Change implementation of analytical solutions

Preparing for symbolic solutions for more than one compound
author: Johannes Ranke <jranke@uni-bremen.de> 2020-05-06 21:33:12 +0200
committer: Johannes Ranke <jranke@uni-bremen.de> 2020-05-06 21:33:12 +0200
commit: 1195dfc8bdbf7c131d6c6ec30fedbbe746af1bee (patch)
tree: 4a1f3f252c61ee6ed8890a3ea79f06c64730b411 /vignettes/FOCUS_D.html
parent: bed7630b41738271e3022d498df773f5157fcbac (diff)
1 files changed, 62 insertions, 58 deletions
diff --git a/vignettes/FOCUS_D.html b/vignettes/FOCUS_D.html
index 7a12d221..ff9d4596 100644
--- a/vignettes/FOCUS_D.html
+++ b/vignettes/FOCUS_D.html
@@ -1,17 +1,17 @@
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+<html>
 
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 <meta name="generator" content="pandoc" />
+<meta http-equiv="X-UA-Compatible" content="IE=EDGE" />
 
 
 <meta name="author" content="Johannes Ranke" />
 
-<meta name="date" content="2019-05-02" />
+<meta name="date" content="2020-05-06" />
 
 <title>Example evaluation of FOCUS Example Dataset D</title>
 
@@ -270,7 +270,6 @@ code {
 }
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-  height: auto;
 }
 .tabbed-pane {
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@@ -332,6 +331,7 @@ summary {
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+  background-color: transparent;
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@@ -344,18 +344,6 @@ summary {
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-
 <!-- code folding -->
 
 
@@ -377,7 +365,7 @@ $(document).ready(function () {
 
 <h1 class="title toc-ignore">Example evaluation of FOCUS Example Dataset D</h1>
 <h4 class="author">Johannes Ranke</h4>
-<h4 class="date">2019-05-02</h4>
+<h4 class="date">2020-05-06</h4>
 
 </div>
 
@@ -441,20 +429,20 @@ print(FOCUS_2006_D)</code></pre>
 ##             &quot;d_m1 = + k_parent_m1 * parent - k_m1_sink * m1&quot;</code></pre>
 <p>We do the fitting without progress report (<code>quiet = TRUE</code>).</p>
 <pre class="r"><code>fit &lt;- mkinfit(SFO_SFO, FOCUS_2006_D, quiet = TRUE)</code></pre>
-<pre><code>## Warning in mkinfit(SFO_SFO, FOCUS_2006_D, quiet = TRUE): Observations with
-## value of zero were removed from the data</code></pre>
+<pre><code>## Warning in mkinfit(SFO_SFO, FOCUS_2006_D, quiet = TRUE): Observations with value
+## of zero were removed from the data</code></pre>
 <p>A plot of the fit including a residual plot for both observed variables is obtained using the <code>plot_sep</code> method for <code>mkinfit</code> objects, which shows separate graphs for all compounds and their residuals.</p>
 <pre class="r"><code>plot_sep(fit, lpos = c(&quot;topright&quot;, &quot;bottomright&quot;))</code></pre>
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o+AQVFSt+zR5BeYvdrKuFE9IYTN8D53pi7OOPC7+RuvGDjZyx0dAAA14eLFi0KICRMmlLZoNBqpsV+/fuU6BwQEbN68+cKFC9X/3IMHD8bFxVWyc3h4uBAiKyur+p8LAAAqgwIQlCP/6s3skxEqQ4NaA3tILYaedczbv5T1xz+pW/fU/vQDecMDAKBmpKWlCSEsLS1LWwoLCzMzM4UQzs7O5Tp7eHgIIa5evVrND42IiHjrrbequldoaGg1PxcAAFQSBSAohUaT8n2Q0GisenVW29uUNtca1DPnn7M5/57PPXvZxLeRjAECAFAz3Nzcrly5Ehoa6u3tLbUYGhq6uLjEx8fHxMQ0aNCgbOfo6Gjxf6tFT6Zx48ZTp05NTU2tZP9Tp06dO3fOxMSkmp8LAAAqiQIQFCLz6In8GzFqW2urHm+Ubde3trB65/9j777jo6jz/4G/Z7bOtmw2vdLSSCeh995BICigosCpd6ee9awnnv48sZyV43ucqAiiIkLoBAICobdUUkkhISSbuj27s31+fywXc4AhQLKT8n4++ANmPjPzWjFh953P5/Oervlxr3pTauCnbxIc3PcKIYRQL/fAAw+UlJS8//77U6dODQkJcR186KGHPv/8859//vnvf/9728HfffcdtGkWds8EAsGHH37Y8fGvvPJKXl4en8+/z+cihBBCqIPwwzDqDZy0WfvzAQDwfGwRIbj5raRs3hRegI+tpr7lyGk20iGEEEJu9dJLL/n6+lZUVIwbN+7bb7/V6/UA8Pbbb/fv3//jjz/et2+faxjDMJ999pmrALRy5Uo2EyOEEEKo62EBCPUG2u0HHVq9IHKgePSQW88SXI7nowsAQLN1v9NgdHs6hBBCyK18fX337Nnj4+Nz7dq1J554IiAgYOzYsU8++WRiYqLJZHrggQfi4uLmzJkTGhr68ssvMwyzcOHCJUuWsJ0aIYQQQl0LC0Cox7PVNxkOngCCUKxaDARx2zGiEQlUwmCn0aTdnubmeAghhJD7jRw5Mjc39w9/+AOPxzOZTGfOnNmxY8fu3bvhvx3BXB27eDzeK6+8sm3bNrbzIoQQQqjL4R5AqMdTf5fK2OzSqWMEg0LbGaZYmVL78hr9oVOSqWP4oTf3QEEIIYR6mcDAwG+++ebTTz9NS0srKSlRKpW1tbVKpZLL5YaEhAQHB0dHRy9atMjPz4/tpAghhBByBywAoZ6Nzi2mswqAIIQxYfTlO7SwFUYOMheVaTbv9Fv9rHviIYQQQuzy8PBYtmwZ2ykQQgghxD4sAKGeTbfnCAAAwzR9ubmDl9B5JdaqGn7/4C6MhRBCCCGEEEIIdSdYAEI9m2TSKIIkgWE6fgnpIeP6+3RiBidtdupanCaTo4V2Gk3OFpPTSAMwAMBYbYzVBgBAEKSYAgCCyyUEfELAJ8UUKaZIEUWKRRyJ6NbmZQghhBBCCCGEUGfBAhDq2STjh0nGD3Pb4+wqre1arbW6zt6sdjSp7U1qe7PGaaLv/84kJeQoPDgeUo6nB0cu5fp4cX0UXF8vro+ClIju//4IIYQQQgghhPoyLAAh1B6HWmcuLLOUV1mvKa1VNc4W061jCAGf4ykjRSKOhCLFIlIsIiUUAAEABJ9H8HkAAE7GVSdi7HbGYmUsVqeRdhppp4l2Gk0OvdFJm521Zlttw633Jykh19+bF+jLC/DjBflyA3x5gb6kiOraV44QQgghhBBCqBfBAhBijaX8miEtQ/7wfK63J9tZ/odDazAXlpoLysyFZTbl/1RkSKmY3z+IHxrI9fPm+nhxvT253p6kVHz/D3UaaYdG59AZHGqtQ2uwN6ntjSp7o8repHbSZmtljbWypu14rrcnLySA3y+QFxLADwnkhQYSXM79x0AIIYQQQggh1CthAQixg3E4mtdtsdXUO2mz72t/ZDsOAIBDrTWezzWdyzGXXG3dVIikhILoMGHUQH7/YH6/QI5C3kVPd20JxAv2v/WUs8Vkq2+yKRvtygabstGmbLTVNdqbNfZmDZ1T5BpDcDi8EH/+gBB+/2D+gGD+gGCSEnZRVIQQQgghhBBCPQ4WgBA7DAdP2GrqAcB0KZ/OKaKGRLOVxKFvMZ68ZDyfY7lS6ar7EHyeMCZcGBMhjA3nDwghOCRb2VxIiUgQ1k8Q1u+3Qwxja2i2XVNar9fZqpXWaqVN2WitqrVW1d4YQBC8ID/BoH78sFBBeH9+vyCCh1/sCCGEEEIIIdR34WdCxAKHoUW7/RAAUEkxdHahevPOwPgo99dZLGVVhkMnjWezGZsdAAgBnxoSLR41hEqOJYUCN4dpZTybzQvw5Q9ot0s9QfD8fXj+PqIRCa4DjMVqrVZaK2usldetlTXWqhpbTb2tph5OXAAAgsflDwgRRAwQRA4QRg7ounlMrWzKBlIq5kglXf0ghBBCqDtjbHbVhp+F0WGSSSPZzoIQQqivwwIQYoF2636n0UTFR/q++pTypfdtNfWG9FOy2RPc83TGZjOezjIcOmmpqAYAIEnR0DjxhOGipBjWe7HT2YVNn23kyCRB//q7q218BxECviC8vyC8v+uPjN1hraqxll+zVFRbyqpstQ2W0kpLaSXsBwDgensKBg8SRg4URIfxQwKAIDr3VVirlXWvfcz18w785A3cmQghhFBfpt93tOX4eePpTOHgMK6/N9txEEII9WlYAELuZrteZzh6Fjik54oUgsvxXL6g8aMN2m0HxOOSu3rCCGN3tPx6Rrsz3aHWAQBHKpFMGSWdPpbr69Wlz+0gxu5Qb9oJAA59i3b7QcWKRfd8K4LLca0akwIAgJM2W0orLVcqLWVVltJKe7PGfirTeCoTAEixSBg1UDA4TBg9iD+oX6fMw9JsSmVsdltNvT4tw2P+lPu/IUIIIdQTObR63a4jAMDY7Orvd/q++hTbiRBCCPVpWABC7qbelAoOp2zuJH5oIACIhsVTiYPp3GLttjSvJx7qqqc6nS0nL2l/SbM3qgCAPzBENnuieEwSweN11RPvnuHgCZuygevtaVfrDAdPSKeP4QX6dcqdSUpIJQymEgYDADCMrabeXFJhKa4wF1fYm9SmrAJTVgEAkEKBIGqgMDpcGBPGD+t/b8Ug06XL9OUrhIDPWKy6HYckE4ZzPKSd8ioQQgihnkWzZY+TNgvjIq3l10wXL5vzrwjjItkOhRBCqO/CAhByK9P5XDqvhJSI5CkzWw8qVqQoX/7AcPi0dPpYV1Wo0x+q+Xm/a89pXkiA59K5ouHxnb7u6T45dAbtjoMA4PXHZaaLeYYjZ9Tfbvdb/WznP4kgeCEBvJAA6bSxAGBXaS1F5eaiMnNRua22gc4tpnOLwVUMig6jYiOEsRH8AcEd/M/F2B2a73cBgGL5AjqnyJRVoP1pn9efH+78V4EQQgh1b9ar1S0nLxJcjtcfl5rO5Wh+3Kv6dnvgp2+y3lwCIYRQn9W3CkANDQ1KpbKurq6urs5qtQYFBQUHBwcFBfn5dc48C9Q+xmbX/LAHADwfnk9Kxa3HecH+0ulj9QdPqL/b4f/35zrxifZGlerrba5e6Vx/b/lDcyTjhna30o+Ldut+p5GmkmOpIdH8QaHGs9l0XgmdXUglxXTpc7lecu64oeJxQwHAodWbC8vNRWXmwjJbTT2dXUhnFwIAKRFRcZHCuEhhfCTP36edu+n3HbXVNfGC/SXTxlCJ0fTlEsOxc5LpYwWDQrv0VSCEEELdC8OoNu4AhpHNn8rz95HNm9Jy7Jytpr7lyGnpzPH3f3tTVgHP34cXhO9gEUII3YU+UQDSarVffPHF1q1bS0tLbzsgLCzs0UcfffHFF2UymZuz9Sn6vUdt9U28kADJlNE3nZIvnWM8nWXOLzVdvCwaHt8JD3M69QcyND/vZyxWUiLyfHi+ZMoogtNNNyS2VtUYjp0jOBzF4wsBgCOTyBfPUm/eqd64IzA+ym37KHPkMvGYJPGYJABwaHTmglI6v9RcUGpvVBnP5RjP5QAA19eLiosUxkdR8ZFtq3gA4NAadDsPA4BiRQrB4XD9vaWzJuj3HlVv3BHwjxe7Z90NIYQQ6gotJy9aSq5y5FKPhdMAgOByPB9d0PjPrzVb94vHJN/0D+jdonOKGj/4D9dLHrT2bdb7VyCEEOpBen8B6OzZswsWLGhqamp7kM/nA4DVanX9sby8/J133lm/fv2+ffuGDRvGQso+wKHV63YfgRvVgZsnP5NikcdDs9Tfbldv3kkNGXyfW/NYr15v/s9W69VqABCPHapYmdLNt6FRb0wFp1M6f0rrpj/S2RMMR87YlA2GQydkcye7PxLH00M8bph43DAAsDeq6Msl5vwr5sul9kaV4ehZw9GzQBCCgSHChMFUYpQgYiDB5Wh+3OOkzaLh8VTiYNdN5A/OMp68ZLly1Xg2x1VXQgghhHo9xmLVbt0PAJ7LF5CU0HVQNCKBShhM5xVrt6cpVj147zd3ONTfpQKAXaXV7TosXzq3UzIjhBDqC3r5IuTq6urZs2c3NTWJxeJHH310165dlZWVer3eYrFYLBa9Xl9ZWZmWlvbkk08qFIqGhoYZM2bU1dWxnbp30mzZ7aTNopGJVELUbQfIZozjhwbaG5r1+4/f+2MYRrvjoPKNf1qvVnN9vfz+9rTPCyu6efXHeDbbXFTG8ZC23RepdTaQdluaQ6tnLx0AANfXSzp1jM+Lq0I2fhD4z9c9ly+g4iMJLtdSUa3bmV7/9pfXV7xa//YXLRkXgEt6Ll8IAIzNBk4nSQnlS+cAgOb7nYzFyu6r6JEYRrvjkPHUJbZzIIQQugva1HR7s4Y/MFQyfnjb44qVKcAh9YdOWauV93xzV8sIjqcHEIRu71FXdwuEEEKoI3p5Aeijjz7S6XR+fn6nT5/esmXLggUL+vfvL5XeKAdIpdL+/fvPmjVrw4YNOTk5ERERGo3mww8/ZDdzr2S9Wt1y8hLB43o++sDvDiJJxcrFAKBLTXdodPfwFIehpWHNeu3PB4AB2bzJQZ//jRoSfc+Z3YOx2lz7IsmXzSXFVNtTrv2AnLRZuy2NpXS3IAj+gGCPB6b6vf2X0M0f+731jGz+FH5ooNNsMReVA8OA3dnw/v81/WtL9ao36t9ZCwwjnTJaMCjUrtLq9vzKdvqex3g6U/vz/uZ1P9hqG9jOghBCqEPsjSr9vmNAEIpVKTctf+YF+0unjgWn0zWF5x44dAbt9oMA4P30I+KxQxmrTbNldyeERggh1Df08gLQwYMHAWDNmjWJiYntjwwNDf3qq68AIC2t23zY7jVa90GcN6X9LYSFcRGiYfFOs0Xz0767fYiltLLulY/onCKOh9TvrWcUjy/qEavidXt+tTeq+P2DpZNH3XrWtZmO4dczruVs3QrB51GJgxWPLQz87E2vPzwIAASPS4ope32z8cQFhjabi8qVL3+gP3BcNm8yEIRu9xF7k5rt1D0JY7FqftwLrtn+3/7CdhyEEEIdov5+F2OzScYPE0YNuvWs57K5pFRszr9iupR/Dzdv2zJCsfwBQsA3nssxF5bdd2qEEEJ9Qi/fA0ipVALA2LFjOzJ45MiRHA6npqami0P1OcbTWZaSqwBgupjnajHeDmeLEQBaMi7IZk3gDwzp4CP0BzI0W3YxdocwapDPSys5Cvl9ZnYPh1p7Y1+kVSlA3qYaywvyk84ar99/XL0x1f+9F7rnPsqM1eaa3eP11FLJhOEtx883r//JdcparVRv2gkAhIDPmK3N//re729P94jCXHeg23XE3qzh9w+yN6npy1fc0BIOIYTQfTIXlJrO5xICvnzZvNsOICUi+YOz1Bt3qDenUomDCd5dvBW/uWWEQu6xcJr25wPq73YEfvzabd9IIIQQQm318n8qXKu9qqqqOjK4trbW4XBgI7BOZ71+Y1slW0299Wp1+79uLGVnGGtNfUduztjsTV9sUn+3g3E4ZfOn+L37fE+p/gCAestuxmIVj04SRof/3hj5g7M5Mom5pMJ4Pted2TpOt/OwvVnDHxgimTgCCMJw5AwAyBfPFAwMBQB+v0COh5SxWIEAc1F59eOvNrz/b33aCXt9M9vBuzV7s0a37ygQhOKJh+QPzgIA9cYdjM3Odi6EEEK/z+lUb0oFAPmiGVxvz98bJZ0xnh8aaK9v1qdl3NXtb7SMmD2htWWExwNTub5e1qpaw9Gz95EbIYQ6FcOoNvys/QUX1nRHvXwGUFJS0uHDh9evXz958mQu9w4vdu3atQCQnJzslmh9iHzJbPHIRADmLq7hcvkhAXcc5aTNjR9/bc6/Qooo72eXd07/eHexlFYaT2cRfF57+yIBkGJKvnSuasPPms07RUkx3W36zG91ipWLgSBajp+3lF/jKOQeC6dTSTF1f/vMpmwM/OxNp5HWfL/LXFTO2O10ThGdU6TeuJ0X6EcNjRUNiRFEDyI4bmp131NoNu9kLFbxuGHCqEGC8AGGo+ds1+sMh07K5rHQEg4hhFBHGH49a62q5Xp7yuZOamcYwSEVK1Pq3/2XbschyfhhHE+Pjtz8RssImUS+eNZvt+LxPJcvaPr0W+3W/eLRyTdtJogQQqxoOX7ecPg0AAhjw9v5OTdiRS8vAD3zzDOHDx/evXv33LlzV69ePXr0aOJ2i2iys7M//fTTn376CQCefvppt8fs5QgOp+OLuTrOoTM0vKT/Hg4AACAASURBVL/eerWa4+nh99bT/H5Bnf6ILsQw6o07gGG4PgrX98f2OJ0Eh2Nv1uj3H/dImeGWfB2l2bKLsVh5IQEOrb7lxAXXgi/xyARTdiEACKMGmosrmv+1RTZvsmTyKEtpJWN3SKaMZswWOrfYpmyw7W3Q7z1KUkIqcbBrR4Nu3rLNPSwlV43ncwk+z/OR+eD6qLAipeG9ddpf0sTjhnLkOEsRIYS6HSdt1v68HwAYm71u9Rd3voBDOmmz9pc0rz8uu+PYNi0j5t1U5RGPGmKIDjcXlWl3HFQ8vuge0yOEUCdx0mbN1v2u36s34gLVbqeXF4Dmz5//3HPPrV27Nj09PT09PSAgID4+3svLy9vbmyAIlUqlUqkKCwurq2/ssPvCCy/MnTuX3cyoI+yNqob31tnqmniBvn5vPcP19WI70d2x1Tdbyq8BgK22QVd7pINXGc9kdasCkF2lNZ7NAQDb9bqmT79tPa5POwFpJ1r/aCmtbHvWUloZ9PnfGIfTcuUqnV1IZxdaq5XGcznGczlAEIKwfqKhcVRSDH9AsDtfSzfy303TPRZNb11BQCVEUUkxdHahdtuBjnxUQAgh5GZOg9FhNAGAQ2dw6AwdvMqmbOzIsN9aRky5XcuIVSnKVz/Wp2VIJ4/idWACNUIIdR3djkMOjU4QMcCh0Vmrag1Hz0mnjWE7FPpNLy8AAcCXX36ZmJi4evXq2traurq6urq62w4LCgp67733Vq5c6eZ46B5Yq2ob3v+3Q6MTDAr1ffPPPXHOCC/Ax/svyx0a/V1dJYwO66I894Yjl8lmT3CodQDAmC2mvGJwMsK4SI5E1DrGWlNvu15HiIRU/GDX9DthQhQAEBxSGB0mjA7zfPQBe5Oazi40ZRWYC0otZVWWsirN1n1cLzmVHCtKjhXGRRJ8HksvkQWupm9cb0+PeVPaHlesWqy8XGL49ax02hj+wFC24iGEELotrq9X8Lp3nIaWu7sqwPeOY+7YMsJVGDIcOaPelOq3+tm7CoAQQp3oxu5mBKFYtdjepG769Fvt1n3i0Um4QLX76P0FIABYuXLl8uXLMzIyTp06pVQqlUplXV0dwzCBgYGBgYFBQUFjx46dOHHiHTcJQt2B9Wp1/bv/chppKj7S55UnSUrIdqJ7JJkwgu0I94vgkIqVi12/b/xoAzgZyaSR3s882nYMY7PVPv8Pe6OKio+UTr99Pz6uj0I6Y5x0xjjGYqXzr9BZhXR2gV2lNRw+bTh8mhDwqbhIVzGIo+jQRgk9l5M2a7elAYDn44tu2u+J5+8jnTlBv/+YauOOgPde7J4t4RBCqC/j+ijAR9Hpt+1Qy4hl84xns+m8EmwZiRBikXpTKmOzS6aMEoT1E4T1wwWq3VBfKXlwudypU6dOnTrVDc8yGAxPPfVUc3NHmxy5etWXlJR0Zahewlbb0PCPfzuNtHjUEO/nVxBc3Dm4WzDnl5ouXSaFAs+Hb+5627o/peanveJRQ0ipuJ37EAK+aGicaGgcMIy1qtaUlU9nFlgqqk2Z+abMfBVB8AeEiIbGiobG8geE9MoKiHZbmkOrF0QNFI9MvPWsfMls4+lM1w5B4lFD3B8PIYSQm3WwZYRrc2j15p3qjTsC46PwDRJCyP3M+VdMmfkkJfRcemNPFdcCVUPaCem0Ma3tCxG7+koByJ2qq6u3bdvGMHfT9Arg2rVrXZSn17A3qRveW+fQt1DJsd4vrMC+Ud2F06n+bgcAeKTMuG0rE/GoIS0JUXReiTb1kGJFSofuSRD8AcH8AcHyxbMcWj2dVWjKyqfzSqxXq61Xq7W/pHEUHqLkWGpoHNWLFojZ6psM6SeBILxWLb5teYukhPIls1VfddOWcAghhDrZf1tG8AL9jGez7zDWbic4HFt9k+HQCdlcbBmJEHIrxuFUf5cKAB6LZ7Z+ImizQHWn35t/ZjUguqGvF4BUKpVrWlBOTk5n3TMmJiYnJ6epqamD4zds2LB9+3aZDDv7tMehMzS8t87erBEOHuT78h+w+tN96NNPWauVXD/vdrreKlak1P71A/3BE5LJo/ihgXd1f45cJpkySjJlFGOzmQvKTJkFdFa+vVljOHLGcOQMIeBT8ZHU0DhRcmxPb4+l3riDsdnb3+JHOnWM4chZ69Vq3b5j8sUz3RkPIYSQm9lqG1wtI6xVNdaqmg5e1XLiIhaAEEJuZkg/aa1Wcv29ZbMntj1+Y4FqdiGdU0QNiWYpHfpNXy8A2e323NzcTr9tQkJCxwenp6cDwG370yMXp5FueO//bMpG/sAQ3zf+1GtmfPQCTqNJ98tBAFA8vojg/e7fCy8kQDpltOHwac2mVL+3/3JvzyJ4PGpINDUkGp58yFpVY8osoDPzLRXVpkv5pkv5KoIQDAoVDYunhsby+wXd4+thj2vjBpISypfMaW8cQShWpdSv/kK367Bk4ojWNmEIIYR6H16Qn9cTD9mbNXd1FTU0tovyIITQbTlbTNrtrk8EKQTvfyoMHJlEnjJT/f0u9abUwPhI/Ck+63p5AcjhcLQ/wG633zqSg/9fdieMxdr4wX+sVTW8QD+/vz1NinAP+W5Eu+2Aw9DCHxDM7xdob2hv3yvJpJEtxy/Ql6/QWQVU8v2+N+X3D+b3D5YvnunQ6ExZBXRWAX35iqX8mqX8mmbrPq6vl2hoLJUcJ4wJ7xn7IDid6o3bAYAQ8JrXbr7jcILLZSxW7db93n9Z3vXhEEIIsYQgpDPHsx0CIYTuQLN1v9NgFMZFiobF3XpWOmei4dezttoGw0FcoMq+Xl4A6nhjr7Yj73b7HtSFGKb5/34wl1RwvT393n62J3Z8vytOs6Xxo68E4QNu3U25G3JoDfr0UwBgraypeeadDl6l/SXt/gtArTieHtKpY6RTxzBWG325hM4sMGXm2xtV+rQT+rQTJCWkhkRTQ+NESTFkm+b03Y3DYLTVNwGAQ2ugtVc6eJWlrKoLMyGEEEIIIXQntpp6w6+ngUMqVt5+r0+Cw1E8vrDhg/9ot6WJxw7jyHv5B7purpcXgDw8PHQ6Hdsp0L3T7T1qPJtNiii/1c/2hdUuup3p5vxSc0GZaGisIGIA23HugKQEVFykra6j210BABAgTIjqijAEn+fqIObFLLVUVJsuXaazCqxVtcaz2caz2UCSwqhBoqGx1LB4XoBPVwS4HxwPadAnb9g1+ru6iheEzRQQQgghhBCb1N+lgsMpmz2hnY0+qeRYakg0nVOk/eWA11NL3RkP3aSXF4Cys7OXLFmSmZlJEMRzzz03bty4mwZoNJonn3wSAHbs2MFGQNQe+vIVzY97gSC8n3usL3zWtTc06/cdBwBgGNU32wM/eqWbdzonBHy/t55hO8UtCEIQ1k8Q1s9z2Tx7k9qUmU9n5psLy8xFZeaiMvh+Fy/ITzQsjhoaJ4wYACTJdtwbeCEBvJAAtlMghBBCCCHUUaYLeXReMSkWyR+c3f5IxYoU5eUrhiNnpFNHt9PwBHW1Xl4AGjhw4JkzZ15//fXPP/983bp13t7eb775JtnmI19DQ4PrNykpHetOjdzF3qhq+nwjOJ3yh2aLht5mNWnvo/5+F2OziUcNMV+5ar1a3XLyomTCCLZD9WxcH4Vs1gTZrAlO2kznFNGZ+absQlttg662Qbf7V45MQiXHiobGUonR2FIdIYQQQgihu+B0qrfsAgDGble+/s87jycAGEbzw5577gmD7l8vLwABAJ/P/+yzzyZNmrRixYrVq1cfO3bsxx9/DAjAn7R3a4zV1vjPr50Go2honPzBWWzHcQdzfqnpQh4pFChWLqbzS5r/tUWzZbdoeAJJCdmO1huQlFA8Okk8OgmcTnNxhSkzn76Ub6tvajl+vuX4eYLHE8ZFiIbGiYbGchRytsMihBBCCCHU3TmtNqfeCACMxdp+N5i27M3argyF7qD3F4Bc5s2bl5ubu2zZsuPHjyckJGzevHnWrD5RVuihVP/5yVpZwwv09X7usW6+DKpzOJ3qTakA4LFoBkfhIRk/3HDkjKXkqm7XkR6xG3RPQpLCmHBhTDg8vshWU2/KzDddyreUVtLZhXR2oeprgj8gRDQsTjQ0jj8gmO2sCCGEEEIIdVOkUBC8/l1ni+nururtXX26ub5SAAKAkJCQjIyMt99++8MPP5wzZ87LL7+8Zs0atkOh29CnZbScvERSQt9Xn+ojTd8Nh09br9Vy/bxl8yYBABCE16rFytf+qd/7q2TySJ5/t9u0uHfgBft7BPt7LJjm0LfQWQWmzHw6t9h6tdp6tVq77QDX25NKjhMNixPGhBO8PvStEiHUF6hUqqlTpwJATk4O21kQQgj1VKRYRIq7b6dddKu+9amGy+WuWbNm4sSJy5cv/+STT06cOPHFF1+wHQr9D2u1UrNlNxCE9zOP8oL92Y7jDk6jSbstDQAUjy0keDzXQf7AUMn4YS0nLmp+2OP71ydYDdj7cWQSyaSRkkkjGZvNnF9qupRvyiqwN2sM6ScN6SdJSkglDqaGxlJJMRyphO2wCCHUCex2e25uLtspEEIIIeRWfasA5DJ9+vS8vLxHHnnk2LFjU6ZMYTsO+g3jcDT/63vGZpdOHysamch2HDfRbjvgMLQI4yJEIxLaHvdcvsB08bLpfC6dV0J1Tet0dBOCx6OSYqikGC+GsVZeN13KN2XmWytrjOdyjOdygCSFEQOooXGiYXF9oS0dQqjncjgc7Q+w2+23juRwOF2YCSGEEEJs64sFIADw9/c/cuTI+++//+6777KdBf1Gt/2gtbKG6+/t+dhCtrO4ia2m3pB+GkhSseLmPnQcucxjwTTN1n3qTamBn7xBcLpLw/I+gSD4A0P5A0PlS+bYmzV0Zr7J1Uu+pMJcUqH5YTcvwIcaFi8aGiuIHIR/NQih7obL7egbvLYjGYbpmjgIIYQQ6hb6aAEIAEiSXL169aJFi+rr69nOggAALOXXtLsOA0F4P7OcFArYjuMm6s07GYdDOmM8v1/QrWdl86e0HD9vu17XcvSsdPpY98dDAMD19pTOHC+dOd5ptphzi02Z+XRWoa2uybb3qH7vUVIioobEiIbFUYmD+8iWVQih7s/Dw0On07GdAiGEEELdS98tALnExMTExMSwnQIBY7U1r9sCDqds/hTh4EFsx3ET06V8OqeIFIvkS2ffdgDB43o++kDjJ99oftorHjWElIrdnBC1RQoFopGJopGJ4HSaSyvpzHzTpXxbbYPx1CXjqUsEhyOIDnP1kuf6ebMdFiHUp2VnZy9ZsiQzM5MgiOeee27cuHE3DdBoNE8++SQA7Nixo7Me6nA41q5d29DQ0MHxJ0+ehDaL0RBCPQtjsTasWc8L9vd6cgnbWRBCHdXXC0Com9D8tM9WU88L9vdcNpftLG7C2B2aLbsAQL5kdjtbC4tGJlIJUXReiTb10K3LxBA7SFIYNUgYNcjz0QW2uib60mVTVoG5pMKcf8Wcf0X93Q5eSICrEiSIGAAEwXZchFCfM3DgwDNnzrz++uuff/75unXrvL2933zzTZL8bb1qa5kmJaXT/mXJycl56aWX7vYqg8HQWQEQQu6k23XEXFhmLiwTDY+nEgazHQch1CFYAELsMxeV6w8cBw7p/ZfHWttg9Xr6/cdtykZesL90xs0/mL2JYkVK7V8/0B88IZk8ih8a6J54qIN4AT68+VNk86c4jSY6u8iUmU/nFtmu1+mu1+l2HebIJFRyrCg5Vpg4uO8sbEQIdQd8Pv+zzz6bNGnSihUrVq9efezYsR9//DEgIKDrnpicnPz111+rVKoOjk9LSzt58qRUKu26SAihLmJv1uj2HXX9Xv1dauCnbxC4izxCPQEWgBDLGIu1ed0WYBj5opmCQaFsx3ETp5HWpR4CAHuD6vqqNzpwAQMMo9263/e1p7o8HLonpFgkHjdUPG4o43BYiipMWQWmzMv2+uaW4+dbjp8neFxhTLhoaByVHMv1UbAdFiHUV8ybNy83N3fZsmXHjx9PSEjYvHnzrFmzuuhZBEE88cQTHR/f3Nx88uTJju9XjRDqPjSbdzIWq3jUEGtVja2m3pB+SjZ7ItuhEEJ3hv/oIpZpd6bbG1X8AcEei2eyncV9GJsdSBIAGJuNsdk6etWd2vqi7oDgcIRxEcK4CMWKRbaaelNmAZ2Zby6tpHOL6dxi+OYXfr8gKjlWNDRWEN4fF4ghhLpaSEhIRkbG22+//eGHH86ZM+fll19es2YN26EQQj2YpeSq8Xwuwed5Pr7IWlnT+NFX2m1p4nFD29nTACHUTWABCLHJXt+s33sMCMLrqaV9auIoRy4N+eZ9xtrR0o8LNpnqcXjB/h7B/h4LpjoMLXR2EZ2ZT+cWW6/VWq/V6namczykVFKMKDlWmBBFUkK2wyKEei0ul7tmzZqJEycuX778k08+OXHixBdffMF2KIRQz8Qwqo07gGE8Fk3nentyvT2pIdF0TpH25zSvJx9iOxxC6A6wAITYpN68k7HZJJNGCsL7s53F3Qger+9seIQ4UolkwnDJhOGM3WEuKqez8k1ZBb8tEONyhDHhrt2CsIMYQqiLTJ8+PS8v75FHHjl27NiUKVPYjoMQ6pEMv56xXq3ment6zLvxbUTx+CLl5SuGI6el08fw+wWxGw8h1D7yzkMQ6hp0brHp0mWSEno+Mp/tLAi5CcHlUPGRipWLg9e9E/TFW56PLhBGhzFOhs4rUW/cUfPMO7Uv/EPzw25zUTk4nWyHRQj1Nv7+/keOHPl//+//2Tq8+hghhFo5abN2WxoAeD6+iBDwXQd5wf7SGWPB6VRvSmU1HULoznAGEGIH43Cov9sBAB4PzuLIZWzHQYgFrQvEnC0mOsfVQazYVlOvq6nX7f6VlIioxGjR0FgqMZqUiNgOixDqJUiSXL169aJFi+rr69nOghDqYbTb0hxavSBqoHhkYtvj8iVzjKeyzPmlpgt5ohEJbMVDCN0RFoAQOwwHMmy1DbxAP2wZgBApae0g5rSUVNBZBaasAlttg/F0pvF0JnBIYcQAKjmWSorhhwayHRYh1BvExMTExMSwnQIh1JPY6psMh04AQXitWnxTFwtSLJIvma365hf197uopGjc5QChbgsLQIgFDq1Bu/0gAChWphDcPrT3M0LtIzikMCZcGBPu+dhCe32zKauAzso3F5WbiyvMxRWaH/Zwfb2oITGiobHC2HB8d4UQQgght1F/u52xO6TTxvIHht56Vjp9rOHIGeu1Wv2+4x6Lprs/HkKoI7AAhFig+XGPkzaLhsVRQ6LZzoJQN8X195bNmSibM9FJm815JaasAjqn0N6oMqSfNKSfJAR8Ki6SSo6hkmK5XnK2wyKEEEKoN6PzSuicIpISypfMvv0IklSsSKl/d61uZ7pk4giOwsO9ARFCHYIFIORulrKqlowLBI+reDyF7SwI9QAkJRSNTBSNTASGsVRU01kFpqxCa+V1U2a+KTMfAPj9g6ikWFFSjCCiP5C4tT9CCCGEOhPjcKi/3Q4A8odmt7N3pzAuQjQ83nTxsmbrPu9nHnVjQIRQR2EBCLmb5qe9wDCyeZO5/tjuGqG7QRCCsH6CsH7yJXMcGp0pu5DOLjTnlViraq1Vtbqd6aRUTCUOFiXFUomDSamY7bgIIYQQ6g0MaSdsygaev4905vj2RyoeX0TnFLdkXJDOGCcI6+eeeAihjsMCEHIrc1GZOb+UFIs8FkxjOwtCPRjH00M6ZbR0ymjGZjcXldPZBXR2oa2uyXgq03gqE0hSEN5flBxDJcXw+wXdtFMjQgghhFAHOc0W7Y6DAGCrb7q27IUOXqX5YY//O891ZS6E0L3AAhByK+3PBwBANm8yKaLYzoJQb0DwuFRCFJUQBSsX2+qa6KwCOrvAXFxhuXLVcuWq5qd9HIVclBRDDYkWJkSRQgHbeRFCCCHUozidhIAPRvquLiJ4+DEToe4IvzKR+5jzr5iLykmpWDZnIttZEOqFeAE+vLmTZHMnOc0Wc14JnVNkyi50qLWGX88Yfj1DcDmCwWGiIdFUciwvyI/tsAghhBDqAUgRFbLhfbZTIIQ6BxaAkPtoth0AAI/5U0hKyHYWhHqGlqPnON6eVELUXV1FCgWiEQmiEQleDGO9VktnF5qyCy2lVeb8K+b8K/D9rhvt5JOihbERhIDfReERQgghhBBC3QcWgJCb0LnFlpKrHJlEOmsC21kQ6hno7MLm9T8SAn7Ql6u53p73cguC4PcP5vcP9lg0w9liovOK6exCOqfot3byfJ4wJpwaEkMlRfP8fTr7FSCEEEIIIYS6CywAITfRbjsAALIF03AXEoQ6gnE41Jt2AgBjsWp+3OPz/Ir7vCEpEYnHJIvHJN9oJ59dSGcXWiqq6ZwiOqcINgIvwIcaEkMNiRbGhBN8Xie8BoQQQgghhFC3gQUg5A50dqGlrIojl8pmjGM7C0I9g6vlKtfP26HRGU9nyWaOF0QO7Jxbt7aTf2i2Q2egc4vpnCI6r9hW12Sry9CnZeC0IIQQQgghhHofLAChrscwruk/Hgum3bTbiNNswQlBCN3KoTO4Wq56PfGQpbRSu/2g6ptfAj9+rdMbunM8pJIJwyUThoPTaSm/RmcX0TmFlqvXf5sW5O9DJUVTQ2KE0WG4W1CPxzDN//cDRybxfGwh21EQQgghhJC7YQEIdTlTZoGloprj6SGd/j/Tf7Q7Dmq3pfm8tEo8aghb2RDqnrRb9zuNNJUc61qQ1ZJxwVpZ05JxQTJpZFc9kiQFEQMEEQPkS+f8z7Sg+iZb2gl92gmCxxPGhFGJ0VRSNC+w5zURMxw9y5FJRcPi2A7CJsPRsy0ZFwBAGB9FJQ5mOw5CCCGEEHIrLAChLqfdfhAAPBZOb7uriL1RpUs9DAyj2ZQqSorBmQUItbJW1RiOnSM4HMXjCwGA4PM8H57f9OUmzY97RCMSSBHV1QFunhaUU0TnFFkqquncYjq3GDalcn29qMTB1JBoYVxkj5jER+cWq9b/RPC4gZ//rc8uanPSZu3PB1y/V29KDfz0DYLDYTcSQujeMBZr02cbBYPDPBZMZTsLQgihngQLQKhrmYvKrVerOXKpdNrotsfV3+9ibDYgCLtKq9t1RL50DlsJEepu1BtTwemUzp/SOtFGPDbZcPiUubhCt/Ow56MPuC9K67SgJXMchhZzbgmdU0jnldgbVYbDpw2HTxNcjiBqEJU4mEoczO8X1Okr1DoF43Bqvt8FAIzNrtm8y/e1p9hOxA7t9oMOrV4YNcih09tq6g3pp2SzJ7IdCiF0L7Sp6aasAlNOETVkML9fENtxEEII9Rgk2wFQL6fffwwApNPHEbzfpv+YC0pN53MJAd/nxZVAELq9v9obVexlRKgbMZ7NNheVcWQSecrM344ShGLlYiAI/f5jNmUjK8E4Uol43FDv5x4P+WZN4Mevei6bJ4waxDCMuaBU88Me5V8/vP7k35rXbTGeznQYWlhJ+HsM6Set1UqunzdJCU2XLtN5JWwnYoGtvslw8AQQhOfKFM/HFwGAdltad/ubQgh1hL1Rpd93DADA6VR/l8p2HIQQQj0JFoBQF7LXN5syCwgeT9q2+ZfTqd6UCgDyRTPEo5PEY5MZq03zwx7WUiLUbbR+LciXzSPF/7PUiz8wRDJxBGN3aLbsZindfxEEf2CoR8oM/3+8GLrxI5+X/yCZMorrJXdo9S0ZF5q+2HR91Rt1r/9T+/N+c0kF43CyG9bZYnKtQlWsWuyRMgMA1N/tYBwOdlO5n/q7VMZml04ZLRgUKhoaRw2JdhpNrSvCEEI9iGsOtWh4PEcqcf1Eje1ECCGEegwsAKEupD+YAU6neNxQjoe09aDhyBlrVS3X21M2dxIAKJYvIAR816wH9pIi1C3o9vxqb1Tx+wdLp4y69aznIw+QIsp06TKdW+z+bLdFiinxqCHef34k+Kt/BH72puKxhVR8JMHlWsqvaXccqn/r8+srX2v85zeGI2fsTWpWEmq27nMajMK4SFFyrGzuZF6gr62m3pB+mpUwbKEvX6GzCkhK2LrYVvH4IoLDMRw5Y71Wy242hNBdcVV8SKHA64klrq/oG2vqEUIIoQ7AAhDqKk4T3XLsPBCEbM7E3w7+92fOihUpro2fOQq5x4Jp8N99T1gKixD7HGqtbvcRAFCsSgHyNt+cOXKpx6LpAKDelNoN57DwQwNl86f4vf2X0E0f+b35Z9nsibxAP6eJNl3IVX21tebPb9c+95564w46u5CxWN0TyXa9zvDrGeCQipUpAEBwOZ7LFwCAdtuBvrP6iXE41d/tAAD5g7M4cpnrIC/YXzpjHK4fQaiH+e/XrMei6RyFh3TaGH7/oN9WhCGEEEJ3ggUg1FVajp5z0mZhbETb7Qm1v6Q5DC3C2AjRyMTWgx4PTOX6erk6H7GRFKFuQb1lN2OxikcnCaPDf2+MbO5kXoCPrabecLj7zmEhBHwqKUaxanHQ2tXB/37X64/LRCMSSTFlUzbo0zIa1qyvXvFq/btrdbuPWKtqgGG6Lol6Uyo4nLKZ4/mhga4jomHxVOJgp9Gk++Vg1z23WzEcPGG7Xsfz95HOmtD2uHzJ7BvrRy7g+hGEegbD4dPWa7VcXy/ZvMkAACSpWJECALqdhx1qHcvhEEII9QRYAEJdw+nUHzwBAB5zJ7Ues9U2GA6dan2/0org81yNjbRb9zuNtJuTItQdWEorjaezWr8Wfg/B5XguXwgA2p97xhwWrq+XdNoY31eeCNn4UcA/XpIvniUI7884nOb81q2j32xeu7nlxEWHVt+5jzZdyKXzSkiJSL54VtvjihUpBIejTz9lrVZ27hO7IWeLSZt6CAAUK1MI3v/0/STFIvmS2QCg3ozrRxDqAZxGk3ZbGgAoHl/Y2lhDGBshGpHoNFs0P+5lNR1CCKGeAdvAoy5hunjZ3qjiBfpRSTGtB13rVqTTx/L739yyVDw6eg+/JwAAIABJREFUyXDolLmoTJt6SPHYQveGRYhtDKPeuAMYhiOX6XYdvuNwgs9zzWFR/OFBN6TrFASHFEQNFEQNlC+d42wx0ZdL6Lxic16JvVnTcvJSy8lLQBD8foFUfJQwYbAwelDbvoH3gLE7XNtpey6bR0rFbU/xgv2l08fqD55Qf7fD/+/P3der6vY0P+11GoxUfCSVHHvrWen0sa5tgPT7jnksmuH+eAihjvttDvWIxLbHFY8vpLMLW05elEwbLYwaxFY8hBBCPQIWgFCX0O0/BgCy2ROAIFxHTFkFdE4RKabkS+fe9hLFqhTlqx8bDmRIp47mBfq5LytCbHPoDJaKagCwN6oMR8508CpTdmEPKgC1RUpE4tFJ4tFJAGCrqafzSui8YnNhmbWq1lpVq9t7lODzhIPDhAlRVEIUPzSw9dtIx+n3/mqra+IF+0umjrn1rHzpHOPpLHN+qeniZdHw+E54Sd2S7Xqd4ehZ4JCe/zvp8jckqViZUv/OWt3Ow5KJIzkKD/cGRAh1lK2m/rZzqAHAtSJMtzNdvTE18KNX7uEbJkIIob4DC0Co81nKr1lKrpJikWTSSNcRxu7QbN4FAPIHZ3Nkkttexe8fLJ08yvDrGfXmXX5v/Ml9cRFiG0cu83vraXvj3fXJEoT375o4bsUL9ucF+8vmTGRsdkvJVTqvmL5cYq2sofOK6bxiDQBHLqPiI4UJUVR8FMezQxUKh9ag23UEXOueOLdZ6UyKRR4PzVJ/u129eSc1ZPB9zjbqtm5sgTR3UusWSLcSxkaIRiSYLuRpftrr/exyd8ZDCHWcevNOxuGQzhh36xxqAPBYNL0l47z1anXLyUuSCcPdHw8hhFBPgQUg1Pn0B44DgHTaGFefLwAwpGXYlA28ID/prPHtXChfNtd4LpvOKqBziqgh0e7IilD3QCUMZjsCywgeVxgXIYyL8IQHHPoWc/4VOrfYfLnErtLeWCMGwA8NFMZHUQlRwuiw1m8vt9Js2e2kzaIRie38V5XNGNdy5Iy1Wqk/kOFqRNjLmM7/dwuklJntj1Q8tpDOLmo5cVE6Y1zvqCoi1MuYMvPpnCJSLHL1fb8VKRR4Pjy/ed0WzZbdouHxJCV0c0KEEEI9BRaAUCdzqHWmszkEhyOdeaPW49AZtDsOAYBkwgjbtdr2LxePHGI4ela9eWdgfCTB4XR5XIRQ98ORScRjksVjksG1RuxyiTmvxFxYZq1WWquV+v3HCC5HEDmQSogSxkcJBoYA+ds0H+vV6paTFwkup/3ttIEkFSsX17+7VpeaLpkwvINzi3oMhlFv2Q0AjM2ufP2fHbxEs3mX/z9e7NpgCKG7xNgdmu93AYD8odkc6e3nUAOAZMJwQ/opS1mVbvcRz2Xz3BgQIYRQT4IFINTJWjIuMA6HeNQQrren64j+QIbTRAOA5qe9mp861KXCVlNvOpstHjesC4MihHqCG2vEZk9kHA7LlUrz5RL6comlvNpcWGYuLIOf9pFikTAugoqPEsZH8vx9VN9sd22nrd/7a9v7MHYHQRJtS0UAQFJCJ23W/LTP+5lH3fuyuhZjszMmMwAwFqu9obmDVzn0PaCvHEJ9jT4tw6Zs5AX7S2eOa28cQShWptT97TP93qOSSSN5/j7uCogQQqgnwQIQ6lQM03L8HABIJo9qPSaMGmgO68c4mY7fhuByeL+/aQVCqA8iOBxhdJgwOky+dK7TSJsLSunLJebLJba6JtP5XNP5XADg+ijsTWoAsDdrOr6dNp1X0oW52UDweUH/fsd5lwUdjlzWRXkQQvfGaaR1Ow4BgEOjq33uvTtfQBKMza79+YDPCyu6OhtCCKGeCAtAqDOZS67a6pq4XnIqIar1IJUU07YZPEII3SdSTIlGJIhGJACAvVFF518xXy4xXy51VX8AAIDgesl5wX68IH9egI/xbI65uBwAxKOShPGRN91NEDnArendgqSEuA8IQj2d02xhHA4AcBppp5Hu6FVGU1eGQggh1INhAQh1ppZj5wBAPHHETessEEKoi3B9vaRTRkunjAaGsVbV0nkl5vwr5pIKu0pjV2novBKCQzIOBggABkyXSxRPPdTOPhoIIdR9cL3kIRved7YY7+oqjreii/IghBDq6fpWAaihoUGpVNbV1dXV1Vmt1qCgoODg4KCgID8/P7aj9QZO2mw6lwMEIZ006s6jEUKocxEEf0Awf0Cwx4KpjM1uuXKVvnzFfLnEUl4NwAADAMAYTXWvfiybO1kYF8EPCQCCYDs0Qgi1hxRTpJhiOwVCCKFeok8UgLRa7RdffLF169bS0tLbDggLC3v00UdffPFFmQx3QLh3prM5TrNFGB3O9fdmOwtCqE8jeFxhbIQwNsLYP6jps40kJRSNTjIXXLE3qOxNavV3OwCAI5cKYyOpuEhhXATX14vtyAghhBBCCHWt3l8AOnv27IIFC5qamtoe5PP5AGC1Wl1/LC8vf+edd9avX79v375hw7Dz1D0yuLZ/njKS7SAIIQQAwFhtmh/2AIDnYwul08YAQPP6H1uOnuN4SIFDOtQ64+lM4+lMAOD6ebsqQcLYCI6HlOXcCCGEEEIIdYFeXgCqrq6ePXu2TqcTi8ULFy5MSUlJTEz08vKSSqUAYDAYVCpVcXHxrl27UlNTGxoaZsyYUVhYGBAQwHbwnsembLCUXCUpoXjkELazIIQQAIBuz6/2RhW/f7B0yo11qYrHFtIX8x06g+9fn+AF+5sLSun8K+aCMntDs6Gh2fDrGSAIfkiAMC5CGBspjAkjRbjyAiGEEEII9RLtFYAqKiru7aYymczHx+feru1cH330kU6n8/PzO3ToUGJi4k1npVKpVCrt37//rFmz3nrrrWnTppWWln744YdffvklK2l7tJZj5wFAPCaZEPDZzoIQQuBQa3W7jwCAYlVK67b0pFgkXzpH9fU29abUoC9XS2eOl84cD06npbLGnF/q2j3aWq20Viv1BzKAJAUDQ4RxkcLYCGHUQPzmhhBCCCGEerT2CkBhYWH3dtMnnnji66+/vrdrO9fBgwcBYM2aNbdWf24SGhr61VdfTZo0KS0tDQtAd4txOFtOXAQAyWRc/4UQ6hbUW3YzFqt4dJIwOrztcem0MYYjp61Vtfr9xz1SZgAAkKRgUKhgUKjHgqmM3WEprTQXlJrzr1jKqizl1yzl13S7DhNcjiBigDA2QhgXKQjvT3A57LwqhO5ScXHxuXPnKisrw8PDH3jgAQ8Pj1vHVFZW7t27FwCef/55twdECCGEkPt08hIwqVTar1+/wMDAzr3tPVMqlQAwduzYjgweOXIkh8Opqanp4lC9EJ1T6NDoeMH+gogBbGdBCCGwlFYaT2cRPJ7now/cfI4kFStS6t9Zq92ZLp4wnOvt2fYkweUIo8OE0WHw0GzGYjUXV5gLrpjzSy2VNeaicnNROfySRgj4wqhBwthwYWwEf2AowSHd98IQ6jCz2fzyyy//+9//bj3i6en5xRdfPPbYYzeNLCoqeuGFFwALQAghhFBv114BSKvV3npw8+bNL774IpfLXbly5aJFiwYNGsThcCoqKvbv3/+f//yHpukXXnjhD3/4Q5cFvjtSqdRisVRVVUVERNxxcG1trcPh8PLCXjB3reX4eQCQTMbu7wihboBh1Bt3AMN4PDD1tu29hLERopGJpvO52q37vP9y84fhVoSATyUOphIHA4DTSJuLysz5peaCUuv1OjqvmM4rBgCSEgqjw4Qx4cLYCP6AYOwrj7qPZcuW7d69GwC4XG5QUFBNTY1Go1mxYoXNZus+79MQQggh5E7tFYBunSd84cKFl156SSQSnTp1qu2iqv79+0+ZMuWPf/zjyJEj//jHP0ZGRnZw0k1XS0pKOnz48Pr16ydPnszl3mG609q1awEgOTnZLdF6D4fOQGcWEByOZPxwtrMghBC0ZFywlF/jKOQeC6f93hjFYwvprMKWk5ck08YIowbd8Z6kmBINixcNiwcAh85gLiwzF5SaC8psygZTVoEpqwAASLFIGB0mjI0QxobzQwOxGIRYlJ6e7qr+vPnmm2+99RZFUfX19c8///wvv/zy7LPPTpw4cdCgO/9vjxBCCKFe5u4mrn/88ccOh+Mf//jHbbfUiYqK+uCDDxwOx0cffdRJ8e7XM888AwC7d++eO3fumTNnGIa57bDs7OxHHnnEVQB6+umn3Rqx5zOeusQ4HFRSDEeOvZMRQixz0mbNT/sAQLH8gXa2beb6esnmTwaGUW9Mhd/5p+H3cDyk4tFJXk8tDVq7OmTD+97PPS6ZMorr5+00mkyXLqu/26F8+YPrq95o/Oc3+rQT1mrl3d4fofvn2opx+fLl77//PkVRAODv779169a5c+eazeZnn32W7YAIIYQQYsHd7QF0+vRpAJg8efLvDZg0aRIAXLhw4T5jdZb58+c/99xza9euTU9PT09PDwgIiI+P9/Ly8vb2JghCpVKpVKrCwsLq6mrX+BdeeGHu3LnsZu5xjGeyAUAyAaf/IITYp9t52KHRcf28uYF+1qvV7YykEqIMBzKsV6tbTl6UTBhxb4/jKDwk44dJxg8DAHuzxlxQ6vplb9aYLuSaLuQCAEcmEcaEu37xgv1xZhByg8LCQgD405/+1PYgSZIbNmwIDw8/dOjQ6dOnO32yNk3Tf/3rX5uamjo4Pi8vDwCsVmvnxkAIIYTQ77m7ApBrVyCn0/l7A1z/ihsMhvuM1Ym+/PLLxMTE1atX19bW1tXV1dXV3XZYUFDQe++9t3LlSjfH6+nsTWpL+TVSKKCSYtjOghDq65y0Wb//GADYG5rrXvu4g1dptx+85wJQW1xvT8nEEZKJI1wBzIVlrpVidpXWeC7HeC4HADge0ht7BmExqBsj7uPv5ffmGrvZtWvX4HbtXAMCAl566aX33ntv9erVx48f79yHlpaWtt1zuoNMJlPnxkAIIYTQ77m7AlBgYGBVVVVGRkZCQsJtB2RkZABAUFDQ/SfrRCtXrly+fHlGRsapU6eUSqVSqayrq2MYJjAwMDAwMCgoaOzYsRMnTrzjJkHoVsZzOcAwVHIsweexnQUh1NcRfL5oaJytQXVXVwljbv6QfP+4ft4SP2/X1vj2elcxqJQuKHOoby4GCaLDhDHh/JAALAahThQcHFxWVqZUKn19fW869de//nX9+vUZGRk///zz0qVLO/GhCQkJx44da25u7uD4H374Ye/evTKZrBMzIIQQQqgdd1fymD59+oYNG1avXj1jxoyoqKibzl65cmX16tUAMGPGjE4L2Em4XO7UqVOnTp3qhmeZzeZXXnmloaGhg+N79BRo09lsABCPHsJ2EIQQAoJD+rzc7dobcf29Jf7ekimjAMBW32QuLLMUlpkLy/5nZpBUIrjRTQyLQezLzMxkO8L9Cg8PLysr+/7772/dtFEmk3388cerVq3685//PHr06NDQ0E58rmsrgA66ePEiAJDk3e1HiRBCCKF7dncFoNdee23Lli0GgyE5Ofn55593tYEHgIqKip07d3755Zcmk0kkEr366qtdk7ZnKCkpWbdu3d1e1ROnQNsbVZaKalIooIbg+i+EELoznr8Pz99HOmU0tM4MKiozF5a13TOIlIiEg8OEMeHC6DB+/yDAj8du1wv6gT788MNpaWlffvmlXC5/5ZVXXPtAt1q5cuXmzZtPnDjx8MMP79u3j62QCCGEEHIz4m4Xq+/fv/+RRx7R6/W3PSuXy7du3Tpz5szOyOYO5eXllZWVAQEBkZGRPF6nLWI6duyYStXRNQiuKdABAQFKpbKzAriHbu9Rzfe7xGOSfV7EvZMQQuje2RuazUXl5oIyc1GZvUndepwUUYLBg4TRYcLoMP7AUILDcjHIy8tLrVarVCqFQsFuku7GZrNdvnzZx8encyfU3I+JEyeeOHECACiKio2N3bBhQ9vZQJWVlePHj6+pqfH19Y2JiXHtB+TmDYxeeeWVTz75JCgoqKamxp3PRQghhO5Kb3r/c9e73sydO7eiouKdd97ZvHlzS0tL63EPD48nn3zyjTfe6Ib/UQoLC7/66qu8vDy1Wj1kyJDXX389Ojra6XT+6U9/+uabb1xvd7y8vP7zn/8sXry4U57YTqO0W/XcKdC4/gshhDrFjT2DJo0EAHujylxUbi4sMxeV2xua6awCOqsAAEihQBA50LVtkCCsH8HDfeu6kaqqqqFDhy5evHj79u1sZ7khNTV15cqV+/bto2n60qVLN61MHzBgwMmTJ6dPn15eXt7Y2MhWSIQQQgi50728ffT29l63bt26deuUSmVpaSmfzw8PD/fx8en0cJ3i22+/ffbZZ81ms+uPBQUFe/bsOXXq1K5du77++msAIEnS6XSqVKoHH3zwvffee+utt1jN22Pg+i+EEOoKXF8via/XjW5iKq2lqMxcVG4uKrfVNtB5xXReMQAQPJ4gvL8wJkwwOEwYOYAQ8NlO3fsxDHP06NGLFy/e2urUdQoAOj751w28vLz27t1bVFSUmZlZUFAQEBBw04ABAwYUFRX98ssv3377bXFxcX19PSs5EUIIIeQ29/XzQ1cXrc6K0hWuXr36zDPPWCwWb2/vGTNmeHl5nTv3/9m787ioyvZ/4NeZjWUYdgWBEDcUl0TNtDRNRU0zxa1E3DD7mtlimZkWP82ltOcpcy/NLU1IRcQFwl3EfcN9Y3NEdmZhgGHW8/tjjIcQkVGYM8Dn/eoP5j7XGT6V0XCdezlz4cKFDz/88P79+8uWLZswYYJYLL5582Z4eHhsbOyiRYvGjh3bvHlzroPXAY/P/3qlA87/AgCoJQI3Z8EbXcVvdCUig6Kw9HaK5lZy6c372odZpbful966T0QMny9q8ZJtQEubgBa2AS14YnuuU9dDer1+woQJERERVZeNHDnSMnmqr23btm3btn3aVaFQGBoaGhoaSkTFxcUWzAUAAAAceM4GUFFRUWJi4sWLFxUKhZOTU3h4eF5enr29vVgsrtl8L+j777/XaDQdOnQ4cuSIaY6S0WgcMWJETEzM4MGDZ8yYYSrr3LnzgQMHevfunZCQ8J///Gft2rWcpq4bSs5cISLxa1j/BQBgCXxnR/FrnUw/dY1FJaW3U0pv3dfcStakZ2jupWvupVPMYWIYka+XbdvHzSC+ixPXqeuJqKgoU/enc+fO3t7eR48eLS4uHjRokFgsTklJSUpKYll29erVH330EddJn5+1fYQDAACAGvc8DaB169bNmTNHJnu8S2VgYGB4eHhCQsL7778/a9asb775pkYTvpArV64Q0Q8//FC2Qo3H402bNi0mJsbd3b1C8ddff52QkHD9+nVLp6yDHq//srO16/TU54oAAFBLeA729l072HftQERGdanmbprmTkrpzfuaZKn2wSPtg0cUd4KIhE0a2bRpYeoHCT2tdKV2nfD7778T0eTJkzds2EBEK1eu/PTTT8PCwkaPHk1EBw8eDA4O3rdvX51uAAEAAEC9Z3YDaNGiReHh4UTE5/MDAgJu3LhhGufxeEql8ttvv83Ozl65cmUNx3xeycnJRNS5c+fyg6a50AkJCRWKTeO3b9+2VLo67PH6ry7tsf4LAIBbPDtbu8AAu8AAImJ1Ok2yVHMrufROiuZOqi4rT5eVV3TsLBHxXZ1sA1rYtGlh3/VlgbsL16nrGNPHienTp5te9u/fn4guXLhgagANGDBg5syZixYt2r1794gRIzjMCQAAAFAF806eunjxoqn7M3bs2Nzc3PKTZYKDg9evXy8QCFatWnXhwoUajvm87O3t6Yll7aZzyp7c7FCtVhMRn8+3VLo6DOu/AACsECMU2ga0cBo50OObj3y3/Oj141euk0badwvkO0kMMmXxqcuyDTtzvlvBdcy6Jysri4iaNm1qetmmTRt7e/v79++XFYSFhRHRpk2bOIkHAABWjWVlG3cV7j/KdQ4AM2cALV++nIj69eu3bds2hmHKX2IYZsqUKVKpdOHChcuWLdu+fXtNxnxerVu3zs7OTkhIaNmyZdmgWCxOTk6ukJ+ILl++TETlK6FSWP8FAFAH8Hii5r6i5r6OQ/oQke5RjmlakKipN9fJ6h4nJ6fc3NySkhI3NzfTiOkIrbICPz8/oVB4/vx5jgICAID1Kjp+rjD2ODGMTUBLmxa+XMeBBs28GUBnz54lojlz5jzZPTEJCQkhomvXrr14shrRu3dvIvr666/PnDlTfrxFixYVjvqSyWSmA+A7dcKslmcoPn0Z538BANQtQm8PSb/X3aePM/WDwCw+Pj5EVP6zRIsWLe7fv69UKk0vWZY1GAxPnhAPAAANnFFdKt++j4iIZWUbdhLLcp0IGjTzGkAPHz4konbt2j2toEmTJkSUmpr6grFqyuzZs/38/PLy8l5//fWuXbuGhoYajcbyBQaDITY2dsGCBa1bt05LS3NwcLCqTaytU8nZJML6LwAAaDAGDx5MRLNmzTp9+jTLskTUqVMnlmU3b95sKjhx4oTRaKzwbAkAAEAZFW+QK21aNuU7O2rupRUnXuI6ETRo5jWAnJyciEgqlT6twHTJek4Stbe337dvX7du3Yjo4sWL27dvZ//dc1UoFG+//fa8efPy8/MdHR1///13Ly8vjsLWDQZFoSZFytiITBuOAgAA1Hsff/yxs7OzVCrt0aOHaZF7cHAwEX311VdffPHFvHnzxowZQ0R9+/blOCgAAFgTfU5+4YFjxDCuU951GfsOEcm27mE1Wq5zQcNlXgOoa9euRLR169anFURHRxNRx44dXzBWDWrfvv2ZM2d27979zTffDB8+/MkCHo8XEBAwZcqUW7duvffee5ZPWLeoL98klrVr74/1XwAA0EB4eHicPXu2/CLxwMDACRMmaLXaZcuWLViwIC8vz8PDA5OIAQCgPNnm3axO7/BmN5uWTR36dLdp2dQgUyj3HOI6FzRc5m0CPWXKlAMHDqxevTogIOCjjz6qcPXw4cNLly6lf3YCsh4MwwwfPrzS7o+Li4tSqXRwcLB8qjqq5PJNIrLr/NRlgAAAAPVP69atL1++nJubWzayYcMGf3//qKgog8HQrVu3BQsWeHh4cJgQAACsSun1eyUXrvHsbE1zf4hhXCePyvrmZ2XMYYc+3QWN3bgOCA2ReTOAgoODR48ezbLs9OnTO3XqNHv2bCKSyWSLFy9+5513+vfvr1aru3fvPnHixNpJW/N4PB66P9XHGgyl1+4SEc7/AgCABqhx48aNGzc2fS0QCL755pvLly9fvXp13bp1np6e3GYDAAArYjTKNu0iIqeRA/kuTqYxG/9m4h5dWK1O/mcMp+Gg4TJvBhARbdu2zd3dfe3atUlJSUlJSUQklUpN52cRUb9+/SIjIwUCs98W6gTNrRRjiVrk64WONQAAAFgJg6Iwe95yu44BrpNHcZ0FAICIqDD+pFaaKfBwd3z7X4dvuowPLrlwrfjUZcnAN2zbtuIqHjRY5s0AIiKRSLRmzZobN27MnTt3xIgR7du39/Hx6dOnz7Rp0/bv33/o0CF3d/faCArWoOTyDcL6LwAAALAm8j/36h7lFMad0Ny1loNoAaAhMxaXKHfEEZHrpBGM8F9zIwRuzk7DgohItjGK/n0+NYAFmDdVZ/DgwZMnTx46dGi7du0WL15cS5nAaqmxARAAADQ8pkMwnmnYsGFlc6LBYrSpD4uOnyMiYtmC33d4/TibGIbrUADQoCkiDxhURbYd/O27vvzkVafg/kXHz2nTM1RHz0iCelg+HjRk5jWA4uLi4uLi3NzcQkNDw8LCAgMDaykWWCF9boHuUQ7P3s6mdTOuswAAAFjOxYsXq1OGz0UcYNmCDTuJZR0H9S45f1WbllF0/JxDn+5cxwKAhkuXka06mEg8nmtY5YtSGZHQJXRY3rKNioj94tc78+ztLJwQGjLzGkA9evQ4ffp0QUHBihUrVqxY0blz58mTJ4eEhLi6utZSPrAeJRdvEJFdpwCGz+c6CwAAgOX8+uuvTw7qdLq0tLQzZ86cOXPG19d3/fr1rVu3tny2Bq7o5EXN3VS+s8R57Ds2/n55y7fI/4yx79YRv1ABAFdkm6NYg8FxUG+Rr9fTasQ9OqviE0pvJSt3/e0yoZKzqgFqiXkNoMTERKlUGhkZGRkZeeXKlcuXL1++fHnmzJnBwcGTJ08OCgri8czeVAjqCvUVrP8CAICGaOrUqVVcjY2NHTVq1KxZs86ePWuxSEBErEar2L6XiFxCh/HsbMU9X1EdTCy9naLcfdBl3DCu0wFAQ1Ry/po66TZPbO/07qCqK13DRmXO/rEw9rhD0OtCLw/LxAMw+7guX1/fr7766quvvrp7925ERERkZOTdu3f/+uuvv/76y8fHZ9KkSZMmTWrRokVtZAUOsVpd6c37xDB2HXEAPAAAwP8MHjz4559/njZt2tKlS+fPn891nAZEGX1Qny8XNX/J4c1uREQM8/gXqv1HHfq+JvRqzHVAAGhgjEb5H9FERAzlLFzzzHKGz2d1OvnWmMaz/6/WswEQ0XOcAlamdevW8+fPv3PnzuXLl2fNmuXr65uRkbFo0aJWrVr16dPn2fdDnaK+dofV6mxaNuU7S7jOAgAAz6n0+j1N8gOuU9RDI0aMIKIdO3ZwHaQB0efLlfuOEsO4Th5VtuuzqRnE6g3yrXu4jQcADZBRrdHLFERkLCrRpkqf+Rer0xGRLjOH6+DQgJg9A+hJnTp16tSp09KlS9esWTN79uzi4uLjx4+/+NuCVVFfuklEdl2w/gsAoK7SpmdkL1zFEwm9V4TzXZ25jlOvuLm5CYXC9PR0roM0IPItu1mNVvxGV9s2/5p47hI6rOTc1ZIL19RJt+0CA7iKBwANEE9s571ynlFZaNZdgsbutZQH4Ek10AC6dOnSrl27du3alZycbBqxsbF58bcFq6JOukVE9tgACACgzpJtjCKj0ViqkW+Lcf87LFnwAAAgAElEQVR0Itdx6pXz58/rdDp3d3yItxDNndTis0mMSOgSOrTCJb6zxGnEAPm2GNnmKK+f5uDkCgCwJIGbM7nhEQtYr+dcAsay7NmzZ7/88stmzZq98sorS5YsSU5O5vP5QUFBGzZsyM7OrtmUwC2tNFOfJ+M7O4qavcR1FgAAeB7FZ66U3rrPlzgwQmHRyYuae2lcJ6o/rl69+sEHHxBR27bYJs8iWLZg4y5iWacRAwTuLk9edxzSV+jV+PFJzAAAAPAP82YAGY3G06dP79q1KyoqKiMjo2z8tddeCwkJeffddz08sIF5PaS+dINM53/9s8YeAADqEFarM22J4jz2HX2+TBkVX/D7Tq+ls/BTvZoaNWr0tEulpaVFRUWmr7/88ktLJWrQVIdPaVOlAncXp3f6VVrACPgu44Nzl65TRB4Q9+zClzhYOCEAAIB1Mq8B5O3tXX52T4cOHUJCQkJCQvz8/Go4F1gHfb5ctmmXPjufsP4LAKDOUsYc1ucWiPx8JP1eY3X64hPntanSohPnH5+dBM+Sn59fdYFIJPrxxx/feusty+RpyIzqUsVfsUTkMnEEYyN6Wpl915ftAgPUSbeVO+Jc3x9twYAAAADWy7wGkKn706JFizFjxoSEhLRrh45APSfbtKvk3FViiOHzbTu24ToOAACYzSBTKPccIiLXySOJx2NsRM4h7+Sv/EO+bY99t448O1uuA9YBf//9dxVXHR0dX375ZbFYbLE8DZliR6xBUWjTprm4e2DVla6TRmbO/KEw/qRD/x4iXy/LxAMAALBm5jWAZsyYERIS8uqrr9ZSGrAqpdfvlZy7SkTEEt/NGb8kAADURbKtMaxGK36tk23bVqYRh15diw6dKr2Toow+6DK24h668KSBAwdyHQGIiAwyhSruBBFp7qSmj/6kmncpIvY3nv1/tZkLAACgbjBvE+hly5ah+9NAsAajbNMuIhJ6uBORQaY0yJRchwIAAPNo7qUVJ15khEKX8cH/G2UY18kjiWEK9x7RZeVxlw7ATDwe39nRvFsYhu9i5i0AAAD1lBkzgG7cuPHXX38xDLNgwYLaCwRWouhQolaaKfBwJ6GAiFi9Xv7nXvdPxnOdCwAAqo1lZabDkoYFCRq7lb8iau7r0OvVohPn5NtiGs+awlVA65SSkvJ8Nzo6OlaxXTS8OL6zo8+vC7lOAQAAUFeZ0QC6fv36okWLiGjq1Kne3t61Fgm4ZywuMe2w6Dzqrfw1fzIiIbFUlHDeof/rtm1acJ0OAACqpej4OU3yA76rs9Pw/k9edRkfXHL+asm5JPXV23YdAywfz2q1bNny+W6cMmXK+vXrazYMAAAAQE0xYwlYt27dBAIBESUlJdVaHrAKir8OGFRFth38GZGIWNa2bUvHd/oSy8o2RhHLcp0OAACezViqkUfsIyLX8cMqPSyJ7ywxNYZkm6JYg9HS+eoXiUTSvn17Ly/sNAwAAADWy4wGUPPmzb/77jsimj17tlarrbVIwDFdRrYqPpF4PNdJI0tv3CMi2/b+TiMG8F2dtKnSooTzXAcEAIBnU0bFG2RKG38/cc9XnlbjODRI2KSRLiO76FCiJbNZOUVlli9fzuPxRCLR1KlT4+Pjk5OT09LSDh8+PGPGDFtbW7VaPWPGDNPHJAAAAADrZN4m0HPnzv3tt9/S09MDAwM3b9589erV3NxcZWVqKS5YgGxzFGswSAb0FDX1Lr1xl4hs2/vzbG1cQocSkXzrHqO6lOuMAABQFX1OfuH+Y8QwrpNHE8M8rYwR8F3GDSMieeR+o6rYggGtmtMT7ty588UXX9jb2587d+7XX38dMGBAixYt/Pz8+vXrt2zZsitXrojF4qlTpyYmoo/GDX2+/OGUufmrt3EdBAAAwKqZdwx8s2bNiIjP59++fTssLKyKShYLheqmkgvX1Um3eWJ75/cGG2RKXVYez97OpvlLROTQ61XV3yc199OVew65hLzDdVIAAHgq2R/RrE4naOxWeuOeaS5nFXhie2NRiWJnnOvkUZaJV+f8+OOPBoNh0aJFgYGBT15t06bNDz/88NFHHy1durRnz56WjwfyrdEGRWHRsbMOvV617eDPdRyo29TX7grcnYVeHlwHAQCoeeY1gNLT02snBlgFVm+Qb40mIuf3BvMlDkUnzhOR0KuxsVTDs7cjhnENG5n1zc+Fe4849Oku9MRBJwAA1shYqik5f42I9LkF8m0x1byrKOE8GkBPY5ra07dv36cV9OnTh4jOnTtnuUzwj9I7KcWnr5i+lm3a5fXfr4n3vxnuRcfOipp6iZr7cpQO6pjS2yk5C1fxXRy9l4fz7Gy5jgMAUMPMawAlJyfXUg6wBoX7j+kyc4U+npKBbxCR6aGxJvlB/sqtjWf/HxHZ+Ddz6NW16MR5+baYxl/i2GAAAGvEs7Vp9NlEbfojs+6ybfucR181BAqFgoiMxqdulW3aG1GlUlkuE5iwrHxTFLGs04iBJWcua6WZqoOJkrd6mS4Wn7yQv3ob38nBe9V8/DIPz8ayso07iWUNMqVy90HT7gcAAPWJeQ2gFi1wBHi9ZVCqlLvjich14giGzyei0ut3TZdKLlxTX71j17ENEbmEDi05d7XkbFLZCAAAWBtxz1eq2PsZzOXl5ZWenn78+PGOHTtWWnD8+HEi8vb2tmgsIFIdOa1JkQrcnJ1HDrRp8VLuf36XR+4X9+jCk4hZjVa2ZTcRGZRFyp1xLhOGcx0WrJ3qyGltWgbf0cGgKi7cf1QS9LrAw53rUAAANcm8TaChHpNv32ssUdu/0sGuU1si0ucW6PPlRMSXONDjnaGNRMR3dXYaPqD8CAAAQP02YMAAIgoPD79z586TV+/evRseHk5EAwcOtHSy6snJybly5UpsbOyGDRvWrl27d+/ey5cv5+TkcJ3rRRnVpYrIA0TkMmEEYyOy7xZo1zHAtKEVESmjDxkUj+dkFe4/psvK4zIrWL2yP06uU9516P0qq9PL/ojmOhQAQA0zbwZQmaKiosTExIsXLyoUCicnp/Dw8Ly8PHt7e7FYXLP5wDK06Y+Kjp4lIq00M/OrH4nIIDcd5cbwnCTGUo3uYVbGR/P4ThIiIr2eiHQPs4qOn5X0e5271AAAAJYwe/bsrVu3qlSqLl26fPbZZyNGjDDNiU5JSdm9e/fy5ctLSkrs7e2/+uorrpP+i0Kh+OWXXyIiIu7dq3wj8JYtW44bN+7zzz93dHS0cLYaodwZZ1AU2rRuLn69k2nENWzko5nfF8Yn2HVpr4w5REQkEpBWzxqNsk07PeZ+xGVcsG6KHbEGRaFNm+bi1zrZtm1Vcu5qybmr6qu37ToGcB0NAKDGPM8MoHXr1jVt2nTQoEHh4eE//fTT7t27iSghIcHb23vx4sU1nRAsQZ+TRyxLRPrcAm2qVJsq/acBxOoyslidjogMBXLTJa008/FdmbmcJQYAALCU5s2b79ixw9HRsaSk5Icffujataurq6urq2vXrl1/+OGHkpISZ2fnqKiopk2bcp30f06fPu3v7//dd9+V7/6IRCKRSFT2Mjk5ef78+f7+/hcuXOAi4wvRZ+cXxp0wnVBBDGMaFPp4SoJ6ksGYv3wzq9MTkfvUsTb+zYlIffmW+sotLhODFdNl56n+TiCGcQ0bRQzDd5Y8nvC+CRPeAaBeMXsG0KJFi0zznPl8fkBAwI0bN0zjPB5PqVR+++232dnZK1eurOGYUMvsuwV6//Itq9WaXpZcvmmaBOv+6QSRjycRyTbsKL2b7tCjs+OwoMf3MDyhrxdHeQEAACxqyJAhKSkp8+fP37JlS1FRUdm4k5PTBx98MGfOHFdXVw7jVSCVSgcPHqxUKsVi8fDhw0eOHBkYGOjm5iaRSIhIpVIVFBTcvn07Ojo6KioqJydn4MCBN2/ebNKkCdfBzSDbtIvV6SX9Xrdp+a++m0vIkOKTFwyFRUQkav6SQ6+uoqZembN+JNZYsGGH9/Jw00aHAOXJNu5idXpJ/x42LR4fGOc4tF/RsTO6jOyiQ//bVhwAoK4zbwbQxYsXTd2fsWPH5ubmXr9+vexScHDw+vXrBQLBqlWr6uJzJBD6eIqa+4qa+wq9PVXxiUTEs7N1eKOradBt2jiGzy86k0QCgWlE1MyH4WMPKQAAaCjc3d1XrVqlUqkePXp07NixU6dO5ebmKhSK//znP1bV/SGipUuXKpVKDw+PxMTErVu3BgcH+/n5mbo/RCSRSPz8/AYNGrRu3borV674+/vL5fIlS5Zwm9ks6mt3Sy7d4NnZOo95u8IlntiOsXk8y8k0m0Pk5+PQpzsR6bPzTZ9wAMpTX7urvnyTZ2fr/N7//jgxAr7LuGFEJI/cb1QVc5cOAKAmmTcDaPny5UTUr1+/bdu2Mf/MtjVhGGbKlClSqXThwoXLli3bvn17TcYEC1Lsjjet/7Lr3O5fc6oH9CyMOyHbtMtz3qecBgQAAOCSl5eXl5dVz4GNi4sjou+//z4wMLDqSl9f399++61Pnz6xsbGmj3nPTaFQjBkzJj8/v5r1GRkZRJSTk/PKKxVPrGMYZs6cOSNGjCg/mJ2dHRoaqlQqiSXdo2xWq+W7uvD7H69Qrzp8yvQxJq+0ZOKYUcVCPhGxBoNOmkWskY7tEvp68QT8qt7/Cc/Ig/o6Xc+S7lH2tGYvj537Jd/Z8V/1c2fm30lm1Wre8SiBu4uV5kc96lFf+/VPjtdhrDlatmxJRIcPHy4bIaLAwMCyl7du3SKidu3amfW2DdyXX35JRN7e3lwHYVmW1eXJ0sd+njZyetrI6YUHE8tfMhQVSyfNThs5vfj8Va7iAQAAh0zzXAoKCrgOYgmRkZGRkZGmzzyKauM69WM2NjZEdPfu3eoUq9VqPp9va2v7gt/09u3b/JpbXfX5559XeP/z589XePr4ZL2hRP1g4qy0kdPT3/sspu/op1Y/7/ujvr7Wf9DxNaNWZz15UI961FtVfX36/MOwLPu0v9Un2draajSarKwsT09P0wjDMIGBgVeuXDG9VCgULi4udnZ2JSUl1X/bBm7WrFn//e9/vb29TY/CuJX304biM1cYkYDV6r1XzhM2aVT+amHcCdmGnQIPd+9fvmWEz3mEHAAA1FFubm4ymaygoMDaVjzVBtNnwZ49e548ebKKz4UVmPWxqvY0atQoPz8/Pj7edIB91VJSUlq2bNm4ceMXPxg+PT29oKCgmsXLly/funVr48aNY2NjK1zi8XgdOnQQCCp+0khJSZFlZuf+Z52xuNR10gjbti0r1Ms2RRUeOEZELiFDNPcf3D6RqA9s7TxqEBGxRmPe0vV6uZIY8vhicucB/Sp9f4VC8WTUKvKgvk7XG0tKc39cR+rSXt/PlbzasdJ6ZfTB4jNJNi2buv3fe9aWH/WoR71l6j08POrN5x/zfod3cnLKzc2VSqVlDaAKpFIpEeEw+Dqq9E5K8dkkEgpYrZ7v6lSh+0NEjgPfKDp0SivNLDxwzCm4PychAQAAoGqdO3c+ePDg2rVr+/bt++TH3ApWrFhBRF26dHnx7+vn5+fn51fNYg8PDyISCoXV/9YtWrRwPnqpkUhi2zGw8Yh3/nVNo9U8zFT9fYKIBC6ODv1es+0Y0PTKTUrO8XJpJGruS0TqOXY5P/xKRDZnbgkGD6z0/auZBPX1o77gt8hGNhK7rq882f0pqze2Dsj45DtjQXFjVmT/SodazYN61KO+rtTXXeY1gLp27XrgwIGtW7e++uqrlRZER0cTUceOlfwMBWvHsrKNUcSydh3aqC/fsOvQupIaHs81bFT2dyuUUfEOvV/luzhZPCUAAIAl/Prrr0RkeuKVnJzMdRzzTJ8+/eDBg3v27BkyZEh4ePjrr79e6SSmy5cv//TTT6Z9Gz/66COLxzSbPk+mOpRIRKW3U6QTv3pqmbzw4ZRvyl7KI/Z7fPMREdl1aW/3cmv1tbua2ykl56/Zv/qyBTKD1dI9zFIdPU18nmvYqCrKeA72zqMGyTbtkm2OsusYgCnwAFCnmfcjbMqUKQcOHFi9enVAQMCTHxQOHz68dOlSIgoJCamxgGApqsOntKlSgbsLz0ZARDb/TKuuwLaDv33Xl0suXJNv3+c+fZxlMwIAAFjI1KlTy76ucw8Ghw4d+umnn65YsSI+Pj4+Pr5JkyYvv/yym5ubu7s7wzAFBQUFBQU3b940TdwmohkzZgwZMoTbzNXB2IqE3h4GWSX7dLIGA1uqISLi83m2NuUviXz/t2O36/vvZn6+mDUaC37fYdcpgBEK//UmGm3+r9tt27aU9O9ZK38DYE0Kft9BBqPQx7Pk0g26dKOKSlZvYAR8fXZ+YdwJp6H9LJYQAKDGmdcACg4OHj169M6dO6dPn75+/XrTwnKZTLZ48eKzZ8/u37+fiLp37z5x4sRaCQu1xlisVkTsJyLhS03UV+8QkS4jW7nnUKXFfGcJERUdPyd5q5dNC19L5gQAALAqUqnU1dXVwcGB6yAVLV++PDAwMDw8/NGjR1lZWVlZWZWWeXt7L1y4MCwszMLxng9f4uC97Jsnx1mD4dGnC/SlGmLIoXdXvqOkQoF8W0zZ18JmPpoUqUGmKNx/zGn4v/ZIUu45VHzyYsmZK7btWz+5EB7qE31OfunN+0Sky8gu/8ejakVHz6ABBAB1mtmTGLdt2+bu7r527dqkpKSkpCQikkql3377relqv379IiMjn7naHKxNyYVrhsIiIlJfuWUaKdx39Bn3sGzRkdNoAAEAQANx/PjxhISEadOmNWrUiIiuX78+atSoe/fu8fn8N998888//zRtamM9wsLCxo8ff/z48ZMnT2ZmZmZmZmZlZbEsazrG3tvbu2fPnm+++WY9+Nimy8jW5xQQEbFUdPTsM+tNy+GKjp4t3wDS58uVe48QEas3yLfsbvz11KfcDfWBoLGb6+RRlc4mq4Jte/9aygMAYBlm/y9fJBKtWbNm+vTp27dvv3Pnzr179xQKRatWrdq0afP2228PHjy4+idlgPWwf6WD86hBrF6ve5RTcuGawMNN/FrnZ9zDMA69K98KCgAAoJ6ZNm2aaVeg0NDQRo0a6fX6kJCQe/fuEZHBYDhy5EiPHj1u3rxpOn/deggEgqCgoKCgIK6D1C6Gx3ue22xE5V/Jt0azGq1dp7aaO6klF6+rk27bBQbUTD6wQgzjOPhNrkMAAFjacz7zadeu3eLFi2s2igXk5OSYHn9lZWVptVpvb28fHx9vb29re2RneTwHe+cxbxORbHMUETn06W46MxUAAACio6NN3Z/mzZvb29sT0eHDh2/evCkWi3ft2iUQCCZOnJiSkrJ169YpU6ZwHbYhEni6Swa+YSwsMuuu8ptAa+6kFp++woiEbv83pvj0ZfnWPbLNUV4/zWH4/JoOCwAAwJkam/RrtWvgiUihUPzyyy8RERGmJ3VPatmy5bhx4z7//HNHR0cLZ7M2mrtpRGTj35zrIAAAANZi9erVRDR+/PjNmzfzeDwiMu17OHr06LfeeouIlixZMmHChIiICDSAOMEIhW4fvPf897OsbNMuYlmn4QMEjVwd3+5TdOS0LiNbFX8Sk0QAAKA+eZ4Zs8ePH1+wYEFeXp7p5fXr11u3bt20aVNnZ+egoKCcnJwaTfiiTp8+7e/v/91335Xv/ohEIpHof/N+k5OT58+f7+/vf+HCBS4yWgtWp9emZxDD2LTEzj4AAACP3b9/n4hmzZrF+2epUUJCAhGNGTPG9LJ3795ElJ6ezk0+eDGqI6c1KVKBm7Npf19GwHeZMJyIFH/FGlTmzSoCAACwZmY3gKZNm9anT5958+YVFhYSUaVr4DUaTc0nfS5SqXTw4MF5eXlisXjcuHHR0dFpaWmFhYUajUaj0RQWFqalpcXGxn7wwQeurq45OTkDBw582jEZDYE2Rcrq9CJfL569HddZAAAArEVubi4ReXt7m16qVKqbN2/y+fzXX3/dNOLi4kJEmZmZXCWE52ZUlyoiDxCRy4QRzD+7Atm/0sGuU1tjcYkiMpbTdAAAADXJvAZQFWvg4+LiDh065OXlZVoDXythzbd06VKlUunh4ZGYmLh169bg4GA/Pz+J5PHhoBKJxM/Pb9CgQevWrbty5Yq/v79cLl+yZAm3mTlUejeViGxaN+M6CAAAgBV56aWXiKjsEVFMTIzRaOzUqVPZJwrTtGh3d3euEsJzU+yMMygKbVo3F7/eqfy468QRDJ+vOpSoffCIq2wAAAA1y7wGUNka+Pv37zdp0oT+vQY+KCjI1D2JiIiohajPIy4ujoi+//77wMDAqit9fX1/++03IoqNbbiPejT30ggNIAAAgH9r27YtEW3cuNH0csOGDUT09ttvlxXs3LmT/ukTQR2iy85TxZ0ghnGdPIr+fY6t0MdTMvANMhplm6K4igcA9YYy5nBx4kWuUwCYuQl0nVsDb5qM3bNnz+oUd+/enc/nZ2Rk1HIo66W5l07YARoAAODfPv3005iYmJ9//jklJUWn0x0/fpxhmJEjRxJRcnLy2rVrly9fTkQjRozgOimYR7YpitXpJUE9bFpUsvuh83uDi09eLL1xr+TcVftuHS0fDwDqh5JzSfKtexg+X+TnI/Tx5DoONGjmzQCqc2vgTXOzq9mQevTokcFgaLAHgelzCwxyJV/iIPTEDHYAAID/6du374cffkhEMTExppnCkydP7tChAxFFRUX9/PPPBoOhadOmphqoK9TX7qov3eDZ2TqPebvSAp7Y3vm9wUQk+yOa1eksmw4A6glWp5dvjSEi1mCQbdzJdRxo6MxrANW5NfCdO3cmorVr1+r1+mcWr1ixgoi6dOlS67Gs0uMD4Fs3qzAFGgAAANauXRsRETFhwoR33nnn559/XrduXdmlxo0bh4aGXrp0ycHBgcOEYBbWYJRvjiIip9GD+M5PffgnGdBT1NRbn5NfuO+YBdMBQP1RuO+oLjtP6OPJE9uZ+s5cJ4IGzbwGUJ1bAz99+nQi2rNnz5AhQ06dOsWybKVlly9fDg0NNTWAPvroI4tGtBqPNwDyxwZAAAAAlRgzZsyWLVv27t37+eefl62FnzFjRk5OzrZt29zc3LiNB2ZRxZ3QSjMFnu6Og3pXVcfjuU4aSUTK3fEGmdJC4QCgvjAoVMrog0TkGjbKefRg+mflKde5oOEybw+gOrcGfujQoZ9++umKFSvi4+Pj4+ObNGny8ssvu7m5ubu7MwxTUFBQUFBw8+ZNqVRqqp8xY8aQIUO4zcyV0rvYARoAAMA8NjY2XEcAsxlL1IqdcURkLCx+NGPRs29gGGOpRv7XfvdpobUeDgDqEfnWPUZ1qX23QLuObWzb+6uOnNY9zFLFnXAc2o/raNBAmdcAMq2B//XXX2NiYkwjFdbAE5G1rYFfvnx5YGBgeHj4o0ePsrKyytavVeDt7b1w4cKwsDALx7MSrEarfZBBfJ6osk0QAQAAgIiKiooSExMvXryoUCicnJzCw8Pz8vLs7e3FYjHX0cAMxqISVqMhImOJ2liiruZdhnxFbYYCgPpGmyotSjjPCPgu44YREcPnuYaNylmwUrEzTtyraxWLTwFqj3kNICJau3Zt79694+Li5HJ5nz59Pvvss7JLjRs37t+///Lly61tDXxYWNj48eOPHz9+8uTJzMzMzMzMrKwslmW9vLy8vLy8vb179uz55ptvCgRm/9OoNzTJD8hgFDV/iWeLJ5kAAACVWLdu3Zw5c2Qymeml6fFSQkLC+++/P2vWrG+++YbbeFB9gsZuPusWs+pSs+7iuzrVUh6wHsaikqzwZTbNfd0/Gc91FqjjWLZg4y5iWcehQcImjUxjdi+3tuvSXn3phiLygNuHIdwGhIbpeVoeY8aMKTv3vcyMGTNmz55dE5FqhUAgCAoKCgoKssD30uv1P/30k1wur2Z9QkICEek4PV3CtAO0bWscAA8AAFCJRYsWhYeHExGfzw8ICLhx4/EunjweT6lUfvvtt9nZ2StXruQ0I5iB7+hAjtb1wBKsgeKvA7qHWbqHWeIene06t+M6DtRhRQnnNXdS+c4Sp+H9y4+7ho3MvHZHdeS0Q/8eNlh7ARZXY3NesAa+zNWrV7/++mtz7yoqKqqNMNWEHaABAACe5uLFi6buz9ixY1euXOnq6sr8c2JmcHDw+vXrp02btmrVqgkTJnTt2pXTpADw/HQPswoPnjR9Ldu826tjG4bP5zYS1FGsRquI2E9ELuODeXa25S8JPRtJ3upVuO+obNOuJgs/x/nLYGHP2QC6fPlyRETE/fv379+/LxaL/f3927Zt+/7773t4eNRsvppy+/btM2fOpKWltWrVatiwYU5OlUziTUtL27t3LxGVX9f2HDp37rxt27aMjIxq1sfGxiYkJDg6crcKlGUfN4CwAzQAAMATTGdc9OvXb9u2bcy/P6wzDDNlyhSpVLpw4cJly5Zt376do4wA8KJkm3eTwSjp37P05n1dZo4q7oTjkL5ch4I6SREVr8+Xi5r7OvR69cmrzu8OLj55UXMntfjMFfHrnS0fDxoysxtAubm5M2fO/PPPP8sfqX7hwgUi+v7772fOnPnNN9+IRKKazPhiSktLZ86cuWbNmrIRFxeXX375ZcKECRUqb926NWPGDHrhBhDDMKGhZhwSkZ+fn5CQwOfuCYMuO99QWMR3lgga4whbAACAis6ePUtEc+bMYZ7yqDYkJGThwoXXrl2zbC4AqDEl566qr97mie1dxr6juZ+e8/1axV+x4p6vYKdeMJc+t6Bw31FiGNfJIyud4MOzs3V+7+2C3yLkf0Tbd2nP2FjR785Q75nXANJoNAMHDkxKSiKiRo0aDRw4sFWrVizL3r17Nz4+XiaTLViw4Pr167t3766dtM8jJCRkz549RCQQCLy9vTMyMuRy+aRJk3Q63fvvv891OquguZdKRDbYAAgAAKAyDx8+JKJ27Z66IUiTJhKwzPAAACAASURBVE2IKDU11XKZAKDmsHqDfNseInIJGcKTiO06t7Pr1FZ95Zbir1i3qRV3PgWomuyPaFanc+j9qm2bFk+rkQS9rjp0SpsqVe474jxqkCXjQQPHM6t69erVpu7PZ599lpKSsnXr1v/3//7fvHnztm/fnpqa+tFHHxFRdHR0RERErYQ1X3x8vKn7M3fu3MLCwvT09IyMjHfffZdl2Y8//jglJYXrgFbBtAM0NgACAAColGnluFQqfVqB6RIOgweoowr3HdFl5Ql9PB369zSNuL4/mhHwVYdPaVOf+h8+wJNKb9wrOZvE2IicQ96pqo5h3CaPIoZR7j6oz6/u2UEAL868GUCmle3BwcG//PJLhUtOTk6rVq169OhRTEzM77//HhJiFcfarV+/nojGjx+/ePFi04inp2dERERJScn+/fs//vjjuLg4TgNaBc29dMIGQAAAAE/RtWvXAwcObN269dVXK9nNgYiio6OJqGPHjpbNBQA1wKBQKXcfJCLXSSMZ/uOn40LPRpK3ehfuP1qwETv1QrWxrGxzFBHxxPbyLc9eE8OzERlLNYrte90/nVj74QCIzG0A3b17l4imTp1a6VWGYaZNmxYTE2OaJWQNbt68SUQffvhh+UEej7du3bpWrVr9/fffiYmJPXv25CidVWB1Ot3DLOLzbJq9xHUWAAAAazRlypQDBw6sXr06ICDANN+5vMOHDy9dupSIrOTpFwCYRf5njFFdav/qy3aBAeXHnd8bXJx4UXMntfhskvi1TlzFgzrEWKzWPswiIoNMUXzmSjXvKr2D5cNgOeY1gIxGIxG1adPmaQUBAQFEVFpa+oKxasqDBw+IqGXLlhXGmzRp8sUXXyxcuDA8PPzYsWNcRLMW2geZrMEg8vXC9mMAAACVCg4OHj169M6dO6dPn75+/foBAwYQkUwmW7x48dmzZ/fv309E3bt3nzgRj3AB6hht6sOi4+cYAd9l/PAKl3h2ts7vDS74LVK+Zbd953b4qAzPxHOw9/phli4n36y7bJrjMTxYjnkNIH9//6SkpNTUVD8/v0oLbty4QUTNm1vLdsI+Pj7379/PzMxs3LhxhUtffvnl2rVrjx8/HhkZOWZMw93dTZsiJSIRfu4AAAA83bZt29zd3deuXZuUlGSa6SyVSr/99lvT1X79+kVGRgoEZh+uCgBcYlnZxl3Eso7v9BM2afTkdUlQD9Wh09pUqXLfUedRb1k+INQ5ouYv4RcrsGbmbQI9efJkIlq2bFn5M+DL6PX6//73v0Q0duzYGgn34lq1akVEf/zxx5OXHB0df/zxRyKaNm1aFds61nvatAxCAwgAAKBKIpFozZo1N27cmDt37ogRI9q3b+/j49OnT59p06bt37//0KFD7u7uXGcEAPMUnbxYeieF7yxxGjGg8op/TvJWRmOnXgCoD8xrAE2fPn3IkCH79+8PCQmpcNbpnTt3hg8ffuzYsa5du37xxRc1GvL5mVpRy5cvX7BggVqtrnA1LCysd+/eCoVi7NixcnkD/ZmuScUMIAAAgGpp167d4sWLo6Kirl+//vDhw6NHj65Zs+btt99msEEsQF3DarSK7XuJyCV0GM/O9mlltm1aiLsHlhUDANRpVc1VDgsLe3LQ2dnZ1tb2r7/+ioqKatu2bfPmzVmWTUlJuX37tsFgkEgkI0aMOH36dJ8+fWotsxlCQ0PXr19/4sSJefPmLVmypH379uvWrQsMDCwr2LRpU69evU6dOtWmTZt27dpxGJUTrN6ge5hFDCNq6s11FgAAgLpNp9MJhUKuUwBAtSijD+nz5SJfL/tXOhiLS6qodBoxsOT8taKTFyVv9bLxx7G5AFCHVdUA2rx5cxVX9Xr9tWvXrl27Vn5QpVLNmTNnypQpVtIAIqKoqKiwsLB9+/ap1eoLFy7k5OSUv9qsWbOEhIQBAwYkJyfn5uZyFZIrOmkmq9MLfTyreO4BAADQMBkMhtTU1KysLB8fn6r3N1SpVIcPH540aZJSqbRYPAB4bkZVsXLvYSLSSjOlYbOreZf8z72e331Wm7kAAGpXVQ2gjz/++Pne9LXXXnu+G2uDm5vb3r17b926dfHixRs3bjRp0qRCQbNmzW7durVjx44NGzbcvn07Ozubk5yc0KQ9JCIRDoAHAAAoR6PRzJ07d82aNWUHm3bq1OnXX3999dVXiej69et//PHHpUuX5HJ5QUFBXl6e9Zx/CgDVwuMJGrsZ5IVm3SRo5FpLcQAALKOqBtDKlSstlqO2tW3btm3btk+7KhQKQ0NDQ0NDiai4uNiCuTimTX1IOHoQAADg34KCghITE8uPXLlypW/fvqdOncrNzR06dCg6PgB1Gk9s5/3Lt1ynAACwNJxXWpFYLOY6guXgDHgAAIAKduzYYer+tGzZcurUqU2bNs3Kytq5c2diYuKUKVMUCkVpaalYLB4yZIivr6+NjY3BYHBycvLy8rKe9e8AAAAATzKvAZSWlnbixImrV68WFBQUFxe7u7v7+fn169evS5cufD6/liJCLWENRq00kxhG5OfDdRYAAABrsWnTJiLy9/e/evWqre3jPfI++eSTkSNHRkdHE1GzZs3OnDnj4eHBZUoAAAAAM1W3ARQfH//DDz+cOHGi0qstWrSYO3duWFgYjkGtQ3QZWaxWJ2zSiCe24zoLAACAtUhNTSWizz//vKz7Q0QMw3z11VemBtC3335bV7o/t2/fPnPmTFpaWqtWrYYNG+bk5PRkTVpa2t69e4nos8+wuy0AAEB99uwGkFqt/uSTTzZs2FA20qhRI09PT1tb2/z8/AcPHhiNxpSUlPfffz8qKmrbtm0uLi61GRhqjGkDIKz/AgAAKC89PZ2IWrduXWHc39/f9EUVuwpaj9LS0pkzZ65Zs6ZsxMXF5ZdffpkwYUKFylu3bs2YMYPQAAIAAKjveFVfNhgMo0ePNnV/XnrppaVLl6akpOTm5l67du38+fOpqakFBQXbt2/v3LkzEcXGxg4ZMkSj0VgiOLww7eMjwHy5DgIAAGBFtFotET35QMvV9fEBQHZ2dWDmbEhIiKn7IxAImjZtyufz5XL5pEmTyj/SgyeV3rinzy3gOgUAAECteEYD6Lvvvjtw4AARTZo06fbt21999VXz5s3LFzg7O4eEhFy4cGHevHlEdPr06Tlz5tReXKhBGswAAgAAeIo6vao9Pj5+z549RDR37tzCwsL09PSMjIx3332XZdmPP/44JSWF64BWSp10O3v+iuwFK1mdjuss9YGxWJ351VLZxl1cBwEAgMeqagBlZGT897//JaIJEyZs3LixiuOxeDze/PnzZ82aRUSrV682zZ0Gq8ayuvRHRGTTDDtAAwAA1Cvr168novHjxy9evNg0X8nT0zMiImLIkCGlpaUff/wx1wGtEWswyDZHEZE+O79w3zGu49QHip2x2tSHhbHHS28lc50FAACIqm4Abd++Xa1WN27ceOXKldV5DrZgwQJfX1+tVhsREVFzCaFW6B7lGEs1gsZuPEkDOvYeAACgIbh58yYRffjhh+UHeTzeunXrxGLx33//bTrnHspT/X1Sl5HNd3QgIuXueINcyXWiuk2Xka2KSzB9Ldu4i4xGbvMAAABV3QAyLf4aN26co6Njdd7L1tZ2/PjxRBQXF1cj4aD2YP0XAABAffXgwQMiatmyZYXxJk2afPHFF0QUHh7OQSwrZiwqUeyKIyK36ePsu3U0lmrkf+7lOlTdJtuymzUYHN7sJmjkqk3PUB09w3UiAACosgFkWiLeu3fv6r9djx49iCgtLe0FY0FtMx0BZoMGEAAAQL3j4+NDRJmZmU9e+vLLL93d3Y8fPx4ZGWnxXNZLvn2vUVVs93Jr+y7tXScMZ4TCohPnNckPuM5VV5VcuqG+cosntnOZONxlXDARKSL2G4vVXOcCAGjoqmoA5eXlEZGHh0f1385UnJub+4KxoLY9PgO+GRpAAAAAlXjjjTdcnlDFpfIFnGvVqhUR/fHHH09ecnR0/PHHH4lo2rRpUqnU0smsku5hlurIaeLzXCaNJCKBh7vjkD7EsrKNO4lluU5X97B6g3xLNBE5jx7MlziIe3S2bdvKoFQpov7mOhoAQENXVQNIIpEQkUqlqv7bFRYWElE1l4wBZ1hWm55BaAABAAA8hUqlUjyhikvlCzg3duxYIlq+fPmCBQvU6orTLsLCwnr37q1QKMaOHSuXy7kIaF1km6PIYHR8q5fI18s04jRyIN/VSXMvvejkRW6z1UWFscd1mTlCbw/JoF6mEdfJI4nHUx04rsvM4TYbAEADJ6jimre3d0FBQVJSUlBQUDXf7vr160Tk5eVVA9Gg1uiy8owlaoGbM99ZwnUWAAAA6/L1119zHeFFhYaGrl+//sSJE/PmzVuyZEn79u3XrVsXGBhYVrBp06ZevXqdOnWqTZs27dq1q5FvmpWV9cYbb8hksmrWl5SUEFFxcXGNfPfnVnI2SX31Ds/B3nnUoLJBnq2NS8g7+au3ybfF2L/6Ms/WhsOEdYtBqVLu+puIXCeNZPh806DIz0fSp7vqyGn5lujGcz6s8g0AAKAWVdUACgoKunbt2p9//jlz5szqnAJGRDt27CCiN998s0bCQS3Rppl2gPblOggAAIDV+eGHH7iOUAOioqLCwsL27dunVqsvXLiQk/OvmRfNmjVLSEgYMGBAcnJyTa3c12q1+fn5SqV5h2cZOT0citXp5dtiiMgl5J0K56I6vNlNFX9Sk/ygcM8h5zFDOApY9yi27zOWqO27tLfr1Lb8uPPYd4rPXDHtDVThEgAAWExVS8DGjBlDRElJSevWravOe+3Zs8d0qujIkSNrJBzUkn82APLhOggAAADUCjc3t7179968eXPLli2zZs1q0qRJhYJmzZrdunVr27Ztffr08fT0fPHv2LRp05ycHFm1ffLJJ/TPhgNcKdx3RJedJ3ypiUNQj4rXGMZ18ihiGGXMEX1uARfp6h5teobq2FlGwHeZOLzCJb6TxGnUW0Qk2xzFGgxcpAMAgCpnAHXt2nXkyJFRUVGffPKJq6vr6NGjqyg+c+bMhAkTiKhfv369evWq4ZhQox6fAd8CM4AAAADqs7Zt27Zt+9TZFkKhMDQ0NDQ0lGpoKZaNjY2NTXVXS1W/spYYFCpl9CF6vFipkmeiNv7NxD1fKT55Qb51T6OZ71s8YN0j2xhFRqNkSD+hVyVnyDgOfrPo8GndoxxVXILjkD6WjwcAAFXNACKiVatW+fn56XS6d999d9KkSXfv3n2yJj8/Pzw8vHfv3iqVys3N7ddff62dqFBDWNa0BMwGO0ADAAAAERGJxeJnF9Uv8q17jOpS+26Bdh3bPK3GdfwwxkZUfOZK6c37lsxWFxWfulx66z7fSeI88q1KC8pmBil2xhpURZZNBwAARFXPACIiT0/P+Pj4IUOG3L9/f8uWLX/88Uf79u27devm6ekpFArz8/OvXr167tw5jUZDRI0aNdqzZ0/Lli0tkhyekz5PZiwq4TtL+K5OXGcBAAAAS5szZ469vX14eDjXQbikTZUWJZxnBHyXccOqKOO7OjsN76+IPCDbtMvrx9nEe8aj0waL1erkf8YQkXPIEJ7Y7mllpr2B1FduKSIPuH3wngUDQq3Q3EvjOToIPRtxHQQAqusZDSAi8vf3v3z58uzZszds2KDRaK5fv2466qs8hmGGDh26atUqHx9sK2PttA8yiUjkh39TAAAADdGSJUvc3d0bdAOIZQt+30EsK/T2LDmX9IxiI0s8njb9kerIGUn/J7YKAiIiUu45pM8tEPn5SPq+VnWl68QRmdfuqg6dkvTvKfLztkw8qA3aVGnWt8v4ThLvFeE8O1uu4wBAtTy7AUREDg4Oq1evDg8Pj4yMPHr06I0bN/Lz87Varbu7e7Nmzfr27Tt69Oj27dvXdlaoETppJhGJfL24DgIAAADAAe3DLM29dCLSPnikffComncVHTmNBlCljKpiZcxhItKmZ6S/+2k175Jv3+sxd1pt5oLaxLIFG3eR0WiQK5VRf7uMC+Y6EABUS7UaQCaenp4zZsyYMWNG7aUBC9BKM4lIiAYQAAAANEgiH0+X8cFGlXn7XlexVVADx7Isz87WoNGadRfPRlRLecACik9d0txJ5YntjSXqwgPHHYJ6YCEYQJ1gRgMI6gfdwywiEvlWPA4WAAAAoEHg8ZyGBXEdov7gOzq89Pv3XKcAy2G1Ovmfe4nIddKI0lvJRcfOyrdEN579f1znAoBnw1Z2DQtrMOgyc4hhhN6eXGcBAAAAAIA6Rhl9UJ8nEzXzcXizm0voMJ69XcmFa+qk21znAoBnQwOoATEUFmnuprF6g9DTncG0WwAAgAape/fuXbp04ToFANRJ+ny5cu8RYhjXyaOJYfjOEqcRA4hItjmKNRi4TgcAz4AlYA2Fsag448NwMhoIGwABAAA0YGfOnOE6AgDUVfI/olmNVvzGK7YBLUwjjkP6Fh09o8vIVh1MdBzUm9t4AFA1zABqKPJ+2cRqdazeSDgCDAAAAAAAzKS5k1p85gojErqMHVo2yAj4LuODiUgRecCgKuIuHQA8GxpADYImRapOuvO/10LM/AIAAAAAgGpjWdmmXcSyTsMHCBq5lr9i3/Vlu8AAY3GJckccV+kAoDrQAGoQ8pZtJCK+k4R4PCJSxZ3kOhEAAAAAANQZqsOnNSlSgbuL09B+T151nTSS4fML409qpZmWzwYA1YQGUP2nOnJan51PRK7/9x6xLBHp5QrVwUSucwEAAAAAQB1gVJcq/jpARC4Thld6mIzQx1MyoCcZjbJNuyyeDgCqCw2geo7VG+Sbo4jIpkVTgZsLsSxjI2SIZH/sZnV6rtMBAAAAAIC1U+yMMygKbVo3F7/W6Wk1zmPe5kscSq/fK7lwzZLZAKD60ACq52QbdxrVGmKYRl++r5NmEpFdx3YMw7Cl2oLfd3CdDgAAAAAArJouO08Vd4IYxnXyKGKYp5XxxPZO7w4iItlmPGkGsFLYDLg+M8iVqsOnicih96uCRq5aaRYR2bTy5UvsVEfOFB876zx6kMDdheuYAAAAAABgpeSbolidXujjqU19qE19WEUlwzCMjUifk1944JhTcH+LJQSAakIDqD7L++8GMhp5IpHb1DFEpHuYSURCXy/Hd/oVn7pkLNXm/byxyfczuY4JAAAAAADWyCBTlly6QUS6jOyC3yKqeZfq8Ck0gACsEBpA9Vbp7eTSu6lE5DJ+KCMUEpFpBpDopSaMgO8yfnjB+r8099LU1+7YvdyG46wAAAAAAGB9+C6OLhOG67NyzbrLrlO7WsoDAC8CDaB6K3/ZZiLiu7tIBr1JRMaiEoNcybOzFTRyJSLJwDeUMYf1uQX5K/54af3iKlbzAgAAAABAA8UwlZ77DgB1ETaBrp8K9x3TyxRE1OizMNOI9sEjIhK+1KSs19Poi8lEjEFRqIw5zFVOAAAAAAAAALAANIDqIVark0fuIyLbti1tA5qbBrXSTCIS+XqVldm0bGrbrhURKf46wGq0XCQFAAAAAAAAAEvAErB6KP/X7axGSwwjeauX+tpd06D6ym0iIj6/bISIHAf1Kr19n9Xp89dubzRjEhdhAQAAAAAAAKDWoQFU77BsSeIl0xd5P2+scFEVn6CKT3jypuJTlxp9Mp74fAsEBAAAAAAAAAALwxKweoixszX3Fp69LfHwhwEAAACghpXeSdHny7lOAQAAgBlA9Q/DvLTxB7ZUU35MX6DI/OJ7voPYe/W8ym+ytcFBYAAAAAA1q/Tm/ez5K4Se7l4/f8MI8cEbAAC41LD+P5STk5OZmZmVlZWVlaXVar29vX18fLy9vT08PLiOVpMYPp8R25cfMdxLJyJhM2/ev8cBAAAAoLYYjbKNu4hldVl5hQeOOwUHcR0IAAAatAbRAFIoFL/88ktERMS9e/cqLWjZsuW4ceM+//xzR0dHC2ezDO2DikeAAQAAAECtUh0+rX3wiOdgbywqUUb97fDmq3zn+vlREwAA6oT6v+3L6dOn/f39v/vuu/LdH5FIJBKJyl4mJyfPnz/f39//woULXGSsdbqHWUQkfKkJ10EAAAAAGgRjcYkiYj8RuU8ba9+1g1FdKt++j+tQAACWoEl+oMvI5joFVKKeN4CkUungwYPz8vLEYvG4ceOio6PT0tIKCws1Go1GoyksLExLS4uNjf3ggw9cXV1zcnIGDhyYlZXFdeqap5U+IswAAgAAALAUxY5Yg6rItr2/fbdA14kjGaGg6NhZTfIDrnMBANQu3cOs7G9+zvr2Z4OqiOssUFE9bwAtXbpUqVR6eHgkJiZu3bo1ODjYz89PIpGYrkokEj8/v0GDBq1bt+7KlSv+/v5yuXzJkiXcZq55RqPuUQ4xDGYAAQAAAFiALiNb9fdJ4vFcJ40kIoGnu+PbbxLLmrYE4jodAEAtkm2OYg0GY1GJIvIA11mgonreAIqLiyOi77//PjAwsOpKX1/f3377jYhiY2MtkcyCdNl5rFYnaOTKM/94eAAAAAAwl2zLbtZgkPTvIfLzNo04jXyL7+KkuZdWnHiJ22wAALWn5MJ19dU7PHs7hs9XHTqlffCI60TwL/W8AZSZmUlEPXv2rE5x9+7d+Xx+RkZGLYeyNJ00i4hEmP4DAAAAUPtKLt1QX7nFE9s7j3m7bJBnZ+sSMoSIZFv3sBotd+kAAGoLqzfIt0YTkfOYIZKBb5DRKNsUxXUo+Jd63gAyrfZKT0+vTvGjR48MBsP/b+/Ow6Mqzz6O37Nk3/eQEHaQTQigFStUUBBZZK1YtmoKVl9QhKrvWxQQSqW4K1ItVVFUirUgIAiyCmVRKPtuhACBbGRfyDqT8/5xNI0JSwLJHPKc7+fq1Wt4zjOZ+zzOOdz8MnOOejcCK+UK0AAAAC6hOZzZi1eISODIATY/38qbfHt392jV1JmVk7tqk0HVAUA9yluzpSz5olvjSL9+PQIfGmDz8y0+Gl+4+6DRdeG/FA+AunbtKiLvvvuuw+G45uT58+eLSLdu3eq9LNfSL8DuFhNpdCEAAACKy1u7tSw5zS06wu/+nlW3WSzBv/u1WCy5Kzc6LmYaUR0A1BdnTn7uFxtEJPiRERabzerjHfjQABHJWrxCKyszujr8SPEAaNKkSSKycuXKQYMG7dy5U7vCVff2798/ZswYPQCaOHGiS0usf2XJaSLiFhVhdCEAAAAqc+bm5y77Wn7690/1CR5tmvvc1U0rLctessrl1QFAPcpesqq8sMj79k5ese30Eb/7erg3jXZczMxb/Y2xtaGC3egC6tfgwYMnT548f/789evXr1+/vlGjRp06dQoJCQkNDbVYLJmZmZmZmceOHUtMTNTnT5kyZdCgQcbWXMc0zZGSLiJujcKNLgUAAEBlOf9YXV5Y5N2to1eX9leaEzRuaOF/Dl/aud+vX0/P9q1dWR4A1JPSMxcKtu622G1B44b+d9RqDY4bkTprfu4X63173WELDjCuQPxI8QBIRN56663Y2NgZM2YkJSWlpKSkpKRcdlp0dPScOXPi4uJcXF59c2TllheX2AL8rL7eRtcCAABuCpmZmX369BGRAwcOGF2LOkrPXsj/5juL3Rb08LCrTLOHBAYM6ZPz+dqsRcujXv5fsSr+eXwA6tO0rEX/Ek3zH9TbLepnHzvw7NjG+47OhbsPZf/jy9AnxhlVICqoHwCJSFxc3Lhx47Zu3bp9+/bk5OTk5OSUlBRN06KioqKioqKjo3v06NGrVy+7vW5WQ9O0RYsWZWRk1HD+nj17RMTpdNbJq1fh+PH7X3z8BwAA/MjhcBw8yFU561jWomVSXu7WrEnxsVPFx05dZabV20tsVj0w8rv3ly6rEADqw6Ud+4pPnLYF+AUM71d9a/BvhxXtP16wbY9fv54erZu5vDr8jCkCIBGx2+19+vTRf9lV3/bt2zdhwoTaPisvL68+iilL4gJAAAxQXFw8a9as7OxsowsxL7vdPnXq1FatWhldCAxwzd8qVdwco/JM2+WuWYMaKruQWnz8lIiUJiRmLkys4bMKNuwgAALQoGmlZdn/+FJEgsYMtnp7VZ9gjwj1f6B37hcbsj5c1ujFp8VicXmN+C+zBECu1KVLl9dee+3ixYs1nP/NN9/s2bNHv2N9nStLvigi9mgCIAAutX379pdeesnoKszOz89v3rx5RlcBA9T8Q82VZ17pXhmoCXuj8MCRA5zZubV6lvftneqpHgBwjdyVGx3pWe7NG/v27n6lOQHD+xVs3V0Sf7Zg+17fX93uyvJQBQFQ3bPZbH/4wx9qPv/ZZ5/ds2dPXX0BrYqylIvCV8AAuJz++YKOHTs++eSTRtdiRhs3bly2bFnFpzxgNgEBAbm5tUsicIMsNmvgyAFGVwEALuXIzMldtUlEguN+fZWP9lg9PYJGPZDx10+zP13l/YtOVk8PF9aInyEAUhxfAQNgoJiYmN///vdGV2FG+fn5y5YtM7oKGGb//v0PPfTQ3r17LRbL5MmTe/bsWWVCdnb2o48+KiK8TwAA1y374xVaSak9MrQsKU3/h+cVaZrV28uZlZO3cmPgb9S673aDQgCkMq3M4cjItths9ogQo2sBAAAu0qJFi507d/7xj3984403FixYEBoa+txzz1kr3W0qLe3HNn3EiBEG1QgAaNjKi4ov7dovIo7UjMyFS2v4rPyNOwmADEQApLKylItSXm6PirBwWUcAAMzE3d399ddf79279yOPPDJjxowtW7YsWbKkUaNGRtcFAFCE1csz+He/LktMrtWzPG+9pZ7qQU0oHgDt27fvOp7VrVu3Oq/EEI5kLgAEAIB5PfDAAwcPHhw1atQ333zTuXPnxYsX9+/f3+iiAACK8O9/t9EloHYUD4Buu+2263iWMnfBKEvWLwBEAAQAgEnFxMRs3bp15syZ8+bNGzhw4NNPPz137tx6owvqjgAAIABJREFUeq3CwsKSkpIaTq75TAAAUCcUD4CmT5++ePHi8+fPG12IMcqSuAc8AABmZ7fb586d26tXr3Hjxr366qvbtm1788036/xVEhISOnbsWFRUVKtn5eXl1XklAADgshQPgObMmfP888/HxcV99tlnIrJ27dr27dsbXZTr/PQJIAIgAADM7r777jt06NCYMWO2bNly77331vnP9/X1bdWq1YULF2o4X/+4kN2ueC8KAMDNQ/2/dD09Pd95551Vq1YVFRVFRUU1bdrU6IpcpyyFawABAIAfRUZGbty48cUXX5w9e3ad//Dw8PDDhw/XfP6zzz776quvent713klAADgstQPgEQkKCioV69e69atM7oQl3Lm5pcXFFp9vGwBfkbXAgAAbgpWq3XGjBnDhw9PTU01uhYAAOBSpgiARKRdu3ZmC4DKfrwFGN//AgAAP9OhQ4cOHToYXQUAAHApq9EFuMgTTzyxZs2a5s2bG12I63ABIAAAUN20adPmzJljdBUAAMDVzPIJoObNm5sq/RERR1KaiLhFcwEgAADwX/PmzQsNDZ0xY4bRhQAAAJcyyyeATIivgAEAAAAAAB0BkLL0r4DZuQUYAAAAAACmRwCkJs3pdKRlisXi1ijM6FoAAAAAAIDBCIDU5EjL0JxOe1iwxc3N6FoAAAAAAIDBzHIRaLMpS7ooIm7RXAAIAAD8TPfu3QMCAoyuAgAAuBoBkGqK9h8r/j7B4ukpIm5cAAgAAPzct99+a3QJAADAAARASnHm5Ke/8WF5UbFn6+bCLcAAAAAAAICIcA0gxWT/48vyomIRKTl9TgiAAAAAAACAiBAAqaQ04XzBN99Z7DaPVk218nLhHvAAFOW4mHk+7o8ZCz4xuhAAAACgwSAAUkfWR8tF0/wH9g6eMFIfKc/JNbYkAKgPWYtXOPMLCrbuLj4ab3QtAAAAQMNAAKSISzv2Fh8/ZQvwCxh+n1Zapg9mffiFaJqxhQFA3So+Gl+4+6D+OOvD5VJebmw99W369OkWi2Xfvn1GFwIAAICGjQBIBVppWfaSL0UkaPTgjLc/SZuzQEQsdnvxydOXvjtodHUAUHfKy7M+XC4igSMHuEWGlZ5Lyt+40+ia6lFJScknn/BNNwAAANQBAiAV5K7c6EjPcm/e2OrnU7j3iFbmEBGvzm1FJHvxF1pJqdEFAkDdyN+wo/Rckj08JGBY36CxQ0Qke+nq8vxLRtdVL3JycuLi4hITE40uBAAAACogAGrwHJk5uas2iUjQuGHZH6+oGHdrHOHeLNqRkZ235hvjqgOAOlN+qTDnn2tFJPjhYRY3N+/usV6d25YXFOYsW2d0aXXpzJkzzz777KBBg6Kjo5cuXWp0OQAAAFAEAVCDl/3xF1pJqU+P20oTEstS090aR9oC/UXk0s59QWOHikjOF+sdGdlGlwkANyrn87XO/ALPjm2874jVR4IfGSE2a97X/y5NTDa2Nt25c+csFktMTIyI7Nq1a+DAgaGhod7e3l26dFm0aJE+Z/369X369AkKCvL397/ttts++OAD7ecXazt+/Pirr7761VdfFRYWGrAPAAAAUBQBUMNW8n3CpV0HLO5u/g/cm/vFBhEJfnh4eVGxiDgycsrOp3h3j9VKSnOWrja6UgC4IWUXUvO/3i5Wa/AjIyoG3WIa+d37S3GWZ3+03MDaqvv000979epVVFQ0YsSI1q1bHzx4cPz48a+88srLL7/cv3//kpKSkSNHtmnTZt++fRMmTHjppZcqP7dnz54Hf7J27VqjdgEAAACKsRtdAG6ApmUtWiaaFjC0b/7X28oLi7xv7+TeLForKbV6eZUXFeV8vjZi9lNFB44X/Ps/vn3v8mzb0uiKAeA6ZS3+QnM6/fr1dG8WXXk8aPTgS98eKDr8feG+o97dOhpVXmUZGRmTJk1avXp1v379RKS8vHzs2LFLly6dNm2axWL517/+NWLECBHRNO2xxx5777335s6d+3//938Wi0V/ur+/f+fOnfXHgYGBRu0FAAAAFEMA1IDlb/m25HSiPSTQq1PblBlvWOy2oHFDHWmZIuIWHW719y3af6xg4w7/Qb1zl6/PWrQ86qVn5ad/YACAATQt871/OlLTa/s8Z15B6dkksdnKLqSk/entKlttvj7l+ZfSX//As3VzsdbyLGex+A/o5VWnyVFxcfEzzzyjpz8iYrVap06dunTpUqfT+eSTT+rpj4hYLJZnnnnmvffey8/PT0xMbNq0aR3WAAA3g6IDx+3hIW7REUYXAgAQIQBquMqLinM++0pEgsYNzV6ySjTNf9A9blHhBT+cERF7ZFjgbwYmHz6Zv2lXozlTLm3bU5qQWPDvPb5332F04QDMq7y4pGDrbq207Dqf73QWHztVfVgTsYhoJWVFR+Ov46faI0LrNgASkaFDh1b+Y0W4M2zYsMrjzZo10x/k5OQQAAFQTNHh79PmvmsLCoieP8Pq6WF0OQAAAqAGK3f5187sXLFYcpavLzufYrHbSn44m/ant/VPAJXEJ2T9/TNboL8jIzvtL3+zenmKSPaSL326d7F4uBtdOwCTsnp5Rr3+nONiVq2edenbAwUbd9hDg4IfH22xXv7SdSUJ53M+XWn1cA+ZNM7q612Lktzd3FvE1KqemqiS5thsNv1BReJTZRwAFKPpV2fTNGdWTu4XG4JGP2B0RQAAAqAGq+T7MyIimlZ2PkVENIez+NgPFVsdF7Mq/olVfqmo/FKRiDiz8xzpWW6NIw0oFwBERMQtMswtMqzm8525+emvvi8iIY+N8optd6VpXp1uKTlxqmjf0eLDJ0MeH1UHhd4YyxW+b2u9QoAFAIop2LijNDHZFujvzM3PW73Fr88v7eEhRhcFAGZHANRQhT09oTQxueCb3Ze277E3Cg+ZMFK/vk/Wh8vKzqcEPTzcvWm0iBTuO5r/1TfWAL/QiWPtQX6kPwAalpyla8oLizw7tvFo06z80tVuix44ol/RgeP5m3f59evp3ryxyyoEAFRRfqkw+59fiUjIY78p/O5QwbbdWYtXhD87wei6AMDsCIAaKlugn5sjvHDPQbFYQieO8Wz34x2+yvMviYjPnV3soUEi4nVrm5ITp0sTEkvPnPfudr+RFQNALTnSMvK3fCsixUfjEx/+3xo+K+ezNeHTHq/PugAAV5O9dE15/iXPW9t4397Jo3Xzwj2HCncfLDp00qtzW6NLAwBT47PoDVj2xyu0klKfHt0q0h+tpNSZm29xs9uDA36cZLGE/O7XYrHkrtjgyMg2rFYAqD2Ll6d7TCOrj3ct/ufn4/bz+8QDAFyp7EJqwcadYrUGx/1aRGyBfgFD+4pI1kfLNWe50dUBgKnxCaCGqvjE6UvfHhCLxefOrqUJifpgWWq6aJot0L/07IWKmRZ3u0erpiU/nM35x5ehkx82qF4AqDWbv2/Ua9OMrgIAUAtZHy3XnE7//ne7N4nSR/wH31vwzXdl51MKNu3069fT2PIAwMwIgBqqnM/XiqaJyMWX/15lkyM9K/l/X67+lILtewMeHODWqBaXXwUAAABqqHDP4aKDJ6w+3gEj+1cMWtzsQWOHXHz1/eylq31+2dXq52NghQBgZgRADZVX57b6vb0qK8/Nc2TmWP197aHB1Z9i8/Ox+fu6pDoAAACYi+ZwZn+yQkQCfzPQ5vezntO7e6xX57ZFh07mLP86+JERBhUIAGZHANRQBQztq3+hurKsRf/KW7stcNh9/g/cY0hVAAAAMKe81ZvLUtLdGkf63dej+tbgR0YkPfOXvHXbfO+5s+LbYQAAV+Ii0EopS80QEXtEqNGFAIAZNW3aVNM0TdNCQkIqj4eEhOjjTZs2rTxus9kyMjJ27drVrFmzq//Abt261V/ZAHDjnDn5uV9sEJHgR0ZYbLbqE9xiGvnd+0txlmd/tNzl1QEARAiAFONIyxAReyQBEAA0DCEhIXfeeWdAQMC1pwLATSx7yaryomLv2zt5xba70pyg0YOtfj5Fh78v2nfUlbUBAHQEQArRNMfFLBGxh4dccy4AAABQJ0oTzhds3W2x24LGDb3KNKuvd+CI+0Uk68PlWpnDVdUBAH7ENYDU4cjK1crKbIF+Vk8Po2sBAACAOWha5qJ/iaa5RUUU7jl0jbkOp8VmK0tNz1+3zX/wva4pEACgIwBShyMtXUTs4Xz/CwAAAC5SlpJecjJBREoTk0s/XVXDZxVs3U0ABAAuRgCkDkdapoi4cQEgAADwk8zMzCpXJd+6det//vOfpKSk2NjYnj17tmzZ0qjaoAa3RmHBv3vQmZVTq2d5db7ipYIAAPWEAEgdP14BmluAAQAAkSVLlrz22muaph04cEAfSU1N/d3vfrdu3bqKOXa7febMmc8995ztcrdtAmrEYvEfcLfRRQAAro2LQKujjAAIAACIiMhTTz01duzYiuhHRBwOR79+/fT0JzAwsHPnzt7e3g6HY+bMmU8++aRxlQIAABchAFIHnwACAAAisn79+vnz54vI8OHDFy5cqA/Onz//8OHD3t7en3zySXZ29sGDB3Nzc2fPnm2xWBYuXLhnzx5DSwYAAPWOA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width="768" /></p>
 <p>Confidence intervals for the parameter estimates are obtained using the <code>mkinparplot</code> function.</p>
 <pre class="r"><code>mkinparplot(fit)</code></pre>
-<p><img 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" 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" width="768" /></p>
 <p>A comprehensive report of the results is obtained using the <code>summary</code> method for <code>mkinfit</code> objects.</p>
 <pre class="r"><code>summary(fit)</code></pre>
-<pre><code>## mkin version used for fitting:    0.9.49.4 
-## R version used for fitting:       3.6.0 
-## Date of fit:     Thu May  2 18:43:48 2019 
-## Date of summary: Thu May  2 18:43:49 2019 
+<pre><code>## mkin version used for fitting:    0.9.49.11 
+## R version used for fitting:       4.0.0 
+## Date of fit:     Wed May  6 19:54:54 2020 
+## Date of summary: Wed May  6 19:54:54 2020 
 ## 
 ## Equations:
 ## d_parent/dt = - k_parent_sink * parent - k_parent_m1 * parent
@@ -462,18 +450,18 @@ print(FOCUS_2006_D)</code></pre>
 ## 
 ## Model predictions using solution type deSolve 
 ## 
-## Fitted using 396 model solutions performed in 1.002 s
+## Fitted using 389 model solutions performed in 1.041 s
 ## 
-## Error model:
-## Constant variance 
+## Error model: Constant variance 
+## 
+## Error model algorithm: OLS 
 ## 
 ## Starting values for parameters to be optimised:
-##                    value   type
-## parent_0      100.750000  state
-## k_parent_sink   0.100000 deparm
-## k_parent_m1     0.100100 deparm
-## k_m1_sink       0.100200 deparm
-## sigma           3.125504  error
+##                  value   type
+## parent_0      100.7500  state
+## k_parent_sink   0.1000 deparm
+## k_parent_m1     0.1001 deparm
+## k_m1_sink       0.1002 deparm
 ## 
 ## Starting values for the transformed parameters actually optimised:
 ##                        value lower upper
@@ -481,7 +469,6 @@ print(FOCUS_2006_D)</code></pre>
 ## log_k_parent_sink  -2.302585  -Inf   Inf
 ## log_k_parent_m1    -2.301586  -Inf   Inf
 ## log_k_m1_sink      -2.300587  -Inf   Inf
-## sigma               3.125504     0   Inf
 ## 
 ## Fixed parameter values:
 ##      value  type
@@ -496,18 +483,18 @@ print(FOCUS_2006_D)</code></pre>
 ## sigma                3.126    0.35850  2.396   3.855
 ## 
 ## Parameter correlation:
-##                     parent_0 log_k_parent_sink log_k_parent_m1
-## parent_0           1.000e+00         6.067e-01      -6.372e-02
-## log_k_parent_sink  6.067e-01         1.000e+00      -8.550e-02
-## log_k_parent_m1   -6.372e-02        -8.550e-02       1.000e+00
-## log_k_m1_sink     -1.688e-01        -6.252e-01       4.731e-01
-## sigma             -3.368e-07         3.365e-08       8.420e-07
-##                   log_k_m1_sink      sigma
-## parent_0             -1.688e-01 -3.368e-07
-## log_k_parent_sink    -6.252e-01  3.365e-08
-## log_k_parent_m1       4.731e-01  8.420e-07
-## log_k_m1_sink         1.000e+00  1.958e-08
-## sigma                 1.958e-08  1.000e+00
+##                     parent_0 log_k_parent_sink log_k_parent_m1 log_k_m1_sink
+## parent_0           1.000e+00         6.067e-01      -6.372e-02    -1.688e-01
+## log_k_parent_sink  6.067e-01         1.000e+00      -8.550e-02    -6.252e-01
+## log_k_parent_m1   -6.372e-02        -8.550e-02       1.000e+00     4.731e-01
+## log_k_m1_sink     -1.688e-01        -6.252e-01       4.731e-01     1.000e+00
+## sigma              5.287e-10         3.306e-09       4.421e-08    -3.319e-10
+##                        sigma
+## parent_0           5.287e-10
+## log_k_parent_sink  3.306e-09
+## log_k_parent_m1    4.421e-08
+## log_k_m1_sink     -3.319e-10
+## sigma              1.000e+00
 ## 
 ## Backtransformed parameters:
 ## Confidence intervals for internally transformed parameters are asymmetric.
@@ -543,10 +530,10 @@ print(FOCUS_2006_D)</code></pre>
 ##     0   parent   102.04  99.59848  2.442e+00
 ##     1   parent    93.50  90.23787  3.262e+00
 ##     1   parent    92.50  90.23787  2.262e+00
-##     3   parent    63.23  74.07319 -1.084e+01
-##     3   parent    68.99  74.07319 -5.083e+00
-##     7   parent    52.32  49.91206  2.408e+00
-##     7   parent    55.13  49.91206  5.218e+00
+##     3   parent    63.23  74.07320 -1.084e+01
+##     3   parent    68.99  74.07320 -5.083e+00
+##     7   parent    52.32  49.91207  2.408e+00
+##     7   parent    55.13  49.91207  5.218e+00
 ##    14   parent    27.27  25.01257  2.257e+00
 ##    14   parent    26.64  25.01257  1.627e+00
 ##    21   parent    11.50  12.53462 -1.035e+00
@@ -556,23 +543,23 @@ print(FOCUS_2006_D)</code></pre>
 ##    50   parent     0.69   0.71624 -2.624e-02
 ##    50   parent     0.63   0.71624 -8.624e-02
 ##    75   parent     0.05   0.06074 -1.074e-02
-##    75   parent     0.06   0.06074 -7.381e-04
+##    75   parent     0.06   0.06074 -7.382e-04
 ##     1       m1     4.84   4.80296  3.704e-02
 ##     1       m1     5.64   4.80296  8.370e-01
 ##     3       m1    12.91  13.02400 -1.140e-01
 ##     3       m1    12.96  13.02400 -6.400e-02
 ##     7       m1    22.97  25.04476 -2.075e+00
 ##     7       m1    24.47  25.04476 -5.748e-01
-##    14       m1    41.69  36.69003  5.000e+00
-##    14       m1    33.21  36.69003 -3.480e+00
+##    14       m1    41.69  36.69002  5.000e+00
+##    14       m1    33.21  36.69002 -3.480e+00
 ##    21       m1    44.37  41.65310  2.717e+00
 ##    21       m1    46.44  41.65310  4.787e+00
 ##    35       m1    41.22  43.31312 -2.093e+00
 ##    35       m1    37.95  43.31312 -5.363e+00
-##    50       m1    41.19  41.21832 -2.832e-02
-##    50       m1    40.01  41.21832 -1.208e+00
-##    75       m1    40.09  36.44704  3.643e+00
-##    75       m1    33.85  36.44704 -2.597e+00
+##    50       m1    41.19  41.21831 -2.831e-02
+##    50       m1    40.01  41.21831 -1.208e+00
+##    75       m1    40.09  36.44703  3.643e+00
+##    75       m1    33.85  36.44703 -2.597e+00
 ##   100       m1    31.04  31.98163 -9.416e-01
 ##   100       m1    33.13  31.98163  1.148e+00
 ##   120       m1    25.15  28.78984 -3.640e+00
@@ -596,6 +583,23 @@ $(document).ready(function () {
 
 </script>
 
+<!-- tabsets -->
+
+<script>
+$(document).ready(function () {
+  window.buildTabsets("TOC");
+});
+
+$(document).ready(function () {
+  $('.tabset-dropdown > .nav-tabs > li').click(function () {
+    $(this).parent().toggleClass('nav-tabs-open')
+  });
+});
+</script>
+
+<!-- code folding -->
+
+
 <!-- dynamically load mathjax for compatibility with self-contained -->
 <script>
   (function () {
author	Johannes Ranke <jranke@uni-bremen.de>	2020-05-06 21:33:12 +0200
committer	Johannes Ranke <jranke@uni-bremen.de>	2020-05-06 21:33:12 +0200
commit	1195dfc8bdbf7c131d6c6ec30fedbbe746af1bee (patch)
tree	4a1f3f252c61ee6ed8890a3ea79f06c64730b411 /vignettes/FOCUS_D.html
parent	bed7630b41738271e3022d498df773f5157fcbac (diff)