<?xml version="1.0" encoding="UTF-8"?>
<!--Generated by Squarespace Site Server v5.11.81 (http://www.squarespace.com/) on Sat, 11 Feb 2012 13:11:09 GMT--><feed xmlns="http://www.w3.org/2005/Atom" xmlns:dc="http://purl.org/dc/elements/1.1/"><title>Smart Nest Egg blog</title><subtitle>Blog</subtitle><id>http://www.smartnestegg.com/blog/</id><link rel="alternate" type="application/xhtml+xml" href="http://www.smartnestegg.com/blog/"/><link rel="self" type="application/atom+xml" href="http://www.smartnestegg.com/blog/atom.xml"/><updated>2012-02-06T16:18:53Z</updated><generator uri="http://www.squarespace.com/" version="Squarespace Site Server v5.11.81 (http://www.squarespace.com/)">Squarespace</generator><entry><title>INFOGRAPHIC: How does education affect unemployment?</title><category term="College"/><category term="Consumers"/><category term="Personal finance"/><category term="college education"/><category term="unemployment rate"/><id>http://www.smartnestegg.com/blog/2012/1/10/infographic-how-does-education-affect-unemployment.html</id><link rel="alternate" type="text/html" href="http://www.smartnestegg.com/blog/2012/1/10/infographic-how-does-education-affect-unemployment.html"/><author><name>Gary Alt</name></author><published>2012-01-10T17:23:30Z</published><updated>2012-01-10T17:23:30Z</updated><content type="html" xml:lang="en-US"><![CDATA[<p><span class="thumbnail-image-block ssNonEditable"><span><a href="http://www.smartnestegg.com/storage/thumbnails/3252972-16065113-thumbnail.jpg?__SQUARESPACE_CACHEVERSION=1326820406538"><img src="http://www.smartnestegg.com/storage/thumbnails/3252972-16065113-thumbnail.jpg?__SQUARESPACE_CACHEVERSION=1326820406538" alt="" /></a></span></span></p>]]></content></entry><entry><title>The risk of "riskless"</title><category term="Financial Planning"/><category term="Market Insights"/><category term="Personal finance"/><category term="Retirement"/><category term="Risk"/><category term="active management"/><category term="asset allocation"/><category term="portfolio structure"/><category term="volatility"/><id>http://www.smartnestegg.com/blog/2012/1/3/the-risk-of-riskless.html</id><link rel="alternate" type="text/html" href="http://www.smartnestegg.com/blog/2012/1/3/the-risk-of-riskless.html"/><author><name>Steve Merrell</name></author><published>2012-01-03T21:57:00Z</published><updated>2012-01-03T21:57:00Z</updated><summary type="html" xml:lang="en-US"><![CDATA[<p><span class="full-image-float-left ssNonEditable"><span><img style="width: 350px;" src="http://www.smartnestegg.com/storage/Road%20sign%20risk.jpg?__SQUARESPACE_CACHEVERSION=1325625013630" alt="" /></span></span>Investment risks come in many different flavors. Some risks grab our attention like biting into a jalapeno pepper. Other risks are much more subtle.</p>
<p>Market volatility risk is like the jalapeno. It evokes strong emotions and is so compelling that entire cable channels are dedicated to following the minute-by-minute swings in stock prices. But sometimes volatility can blind us to more subtle risks--risks that may be even more important to our long-term economic well-being.</p>]]></summary></entry><entry><title>How much college debt is excessive?</title><category term="Consumers"/><category term="Financial Planning"/><category term="Personal finance"/><category term="college costs"/><category term="education planning"/><category term="excessive student debt"/><id>http://www.smartnestegg.com/blog/2011/11/15/how-much-college-debt-is-excessive.html</id><link rel="alternate" type="text/html" href="http://www.smartnestegg.com/blog/2011/11/15/how-much-college-debt-is-excessive.html"/><author><name>Gary Alt</name></author><published>2011-11-15T14:22:31Z</published><updated>2011-11-15T14:22:31Z</updated><summary type="html" xml:lang="en-US"><![CDATA[<span class="full-image-float-left ssNonEditable"><span><img style="width: 250px;" src="http://www.smartnestegg.com/storage/Student%20burdened%20with%20debt.jpg?__SQUARESPACE_CACHEVERSION=1321370680343" alt="" /></span></span>More and more of my clients are concerned about the <em>value</em> of a university education.&nbsp; They don't wonder <em>if</em> their kids should go to college - they understand that those with college degrees are better off economically than those without.&nbsp; They also understand that providing our children with an education is still one of the greatest things we can do for them - not just to give them a better economic foundation, but to help them become better thinkers.&nbsp; But college expenses have soared, causing a squeeze for most families.]]