matimg_path_root ; val = C:/Users/fan/CodeDynaAsset//m_fibs/ pos = 43 ; key = st_profile_name_main ; val = ff_ipwkbzr_fibs_vf_vecsv_default pos = 44 ; key = st_profile_path ; val = C:/Users/fan/CodeDynaAsset//m_fibs//m_ipwkbzr_solve/profile/ pos = 45 ; key = st_profile_prefix ; val = pos = 46 ; key = st_profile_suffix ; val = _p4 pos = 47 ; key = st_title_prefix ; val = ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Scalars in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx value __ ___ _____ bl_display 1 1 0 bl_display_defparam 2 2 1 bl_display_dist 3 3 0 bl_display_evf 4 4 0 bl_display_final 5 5 1 bl_display_final_dist 6 6 0 bl_display_final_dist_detail 7 7 0 bl_display_funcgrids 8 8 0 bl_display_infbridge 9 9 0 bl_display_minccost 10 10 0 bl_graph 11 11 1 bl_graph_coh_t_coh 12 12 1 bl_graph_evf 13 13 0 bl_graph_forinf_discrete 14 14 1 bl_graph_forinf_pol_lvl 15 15 1 bl_graph_forinf_pol_pct 16 16 1 bl_graph_funcgrids 17 17 0 bl_graph_funcgrids_detail 18 18 0 bl_graph_onebyones 19 19 1 bl_graph_pol_lvl 20 20 1 bl_graph_pol_pct 21 21 1 bl_graph_val 22 22 1 bl_img_save 23 23 0 bl_mat 24 24 0 bl_post 25 25 1 bl_profile 26 26 0 bl_profile_dist 27 27 0 bl_time 28 28 0 it_display_every 29 29 5 it_display_final_colmax 30 30 12 it_display_final_rowmax 31 31 100 it_display_summmat_colmax 32 32 5 it_display_summmat_rowmax 33 33 5 ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Strings in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx __ ___ st_img_name_main 1 34 st_img_path 2 35 st_img_prefix 3 36 st_img_suffix 4 37 st_mat_name_main 5 38 st_mat_path 6 39 st_mat_prefix 7 40 st_mat_suffix 8 41 st_matimg_path_root 9 42 st_profile_name_main 10 43 st_profile_path 11 44 st_profile_prefix 12 45 st_profile_suffix 13 46 st_title_prefix 14 47
Display 2 armt_map
fft_container_map_display(armt_map, it_display_summmat_rowmax, it_display_summmat_colmax);
---------------------------------------- ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Begin: Show all key and value pairs from container CONTAINER NAME: ARMT_MAP ---------------------------------------- Map with properties: Count: 45 KeyType: char ValueType: any xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx ---------------------------------------- ---------------------------------------- pos = 1 ; key = ar_a ;rown= 1 ,coln= 772 ar_a :mu= 18.6145 ,sd= 22.347 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_386_c386 zi_771_c771 zi_772_c772 _______ _______ ___________ ___________ ___________ zi_1_r1 -20 -19.9 18.538 57.177 57.277 pos = 2 ; key = ar_a_meshk ;rown= 772 ,coln= 1 ar_a_meshk :mu= 18.6145 ,sd= 22.347 ,min= -20 ,max= 57.2773 zi_1_c1 _______ zi_1_R1 -20 zi_2_R2 -19.9 zi_386_r386 18.538 zi_771_r771 57.177 zi_772_r772 57.277 pos = 3 ; key = ar_a_meshk_ori ;rown= 125000 ,coln= 1 ar_a_meshk_ori :mu= -11.5107 ,sd= 10.6749 ,min= -20 ,max= 49.93 zi_1_c1 _______ zi_1_R1 -20 zi_2_R2 -20 zi_62500_R62500 -19.995 zi_124999_r124999 -18.504 zi_125000_r125000 -19.93 pos = 4 ; key = ar_ak_perc ;rown= 1 ,coln= 50 ar_ak_perc :mu= 0.5 ,sd= 0.2969 ,min= 0.001 ,max= 0.999 zi_1_C1 zi_2_C2 zi_25_c25 zi_49_c49 zi_50_c50 _______ ________ _________ _________ _________ zi_1_r1 0.001 0.021367 0.48982 0.97863 0.999 pos = 5 ; key = ar_ameshk_tnext_with_r ;rown= 125000 ,coln= 5 ar_ameshk_tnext_with_r :mu= -12.1815 ,sd= 11.1121 ,min= -21.9 ,max= 51.1782 zi_1_c1 zi_2_c2 zi_3_c3 zi_4_c4 zi_5_c5 _______ _______ _______ _______ _______ zi_1_R1 -20.5 -20.85 -21.2 -21.55 -21.9 zi_2_R2 -20.5 -20.85 -21.2 -21.55 -21.9 zi_62500_R62500 -20.495 -20.845 -21.195 -21.363 -21.46 zi_124999_r124999 -18.967 -19.291 -19.615 -19.72 -19.727 zi_125000_r125000 -20.428 -20.777 -21.126 -21.237 -21.253 pos = 6 ; key = ar_aplusk_mesh ;rown= 125000 ,coln= 1 ar_aplusk_mesh :mu= -3.0215 ,sd= 16.2704 ,min= -20 ,max= 50 zi_1_c1 _______ zi_1_R1 -20 zi_2_R2 -20 zi_62500_R62500 -15.086 zi_124999_r124999 50 zi_125000_r125000 50 pos = 7 ; key = ar_coh_bridge_perc ;rown= 1 ,coln= 10 ar_coh_bridge_perc :mu= 0.5 ,sd= 0.33641 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_5_C5 zi_9_C9 zi_10_c10 _______ _______ _______ _______ _________ zi_1_r1 0 0.11111 0.44444 0.88889 1 pos = 8 ; key = ar_forbrblk ;rown= 1 ,coln= 14 ar_forbrblk :mu= -9.2857 ,sd= 6.2163 ,min= -19 ,max= 0 zi_1_C1 zi_2_C2 zi_7_C7 zi_13_c13 zi_14_c14 _______ _______ _______ _________ _________ zi_1_r1 -19 -17.5 -10 -1 0 pos = 9 ; key = ar_forbrblk_r ;rown= 1 ,coln= 14 ar_forbrblk_r :mu= 0.065 ,sd= 2.8803e-17 ,min= 0.065 ,max= 0.065 zi_1_C1 zi_2_C2 zi_7_C7 zi_13_c13 zi_14_c14 _______ _______ _______ _________ _________ zi_1_r1 0.065 0.065 0.065 0.065 0.065 pos = 10 ; key = ar_interp_c_grid ;rown= 1 ,coln= 772572 ar_interp_c_grid :mu= 38.6486 ,sd= 22.3023 ,min= 0.02 ,max= 77.2773 zi_1_C1 zi_2_C2 zi_386286_c386286 zi_772571_c772571 zi_772572_c772572 _______ _______ _________________ _________________ _________________ zi_1_r1 0.02 0.0201 38.649 77.277 77.277 pos = 11 ; key = ar_interp_coh_grid ;rown= 1 ,coln= 772 ar_interp_coh_grid :mu= 18.6145 ,sd= 22.347 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_386_c386 zi_771_c771 zi_772_c772 _______ _______ ___________ ___________ ___________ zi_1_r1 -20 -19.9 18.538 57.177 57.277 pos = 12 ; key = ar_k_mesha ;rown= 772 ,coln= 1 ar_k_mesha :mu= 0 ,sd= 0 ,min= 0 ,max= 0 zi_1_c1 _______ zi_1_R1 0 zi_2_R2 0 zi_386_r386 0 zi_771_r771 0 zi_772_r772 0 pos = 13 ; key = ar_k_mesha_ori ;rown= 125000 ,coln= 1 ar_k_mesha_ori :mu= 8.4893 ,sd= 10.6749 ,min= 0 ,max= 69.93 zi_1_c1 _______ zi_1_R1 0 zi_2_R2 0 zi_62500_R62500 4.9091 zi_124999_r124999 68.504 zi_125000_r125000 69.93 pos = 14 ; key = ar_w_level ;rown= 1 ,coln= 700 ar_w_level :mu= 14.9786 ,sd= 20.2441 ,min= -20 ,max= 50 zi_1_C1 zi_2_C2 zi_350_c350 zi_699_c699 zi_700_c700 _______ _______ ___________ ___________ ___________ zi_1_r1 -20 -19.9 14.9 49.9 50 pos = 15 ; key = ar_w_level_full ;rown= 1 ,coln= 2500 ar_w_level_full :mu= -3.0215 ,sd= 16.2736 ,min= -20 ,max= 50 zi_1_C1 zi_2_C2 zi_1250_c1250 zi_2499_c2499 zi_2500_c2500 _______ _______ _____________ _____________ _____________ zi_1_r1 -20 -19.9 -15.086 49.9 50 pos = 16 ; key = ar_w_perc ;rown= 1 ,coln= 50 ar_w_perc :mu= 0.5 ,sd= 0.2969 ,min= 0.001 ,max= 0.999 zi_1_C1 zi_2_C2 zi_25_c25 zi_49_c49 zi_50_c50 _______ ________ _________ _________ _________ zi_1_r1 0.001 0.021367 0.48982 0.97863 0.999 pos = 17 ; key = ar_z_r_infbr ;rown= 1 ,coln= 5 ar_z_r_infbr :mu= 0.06 ,sd= 0.02767 ,min= 0.025 ,max= 0.095 zi_1_c1 zi_2_c2 zi_3_c3 zi_4_c4 zi_5_c5 _______ _______ _______ _______ _______ zi_1_r1 0.025 0.0425 0.06 0.0775 0.095 pos = 18 ; key = ar_z_r_infbr_mesh_wage_r1w2 ;rown= 1 ,coln= 75 ar_z_r_infbr_mesh_wage_r1w2 :mu= 0.06 ,sd= 0.024915 ,min= 0.025 ,max= 0.095 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_r1 0.025 0.0425 0.06 0.0775 0.095 pos = 19 ; key = ar_z_r_infbr_mesh_wage_w1r2 ;rown= 1 ,coln= 75 ar_z_r_infbr_mesh_wage_w1r2 :mu= 0.06 ,sd= 0.024915 ,min= 0.025 ,max= 0.095 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_r1 0.025 0.025 0.06 0.095 0.095 pos = 20 ; key = ar_z_r_infbr_prob ;rown= 1 ,coln= 5 ar_z_r_infbr_prob :mu= 0.2 ,sd= 0.34803 ,min= 0.00012164 ,max= 0.81093 zi_1_c1 zi_2_c2 zi_3_c3 zi_4_c4 zi_5_c5 __________ _________ ________ _______ _______ zi_1_r1 0.00012164 0.0024328 0.024328 0.16219 0.81093 pos = 21 ; key = ar_z_wage ;rown= 1 ,coln= 15 ar_z_wage :mu= 1.1347 ,sd= 0.69878 ,min= 0.34741 ,max= 2.567 zi_1_C1 zi_2_C2 zi_8_C8 zi_14_c14 zi_15_c15 _______ _______ _______ _________ _________ zi_1_r1 0.34741 0.40076 0.94436 2.2253 2.567 pos = 22 ; key = ar_z_wage_mesh_r_infbr_r1w2 ;rown= 1 ,coln= 75 ar_z_wage_mesh_r_infbr_r1w2 :mu= 1.1347 ,sd= 0.67963 ,min= 0.34741 ,max= 2.567 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_r1 0.34741 0.34741 0.94436 2.567 2.567 pos = 23 ; key = ar_z_wage_mesh_r_infbr_w1r2 ;rown= 1 ,coln= 75 ar_z_wage_mesh_r_infbr_w1r2 :mu= 1.1347 ,sd= 0.67963 ,min= 0.34741 ,max= 2.567 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_r1 0.34741 0.40076 0.94436 2.2253 2.567 pos = 24 ; key = ar_z_wage_prob ;rown= 1 ,coln= 15 ar_z_wage_prob :mu= 0.066667 ,sd= 0.060897 ,min= 0.0027089 ,max= 0.16757 zi_1_C1 zi_2_C2 zi_8_C8 zi_14_c14 zi_15_c15 _________ _________ _______ _________ _________ zi_1_r1 0.0027089 0.0069499 0.16757 0.0069499 0.0027089 pos = 25 ; key = cl_mt_coh_wkb_mesh_z_r_infbr ;rown= 125000 ,coln= 75 cl_mt_coh_wkb_mesh_z_r_infbr :mu= -1.4687 ,sd= 16.5862 ,min= -20.0564 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -20.056 -20.056 -20.056 -20.056 -20.056 zi_2_R2 -20.056 -20.056 -20.056 -20.056 -20.056 zi_62500_R62500 -14.919 -14.824 -13.86 -11.589 -10.983 zi_124999_r124999 46.092 46.336 48.826 54.692 56.257 zi_125000_r125000 45.954 46.2 48.708 54.619 56.195 pos = 26 ; key = it_ameshk_n ; val = 772 pos = 27 ; key = mt_bl_w_perc_mesh_interp_coh_grid_wneg ;rown= 50 ,coln= 772 mt_bl_w_perc_mesh_interp_coh_grid_wneg :mu= 0.60951 ,sd= 0.48787 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_386_c386 zi_771_c771 zi_772_c772 _______ _______ ___________ ___________ ___________ zi_1_R1 true true true true true zi_2_R2 true true true true true zi_25_r25 true true true false false zi_49_r49 true true false false false zi_50_r50 true true false false false pos = 28 ; key = mt_coh_bridge_perc_mesh_w_level_neg ;rown= 200 ,coln= 10 mt_coh_bridge_perc_mesh_w_level_neg :mu= 0.5 ,sd= 0.31922 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_5_C5 zi_9_C9 zi_10_c10 _______ _______ _______ _______ _________ zi_1_R1 0 0.11111 0.44444 0.88889 1 zi_2_R2 0 0.11111 0.44444 0.88889 1 zi_100_r100 0 0.11111 0.44444 0.88889 1 zi_199_r199 0 0.11111 0.44444 0.88889 1 zi_200_r200 0 0.11111 0.44444 0.88889 1 pos = 29 ; key = mt_coh_w_perc_ratio_wneg ;rown= 23527 ,coln= 1 mt_coh_w_perc_ratio_wneg :mu= 0.72495 ,sd= 0.37217 ,min= 0 ,max= 1 zi_1_c1 _______ zi_1_R1 0 zi_2_R2 0 zi_11764_r11764 1 zi_23526_r23526 1 zi_23527_r23527 1 pos = 30 ; key = mt_coh_wkb ;rown= 772 ,coln= 75 mt_coh_wkb :mu= 18.6145 ,sd= 22.3328 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -20 -20 -20 -20 -20 zi_2_R2 -19.9 -19.9 -19.9 -19.9 -19.9 zi_386_r386 18.538 18.538 18.538 18.538 18.538 zi_771_r771 57.177 57.177 57.177 57.177 57.177 zi_772_r772 57.277 57.277 57.277 57.277 57.277 pos = 31 ; key = mt_coh_wkb_ori ;rown= 625000 ,coln= 15 mt_coh_wkb_ori :mu= -1.8516 ,sd= 16.7324 ,min= -21.4564 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_8_C8 zi_14_c14 zi_15_c15 _______ _______ _______ _________ _________ zi_1_R1 -20.056 -20.056 -20.056 -20.056 -20.056 zi_2_R2 -20.056 -20.056 -20.056 -20.056 -20.056 zi_312500_r312500 -15.619 -15.524 -14.56 -12.289 -11.683 zi_624999_r624999 45.332 45.576 48.066 53.932 55.497 zi_625000_r625000 45.129 45.375 47.883 53.793 55.37 pos = 32 ; key = mt_interp_coh_grid_mesh_w_perc ;rown= 50 ,coln= 772 mt_interp_coh_grid_mesh_w_perc :mu= 18.6145 ,sd= 22.3329 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_386_c386 zi_771_c771 zi_772_c772 _______ _______ ___________ ___________ ___________ zi_1_R1 -20 -19.9 18.538 57.177 57.277 zi_2_R2 -20 -19.9 18.538 57.177 57.277 zi_25_r25 -20 -19.9 18.538 57.177 57.277 zi_49_r49 -20 -19.9 18.538 57.177 57.277 zi_50_r50 -20 -19.9 18.538 57.177 57.277 pos = 33 ; key = mt_interp_coh_grid_mesh_z ;rown= 772 ,coln= 75 mt_interp_coh_grid_mesh_z :mu= 18.6145 ,sd= 22.3328 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -20 -20 -20 -20 -20 zi_2_R2 -19.9 -19.9 -19.9 -19.9 -19.9 zi_386_r386 18.538 18.538 18.538 18.538 18.538 zi_771_r771 57.177 57.177 57.177 57.177 57.177 zi_772_r772 57.277 57.277 57.277 57.277 57.277 pos = 34 ; key = mt_interp_coh_grid_mesh_z_wage ;rown= 772 ,coln= 15 mt_interp_coh_grid_mesh_z_wage :mu= 18.6145 ,sd= 22.3335 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_8_C8 zi_14_c14 zi_15_c15 _______ _______ _______ _________ _________ zi_1_R1 -20 -20 -20 -20 -20 zi_2_R2 -19.9 -19.9 -19.9 -19.9 -19.9 zi_386_r386 18.538 18.538 18.538 18.538 18.538 zi_771_r771 57.177 57.177 57.177 57.177 57.177 zi_772_r772 57.277 57.277 57.277 57.277 57.277 pos = 35 ; key = mt_k ;rown= 50 ,coln= 2500 mt_k :mu= 8.4893 ,sd= 10.6749 ,min= 0 ,max= 69.93 zi_1_C1 zi_2_C2 zi_1250_c1250 zi_2499_c2499 zi_2500_c2500 _______ __________ _____________ _____________ _____________ zi_1_R1 0 0.00010029 0.004914 0.0699 0.07 zi_2_R2 0 0.0021429 0.105 1.4936 1.4957 zi_25_r25 0 0.049122 2.407 34.238 34.287 zi_49_r49 0 0.098144 4.809 68.406 68.504 zi_50_r50 0 0.10019 4.9091 69.83 69.93 pos = 36 ; key = mt_w_level_neg_mesh_coh_bridge_perc ;rown= 200 ,coln= 10 mt_w_level_neg_mesh_coh_bridge_perc :mu= -10.0215 ,sd= 5.7914 ,min= -20 ,max= -0.04298 zi_1_C1 zi_2_C2 zi_5_C5 zi_9_C9 zi_10_c10 ________ ________ ________ ________ _________ zi_1_R1 -20 -20 -20 -20 -20 zi_2_R2 -19.9 -19.9 -19.9 -19.9 -19.9 zi_100_r100 -10.072 -10.072 -10.072 -10.072 -10.072 zi_199_r199 -0.14327 -0.14327 -0.14327 -0.14327 -0.14327 zi_200_r200 -0.04298 -0.04298 -0.04298 -0.04298 -0.04298 pos = 37 ; key = mt_w_perc_mesh_interp_coh_grid ;rown= 50 ,coln= 772 mt_w_perc_mesh_interp_coh_grid :mu= -0.69276 ,sd= 17.2218 ,min= -20 ,max= 57.2 zi_1_C1 zi_2_C2 zi_386_c386 zi_771_c771 zi_772_c772 _______ _______ ___________ ___________ ___________ zi_1_R1 -20 -20 -19.961 -19.923 -19.923 zi_2_R2 -20 -19.998 -19.177 -18.351 -18.349 zi_25_r25 -20 -19.951 -1.1233 17.803 17.852 zi_49_r49 -20 -19.902 17.715 55.528 55.626 zi_50_r50 -20 -19.9 18.5 57.1 57.2 pos = 38 ; key = mt_w_perc_mesh_interp_coh_grid_wneg ;rown= 23527 ,coln= 1 mt_w_perc_mesh_interp_coh_grid_wneg :mu= -12.2397 ,sd= 5.8332 ,min= -20 ,max= -0.00091541 zi_1_c1 _______ zi_1_R1 -20 zi_2_R2 -20 zi_11764_r11764 -4.474 zi_23526_r23526 -2.6095 zi_23527_r23527 -1.0355 pos = 39 ; key = mt_w_perc_mesh_interp_coh_grid_wpos ;rown= 15073 ,coln= 1 mt_w_perc_mesh_interp_coh_grid_wpos :mu= 17.3305 ,sd= 13.1706 ,min= 0.0036274 ,max= 57.2 zi_1_c1 ________ zi_1_R1 0.051944 zi_2_R2 0.1522 zi_7537_R7537 