></summary></entry><entry><title>Feeling the pressure</title><category term="Economics"/><category term="Greece"/><category term="Market Insights"/><category term="Portfolio Strategy"/><category term="bond market"/><category term="stock market outlook"/><category term="valuations"/><id>http://www.smartnestegg.com/blog/2011/10/21/feeling-the-pressure.html</id><link rel="alternate" type="text/html" href="http://www.smartnestegg.com/blog/2011/10/21/feeling-the-pressure.html"/><author><name>Steve Merrell</name></author><published>2011-10-21T16:30:29Z</published><updated>2011-10-21T16:30:29Z</updated><summary type="html" xml:lang="en-US"><![CDATA[<p><span class="full-image-float-left ssNonEditable"><span><img 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XBw8Pnz58+fP79gwQLBhm1DQ4O2traEhISUlBTemE1PT1+7du0vv/xiYWFx7dq19PT0mpoaFRUVWLE4LCzs8OHDzc3NycnJWlpa1dXVly5dwjBs9uzZJ06cyMzMVFJSCg0NBQBwuVxVVVXBqzlpNNqpU6cePHggKioKSyUZGRn9+uuvEhIS169fBwBkZGTAQkqbNm168eJFR0fHsWPHoqKiAADJyckHDx5ksVh5eXnq6upGRkYiIiI5OTkvXrzQ09O7fv36jz/+uHv3bthWcnZ2XrJkyaJFi+Al8DC9urp69uzZp0+flpWV/e67765fv87n83V0dO7cuQM3MDU1FaweDQCwtLScO3fuL7/8An+rGhsbdXR0FixYMGfOnEuXLjU0NPB4PA0NDWjk4uLiAwcO5ObmVldXq6mpWVlZbdiwYdq0aa9evWpvb1dWVsYwbNGiRfBnxszM7MaNG3v37lVQUHBwcFBTU4MaDQkJUVZWFpT75cuXp02bBquaBgUFwUbou3fv1NXVHz16tGjRosWLF3frxvH09MQwLCAgAN6Nior67rvvysrK3NzcMAzz8PAQ3Hjt2rUzZ86Ey5WVlZMnT1ZQUIB3582bJy8v3+tOi/jCGXp7enh4/P3333AySzg5pbm5OSzqo6en19bWtmfPnilTpnh6esJKRS4uLvCJra2tCxcuXLp0qZeX1969ezEMi4uLi46OHjVq1KpVq9zc3Nrb2x89eoRh2G+//aanpyc4zZyGhsbPP/9cUlLi7u4+atQo2BiRkJAQFxeH5T/gq5WVlWHvS39aWlqOHj26ubnZzc1tzJgxlZWVPj4+GIZt3brVx8enpqZm7ty5GzduBO/nTcJnwQTv218iIiJqamp0Ov3p06ffffdddnY2rB3n4eHBZrNh2WMTE5Ps7Oyampqvv/7awcEBAPDy5UsMw8rLy+Pj4zEM+/nnn0+fPl1VVQUrMR8/fvzJkyejRo0yMjJis9kYhhkZGZWUlCQlJeHN9pqampkzZ/7444/m5ubwO4yJifn3338xDKutrW1vbx83bpxg+VHoIBMTk5cvX8IaV1paWuPGjfP29vb29sbez0knIiLy77//AgBSU1Ph18VgMGDJK2tr699//3369Ok1NTVwrulDhw7BrxHKdPv27XZ2dvDV4Be1ZcuWxYsXC/ZaHj16dM2aNXD5zp07kyZNAgD4+flhGLZ27Vp7e3tRUdFu8wh80J75+fn19fVwvj8VFRX8CH3dunUzZszAn6ukpCQpKQl/co4cOYIXjUUg/ouht6elpaW8vLyEhMSqVavgVMDm5uY//PADnIuipKQEwzDYi19XVzdhwgToFPC+tBps4qWmpn711VfwbY8ePRqfc+LevXsTJ05kMpmCiS0tLaKiotLS0o8ePTIyMoJGhkHwAvacnJzRo0fHx8eXl5dPmDABFh62tbWdNGlSc3Ozl5fX5MmT6+rqWlpaMAzT1taGL3v37t1vv/22vr7+xo0bc+bMERRBenr6119/DVtqAIDff/99zpw5FhYWlpaW48ePh/ML6enpYRgGa5JWVFT8+OOPsFaTr6/v+PHjKyoq4uPjv/76a1iiFACgoaGB/4f/8ssvUlJSdXV1s2fP3rhxI3zDOPDIHXqwubl58uTJN27cKC0thQe5cGYUfEYQAMCmTZvwRhl8yqRJk06cOAHvqqqqiomJtbS0LFq06MaNGwCAjIyMsWPHJiYmlpWVjRs3zsfHBwAAm3vp6enl5eWCvdUHDhxYvnw5XG5ra5s2bZq6unp7e/vkyZPxQn+QXbt2bdq0CS6bmprOnj0bfhvfffcdrIB17ty5UaNGCfaoQnviha5jY2MnTJiQkZEBv1JdXd1vvvnmhx9+CA8PBz3sefToUQkJCWhPTU1NMTGxXk9SIb5wht6ekPr6+lGjRsH65w8fPpwzZw7s1SKTydj7Kp9NTU2C/Z6vX7/G3tdUz8vLGzNmzLt37/h8PvZ+ek4AgLGx8bx58/CuRghs2YmJie3Zs2fPnj3Hjx8nk8kJCQnY+xLxNBpt7Nix8fHxDAZjwoQJ8Aja2dl54sSJuD1ra2tramowgar1RUVF48ePNzMzW7lyZbf56FNTU7/77jvYrQYAmD9//tSpU/fu3btr165jx47B430tLS0Mw+C07BUVFZMnT4Y/DKGhoXCa4tjY2O+//x4vnXf69OlVq1bB5cWLFy9cuBAAUFxc/Oeff06aNGn//v14tyC0JzxubW9vnzlzJjyRvWbNmv3798MeDEHX//bbb/Pnz8fvwiYt/iNx+fLlBQsWcDichQsXGhoaAgAoFApuzwkTJkRGRgIAnJycMAxLSkqiUCgYhllYWMCnKygo7NmzB39xHR2dOXPm2NjYTJgwodv5t7179/a0p4+Pz6RJk+DPIfzG8BmfwHtlw+8TABAeHv7VV18JTpBHpVLHjh27YcMGAMD69etFRUXxh8TExPD5BLW0tMTFxbudi0cgujHE9kxMTMzNzQUA5ObmYhgGj9QePnw4c+ZMeNqhqalJVFRURkaGw+HAcwJ4faPCwsLRo0draGhwuVx40ikpKYnP50+cOHHPnj3Nzc18Pt/ExGT27NndTlB0dnZKSEjg/yrt7e3t7e2w3aSqqsrlck1NTTEMS0xMZLFYsOVbVVV14MCByZMnNzc3v3z5ctKkSTU1NRwOZ9y4cX/99ReXy4X22b9//+TJk3/88ce4uDjBRBKJNH78eHylkpISXtGZz+fDOqTXrl3DMAzOkFFTUzN+/PizZ8+y2Wx1dfWxY8dWVlbGxMTA41D4xNOnT//6669wedGiRb/88guHw4H9hrDzF4oYAFBdXT116lQZGZnq6uqgoCDs/XSeDg4Oo0aNmjhxouCEowAAbW3tMWPGZGVlNTc3k0ik1tbWZcuWSUtLt7a2NjQ0iIiIyMnJ8Xi8+fPn79q1q7q6Grbfk5KSysrKvvvuO3gk/uzZMwzDEhISKisrMQy7desW/JgKCgo7duzAs3Jzc7/77jsRERHBlZATJ06sXLkSLt+9exd+Y97e3j/88AODwQDva1EL2hPuRYcPH25sbGSxWBs3bpw4cWJtbW18fDz88qlU6jfffHPy5EkAwJo1a3766aempiYqlXr8+HFMYLqqPXv2SEpK/tdOi0BAhtie9vb2s2bNWrx48YQJExYtWgQr8pqYmEyePBnvprSxsYEnZ+Tl5VesWGFjY4M/HXbeiYuLS0hIfPPNN/CTXLlyBcMwCQmJhoaGBw8eTJkypefYzKioqJ9++mnBggWSkpLS0tJwUMv169cxDBMTE5OUlBw7dmxMTAyPx4P9dAsXLpSXl5eUlKyrq/P09IQ6AwCcPn0awzBpaemamhoAQGBgIIZhS5cu7TbwCJ7zjY6OhnfJZPLixYtnzpwpISGxfPly+Kmzs7O///77qVOnWlpa8vn8M2fOwF5ORUXFX375paioKCYmZtSoUfDHBgBw8uRJ/Mh93rx50tLSDAZDQkJCUlJSTExMS0sLbzpBe65YsWLJkiXffPPN77//Dk+ds9ns6dOnYxiGvyaETqcvXbr022+//fnnn2HPZnR09NSpU+fOnSsqKiohIQENbmxsjGHYjBkzFBQUFi9eHBUVVVZWNmrUKFjQGla5j4+PBwDs2rVrzJgxcnJyAIC9e/fC3mGcPXv2YBhmZ2fX7W90//79sWPHwoHARkZGP/74IwDAy8vr66+/hqWg1dTUMAzrNhbq0aNHEyZMEBUVnTp16vTp0+H59ydPnvz000+LFy/+4YcfNm/eDOW7c+dO2Es7Z86chQsX4v3pHR0d06ZN63UeKgRi6I/ck5KSnj9/7uPjg89hyWAwEhISBI8lExIS3NzcGhoa6HQ63PVxQkJCAgMD4+Lixo0bB2vUt7W1+fn5wXl+ysvLu70UTmFhoYuLi4uLS0ZGBn56+s2bN/7+/klJSd9++y0sQ8flcn19fSMiItrb2zMzMzs6Oqqrq2NjY+FxcXNzM3wUvgKTyRw/fryenl63LA6HExMTIziQiMViubu7Ozs7x8fH45rLzMz08PCAH7C9vd3f3z84OLijoyM7O5vL5TY2NsbExOC/BFQqFT/jnJycDGefT0xMdHJywvtGIZ2dnYmJifX19REREV5eXoK/Jdu3b5eQkOh5iMpms729vb28vPDfMBqN9uLFC09Pz9raWnyz8PBwHx+f1tbW/Px8eAIqJiYGbsBkMt++fQtb/TU1Nd7e3nCnysvLy8zMFMwyNDT89ttvew6bLSgogCOKwPtdAr5UbGwsPLtIoVDwEv3dnujq6uru7g47kSEkEsnZ2TkoKAjv0KDT6ZGRkYGBgUlJSYJdnDQa7fvvv8dPPSEQ/8XQ25MQ4Bkk2OM2cODwqW7nXj6Fhw8fYhiGTzU8zMnJycEw7N69e0P4Hrhc7qxZs3bt2tXzIR6Pt2HDhg9OMCVUrl69On369M/oWjLEUDFC7FldXW1hYYH39A2Q2tpaCwuL/xq4/hFCQkI+OKnR8IRKpZqZmfWctn4waWxsNDc3hw3nnmRmZr58+XKQq6mGh4cLjjZDIP6LEWJPBAKBGGSQPREIBKI/IHsiEAhEf0D2RCAQiP6A7IlAIBD9AdkTgUAg+gOyJwKBQPQHZE8EAoHoD8ieCAQC0R+QPREIBKI/IHsiEAhEf0D2RCAQiP6A7In4ovn0SUYRiG4geyK+XDgcjqKi4udSURAx3ED2RHzRnDhxAs7Kh0D0FWRPxJdIWloamUwGADAYjKVLl/asbI9A9AqyJ+JLxMDAYNasWWfOnCktLb1y5cr169eH+h0hPj+QPRFfFmQyGc5YlZubC6ft3Lx587x58+C8fgjEp4PsifiCyMjI+PXXX3/99Vd5eXk4Q3JRUdHVq1enTZv26NGjoX53iM8MZE/ElwKFQjlz5szLly8bGhqOHTu2atWq6upq+FBQUNCCBQvwuwjEp4DsOewIDg6Gh5YIYrl69erYsWPhXPAAAFVV1dWrV8Pp4Ds6Ou7evSs42TIC0SvInsOIzs