13.967 zi_15072_r15072 55.626 zi_15073_r15073 57.2 pos = 40 ; key = mt_z_mesh_coh_wkb ;rown= 625000 ,coln= 75 mt_z_mesh_coh_wkb :mu= 38 ,sd= 21.6487 ,min= 1 ,max= 75 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 1 2 38 74 75 zi_2_R2 1 2 38 74 75 zi_312500_r312500 1 2 38 74 75 zi_624999_r624999 1 2 38 74 75 zi_625000_r625000 1 2 38 74 75 pos = 41 ; key = mt_z_mesh_coh_wkb_seg ;rown= 125000 ,coln= 75 mt_z_mesh_coh_wkb_seg :mu= 38 ,sd= 21.6487 ,min= 1 ,max= 75 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 1 2 38 74 75 zi_2_R2 1 2 38 74 75 zi_62500_R62500 1 2 38 74 75 zi_124999_r124999 1 2 38 74 75 zi_125000_r125000 1 2 38 74 75 pos = 42 ; key = mt_z_mesh_interp_coh_grid ;rown= 772 ,coln= 75 mt_z_mesh_interp_coh_grid :mu= 38 ,sd= 21.6489 ,min= 1 ,max= 75 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 1 2 38 74 75 zi_2_R2 1 2 38 74 75 zi_386_r386 1 2 38 74 75 zi_771_r771 1 2 38 74 75 zi_772_r772 1 2 38 74 75 pos = 43 ; key = mt_z_trans ;rown= 75 ,coln= 75 mt_z_trans :mu= 0.013333 ,sd= 0.040863 ,min= 0 ,max= 0.22626 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 __________ __________ __________ __________ __________ zi_1_R1 3.1646e-05 3.2638e-05 3.1195e-06 9.0031e-16 0 zi_2_R2 1.3662e-05 2.3868e-05 2.4049e-05 7.5897e-14 2.7009e-16 zi_38_r38 2.0899e-10 4.9882e-09 0.0067879 3.3255e-05 1.3933e-06 zi_74_r74 4.2258e-20 1.1385e-17 2.4049e-05 0.15912 0.091083 zi_75_r75 3.3344e-22 1.3449e-19 3.1195e-06 0.21758 0.21097 pos = 44 ; key = mt_z_wage_mesh_coh_wkb ;rown= 625000 ,coln= 15 mt_z_wage_mesh_coh_wkb :mu= 1.1347 ,sd= 0.67508 ,min= 0.34741 ,max= 2.567 zi_1_C1 zi_2_C2 zi_8_C8 zi_14_c14 zi_15_c15 _______ _______ _______ _________ _________ zi_1_R1 0.34741 0.40076 0.94436 2.2253 2.567 zi_2_R2 0.34741 0.40076 0.94436 2.2253 2.567 zi_312500_r312500 0.34741 0.40076 0.94436 2.2253 2.567 zi_624999_r624999 0.34741 0.40076 0.94436 2.2253 2.567 zi_625000_r625000 0.34741 0.40076 0.94436 2.2253 2.567 pos = 45 ; key = mt_z_wage_mesh_interp_coh_grid ;rown= 772 ,coln= 15 mt_z_wage_mesh_interp_coh_grid :mu= 1.1347 ,sd= 0.67511 ,min= 0.34741 ,max= 2.567 zi_1_C1 zi_2_C2 zi_8_C8 zi_14_c14 zi_15_c15 _______ _______ _______ _________ _________ zi_1_R1 0.34741 0.40076 0.94436 2.2253 2.567 zi_2_R2 0.34741 0.40076 0.94436 2.2253 2.567 zi_386_r386 0.34741 0.40076 0.94436 2.2253 2.567 zi_771_r771 0.34741 0.40076 0.94436 2.2253 2.567 zi_772_r772 0.34741 0.40076 0.94436 2.2253 2.567 ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Matrix in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx rowN colN mean std min max __ ___ ________ __________ ________ __________ __________ ___________ ar_a 1 1 1 772 18.614 22.347 -20 57.277 ar_a_meshk 2 2 772 1 18.614 22.347 -20 57.277 ar_a_meshk_ori 3 3 1.25e+05 1 -11.511 10.675 -20 49.93 ar_ak_perc 4 4 1 50 0.5 0.2969 0.001 0.999 ar_ameshk_tnext_with_r 5 5 1.25e+05 5 -12.181 11.112 -21.9 51.178 ar_aplusk_mesh 6 6 1.25e+05 1 -3.0215 16.27 -20 50 ar_coh_bridge_perc 7 7 1 10 0.5 0.33641 0 1 ar_forbrblk 8 8 1 14 -9.2857 6.2163 -19 0 ar_forbrblk_r 9 9 1 14 0.065 2.8803e-17 0.065 0.065 ar_interp_c_grid 10 10 1 7.7257e+05 38.649 22.302 0.02 77.277 ar_interp_coh_grid 11 11 1 772 18.614 22.347 -20 57.277 ar_k_mesha 12 12 772 1 0 0 0 0 ar_k_mesha_ori 13 13 1.25e+05 1 8.4893 10.675 0 69.93 ar_w_level 14 14 1 700 14.979 20.244 -20 50 ar_w_level_full 15 15 1 2500 -3.0215 16.274 -20 50 ar_w_perc 16 16 1 50 0.5 0.2969 0.001 0.999 ar_z_r_infbr 17 17 1 5 0.06 0.02767 0.025 0.095 ar_z_r_infbr_mesh_wage_r1w2 18 18 1 75 0.06 0.024915 0.025 0.095 ar_z_r_infbr_mesh_wage_w1r2 19 19 1 75 0.06 0.024915 0.025 0.095 ar_z_r_infbr_prob 20 20 1 5 0.2 0.34803 0.00012164 0.81093 ar_z_wage 21 21 1 15 1.1347 0.69878 0.34741 2.567 ar_z_wage_mesh_r_infbr_r1w2 22 22 1 75 1.1347 0.67963 0.34741 2.567 ar_z_wage_mesh_r_infbr_w1r2 23 23 1 75 1.1347 0.67963 0.34741 2.567 ar_z_wage_prob 24 24 1 15 0.066667 0.060897 0.0027089 0.16757 cl_mt_coh_wkb_mesh_z_r_infbr 25 25 1.25e+05 75 -1.4687 16.586 -20.056 57.277 mt_bl_w_perc_mesh_interp_coh_grid_wneg 26 27 50 772 0.60951 0.48787 0 1 mt_coh_bridge_perc_mesh_w_level_neg 27 28 200 10 0.5 0.31922 0 1 mt_coh_w_perc_ratio_wneg 28 29 23527 1 0.72495 0.37217 0 1 mt_coh_wkb 29 30 772 75 18.614 22.333 -20 57.277 mt_coh_wkb_ori 30 31 6.25e+05 15 -1.8516 16.732 -21.456 57.277 mt_interp_coh_grid_mesh_w_perc 31 32 50 772 18.614 22.333 -20 57.277 mt_interp_coh_grid_mesh_z 32 33 772 75 18.614 22.333 -20 57.277 mt_interp_coh_grid_mesh_z_wage 33 34 772 15 18.614 22.334 -20 57.277 mt_k 34 35 50 2500 8.4893 10.675 0 69.93 mt_w_level_neg_mesh_coh_bridge_perc 35 36 200 10 -10.021 5.7914 -20 -0.04298 mt_w_perc_mesh_interp_coh_grid 36 37 50 772 -0.69276 17.222 -20 57.2 mt_w_perc_mesh_interp_coh_grid_wneg 37 38 23527 1 -12.24 5.8332 -20 -0.00091541 mt_w_perc_mesh_interp_coh_grid_wpos 38 39 15073 1 17.33 13.171 0.0036274 57.2 mt_z_mesh_coh_wkb 39 40 6.25e+05 75 38 21.649 1 75 mt_z_mesh_coh_wkb_seg 40 41 1.25e+05 75 38 21.649 1 75 mt_z_mesh_interp_coh_grid 41 42 772 75 38 21.649 1 75 mt_z_trans 42 43 75 75 0.013333 0.040863 0 0.22626 mt_z_wage_mesh_coh_wkb 43 44 6.25e+05 15 1.1347 0.67508 0.34741 2.567 mt_z_wage_mesh_interp_coh_grid 44 45 772 15 1.1347 0.67511 0.34741 2.567 ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Scalars in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx value _ ___ _____ it_ameshk_n 1 26 772
Display 3 param_map
fft_container_map_display(param_map, it_display_summmat_rowmax, it_display_summmat_colmax);
---------------------------------------- ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Begin: Show all key and value pairs from container CONTAINER NAME: PARAM_MAP ---------------------------------------- Map with properties: Count: 51 KeyType: char ValueType: any xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx ---------------------------------------- ---------------------------------------- pos = 1 ; key = bl_b_is_principle ; val = true pos = 2 ; key = bl_bridge ; val = true pos = 3 ; key = bl_default ; val = true pos = 4 ; key = bl_rollover ; val = true pos = 5 ; key = fl_Amean ; val = 1 pos = 6 ; key = fl_alpha ; val = 0.36 pos = 7 ; key = fl_b_bd ; val = -20 pos = 8 ; key = fl_beta ; val = 0.94 pos = 9 ; key = fl_c_min ; val = 0.02 pos = 10 ; key = fl_coh_interp_grid_gap ; val = 0.1 pos = 11 ; key = fl_crra ; val = 1.5 pos = 12 ; key = fl_default_wprime ; val = 0 pos = 13 ; key = fl_delta ; val = 0.08 pos = 14 ; key = fl_forbrblk_brleast ; val = -1 pos = 15 ; key = fl_forbrblk_brmost ; val = -19 pos = 16 ; key = fl_forbrblk_gap ; val = -1.5 pos = 17 ; key = fl_k_max ; val = 70 pos = 18 ; key = fl_k_min ; val = 0 pos = 19 ; key = fl_nan_replace ; val = -9999 pos = 20 ; key = fl_r_fbr ; val = 0.065 pos = 21 ; key = fl_r_fsv ; val = 0.025 pos = 22 ; key = fl_r_inf ; val = 0.095 pos = 23 ; key = fl_tol_dist ; val = 1e-05 pos = 24 ; key = fl_tol_pol ; val = 1e-05 pos = 25 ; key = fl_tol_val ; val = 1e-05 pos = 26 ; key = fl_w ; val = 0.44365 pos = 27 ; key = fl_w_interp_grid_gap ; val = 0.1 pos = 28 ; key = fl_w_max ; val = 50 pos = 29 ; key = fl_w_min ; val = -20 pos = 30 ; key = fl_z_r_infbr_max ; val = 0.095 pos = 31 ; key = fl_z_r_infbr_min ; val = 0.025 pos = 32 ; key = fl_z_r_infbr_n ; val = 5 pos = 33 ; key = fl_z_r_infbr_poiss_mean ; val = 20 pos = 34 ; key = fl_z_wage_mu ; val = 0 pos = 35 ; key = fl_z_wage_rho ; val = 0.8 pos = 36 ; key = fl_z_wage_sig ; val = 0.2 pos = 37 ; key = it_ak_perc_n ; val = 50 pos = 38 ; key = it_c_interp_grid_gap ; val = 0.0001 pos = 39 ; key = it_coh_bridge_perc_n ; val = 10 pos = 40 ; key = it_maxiter_dist ; val = 1000 pos = 41 ; key = it_maxiter_val ; val = 250 pos = 42 ; key = it_tol_pol_nochange ; val = 25 pos = 43 ; key = it_w_perc_n ; val = 50 pos = 44 ; key = it_z_n ; val = 75 pos = 45 ; key = it_z_wage_n ; val = 15 pos = 46 ; key = st_analytical_stationary_type ; val = eigenvector pos = 47 ; key = st_forbrblk_type ; val = unif pos = 48 ; key = st_model ; val = ipwkbzr_fibs pos = 49 ; key = st_v_coh_z_interp_method ; val = method_cell pos = 50 ; key = st_z_r_infbr_drv_ele_type ; val = unif pos = 51 ; key = st_z_r_infbr_drv_prb_type ; val = poiss ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Scalars in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx value __ ___ _______ bl_b_is_principle 1 1 1 bl_bridge 2 2 1 bl_default 3 3 1 bl_rollover 4 4 1 fl_Amean 5 5 1 fl_alpha 6 6 0.36 fl_b_bd 7 7 -20 fl_beta 8 8 0.94 fl_c_min 9 9 0.02 fl_coh_interp_grid_gap 10 10 0.1 fl_crra 11 11 1.5 fl_default_wprime 12 12 0 fl_delta 13 13 0.08 fl_forbrblk_brleast 14 14 -1 fl_forbrblk_brmost 15 15 -19 fl_forbrblk_gap 16 16 -1.5 fl_k_max 17 17 70 fl_k_min 18 18 0 fl_nan_replace 19 19 -9999 fl_r_fbr 20 20 0.065 fl_r_fsv 21 21 0.025 fl_r_inf 22 22 0.095 fl_tol_dist 23 23 1e-05 fl_tol_pol 24 24 1e-05 fl_tol_val 25 25 1e-05 fl_w 26 26 0.44365 fl_w_interp_grid_gap 27 27 0.1 fl_w_max 28 28 50 fl_w_min 29 29 -20 fl_z_r_infbr_max 30 30 0.095 fl_z_r_infbr_min 31 31 0.025 fl_z_r_infbr_n 32 32 5 fl_z_r_infbr_poiss_mean 33 33 20 fl_z_wage_mu 34 34 0 fl_z_wage_rho 35 35 0.8 fl_z_wage_sig 36 36 0.2 it_ak_perc_n 37 37 50 it_c_interp_grid_gap 38 38 0.0001 it_coh_bridge_perc_n 39 39 10 it_maxiter_dist 40 40 1000 it_maxiter_val 41 41 250 it_tol_pol_nochange 42 42 25 it_w_perc_n 43 43 50 it_z_n 44 44 75 it_z_wage_n 45 45 15 ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Strings in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx _ ___ st_analytical_stationary_type 1 46 st_forbrblk_type 2 47 st_model 3 48 st_v_coh_z_interp_method 4 49 st_z_r_infbr_drv_ele_type 5 50 st_z_r_infbr_drv_prb_type 6 51