5OPT09BQWF7du3//XXX3AydARRdHV1qaiobN26FZ+k/tGjR0TNw4r4AkH2HEZ4eXkdO3YMAGBqaqqoqMjj8Yb6HY0EwsPD16xZc+DAAXheaP/+/Zs2bYJNTiGRl5d34MCB7du3Ozs7d3R0CC8IMbQgew4jrK2tT5065erqqqam1tHRUVBQ4O/vP9RvikjS09OTk5MHMzExMXHjxo3BwcF//fXX/PnzmUwmAGDfvn36+vpCSmSz2XJycv7+/t7e3lOnTkVt2xEMsufQ09nZ+ejRo8DAwJqaGnFxcQkJCQBAe3u7rKzsixcvhvrdEcbTp09Xr169fPnyu3fvDlronTt3XFxcAAA6Ojp79+5dtWoVmUzu6OhgsVhCSnz79u2ff/7J4/FOnz7t6urK4/FKSkoIT3n69Onjx48Jf1lEn0D2HGK6urp0dHTk5eUTExMBAElJSatXr5aXl9+2bZuhoeFQv7sBwefzExIS4KmY5OTkzZs319fXv337FsOwW7duCTu9ubmZx+O1tLTweDwDAwMbGxsAgJiYmJ6enpASGxoaiouLq6qq1q5dKyMj4+fnBwDw9PQ8ceIE4VkxMTEzZswYEoFWVlYOfujwBNlziCkoKFi1apVgF2dtba2Tk1N0dPQQvitCaG9vP3jwINy9YmNjQ0NDORyOurq6s7Pz0qVLdXR0hNcnGBkZKSUltW7duoyMDACArKzs3bt3bW1tL1y40NbWJozE9PT0TZs2GRgYAACeP38+YcIEFxeXx48fb9iwgdjOisrKymvXrnV1dWVmZs6cOXMwBdrY2Hjy5MnVq1fr6ury+fxByx22IHsOMTU1NUuXLiWRSPCur69vUFDQ0L4lYgkPDz937hxcvnXr1p07dwAAR48e/ffff4UkMgDAoUOHnJycTExMZs2aFRcXl5+fv2TJkp07dzIYDGHEtbe379+/39HREXdKXFycsrLyiRMnCC/gxGQyjY2NaeNHGqYAACAASURBVDQaACAtLU1UVNTKyorYiA/S1dV18uRJfX39vLy8GTNm7Nu3bxBChznInkNDZ2fnkydPzp07V1BQYGVlNWvWrJiYmOLi4g0bNvj6+g71uyMSBoMhLS199OhRAICDg4OEhMShQ4dwnxJOfHy8srKynJwcvPvs2bMZM2ZERUV1dXUJKREA0NTUtHr16rS0NHi3srKSQqEILw4AYGhouHPnTgAAbIFaWloKNQ4AUFtbC/9qgYGBZ8+elZGRUVJSEl51VB6Pd/PmzX379sXExAgpYuAgew4BPB5PW1v79OnTRkZGc+fOJZPJDg4O4uLiS5cuffjwoZBC7e3tYVWhQcPOzg6e2m5sbFy3bt2ff/4JALCysrpy5Qo+4pJYKisrZWRk1NXVZ8+e/fLlS7jS1tb21KlTwogDAHR0dMBhuXp6euvXr4c2uX379t9//y2kRCaTmZycXFdXt2vXrj179gAAsrOzZ8yY8ezZMyElAoEa0hUVFTD07du34uLisGOEcHg8no6Ojqqq6oMHD6ZOnert7S2MlIGD7DkEpKenw13QxcVFVVUV7po1NTVCHYSorq4ujNMX/8WbN28UFRUrKirg3dbW1rVr18IWqJDIyspSUFAwMzMDAISGhk6bNs3d3R0+JKSGZ35+/rZt26SkpLy8vAAABw4cWLVqlYaGxoYNG4RUcZnFYq1Zs2bp0qWdnZ1tbW1QoJ2dnSkpKW/fvhVGIuyq/vXXX69duwYAKCoqEhcXt7OzU1RUxMVBFKampp6engAAMpl84MABAEB6evrmzZvFxMS8vLyGYU/rF2rPoR3DXFlZuWnTJn19fW1tbT6fz2Qy//nnH2Ij8vPzu7XvSktLJSQkCgsLiQ36LywsLP744w9PT88///xz06ZNiYmJtbW1d+/ebW1tFUYcnU4nkUgzZ87U1NSEa0JCQkRFRSMjI4URx+fzOzo6Tp48aWtr6+fnJyoq6uDgAAB48eLFtWvXYKck4bDZbFlZ2Rs3buzevRv+h/L5/B07dgivndvZ2Qlb7ikpKWvWrFFTUwMA2NjYbN++HX5eQuDz+XBUbHh4eERERHp6Oo/HKysrYzAYsHPA1NRURESkuLiYqESi+OLs2dbWpq2t/ffffw/+lTx8Pt/e3v7mzZtFRUV3797FMIxEIrFYLEVFRdhiIhBdXV0ZGZmOjo5Xr14pKiqGhIQAAC5evHjp0iVig3ri7e0dFRVVU1Nz+vRpJSUlBwcHc3PzzZs3Cy8xLy9v7dq1TCazuLh44cKF+HCotLQ0If1adHV1HTly5LfffoN3ExISREVFhd352NLS8vr1awCAqqrq06dPAQBVVVUsFiszM5PAlLa2NvwHwMbGZurUqfDwvL6+fvPmzaqqqoT/43R2dsrLy//7778AACaTuXjxYkdHRwBAUFDQ77//Xl5efurUqdDQUCH97g6EL8uefD7/ypUrhw8fFsYA5o/D4/H09PROnjypp6cnLi7OYDAeP368bt26bdu2Ea5OAEBzc7OcnNyuXbugqVetWiUnJ3fz5s3ly5cLtZKQh4eHvLx8t+NWIyOj8+fPCykxLy9vy5YteHnjgoKCn3/+WV9fX9gHehERETNmzLC1tYV3Y2JilJWVhdSfy2aznzx5kpeXB+9aWlrq6uomJCRs27aN8NGXHR0dDx48SElJaWhoqKyslJaW/uuvv+BDjY2Nhw4dEoYccnNzV65caWRkBACIioqaPn26s7NzZ2engoLCypUrTU1NiY0LCwuLiIgY+Ot8WfZsaGhYtmwZ3As5HE5ISAg+Fk9XV1cYFsPJzMxUUFAAADx//vzYsWOwuGRlZaXwxh7z+fy9e/fu3r0bAMDlcq2trTdt2oRhmPBOTAEAtm3bFhwcXFhYaGxsbG9v39nZefXq1WPHjgnv5Gx9ff3KlSu3b9+Or8nJydHU1BRSjRUymXz58mUPDw8AwLt370RFRe3s7IQRhMNgMGRlZXft2rVs2bJXr14BAFJTU6dPny4lJUWIAj6Ij4/Pb7/9VldXx+VyV61adfLkSbzvWEg/SzY2NvhlFDExMdOnT3/69GlbW5swDti1tLR0dHQG/jpflj07OztPnjy5YsWKY8eOSUhIrFixYs6cOfCXzcPDA14cQjj19fUpKSlkMnnLli0GBgawFUan03V1dYURB2Gz2XBBTk5u27ZtsJ+3s7PT2tp64cKFhNdR5/F48PjO3t5eSkpqx44dWlpaUlJST58+Fd41kdnZ2RYWFikpKVwud/369aqqqsJub6anp2/duvXixYvLly+/evUqACAxMXHGjBlCHWR26tSp+/fvAwBUVFTGjRsHhwOfOHEiPDxceKEAAA0NjeXLl9fX1zc3N//666/a2tpCCurq6tLX1z948OC9e/cWLlx48+ZNAEBMTMzy5cuJHfjV2dkJf1ONjY0JORj6suwJAGhubjY1Nb18+XJoaGhDQ0NwcLCkpCTuGmFw/fp1eK5ZW1sbw7DMzEwGg7F3714hdZPx+XwDA4PVq1crKSlxOBwAgLy8vIyMDP4Z5eXlYTcogbS1tW3btg2OB6RQKHV1dQCAs2fPmpubExuEExUV9ccff2hra4uLizs6OjY1Na1ater48eOwUS8k1NTU4FXzampqIiIit2/fBgCkp6cT2/OIU1xcnJmZ6eXl1d7e7uTkZGho6OXl9e2338LeTwJ5+fJlfHw8AIDD4WhraysrK+fn5wMAtLS0li1bxmazmUwm4fsMDovFWrhwIdxnaDSamJgYHOjGZrOJ/WuWlZXBYbn+/v742cWB8MXZsxvw+mvhHVc+fvx44cKF6enpAICOjo5///1306ZNMjIywjt8fvTo0cGDB/Py8jZt2rRixQooUCUlJXz4Tm1trTA64Ol0+pIlS+ABEZfLVVVVFV4/II/HU1FRIZFI9fX1O3fuhM2xqqqqy5cv19fXCyMxKSnJ19c3IyODz+ffu3fvyZMnNBpt3LhxBJ567omioiKsqNLe3r569erm5ua0tDR5efnU1FRig1xcXGbMmJGenm5mZnb48GFtbe05c+bAwgtnzpyBw/KFR2tr68qVK/H2+507d0RFRYU05OvevXvz5s0zNjbesmXLixcvoqKiyGRyY2Nj/45aRr49DQ0N4YFPN+rr652cnJYvXw6HmBHIs2fPlJSU4ImpyMjIyZMn37t3D3+0uLgYL28uDPT09Oh0emFhobq6+l9//bV+/Xo4HERIl0UGBgYaGxvD5fLycgkJCV1dXTabHRAQQGzPI4PB0NPTi4qKAgDweLwjR448fPhQXV0drnnw4IHwRrQ0NjbKyck9efIEANDR0bFixYr8/PzQ0NDTp08LaSrj9vZ2DQ2NX3/9tbOzEwDQ1dWloKAgJSW1ZcsW/KJeooiJiaHRaA4ODrNmzdq6dSvs37SzsxMVFYXfbUZGhjAGqHR1dXl4eMAqYr6+viIiIi9fviSTyYqKisnJycQmxsbGnjhxAn6ZVlZW48ePl5WVVVZWlpKSWr16tYyMTP9Gto18e4aFhU2dOrXnGaGysjI1NbXg4GBi427fvr169WofHx+8fZecnDx79mxY40dIODg4xMXFPXv2LDk5ub29vaur6+jRoxQKhc1mz549m/Cfh8rKSh8fHziohUwmS0hI3LhxAz7k4uIyevTo0NBQYhPT09OXL19+6dKlgoICuCYkJATDMHiW1t7efufOncS2OisqKmABjs7OzmPHjs2fPx82T+BlMCtXrpSRkSH8ckxfX193d3cojsePH48ZMwYvFsNisezt7VNSUgiM4/P5ly5dWr58uZubGwDg6dOn48aNg4fwAAAbG5v169cLqS0PADAwMFi3bt2yZctUVFQAAO7u7suWLZOSkhJsahBFRUXFmjVrZGVl4W+DpaXlokWLcnNzAQClpaUkEqmxsbEfLzvy7QkAiI+PFxRoW1vb7du38fEfBBIbGyslJYVPj2NoaBgXFwcASExMnD59Oj66hXCsra1HjRolKysL93XYCWhtbX3ixAnYT0cgMTExq1atWrly5ezZs+F+UlZWtnz58osXL9LpdDU1NWdnZ9hdQBQtLS1//PGHvb09vBsdHQ1/8xwcHKSkpBQUFPbt20dsw7O6unrDhg3wvBAAIDY2VkRERLAPNyYmhthBbzweD148vmjRIi0tLbjS0dFx5syZhF/Sg+Pk5LR161bY4Qh59uzZzJkzcYEyGAxhXFfS3t7+4sULJSWl5uZmDoezbds2WJeAy+XiF6cRTkNDw/r16+GlWQAAc3Pz2bNn45+0f4xMe7a2ttra2gr+bCYkJEydOhUOLmlpaTl27Bg8KiEWXV3dK1euAAC4XK6Ojs7SpUtnzZoFv8y4uDjCSx0HBQVdvnwZAJCZmblixQpJSUn8JyE+Pn7Lli1Xr16F+wpRvH37duHChfCrO3v2LPywAICKioo//vhDXFxcVVWV2EQAQFRU1JYtW+BySEjI4sWLf/zxRzhAoqKiIjY2ltj/cBaLtWHDBnjmFwDQ3NwMAEhJSZk5c6aQqhnBsfdQmkVFRStXrvT394fnbWxtbWfMmCEkgSoqKsJWpyDPnz+fPn26MAokOjs7w/NsLS0tsrKyixcvhuu5XK6MjMyhQ4cITwwKChJsrTc0NKxduxY2dQEADx48MDExGcjrj0x7crnc3bt3b9q0Ce76kPDwcHFxcaFe76Wjo6OhoQEAoNFoN2/ebG1tNTExmTlzJpVKFUZcXl7e3Llzz507x+fzu7q67t+/P3fu3PT09JaWFiF1unt6ek6aNAl2vWloaEhISNjb2+NjkqhUqjDGDAUEBKxbtw4AwOPxzp07l5CQEBAQMH369ICAAMKzAAAMBmPu3LnQnhQKZceOHVBkycnJs2bNwouPEEh7e/vOnTvhyFxYdG7Hjh2wHxAA4OHhMcAm0n9x6NChbjOUNDY2kslkFxcXYYzeI5FI06dPh9c1cDgcOTm5I0eOwIcaGhr8/PwI7101NzcXERHBa18BAOrq6iQkJJycnAh5/ZFpTwAAh8PZsWPHli1bBAUqKysrjL0fJzY2dsaMGfCfDVJUVDR//nwh2RMAQKfT58+fjxd8e/jw4bx589atWzfAH9WPYGtrO3v27PPnz8vKyurr68vJyYmJiZ09e1ZIp9cBAGw2W0xMDB8zAMFLEQuDvLy8+fPnq6ury8vLP3v2DP+vzs7OFtLPEofD2blz58aNG/ft2xcSEtLV1WVtbb1hwwahjmANDg6eMmWKYBeWra2tUEvJ5OTkiIqKwoIjXC53x44dhw8fFt6IFwCAgYHBtGnT4KAXyK1bt+AF+wNnxNoTANDS0rJjx47169fD2kXJyclr1qwR0klSnIsXL8ITNY2NjZGRkdLS0sIb8wgpLCycP38+XioiPDzc0dGR8MNnQezs7DAMw3X29u1bQ0NDwV8pwnFycpo0aZKHh0d7ezuHw9HT09u1a1f/evo/ETKZPHny5B07dggvohstLS0bN26UlJSEd21sbA4cOCDs8f+XLl2aOXNmYGAgh8OJjo6WlJQMCwsTamJWVpaoqChsgXK5XCUlJWEnGhoaTps2LTY2FgDQ0dGxd+9eeB39wBnJ9gQAtLa2Hjp0SFJS8uTJk0uXLu3ZyyMMHjx4ICEhISYmtmHDBmdn50FIpNPpCxYs0NLSEl619m48ffp0+vTpwr7cRRBHR0cxMTEJCYmlS5eqqKjA2TGFSn5+vpiYGN63Owi0tLTs3LlTTk7O29t79erVQhqE342HDx+Ki4svXLhQSkpKqEdmOFlZWTNmzMC/WKH+0kPMzMxmzpx58uTJbdu2aWpqElWxcITbE+Lv729gYCCkSq4fpKGhgUKhCO9gtid0On3ZsmWDqTNra+vZs2cLdlMIm+rq6ujo6MFxCiQ3N3cQrmQXBAp01qxZSUlJgxbKZrPz8vLwsSKDQFZW1rJly4gdgPVxSCSSvr6+q6srga/5RdjzC4HD4QipNMZ/ER8fL9SKTcMBGo2WnZ09mIlcLvdLmAW+sbFxGBad6xPInggEAtEfkD0RCASiPyB7IhAIRH9A9kQgEIj+gOyJQCAQ/YEwe6anp7u5ufWcMZzFYnl6euIFoMrLy1+/fl1eXg7vFhYW0un0fr53BAKBGDqIsWdERISysrKVldWpU6fwmYIAAEwm888//3z06NGFCxfs7Oza2tpu3bqVnp6ur6/f2tra3Nxsbm4uvIl9EAgEQngQYM+urq4///wTVo7w9fXV09PDH7KwsDA0NAQANDU1wYqTsJCMlpZWY2Pj48ePURcBAoH4TCHAnnV1dUePHoXX1cTGxm7cuBG/OFdHRweWYuTz+evWrcvIyHj8+PHly5f9/PxiY2Pd3d0H7cpCBAKBIBYC7FldXa2qqorbU1paGrenrq7umzdvAAB8Pl9KSopEIvF4PDKZzGaz7969Gxsb6+HhERAQ0NOhLS0tqampycnJKSkpST1JTk5OTEyJihr4LTk2Nik5udvLv3v3bpATYWhyt/XJySkxMcSEvnv3wY/5ZSaOsJ1nhCWmREUlJyZ+6p8yNlZIifHx8fjpGSHak8vl7t+/H1ZtiIyMPHv2LP6Qrq7u8+fPAQAdHR3Kysp4Ich79+4VFBRcvny5pqZGT09PsH4UpLOzk81ms1gsFovl7+8fERGRnJz87j3xeXnZ9+6xRo8e+I2+a1d8Xt47AUgkkouLS1RU1KAlpqSkhIaGurm5kUik/782KSkxI6N05UpCQtOeP0/IyhryRHd3dyEmOjv3nvjuXUJOTqalJSGJRZs3J+Tmdtt5XF1dIyMjBXeeoUm0siImcePGhJycwUxkjR6dYWeXkJ2Nv3hycnJ4eLirq2u3nSchO7t47VpiEm1tBT9mcnJySEgILMskXHsCAK5du2ZgYFBWVnb+/HkPDw8AgIeHR1FRUWxs7KFDh4qKipydnS9cuMDn8/l8vr+/Pyzlcvbs2dzc3OvXr3+80kRcXFxGRkZRUVHhe8jV1VU2NgDDBn5rlpUl19QUClBSUhIQEJCdnT1oicXFxSQSKTg4uLS09P+vpdNpFRUdK1YQEsrw96cymUOeGBISIsREP7/eEwsLqSxWpbMzIYktW7dS2exuO09QUFBmZqbgzjM0ic+fE5O4eTOVxRrMRIBhFR4e1Koq/MWLiorS09Nfv37dbeehVlW1rltHTKK7u+DHLCoqgqYeDHs2NjbevXsXtjThYfuDBw9gi9LLy0tHR+fWrVtwngwOh+Pr6wtrUqWkpFy6dCk0NPTjRQxjYmLS0tJoNBrlPflVVRVPnhDyrTXKyeWzWBQB6HT6q1evMjIyBi2xsLAwKSkpMDCwqKjo/6+lUsllZS2//UZIaImfX0F5+ZAnBgUFCTHR17f3RAqloLKS4eRESCJn27YCJrPbzuPv799tdx2aRIJ8zdm6taCycjATAYaVubsXVFTgL06j0UgkUkBAQLedp6CionnDBmIS3dwEPyaNRktKSup1QhRi7Pnp9KPa6yDbk0ajxcTE5OTkUKnUQUvMyMiIi4srLCwU3DmE57LBT6RSqUJP/F97fjhRyC4rLCyMjY3Nzs4W3HmGJlFo9hR2IuhhTyqVmpWV1XPnEZ49qVRqenp6rxNHDrY9+8Eg2xPuH4J7xiAkUqlUwQ8IVwnPZSMz8X/t+eFEIbuMQqHQaLRuO8/QJArNnsJOBD3s+V87j/DsSaFQCgoKBGcb/SDInh9wWU8GP1HYLhuBiT3s+UGE7bLhkihMewo1EXzInh9AyPbMz8+vqan5uJqQPZE9R0oisqdgIrJnnxKRPftxQ/YcOYnInoKJyJ59SkT27McN2XPkJCJ7CiYie/Yp8XOxZ7f31OvcJsieA78he+Ige/YtEdnzvyHGnomJiefOnfv333+NjIy6zevt7u6ura39zz//wEp0wcHBrq6ugYGBPB4PAODv75+bm4vs+cGd4/N2GbLn0CYie/YpcQjt+ejRI2Nj45KSksLCQsHZmeG1RqWlpf7+/ufOnauqqjp37hyPx1NXV+dwOGlpaba2th0dHcieH9w5Pm+XIXsObSKyZ58Sh9aeZmZmbDa72/orV67ACZS7urr279+fl5enra2dlpZ248aNqqoqIyOjT5nxPDY2Nj09nU6nU99DZrMrCbpuslFenlxdTe2NwU+k0mjU8nKizFLq70+prBzhiX5+vSdSqZSqqnKizLJtG4XFGqaJBF03ydm6lVJVNZiJAMMYHh4UJrOXSBqNwmQSZU+Gu3u3j0kmk3ud4L7/9uTz+Ww2u6qqqq2tLTY2VltbW1tb+8aNG4IO1dXVDQsLg8tLliyBVVGuXr1Ko9FsbW3fvXuXmZmJlw4RhMfjNTU1NTY2NjU1hYeHJyQkZGdnZ74ntaio+NEjQr61uj17UouLM3tj8BMzs7LSyeTmlSsJCaV4eqZRqSM80cOj98TMzLTCwkJbW0ISG7ZsSaPTh2minR0xiZs2pRUWDmYiwDCak1MajdZLZFZWGo3WuHYtMYmOjt0+ZmpqalVVlbDsyeFw9PT0NDQ08GLyfD7/ypUrDx8+xLe5ePFiUFAQtOHu3bvxeTvevXvn6urq7OwcGhpqamras7w8l8uFRaISEhJcXV29vLwCAgL83+MdGZmsr0/It8bYvNnr7Vv/3hj8RP+AgFehobVLlhASGm1u7hMWNsITzcx6T/T3946ISLxzh5BE5po13hERwzDRJyIiwcCAmERpaZ/BTQQYFmdi4hMe3ktkQIBPeDiLoJ/eOGPjbh/T29u7sLBQWPbk8/ldXV2dnZ2dnZ341evGxsbGxsYAAFiy88GDB7dv3wYAMJlMZWVleEKpvLz81q1bTU1NZ86cAQBcvnz543Hx8fGZmZnFxcX091BraqoI+qFrkpen1tbSe2PwE+lFRYWVla1SUoSEMgIDaVVVIzwxIKD3RDqdxmZXurgQkti8fTutunqYJr54QUyijAyNzR7MRIBhFS9f0lisXiKLimgsFvf334lJ9PTs9jGpVKoQj9wFcXNze/jwoYmJiZaWVnFxMQBAW1s7Pj6ezWYfP37c3NxcU1PT09MTANDa2mptbU2lUgEA9+7dMzExuXfvXnV19UdeHJ01GvgNnTXCQWeN+paIzhoJ254sFiswMDA4OBgfvEkmk+E19nV1db6+vqmpqXB9S0tLUVERXG5tbX39+jUsq4zs2XPn+Lxdhuw5tInInn1K/FxGy/cVZM+B35A9cZA9+5aI7PnfIHsie46URGRPwURkzz4lInv244bsOXISkT0FE5E9+5SI7NmPG7LnyElE9hRMRPbsUyKyZz9uyJ4jJxHZUzAR2bNPicie/bghe46cRGRPwURkzz4lDrI9eTweg8GApZIAAHw+PzY2Ni4urueWOTk5YWFhcE5NAEBmZiaJRMIfzc3NbW9vR/bsuXN83i5D9hzaRGTPPiUOpj3JZLKent7+/ftbWlqgSfX19fX09HR0dO7du9fV1YVv6evre/jwYSMjo7///rumpiY6OtrJycnFxcXPzw8AEBcX5+bmhisY2VNw5/i8XYbsObSJyJ59ShxMe6akpLx580ZFRQUWSYqJiTl+/Dh86OjRo/n5+XCZw+EoKSnBq49MTU1dXV1tbGwiIyOTk5PNzMxYLJahoWGvZZaQPQd+Q/bEQfbsWyKyJ+H2BAA0NjYeOnQIuu/x48d4cZCDBw++ePECLufn56uqqsJlR0dHNTW1nJyc8+fPm5qaZmZmOjk59VoaGb6f7Ozs0tLSovcU1tWx7O2J2TkUFArr64t6Y/ATi4qLi6qqiLoGvDwoiM5mj/DEwMDeE4uK6DU1TIKuyObu2EGvrR2mia6uxCRu20avqRnMRIBhlV5e9OrqXiKLi+nV1URd51758mW3j1lYWEjkjMRVVVU2Njb29vZQySwWS9Ce1tbWcLM9e/ZYWVnB5ezsbA0NDbjs4OCwY8cOAEBubm5paWlwcLCDg8O7d+88PDxKS0u7ZbW2tmZnZ2dkZGRmZr58+TIgICAsLOzNe4ISEzNu3SLmW9u6Nejduze9MfiJb8LCgqOj6yUkCAlNtLZ+HRs7whMfP+498c2b1/HxJBMTQhJZ69a9TkgYpol37xKTuGbN6/j4wUwEGJb88OHruLheIsPCXsfFVRN04JL84EG3jxkUFAQPmgmzp5OT0/Pnz2EFz7q6usOHD8ML221tbW/dugU3U1NTw88dFRYWKikpwWUnJ6ebN2/CZSqV+uTJk4iICAsLi4yMjGvXrnXL6ujoYDAYpaWlZWVlgYGBERER8I1CYnJyCgj6U7H/+CMmNzehNwY/MSExMS4trXHZMkJCM52cYjMyRniio2PviQkJsVlZuQSVaq3duDE2O3uYJlpYEJO4YUNsVtZgJgIMy7Gxic3M7CUyMTE2M7NOWpqYxCdPun3MmJiY8vJywuwpSGNjI4lEkpGRycvLa2tro1AoCgoKDAYjKyvr8OHDNTU1TCbzzZs3nZ2dqqqqr169qq6uVldXf/PmDXzuvXv3GAxGRESEsbFxXl4ebt4PgirUDfyGKtThoAp1fUtEFeoIt6e/v//p06f37dunqakJax7DNZqampmZmQCA1NTU69evAwBoNNqFCxf+/vtvOEUHACAxMTE6OhoAwOFwDA0Nr169+vEWMjprNPAbOmuEg84a9S0RnTUi3J4fRHA+uG4ITv0mOJ4JAPDx4UoA2ZOIUGRPHGTPviUie/436FojZM+RkojsKZiI7NmnRGTPftyQPUdOIrKnYCKyZ58SkT37cUP2HDmJyJ6CiciefUpE9uzHDdlz5CQiewomInv2KRHZsx83ZM+Rk4jsKZiI7NmnxM/FnnASY/wuj8frT5UQa2tCvrXGPXuQPUdIIrKnYCKyZ58SB9OefD4/ISHB3t4eH4pkbW19/fr169evw7GcOA0NDbdv39bV1YVFldhstpeXl7u7OxzHX1NTHf/uNwAAIABJREFU4+Pj0+cKdUxmha0tf9y4gd8a9u/Pr6rqdedA9vwMEpE9BRORPfuUOJj2jIyMvHTp0s6dO5ubmwEATU1NSkpKb9++TUxMLCsrE9zyn3/+uXfvXk5OzunTp1NSUmBtupCQEHNzcwCAvb19YmLix7N62pNCpVKzs+lxcQO/0UgkiuAr/wfInp9BIrKnYCKyZ58SB9OedXV1bDb7yJEjsEpIfX29mppaz5IkDAZDWVkZDo93cHB48OCBh4eHg4ODv7+/l5dXUlKSg4PDx4MAALGxsenp6YWFhVQcCoVSWEguLR34jVJURKVQqL1RwGJV2NgQ8ndqlJMrYLN7TaTSaBQGgyizlPr7kysqRniin1/viVQqmcksJ8os27aRq6qGaeLz58Qkbt1KZjIHMxFgGMPDg1xZ2UskjUaurCTKngx3924fs6CggEh78ni8lpaW1tZWPp8PAKiursZrLPF4PD09PT09vfPnz8fGxuJPyc7OPnPmDFx2cHDYvn07l8u9deuWra1tbm6upaUlk8mEF3p2g8/nt7/n7du3ycnJBQUFeUNHFoNRZmVFyN+pXlY2q7y898j8/Bw6nfvrr4SE0n18souLR3iit3fviXl52aWlJQ4OhCQ2ychkl5UN08Rnz4hJ3LIlu7R0MBMBhhW/eJFdUtJLZH5+dkkJZ/16YhJdXLp9zKysLFgOiRh70ul0TU3Nc+fOwWNzwQp1uPLS09MVFBTw1Nzc3JMnT8JlZ2fnEydO4Bvb2dn5+fk9f/7cw8MDdokKwuVyExMTY2Nj4+PjX7x48fLlS39/f7+hwysiIllfn5C/E2PTppeRkb1H+vv7hITULllCSGiUmZn3mzcjOzH64cPeE/38vMLDE27fJiSxcvVqr/DwYZjoHR6ecOcOIYlMaWnvwU0EGBZnYuIdFtZLpL+/d1gYa+VKYhKNjbt9TC8vr8LCQsLs2dHRUV9fX19fD0/ycLnco0eP4t6ECzweT05OjsFgwLtsNlteXh7OaHT//n0LCwu43tPTMyAgIDQ01Nrauqam5ty5cx95ix84ch90ClisSnTkPswT0ZG7YCI6cu9TorCP3AVJTEy8efPm4sWLjY2Nq6qqysrKrK2tPTw8rly5cvfuXR6Pl5KSoqurCwCwsLA4f/7806dPT506VVJSAgDIycmB5ZOzs7PPnz9vY2Pj4eHxkawPnDUadNBZo88gEZ01Ekz8Es4aVVZyiSpv6OLS7YsV4lmjzMxMT09PPz8/T09PFovF4/GioqIcHBzi4+PhBlVVVfiLhISEODo6VlZWwrs0Gq2qqgoux8fH+/j4dKu6hOxJoXz+LkP2HNrEL8GeZWV1x461Ll8+8FuJv38BgyH48sN0tHxfQfYc+A3ZEwfZs2+Jw9aeFAqFQiEXFZFLSgZ+6zlsEdmTMJA9P4NEZE/BxC/DnhQqlZhbD5A9CQPZ8zNIRPYUTPxC7Ck0kD2J+yqRPYd/IrKnYCKy58BA9iTuq0T2HP6JyJ6CicieAwPZk7ivEtlz+CciewomInsODCHas7OzMycnJzc3V3Blbm5ufn5+z43Ly8tTU1PxQkoUCiUvLw9/lE6n97XG0hB8lciewz8R2VMwEdlzYAjLnnw+39/fX0dH58iRI/fv34cXGpmamp49e1ZTU9PW1ha/9AgAEBkZqaKicuXKFV1d3aampqSkJEdHRycnJzi3e2pq6vPnz9F4zw/wubsM2XNoE5E9B4aw7Mnj8eDrVlVV/fHHHx0dHRkZGUeOHIGPHjlyhEqlwuWWlpZDhw7l5OQAAAwMDF6+fPnkyRNY9eP+/fv19fWGhobV1dUff4vQnkN+pSaB9hz8KzVLPuUqxs890df3E6/UJNBln3jd5BAkEmfPT7xSk1h79n6lppAR4pWakOLi4n379gEA7Ozs7t+/D1ceOnTI09MTLhcUFPz1119w2cnJ6ezZsyQSSUdH58GDByQSyc3NjUQiffCV+Xx+53uioqJSUlLIZHL+0JFTUcF4/JiQPaNh796cysreIwsK8oqLiao/VPTqVW5p6QhP9PHpPTE/P5fBKCWq/pCMTG55+TBNdHQkJnHLllwGYzATAYaVuLrmlpX1GipUcnJyem3Y9cGeNTU1Hh4eXl5eDQ0NcM3ly5ft7e0BANbW1tbW1nDlrl27YOVjAEB2drampiZcdnBw2Lp1KwAgPj4+JycnMjLSzs4uIyPj1atXPStB4TWW4uLihkmNpaQrVwjZM1CNJWElohpL7/EOD48f3BpLXuHhCTduEJIIMCzOwOBTPqZQIbjGUnl5uZmZmYWFBZPJBAD4+/ubmZnBh548eWJgYACX1dTU8Mk5qFSqiooKXHZ2dr569SpcrqystLKyioiIsLS0fPfuHf7cD4L6PQd+Q/2eOKjfs2+Jn9bvSWYwSn19uWvWEHIrCQoil5X1GipU8oV3zt3Z2RkWk29qaurs7MzKytq3b19jY2NJSYmysjKTyaytrU1OTm5razt8+HBkZGRra+vZs2f9/f0BAC0tLQ8ePKDRaGFhYffv3y8uLtbX10f27M7n7jJkz6FNHFx7UigUSmFhAYNByO1TJssRNkK055kzZw4fPqytra2pqVlQUAAAeP78ubq6urq6Oqwtn5SUdOnSJQBARkaGhobGuXPnrK2t4VSaiYmJISEhAIC6urqrV6/q6+vnf2icE7Ln5+0yZM+hTRx8e1KEeNX54CNEewIAOjs7W1paWlpa8PmE6+vruVxuzy3b29tra2vxu62trfgyj8cTrE7/QZA9CTALsud7kD37ltgne44ghGvPQQPZkwCzIHu+B9mzb4nInv8NsuenfZXInsM/EdlTMBHZc2AgexL3VSJ7Dv9EZE/BRGTPgYHsSdxXiew5/BORPQUTkT0HBrIncV8lsufwT0T2FExE9hwYn409BauK9ATZkwCzIHu+B9mzb4nInv9NP+1ZUFBgaGh469atoqIiuMbd3f3+/fv379/v9ty2tjZLS8ubN2/CC5AaGxv9/f19fHzgO2tqagoKCkIV6j7A5+4yZM+hTUT2HBjCsmdXV1dERERISIilpaWSklJHR0dra+v+/fu9vb2DgoIoFIrgxrdv37569WpcXJyamlp2draHh4e3t3dAQMDjx48BAC4uLpGRkR9/i8ieBJgF2fM9yJ59S0T2JNae+IF2W1ubnJxcY2Mjl8vV0NDoWaazsrJSSUkJNi3t7e0tLCxcXFzc3d3fvHnz4sWLjIwM6NCPEx8fn5WVVVJSUjR00Gprq+zsiNkdFRRodXW9RxYX05nMVikpQkLLg4IKWawRnhgY2HtiUVFhdTXzxQtCEpt37CisqRmmia6uxCTKyBRWV/eaOPKg0Wh1dXXE2xPn9evXampqPB6Px+Npamrq6Oj8888/WVlZ+AY5OTmnT5+Gyw4ODrt3766vr//nn3/Mzc3z8/OtrKyYTCaDwej5yu3t7TQajUwmUyiUV69ehYSEREdHRw0dYampOYaGhOyOVdu3h6Wl9R4ZHR357l2DpCQhoSR7+4jk5BGeaGfXe2JUVHhKSuaDB4QkVm/YEE4iDc/EjIcPiUlcty48JaXXxJFHeHh4WVkZYfak0+laWlra2trQd9XV1adOncrOzsZ9x+Fw3r59u3//fvy6zJycnFOnTsFlJyeno0eP4q/m6Ojo4+Pj6enp6uoaHh7e056wQCmZTH716lVwcHB0dPTboSMsNTXbwICQ3bFq27awtLTeI6OiIhITCXRZeFLSCE+0s+s98e1bwl02PBMziEpcty48JaXXxJFHWFhYaWkpYfZsbW0tLS0tLS1taWmBZeEFpyfCkZeXx1OZTKaCggK8+N3CwuLhw4dwfUBAwMuXL8PCwqytrauqqs6fP/+Rt4iO3Ad+Q0fuOF/EkXtNDZOgfs+WtWs/JXHkIcQj92PHju3evdvb29vJyam6urqsrMzFxSUsLMzAwEBfX7+rqysjI+PGjRsAAENDw8uXL/v4+KiqqpLJZAAAhUIxNzfv7OxMTU29ePGim5vbs2fPPpKFzhoN/IbOGuF8CWeNyHR6YWJipZnZwG9lrq5kOr3XxJGHEEcsBQUFOTo62tra2tjYVFZWdnR0+Pv7m5ubBwUFwQ3KyspgGbquri53d3dzc3Pq+8mO8vLy8MZpcHCwk5NTW1sbsmd3PneXIXsKJhI0M0fzpk2fkkghk8l0ej6LNfBbQXk5hUzuPXHE8dmMlv84yJ6fpcuQPfHEiooyN7dOEZGB3xoOHBjyySa/EJA9ifsqkT2Hf+JwtSeFQqEUFFCzswm45eZ+UhxiwCB7EvdVInsO/8ThbE8qlUynE3ArLPykOMSAQfYk7qtE9hz+icPZnojPDWRP4r5KZM/hn4jsiSAOZE/ivkpkz+GfiOyJIA7h2rOsrKy8vFxwTUVFRWVlZc8tGxsb6XS64BOLi4vxu3DA00eCkD0/S5cheyI+Z4RlTx6PFxIScv78+SNHjtja2sKVNjY26urqampqbm5ughunpKTAuYtv3LjR2tqamZnp6Oj47NmzuLg4AEBubq6zs3PP8iLInp+9y5A9EZ8zQqyxVF1dDQAoLS2VkZHp6OjIy8tTVlZua2vjcrlHjhwpel/0s62t7ejRo4mJiQCAa9eu+fn52djYREZGvnv3ztTUtLm52cTEpFsDFtnz//jcXYbsificEe6Re319fXBwsL6+PgDAzs7u7t27cP2RI0d8fX3hMoVCOXbsGFx2cnK6dOlSXFzclStXLC0tExISfHx8YmJieg2KiYlJT08vLCykDh0FLBaB9ixgs3uPpNEoDAaBLiNXVIzwRF/f3hOpVPL/a+/Mn5rI9gX+b7x/4P7y6k7V1EzNL1P3lljjOF4dFVDABQVZRnYEZBXw4sKwuCBLRDYFWWQHkxBIwpoACYHsSSfdnU5nJYEEkIAgAfr9cN5LcZ0ZcDSA8zyf6h9OmkN/T58kn5zus/TsrBftqbHZ9n4rIX9BEATxpj2Xlpa4XO7Q0NDKyorVao2NjT116lRraytFUTQajUajgWwnTpzwrAYil8tjYmJAuqamxsfHh6IoBoMxMTHB4/GePn2KIAiTyVxeXn4v1urq6vj4+OjoKI/He/nyZWtra29vb8/h0cblCrKyvPKVMx450jY4uGfE7t7eThbL8d//7ZWgQ48fdwwM/P+OOPzo0Z4Re3p62jic8dxcr0S0ffVVG4ezZ0TIX47u7u729nYMw7xmT4PBkJeXd//+fdA1tLGxsbS0FBgYqFarX7x4UVBQALKFh4dzuVyQ1mg0ly9fBumGhob09HSPiMvKythsdnl5+cjIyIMHD96Ltb29vfF/DA0NTU1NIQiiOjzkZrOposIrX7ml06flFsveIdVqJUGsfvONV4LqOjsVJPn/PGJHx94RVSoViqI8nrWk5NM3Q3OzCkX3jgj5CyKXy8H9Se/Y08Pa2hqKohRFbW1t+fn5CQQCpVIZEBCwubnpdDoDAwNNJpPL5dJqtW/fvg0ICJienqYoKjk5GTRU3W73kydP5HJ5f3//kydPZmdn09LSdgkHr9w/fTP09n7gdfSal1bbNHzIdbR3I3Z1fciVO6rVagnCWytooFrt3hEhf0G8fOXu4c2bN8XFxWlpaQkJCVVVVW63m6Ko0tLSqKioiIgIsMzSxMREfHw8RVE8Hi88PPzGjRsFBQVra2vgT11dXRRF2Wy21NTUW7duAb3uYk/Ya/SJ24f24RgMruPH3f/1X5++6ZlMxGQ60IgMxt4RIZAPY397jfR6vcVi2bmHJEmbzQbSm5ubnidlLiwseHrhKYpaXl7e2toCaZfL9d5BoD3/FxTVmEzrf/ubd9plnZ0fuDYPqlSiCsWnbx++rNnBR4RA9gTONfJeVR68PbVajU43W1Awn5j46Rs+Pq4hiA8KiuNeWc9Ci6IfWLcHHxEC2RNoT+9V5WHYU6vRILOz6vn5T980OA6bZhDIhwPt6b2qPBR7QiCQQwLa03tVCe0JgXxJQHt6ryqhPSGQLwloT+9VJbQnBPIlsY/21Ov1ZWVlYKw72MNisaqrq6uqqsRi8c6c29vbTU1NDx8+BPvfvn07MDDAYDBcLhd4yeVyPWOboD0hEMjnwH7Zc3Nzk8vltrW1FRQUhISEuN3u9fV1Pz+/qqqq+vp6mUy2M/OjR48SEhJ6enrCw8O1Wm1XV9erV686Ozurq6spiuro6GAymbsXEdoTAoEcMPt+5e5yuX7++efV1VWXywVmFr3H3NxcQEDAysoKRVGVlZWVlZV1dXU9PT0jIyO1tbUIgnjWE9kFPp8vlUr1er3u8EAdDltVlVfsuXz2LOp0HuK5QCCQPUFRdGFhYV/s6XQ66+rqoqOj29vbKYpyu93Xrl1LT0+/e/eubscy8gqFIjIyEqTr6ur8/PxsNltSUlJxcbFarabRaGaz+XcFv7GxYTAY9Ho9SZKvX7/mcDjj4+P8w2NYJlMXFHjFnnPHjw/L5Yd4LhAIZHd4PN7IyIjJZPKaPUmSvHnzZmZmpsViWVxcrK6uLiwszMrKAiuRLCwsWCyWzs7OixcvLi0teex5/fp1kH7+/HlAQABFUWtra263u6mp6dWrVz09PS9fvgTLJ+9kbW1NoVBIpVKZTNbe3g4EOnB4MCYmJHl5XrGn9YcfGJOTh3guEAhkT5hM5s4HCH2qPV0uF9AZuBIHXLhwobe3d2c2X19fkiRB2mw2+/n5gU6hp0+felZQ5nK5jY2NHA6noqLCaDQmJSXtUsTx8XG5XG4wGIjDA19YsFdXe8WeLl9ffHHxEM8FAoHsCY7j+3LlDhqefD7/9evXQUFBJEkajcbe3l6RSFRSUpKYmAie1fHw4UOKojIzM/Pz84eHh0NDQ6VSKUVRJEk+ePBgdXV1cnIyPT2dTqdXVFTsEg72GkEgkANmv3qN3G738PDw/fv3CwsLQTPzzZs3DQ0Nd+7cefnyJWhpYhjW1NREUdTq6mpFRUVeXp5nGTqJRKLRaCiK2t7ebmlpKS0tBaOXoD0hEMhnAhwt772qhPaEQL4koD29V5XQnhDIlwS0p/eqEtoTAvmSgPb0XlVCe0IgXxLQnt6rSmhPCORLAtrTe1UJ7QmBfEkctD2Xl5d/d+zR5ubmznLMzc15Hh5HUdTCwgJ4KucfAe0JgUAOmP21p9vtTkxMzMnJAS9bWlp++eWXyMhIOp2+M5tarQ4LC4uPjy8uLna73RqN5sWLF8+fPwfDPzEMa2hogPaEQCCfFftrz76+vrCwsJiYGIqitFrt+fPnHQ6HzWa7fPmy0Wj0GDYsLKyvr8/tdqelpbFYrKqqKg6Hw+fzi4qK3r17V1xcjOP47oGgPSEQyAGzj/Y0m815eXlTU1M3btygKKq6ujo/Px/86cqVKwwGA6RxHA8ODgbpFy9eZGdnczicO3fuVFVVDQ8PMxgMFou1eyCKong8nlQqBTNPDwvt/Pzss2desefy2bNah+MQzwUCgeyJVqt1Op1es+fKysrMzIxEIllbW3v27JlCoTCbzcCeFRUVNBoNZPvpp5/ADHeKouRyOWicUhRVU1Nz5MgRiqIaGxtZLJZQKKyoqCAIYmhoaH19/b1Yq6urAoGAz+ePj483NTW1t7fT6fTew6NjaEh465ZX7Gny8ekYHj7Ec4FAIHvS2dmJ73VZ/CfsqdfrU1NTb9++zWQy/f392Wz2kydPTpw4odfrq6qqioqKQLZr1655WpRqtfrKlSsg3dDQkJycDNLv3r0rKyvr7+9/+vRpf3//b1cJ2draWllZcblcLpeLw+FMTEwoFArZ4SHW6/VPnnjFngunTs2Q5CGeCwQC2ROxWGy3271mTw9ms7mwsLC4uDg+Pv67774TiURCofDSpUsURa2trQUGBur1+vX1davV6nK5/P39wZogWVlZDQ0NFEVtb2/TaDShUMhiscrLyx0OR0pKyi7hxsbGxGIxjuPo4YHY7dbKSm/d90Tm5g7xXCAQyJ4gCLK/I5b0ev2tW7coitra2rp79+6NGzeioqLA0krj4+Pgmp3JZIaFhWVlZWVnZy8vL1MUJRAImpubKYoCK3vm5eWNjY3tEgX2GkEgkANm38d7ut3unQM8JRKJVqsF6fX1dc/aogaDQSwWb29vg5cOh8PzEE2bzaZWq3ePAu0JgUAOGDjXyHtVCe0JgXxJQHt6ryqhPSGQLwloT+9VJbQnBPIlAe3pvaqE9oRAviSgPb1XldCekP8DRVEMww73A/mBgKLuvucDjwOm3xwMGIahKPq7e0BJ3jsFz+wgkMErZYD29BrQnhAAiqI6nU6lUqlUKvCUbI1G814ejUaD47her//tnw4YHMd1Op3nu4OiqF6v/7MeRFFUrVZLpdKPKABJkn/qm6vRaDAM0+l0Op3Os1On0xEEodVqMQwjSVIikcjlcnBYHMeNRqNcLpfJZARBfNxvw++y7/aUy+VisRikBQJBZ2dnR0cHgiDvZWOxWLW1tWDa08bGxujoKJfLBbMzNzY2xsfHfztTE9oT8hmCoihBELm5uRcuXLh69WpCQoJAIABfbJ1OB0yBYRiO4zMzMxwOhyRJrVaLYZjBYHivxQR2ehyh0+kMBoMng0dwnkkiGIYRBAHye2KBPHq9niRJT9PM0/gyGAzV1dUnTpyYnp7W6XQoiprN5szMzKCgIJVKBcQKCuYpEpA+CAeigOMwGIzo6GiPi3cW9bdnR5IkOIhOp+vv71coFCCEXq/X6/WeZjsIodfrd9YwQRAikejkyZOVlZUmk0mj0ZhMJgaD4ePj09PTY7Vab9++ffHixQsXLrx+/dpsNqMompOTc+HChaCgoMrKShzHs7Ozx8bGwJvyKeyvPY1G49GjR69evUpR1Nramp+fX3FxcWlpqVAo