Display 4 func_map
fft_container_map_display(func_map, it_display_summmat_rowmax, it_display_summmat_colmax);
---------------------------------------- ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Begin: Show all key and value pairs from container CONTAINER NAME: FUNC_MAP ---------------------------------------- Map with properties: Count: 10 KeyType: char ValueType: any xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx ---------------------------------------- ---------------------------------------- pos = 1 ; key = f_coh ; val = @(z,b_with_r,k)(f_prod(z,k)+k*(1-fl_delta)+fl_w+b_with_r) pos = 2 ; key = f_coh_fbis ; val = @(fl_r_inf,ar_for_borr,ar_inf_borr,ar_for_save)(ar_for_borr.*(1+fl_r_fbr)+ar_inf_borr.*(1+fl_r_inf)+ar_for_save.*(1+fl_r_fsv)) pos = 3 ; key = f_coh_save ; val = @(b)(b.*(1+fl_r_fsv)) pos = 4 ; key = f_cons ; val = @(coh,bprime,kprime)(coh-kprime-bprime) pos = 5 ; key = f_inc ; val = @(z,k,fl_r_inf,ar_for_borr,ar_inf_borr,ar_for_save)(f_prod(z,k)-(fl_delta)*k+fl_w+(ar_for_borr.*(fl_r_fbr)+ar_inf_borr.*(fl_r_inf)+ar_for_save.*(fl_r_fsv))) pos = 6 ; key = f_prod ; val = @(z,k)((fl_Amean.*(z)).*(k.^(fl_alpha))) pos = 7 ; key = f_util_crra ; val = @(c)(((c).^(1-fl_crra)-1)./(1-fl_crra)) pos = 8 ; key = f_util_log ; val = @(c)log(c) pos = 9 ; key = f_util_standin ; val = @(z,b,k)f_util_log((f_coh(z,b,k)-fl_b_bd).*((f_coh(z,b,k)-fl_b_bd)>fl_c_min)+fl_c_min.*((f_coh(z,b,k)-fl_b_bd)<=fl_c_min)) pos = 10 ; key = f_util_standin_coh ; val = @(coh,fl_r_borr)f_util_log((coh-fl_b_bd).*((coh>0)&(((coh-fl_b_bd)./(1))>fl_c_min))+((coh-fl_b_bd)./(1)).*((coh<=0)&(((coh-fl_b_bd)./(1))>fl_c_min))+(fl_c_min./(1+fl_r_borr)).*((((coh-fl_b_bd)./(1))<=fl_c_min))) ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Scalars in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx xFunction __ ___ _________ f_coh 1 1 1 f_coh_fbis 2 2 2 f_coh_save 3 3 3 f_cons 4 4 4 f_inc 5 5 5 f_prod 6 6 6 f_util_crra 7 7 7 f_util_log 8 8 8 f_util_standin 9 9 9 f_util_standin_coh 10 10 10
Display 5 result_map
fft_container_map_display(result_map, it_display_summmat_rowmax, it_display_summmat_colmax);
---------------------------------------- ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Begin: Show all key and value pairs from container CONTAINER NAME: RESULT_MAP ---------------------------------------- Map with properties: Count: 30 KeyType: char ValueType: any xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx ---------------------------------------- ---------------------------------------- pos = 1 ; key = ar_pol_diff_norm ;rown= 130 ,coln= 1 ar_pol_diff_norm :mu= 133.3875 ,sd= 665.2612 ,min= 0 ,max= 5572.4637 zi_1_c1 _______ zi_1_R1 4800.3 zi_2_R2 5572.5 zi_65_R65 4.9631 zi_129_r129 0 zi_130_r130 0 pos = 2 ; key = ar_st_pol_names ; val = cl_mt_coh cl_mt_pol_a cl_mt_pol_k cl_mt_pol_c cl_mt_pol_a_principleonly cl_mt_pol_b_bridge cl_mt_pol_inf_borr_nobridge cl_mt_pol_for_borr cl_mt_pol_for_save cl_mt_it_for_only_nbdg cl_mt_it_inf_only_nbdg cl_mt_it_frin_brr_nbdg cl_mt_it_fr_brrsv_nbdg cl_mt_it_frmsavng_only pos = 3 ; key = ar_val_diff_norm ;rown= 130 ,coln= 1 ar_val_diff_norm :mu= 22.839 ,sd= 63.2953 ,min= 0.0063875 ,max= 401.777 zi_1_c1 _________ zi_1_R1 401.78 zi_2_R2 336.21 zi_65_R65 0.2944 zi_129_r129 0.0067911 zi_130_r130 0.0063875 pos = 4 ; key = cl_mt_coh ;rown= 772 ,coln= 75 cl_mt_coh :mu= 18.6145 ,sd= 22.3328 ,min= -20 ,max= 57.2773 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -20 -20 -20 -20 -20 zi_2_R2 -19.9 -19.9 -19.9 -19.9 -19.9 zi_386_r386 18.538 18.538 18.538 18.538 18.538 zi_771_r771 57.177 57.177 57.177 57.177 57.177 zi_772_r772 57.277 57.277 57.277 57.277 57.277 pos = 5 ; key = cl_mt_cons ;rown= 772 ,coln= 75 cl_mt_cons :mu= 2.8175 ,sd= 2.5617 ,min= -19.9486 ,max= 7.2187 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -19.949 -19.949 -19.198 -18.314 -18.274 zi_2_R2 -19.848 -19.848 -19.101 -18.221 -18.18 zi_386_r386 2.0458 2.0458 2.9572 3.1732 3.1732 zi_771_r771 6.7426 6.7779 6.8836 7.1507 7.2009 zi_772_r772 6.7507 6.786 6.8805 7.139 7.2096 pos = 6 ; key = cl_mt_it_for_only_nbdg ;rown= 772 ,coln= 75 cl_mt_it_for_only_nbdg :mu= 0 ,sd= 0 ,min= 0 ,max= 0 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 7 ; key = cl_mt_it_fr_brrsv_nbdg ;rown= 772 ,coln= 75 cl_mt_it_fr_brrsv_nbdg :mu= 0.038359 ,sd= 0.19206 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 8 ; key = cl_mt_it_frin_brr_nbdg ;rown= 772 ,coln= 75 cl_mt_it_frin_brr_nbdg :mu= 0.09399 ,sd= 0.29182 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 9 ; key = cl_mt_it_frmsavng_only ;rown= 772 ,coln= 75 cl_mt_it_frmsavng_only :mu= 0.63511 ,sd= 0.4814 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 true true true true true zi_2_R2 true true true true true zi_386_r386 true true true true true zi_771_r771 true true true true true zi_772_r772 true true true true true pos = 10 ; key = cl_mt_it_inf_only_nbdg ;rown= 772 ,coln= 75 cl_mt_it_inf_only_nbdg :mu= 0.23254 ,sd= 0.42245 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 11 ; key = cl_mt_pol_a ;rown= 772 ,coln= 75 cl_mt_pol_a :mu= 8.8082 ,sd= 20.3639 ,min= -21.8995 ,max= 50.3606 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -2.1082 -2.1082 -4.8958 -13.111 -14.781 zi_2_R2 -2.1082 -2.1082 -4.8923 -13.104 -14.774 zi_386_r386 14.248 14.248 9.064 0.2057 0.2057 zi_771_r771 48.955 47.509 43.173 32.223 30.163 zi_772_r772 49.045 47.598 43.723 33.124 30.229 pos = 12 ; key = cl_mt_pol_a_principleonly ;rown= 772 ,coln= 75 cl_mt_pol_a_principleonly :mu= 8.7292 ,sd= 19.6988 ,min= -19.9996 ,max= 49.1323 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -2.0567 -2.0567 -4.0935 -11.426 -13.055 zi_2_R2 -2.0567 -2.0567 -4.0935 -11.426 -13.055 zi_386_r386 13.9 13.9 8.843 0.20069 0.20069 zi_771_r771 47.761 46.351 42.12 31.437 29.428 zi_772_r772 47.849 46.437 42.656 32.316 29.492 pos = 13 ; key = cl_mt_pol_b_bridge ;rown= 772 ,coln= 75 cl_mt_pol_b_bridge :mu= -2.5943 ,sd= 5.2866 ,min= -20 ,max= 0 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -20 -20 -20 -20 -20 zi_2_R2 -19.9 -19.9 -19.9 -19.9 -19.9 zi_386_r386 0 0 0 0 0 zi_771_r771 0 0 0 0 0 zi_772_r772 0 0 0 0 0 pos = 14 ; key = cl_mt_pol_c ;rown= 772 ,coln= 75 cl_mt_pol_c :mu= 3.1243 ,sd= 1.5684 ,min= 0.02 ,max= 7.9469 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 0.02 0.02 0.02 0.02 0.02 zi_2_R2 0.02 0.02 0.02 0.02 0.02 zi_386_r386 2.3933 2.3933 3.1782 3.1782 3.1782 zi_771_r771 7.9366 7.9366 7.9366 7.9366 7.9366 zi_772_r772 7.9469 7.9469 7.9469 7.9469 7.9469 pos = 15 ; key = cl_mt_pol_for_borr ;rown= 772 ,coln= 75 cl_mt_pol_for_borr :mu= -0.66178 ,sd= 2.0412 ,min= -14.5 ,max= 0 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 0 0 0 0 0 zi_2_R2 0 0 0 0 0 zi_386_r386 0 0 0 0 0 zi_771_r771 0 0 0 0 0 zi_772_r772 0 0 0 0 0 pos = 16 ; key = cl_mt_pol_for_save ;rown= 772 ,coln= 75 cl_mt_pol_for_save :mu= 13.3298 ,sd= 14.7569 ,min= 0 ,max= 49.1323 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 17.943 17.943 15.907 8.5743 6.9449 zi_2_R2 17.843 17.843 15.806 8.4739 6.8445 zi_386_r386 13.9 13.9 8.843 0.20069 0.20069 zi_771_r771 47.761 46.351 42.12 31.437 29.428 zi_772_r772 47.849 46.437 42.656 32.316 29.492 pos = 17 ; key = cl_mt_pol_inf_borr_nobridge ;rown= 772 ,coln= 75 cl_mt_pol_inf_borr_nobridge :mu= -1.3445 ,sd= 3.1015 ,min= -19.9821 ,max= 0 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 0 0 0 0 0 zi_2_R2 0 0 0 0 0 zi_386_r386 0 0 0 0 0 zi_771_r771 0 0 0 0 0 zi_772_r772 0 0 0 0 0 pos = 18 ; key = cl_mt_pol_k ;rown= 772 ,coln= 75 cl_mt_pol_k :mu= 6.9888 ,sd= 5.3326 ,min= 5.018e-07 ,max= 22.2439 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 2.0567 2.0567 4.0935 11.426 13.055 zi_2_R2 2.0567 2.0567 4.0935 11.426 13.055 zi_386_r386 2.2447 2.2447 6.5171 15.159 15.159 zi_771_r771 1.4795 2.8897 7.1204 17.803 19.813 zi_772_r772 1.4814 2.8935 6.6741 17.014 19.838 pos = 19 ; key = mt_it_b_bridge_idx ;rown= 772 ,coln= 75 mt_it_b_bridge_idx :mu= 0.25907 ,sd= 0.43813 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 true true true true true zi_2_R2 true true true true true zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 20 ; key = mt_it_for_only_nbdg ;rown= 772 ,coln= 75 mt_it_for_only_nbdg :mu= 0 ,sd= 0 ,min= 0 ,max= 0 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 21 ; key = mt_it_fr_brrsv_nbdg ;rown= 772 ,coln= 75 mt_it_fr_brrsv_nbdg :mu= 0.038359 ,sd= 0.19206 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 22 ; key = mt_it_frin_brr_nbdg ;rown= 772 ,coln= 75 mt_it_frin_brr_nbdg :mu= 0.09399 ,sd= 0.29182 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 23 ; key = mt_it_frmsavng_only ;rown= 772 ,coln= 75 mt_it_frmsavng_only :mu= 0.63511 ,sd= 0.4814 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 true true true true true zi_2_R2 true true true true true zi_386_r386 true true true true true zi_771_r771 true true true true true zi_772_r772 true true true true true pos = 24 ; key = mt_it_inf_only_nbdg ;rown= 772 ,coln= 75 mt_it_inf_only_nbdg :mu= 0.23254 ,sd= 0.42245 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 false false false false false zi_2_R2 false false false false false zi_386_r386 false false false false false zi_771_r771 false false false false false zi_772_r772 false false false false false pos = 25 ; key = mt_pol_idx ;rown= 772 ,coln= 75 mt_pol_idx :mu= 19319.2361 ,sd= 11146.1336 ,min= 1 ,max= 38595 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 1 1 1 1 1 zi_2_R2 91 91 91 91 91 zi_386_r386 19297 19297 19296 19296 19296 zi_771_r771 38545 38545 38545 38545 38545 zi_772_r772 38595 38595 38595 38595 38595 pos = 26 ; key = mt_pol_perc_change ;rown= 130 ,coln= 75 mt_pol_perc_change :mu= 0.094129 ,sd= 0.25138 ,min= 0 ,max= 1 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 1 1 1 1 1 zi_2_R2 1 1 1 1 1 zi_65_R65 0 0 0.0012953 0 0 zi_129_r129 0 0 0 0 0 zi_130_r130 0 0 0 0 0 pos = 27 ; key = mt_val ;rown= 772 ,coln= 75 mt_val :mu= 8.878 ,sd= 6.6873 ,min= -8.9538 ,max= 16.6011 zi_1_C1 zi_2_C2 zi_38_c38 zi_74_c74 zi_75_c75 _______ _______ _________ _________ _________ zi_1_R1 -8.9074 -8.6665 -6.7632 -4.0806 -3.6193 zi_2_R2 -8.9074 -8.6665 -6.7632 -4.0806 -3.6193 zi_386_r386 10.302 10.404 11.298 12.615 12.847 zi_771_r771 15.416 15.458 15.84 16.475 16.596 zi_772_r772 15.424 15.467 15.847 16.482 16.601 pos = 28 ; key = tb_pol_a ;rown= 100 ,coln= 12 tb_pol_a :mu= 11.1073 ,sd= 30.5249 ,min= -21.8758 ,max= 50.3606 zi_1_C1 zi_2_C2 zi_6_C6 zi_11_c11 zi_12_c12 _______ _______ _______ _________ _________ zi_1_R1 -2.1082 -2.1082 -4.6133 -13.111 -14.781 zi_2_R2 -2.1082 -2.1082 -4.6133 -13.104 -14.774 zi_50_R50 -18.93 -19.215 -20.497 -21.772 -21.772 zi_99_R99 48.955 47.509 46.064 32.223 30.163 zi_100_r100 49.045 47.598 46.15 33.124 30.229 pos = 29 ; key = tb_val ;rown= 100 ,coln= 12 tb_val :mu= 5.2438 ,sd= 10.5933 ,min= -8.9074 ,max= 16.6011 zi_1_C1 zi_2_C2 zi_6_C6 zi_11_c11 zi_12_c12 _______ _______ _______ _________ _________ zi_1_R1 -8.9074 -8.6665 -7.421 -4.0806 -3.6193 zi_2_R2 -8.9074 -8.6665 -7.421 -4.0806 -3.6193 zi_50_R50 -5.5556 -5.3819 -4.4965 -2.2195 -1.6644 zi_99_R99 15.416 15.458 15.69 16.475 16.596 zi_100_r100 15.424 15.467 15.698 16.482 16.601 pos = 30 ; key = tb_valpol_alliter ;rown= 100 ,coln= 77 tb_valpol_alliter :mu= 2.7285 ,sd= 88.2281 ,min= 0 ,max= 5572.4637 zi_1_C1 zi_2_C2 zi_39_c39 zi_76_c76 zi_77_c77 _________ _______ _________ _________ _________ zi_1_R1 401.78 4800.3 1 1 1 zi_2_R2 336.21 5572.5 1 1 1 zi_50_R50 1.1479 18.667 0.012953 0.0051813 0.0051813 zi_99_R99 0.0067911 0 0 0 0 zi_100_r100 0.0063875 0 0 0 0 ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Matrix in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx rowN colN mean std min max __ ___ ____ ____ ________ _______ _________ ______ ar_pol_diff_norm 1 1 130 1 133.39 665.26 0 5572.5 ar_val_diff_norm 2 3 130 1 22.839 63.295 0.0063875 401.78 cl_mt_coh 3 4 772 75 18.614 22.333 -20 57.277 cl_mt_cons 4 5 772 75 2.8175 2.5617 -19.949 7.2187 cl_mt_it_for_only_nbdg 5 6 772 75 0 0 0 0 cl_mt_it_fr_brrsv_nbdg 6 7 772 75 0.038359 0.19206 0 1 cl_mt_it_frin_brr_nbdg 7 8 772 75 0.09399 0.29182 0 1 cl_mt_it_frmsavng_only 8 9 772 75 0.63511 0.4814 0 1 cl_mt_it_inf_only_nbdg 9 10 772 75 0.23254 0.42245 0 1 cl_mt_pol_a 10 11 772 75 8.8082 20.364 -21.899 50.361 cl_mt_pol_a_principleonly 11 12 772 75 8.7292 19.699 -20 49.132 cl_mt_pol_b_bridge 12 13 772 75 -2.5943 5.2866 -20 0 cl_mt_pol_c 13 14 772 75 3.1243 1.5684 0.02 7.9469 cl_mt_pol_for_borr 14 15 772 75 -0.66178 2.0412 -14.5 0 cl_mt_pol_for_save 15 16 772 75 13.33 14.757 0 49.132 cl_mt_pol_inf_borr_nobridge 16 17 772 75 -1.3445 3.1015 -19.982 0 cl_mt_pol_k 17 18 772 75 6.9888 5.3326 5.018e-07 22.244 mt_it_b_bridge_idx 18 19 772 75 0.25907 0.43813 0 1 mt_it_for_only_nbdg 19 20 772 75 0 0 0 0 mt_it_fr_brrsv_nbdg 20 21 772 75 0.038359 0.19206 0 1 mt_it_frin_brr_nbdg 21 22 772 75 0.09399 0.29182 0 1 mt_it_frmsavng_only 22 23 772 75 0.63511 0.4814 0 1 mt_it_inf_only_nbdg 23 24 772 75 0.23254 0.42245 0 1 mt_pol_idx 24 25 772 75 19319 11146 1 38595 mt_pol_perc_change 25 26 130 75 0.094129 0.25138 0 1 mt_val 26 27 772 75 8.878 6.6873 -8.9538 16.601 tb_pol_a 27 28 100 12 11.107 30.525 -21.876 50.361 tb_val 28 29 100 12 5.2438 10.593 -8.9074 16.601 tb_valpol_alliter 29 30 100 77 2.7285 88.228 0 5572.5 ---------------------------------------- xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx Strings in Container and Sizes and Basic Statistics xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx i idx _ ___ ar_st_pol_names 1 2
end
end
ans = Map with properties: Count: 30 KeyType: char ValueType: any