3JmtqqoqIiLi+fPnkZGR4G1obGxsbW0F846YTGZXV5dnKCi0J+RzRqfTCYVCX1/fwcFBqVR6+/btc+fOYRhmMpmEQmFfXx+GYSqVSqfT5efnR0dHK5VK0CB6/fq1XC5HEARBEHAcjUbT3d09OTkJ7CMQCLq6uhAEAX4EmVEUVSgUarUatGHHxsb4fL7JZJqamurv71cqlTiOkyQ5ODjY19cHAgFLgtKSJBkdHf3Pf/6zubnZZDKZzebOzs6ff/757NmzOp3OaDROTU11dXWBAms0GgRBxGIxh8MBhRQKhWw2myAIDMPEYjGPxwMzcFQqFZPJVKvVQOgIgvT29iqVSlBOkiTZbHZ/fz+GYTwez9/fv7e3V6vVmkymkZGRwcFBDMOUSqVWq0UQBPzG7LzWtlqtdXV133//fUpKCvh1USgUiYmJ3333HYvFAj8GGIaNj4+LRCKTyZSSkpKQkCAWiycnJ1ks1sjIiL+/v1Qq3dl0/Tj20Z7b29tPnjypqam5efMmRVFLS0tguZD3cDqd58+fB8Pmy8rKamtrq6ur+/r6xsfHnz59ShBEYWHh5ubm7rF4PJ5EIoFrLEEOhl1+p0mS7OzsDAoKMhqNRqNRJpOdOnVKJpN1dXWFhYWlpaX5+fmVl5dLpdIjR44EBQV1dnYqlcrY2NiUlJTw8PDw8HAEQQiCkEgkd+7cyczMBN+C5ubmpKSkuLi4yMhIuVwukUji4uJkMplWq01ISBAKhYODg0lJSQkJCa2trS0tLTExMZmZmTQazWg0Pnv2LDs7OyYm5s6dO3a7vbCw8PHjx0ajEcdxmUx26dKltLS0zMzMubk5pVIZFxd3//79jIyM+fn51tZWcMywsDCxWIwgSFZWVnJyckFBAYPBiIuLKy4uPnPmTH19/dzcXFFRUWNjI4ZhycnJ+fn5oaGhKSkpZrN5amrq+vXrqampV69ejY2NJUmyqqoqPT393r17QqEwLy/vm2++KS4uRhCkqqoqMjLy5s2bZ86caWtrQ1E0IyMjKSnp/v37O+9yWq3W9PT01NTU0NBQmUxms9ny8/P//e9/R0dHy+XykpKSI0eO6PX62dlZi8XS0NBw8uRJ0KTV6XQ2m62xsTE4ONhoNP7R3U/Qvv4QtN5dY2knQ0NDNBoNx/H4+HiKot69e3fp0qXs7OwnT57Mzc15simVyoiICJCuq6sLCgoyGAzx8fEFBQUqlerZs2ckSa6urv72+G63226322w2m83W19c3MjICZtMfFuMIgj544BV7zp84Ma7RHOK5QHZBIBBIJJI/+u5ZLJbS0tK0tDSLxQLaoWfPnhWJRMHBwQwGw263nz59ura21mq1BgcHd3d3z8/P37t3Lysra3l5ubCwMDg42GQymUym+vr6kydPWq1Wq9U6MDBw4cKFmZmZ+fn54ODgmpoaJpMZHh5uNpsHBwcvX75ssVju3bv3r3/9C8dxsVgcGBg4OjpKkqRarW5oaLh06ZJcLn/48CHI2dzcTKfTCYIgSXJgYCAuLq6pqen69euLi4s5OTllZWW5ubmlpaXT09NBQUECgcDpdF67dq28vHxycvLbb79ls9lLS0tZWVmnT5+22+35+flJSUl2uz0iImJoaIjL5X7zzTdjY2NjY2OnT582Go23bt3Kz89fWVnJzMyMiYkhSfLYsWN9fX3z8/MkSVZWVsbGxtpstvHx8YCAgJmZGQRBjh49OjY2xmazv/322+HhYXBzAABujERHR4NfI4FAwOVyw8PDOzs7g4OD9Xo9QRBZWVknTpxgMBgOhyMhISEnJ8dms3nenaKiopycHKvV+rtvH4qiUqlUIBB8yCdhYmLCarV6zZ5GozE3Nzc/Px9BkLt3766srGi12ri4OM9fVSpVbW1taGioZ/qmXC6Piory2PPMmTMURc3Pz7tcrvb29sbGxoGBgcbGRplM9l6st2/fisXiqamp6enpV69edXd3s1isvsOjd2xsOjfXK/a0HD3aw+Md4rlAdoFOp/N4PPwP+lWsVmtcXFxFRYXZbHY4HCUlJeHh4V1dXREREVarVa/Xnzt3jsvlzsxSITwVAAALFElEQVTMhISEqFQqrVYLZPfmzZu8vLzs7Gyr1YrjuEqlSk5O9vPzm5mZuXfvXnZ2tt1ut1gsFy9e7OjoKC8vT09Pd7lcNTU1165dW1paioiIqK2tdblcZWVlN2/etFqtoKkVGRkZHR1dVVWVn58/NTWl0+lAMTQajcViAceRSCQhISHd3d0REREGgyEqKopOpz9+/DgtLc1ms1mt1itXrjQ1NdXV1UVFRc3Pz5vN5pCQkMbGxuXl5aSkpJKSEo1G4+fnp9FoSktL4+PjXS5Xc3NzWFiYSqUKDAwUiURLS0upqamFhYUOh6O6uvrHH398+vSpw+HIzs6m0WjLy8sFBQUZGRlOp1MkEvn6+uI4/vjx44SEhPn5+Z13G3Acn5mZCQwMVKvViYmJL168SE5OZjKZTU1N8fHxs7OzBEGA9rWPj4/ZbA4LCysrK7PZbOAWqsViuX79ek1Njclk+t23D8dxPp9Pp9P3/Bgwmcze3l6CILxmz8XFxaGhIT6fz+Vyjx07lpWVdfny5a+++uq9R3H4+fnp9XqQNhgM586dA9fmNTU1nhWUJycn6+rquFxuWVkZhmGpqam7FHF8fFwmk5EkSRwe+MKCvbraK/Z0+frii4uHeC6QXdilSxp8RYOCghgMxuzsbEdHx7Fjx4aGhsrKyq5evbq8vFxbW3v06FEcx9va2oKDg+12u0AgOHLkiEwmUyqVPj4+9fX1FotFrVbrdLqVlZW4uLiioqLMzMzc3NzV1VUGgxEYGGgymRISEvLz851O59mzZ/Py8sxm89WrV4eGhpxOZ2ZmZmJi4sLCgkwmQ1HU39+/ra3N6XSCS3WlUikUCj0NsYyMjIKCArvd7uvr+49//IPBYCAIEhQUpFars7Ky0tLSVlZW2Gy2v7+/TqfLzc199OiR3W5XKBRXrlzh8/kGgyE8PLy/v5/D4YSFhc3OzmZmZpaVlb1586awsPDevXsikQic79TU1Pfff9/Z2anX60HD6MyZMwRBXLp0qbe3d2lpKSYm5tatWy6X6/bt2+AhFOnp6eXl5RaLBcMwoVCoUCjAeIC+vr7AwECbzVZUVPT3v//99u3bi4uLqamppaWlCIIoFIr5+fmenp5Tp04ZjcaUlJTr16/bbDYURQUCgUajCQwMZLFY7/VEvSdQ0IbdEwzDPCt1eMGeHra3t41Go0aj6ejo8PX1dTgcZrN5ZGQEx/G6urqIiIi1tTUMw2pqara3txMTEysqKmQyWWhoKDjs7OxscXHx4uLi2NhYTk7O6OjogwcPdgkHe40gnwM6nU4mk3399deBgYE3bty4cuXKq1ev5ubmRkdHjx8/fuPGjZs3b2ZkZNhsNjab7ePjU1xcTBBEbGzs+fPnf/311+DgYKFQSJKkQqHIyMhITk6Oi4sbHR1ls9l+fn4pKSm//PJLd3e3w+EoLS09duxYUVHRmTNn6HT65ORkSEiIRqMxGo0DAwM//PBDbGxsSUmJTqerrKw8ffo0kAtBEG1tbaGhoQRBgEvg2NhYOp3udDovX74cHh4+Pz/PZDKDg4PNZjOHw/H3909OTo6MjGxra7Pb7eCJZBaLhc1mX7t2jSCI6enpq1ev6nS68vJy0DoOCwtjsVhzc3Px8fEtLS0mkyk8PDw4OPj27ds//vgjgiA1NTVxcXExMTE0Gs1qtcbGxgYGBgqFwu7u7qNHj+bk5ERFRT169Gh2dvbatWv9/f1ms1kkEh0/fnxiYoIgCLPZ/OzZs5ycHKfT2djY+PXXX8/MzFgslpCQkP7+/tevX4eEhCQkJISGhra2tlosFqFQGBAQEBwcHBsb29DQMDExERoaCjrTPv3t3vcRSzabrbOzk6Iop9NZUVGRmZlZXl6+uLhIUZRSqSwvL6coyuFw3L9/Py0tbXBwEPyXSCSSSCQURW1sbFRWVv7666+7l/JzsSeN5h17/vwztOdfEdDjPDw8zGQy2Ww26LbWaDQEQQgEgp6eHoVCIZFIQL8El8sFeUDfOvjMg75sDMOGhoZaWlrEYjEYbATWbBSJREajEWSg0+l8Pl8ul6vVaqVSKRKJUBTVaDR6vX5ycrKtrU0qlYJmFJvNbmlpEQgEoJtIIBB4btoKhUIEQTAMk8lkCILgOK5QKGZmZlAUJUlSJBI1NzcLhUJwFlNTU2q1GvTyT09Pg8EDIpEIdLhLpVIURaempsBIAJFIBO5LTE5O0un0+vr669evEwQhFotbW1u5XC5JkjiOS6XS7u5ucOE4PDzMYrHAGufgUKCDPicnJzs7G/TzYBg2MzMjlUoxDFOr1TKZDFSgSCQCJ8Llcl+9eiUWi0GZSZJUqVQdHR1sNhvcD5mamoKj5f+Dz8We3mp7nj4N7fnXhSRJMJ5x5weSIAjgCxzHwegicKMJjP0GwyF3jiUiCGLnYM/3XqIoCl6CfwF3BnfGAsMtNRoN8CA4vmecuScn+HcwdB9k2HkoMNhz50vPiFGw05Pw9EF7DgiGr09PT2dlZRUXF2dkZLDZbFAnBoMBXDiDuAaDARwW9IzvPBSO4xKJ5Pnz554RoLsU1XOQnWUGZQMRf1tRnwi0p9fQYBgmFuuZzE/fdGNjmgOc9AaB7BMYhsnlch6Pp1Qqd7nVuDt/djLSgQHt6T00Gg2OIybTp28avV572BP4IBCvAAbMf576+0SgPSEQCORjgPaEQCCQjwHaEwKBQD6Gg7bn9vb2H6334XkMHEVRy8vLS0tLnperq6u7T3WH9oRAIAfMPtqzvr4+Ojo6OTm5srIS7GGxWFFRUVFRUaOjoztzGgyG2NjYuLi4Z8+eURSl1+tfvnxZX18PHqVpNBqbmpo2NjagPSEQyOfDPtozOTmZTqfbbDa73Q6ceO7cOTBQ68qVK57Z9VtbW9HR0U1NTU6n88aNG0NDQ7W1tSwWa3h4uLi4eGtrq6SkRKlU7h4L2hMCgRww+2jPpKSk9vZ2jyVramru3LkD0iEhIWw2G6TBXFeQfv78+d27d+l0+oMHD16+fMlisTgcTkdHx+6BKIri8XiHPs8dAoF8UXh5nvv6+jqYWLaxsdHR0ZGTk5OYmFhYWLi1tVVZWUmj0UC2n3766eHDhyAtl8ujo6M9hvXx8dna2qLRaO3t7WKxuKyszGQyTU5Obm1tvRfr7du3IpFocnJSIBC0tbW1t7f39vb2QCAQyIHQ3t6OYZjX7KnT6RISEpKTk41GI9izubkZGhrK5/NfvHjhMWZISIhn1SWVShUSEgLSDQ0NnuXsKIqqqKjo6+urqqrq7e19/vz5e7E2NzedTuf8/LzD4VhcXASrnx72rxEEAvlSwHF8Z+f2p9rTg9vt9rQWQ0JCRkdHJyYmPJYMCgrCMGxra8vlci0tLfn6+gLb5uXlVVdXgzy1tbUjIyMsFotGoy0sLPzuuvQQCATyOfMx9lxZWSkvL3/w4MGtW7fu3Lmzvr6+vb0NHgCQmJj49OlTiqImJiZiY2MpimppaYmIiLh3715SUhK4Czs9PV1XV0dRFI7jCQkJBQUF/f39+3qSEAgE4nU+stfIYrEMDAxMTU159mxtbQ0ODnr+cXl5mSRJkJbL5RwO5+3bt+Cl1Wr1LD6PYdjExISXzgUCgUAOjr/AXCMIBAL5DIH2hEAgkI8B2hMCgUA+BmhPCAQC+RigPSEQCORjgPaEQCCQj+F37Mnn86enpw+vSBAIBPIXQCQS8fl8kP5fewoEAgaDMQmBQCCQP4bJZAoEgv+w55s3b2ZmZiYmJsYhEAgE8gdIpdLFxcX/sCcEAoFA/hTQnhAIBPIx/A+x/W1+zJZScwAAAABJRU5ErkJggg==" alt="" /></span></span>The comedian Brian Regan has a great<a href="http://www.youtube.com/watch?v=WUU9CqrtFiU"> sketch</a> about going to see the doctor. He says doctors never talk about "pain." They use the word "pressure" instead, as in, "you might feel a little pressure" just before they hit you with something that really hurts. As Regan says, "If a doctor tells you you're about to feel some pressure--buckle up!"</p>
<p>Equity investors definitely felt pressure in the third quarter.</p>]]></summary></entry><entry><title>Irrational Exuberance - Eerily accurate!</title><category term="Better Investor"/><category term="Economics"/><category term="Portfolio Strategy"/><category term="Robert Shiller"/><category term="bond bubble"/><category term="irrational exuberance"/><category term="stock market bubble"/><category term="stock market crash"/><category term="stock market rally"/><id>http://www.smartnestegg.com/blog/2011/8/30/irrational-exuberance-eerily-accurate.html</id><link rel="alternate" type="text/html" href="http://www.smartnestegg.com/blog/2011/8/30/irrational-exuberance-eerily-accurate.html"/><author><name>Gary Alt</name></author><published>2011-08-30T21:20:15Z</published><updated>2011-08-30T21:20:15Z</updated><summary type="html" xml:lang="en-US"><![CDATA[<span class="full-image-float-left ssNonEditable"><span><img 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IO9vbgX21qZ64XeJ0ky1LSrk/DQHWivLT55nqUDcJczgy1Xrb+rPKW+2JZVLaMLgG3bIm0NrCG40dZwGZHQFbe/4ipKNTnn9rNPrLnsc62+YhngxaPPlsfRJYT406595pn/9fVpY1QZ/fr6FHWyphqu/k7DVnF7p+iq/7N/YVEU6Rtn1FvHooviMZAOwG7JnHvW2x07TAn58NTLY+yZkK+vTzv2WeQz9+wWIeTKpXNV6vN8dvvGRcaoAszciliIuq6r73/0BhRXnYg5At6/TTtWgRDi2K8LYcgtPq7di8dYpOwCvIhKjgK6JKctVvVW35tXJ47zWh57SrN5Nstj77SlKSUhevMepbhD7V2WvGoph5onGlNPUsqyuv+8hax1gJcI85Ew/uhdmy/b5yrzv74+BdId4IvEa2IU8I+1rUpldX9ccWFFgk9nD/YM7QO0aGjPOLcVu67zFn+eUk+yrkk1D+9Zb/dzvXoWYVy+vj7l2azPsDqvqNfL1If1DoJA1rUQsq7rr+LVissYQ0iEV+bKHmakbFrFLsGsp+9/fE6K6ZtQ5YenXr5nvb2cA3buWW+vA7DjvGYEcujBM1/kszL1LUazLNvf36+qChW1Q8Ep1q6sKoTZHN87pr+iI5uojlf7HKud8nlgYYts0oenXi4XyQa3WqW+lJLpefvm1UnfOxqHNo+933sOrHSSJEmS6MxrCN1mY/FQOEwFRPu2t5adit2Go1nW85B6WsoHIxlcta4wG4DWtqzfe04eezyfDdnhPq5V6t+8Otl+x+rcNOPoLmwvozDOeZ4bqwmIiVtJrQN9/3jGWKc/47MnhoT/HebcYY7FutpLKdl+x4LKirWh5fksu+FduXQO5Llv3vNi0k8v0n6omRBCSBzF6Ha8JreSUqZpinvIfN+0RbtP5dd/AmKoqtx6iXYCHRZjUFmRz/pkamSV/TK4sP2ONWAIGnSL8kJZTT69vOhqyVoN6+NBjL1dhriVEEI1TR2ib4TQplzw2Uw9jZXNLlQ2XVdlgS5WWQShhuS0xbJ8UpQX8mKSFxMdY4KEfy+CMfQgq+JWNVqnDhQSPdvpxTGAvwwurI/rAuA2gDUir1r0r39zFbodjC3LyrLswV4zKnEluo79+nh8ChXaZnS160TPYnRzDGAEkEcA7gY3WvUdR5cxA7oNxnzy6eU30C6P80X/rCFsWLtfZsSpret6/CI6xu3e12cnDLJ6b9LNqxPRBzKfVal/5dK5IvH010U++zK4sBLdsupCCw2+feMio2Q6nYo22NRELqkBnrG4VSuIn6w0A/oFfd9/vgAmra1eEOPM//r6lDFqzCCNsCpKyO0bF3V0C/WkvPDXv7mspe6LFjtSmrejNdxqbEdapwnXmgA/Y1nkdXf4hzNX5LOqTSFAJ8rleCTizHQ4OBJ++euymuSF29FdoKs7Zq9atEg8Lnhd1/2gFV0jJ9jU3w+jC+lEP5odUK3xeAaQXncDOCHEnzqAFmIs0Bmxzy263UdRXsjyyeu/+rmO7l//5uaF89//638MbV8jQ3ErIUTrGiEeMpRtDD6dqTlteGU6nap8oqxrFHee9JD1EXp06EK1Akp9YZ6et4+Kbl64Oro6BYNm491+YHIoQKHPkxipv5eyVnuXCbrULxb+Zs6XY7/eGSN04uQhAd5+x+K91bdIPNaLfxFCPr38xhC6RXlBtwqUkg4F0zHuUKEhdNXUxSF0G00VUgjxYG9vPp+rLvWc8wd7e2jgqELWnWFCJ0seEuDbNy52Ac5nN69OjoquzsgoNSt6UV4oisXCj7i0kVutM0/CdV00N9fPav7LRV13d72SE74j5uE1uMq6DAshZRO6XVaVF25ZTTp8e8SM//Vv7qtWs6CSoXHyUoqjT11UJws+zMvasVEnkXM9JMCEEPfsVqVYdOaXqd+xz47zWmECDOh27oaV6KojJ+dcU8tkKaQY3/fWn7qoS13XKk9lSG2RZmDBicP44QEmhNiWVWqesf4WVlNTuMpVIcl10C3KCzoFI0b11VL6gxV6llVV1ciITiQkRli373lPApBHLT8JYEKIxSiyTNhtpmRg6TWguz4FI4SQ986QxPv39D9rrdJ2xTwJ1YRrsLa+xvwQo8e84GUn0y1eF+CR8IXF6O0bF3UrOqS+w+gaFumivNBNWrx3hqQ+STxy44N/T/8TTHi8CRcq40coEkotV07DforDj3+irAb4o3ft7IZXJF44c9cpwCOEuGe3+qtvWU3CL39tQtccl+4s0i9sMZJ6JMHDJzc+uPxf/1HLVU24RhsESCm54ONzvrDr9YSiK1ZGsj561xb5DKU5KxMJ+lkd5DqhZu2Yvu4aFP2FLdZCu/S4/F//MdQMBJ800punmXU+Og3bsV8/6XXUowl/QrC+Xrl0jjFaJN7KVOA4wOqA7XcsY7rQuEgPods8Pt82BpwJIbdu/nkwhy+llBJN18Z52Uhr5BOxT2JMgxmjIMlgOtPzNp589K5tjFgpcc9u9fErygufXn6DUvLRu/YAuibdPUXJjQ+apRfGuQNw5ncwXqc7rWxzGCPoGniZlGp/Oue8+v5HXOo4pyVWlOxAg/UIM3IMX1+fLs9lWD6RmEkWIs9HsMwNusPq28G41d3xCh7Z9jsdZN09XoY9NZyLOI49z3OdtyzLOm0x27Ynk0kYhs3YguMnBoApIQrRcOb+8x9NMwZCiD911HrcYc4dGaLHI5a5Q8EIJcu6uwrjjy+gBmx8fJpKMAyy7uXtUqLtGxEEAULc6ttRrXGMxdjx7GhtABiNVOCi3L5xUXXb+OhdG2WwVy6d+/r69J//GMwdQYYqN9ZF9/NtM7qpT2580DxZessnlPieN1I7V9f1fD7YHBVoLbHuzvbz4cohnOv7/nGz1QaAVaK3SDxUv1JK3bNbCD6j7YbFaD/y3JGmsm4Fxg26XXs/iK5HbnxAqOYTLyuxPZz8Uc1Rh0Aiy+02waFgzAc1vh/wwmi+YyPmNRg7eqvMz2PPYhS7j3g245l/+8ZFVcLOGHWc12x70FID4xE9LvmR0X1hq63G7SzP0GzsV+i1vFNJwBFs9MpZ0KghJ2oc42NlqwdJFmMU24ds2ypTX+Szm1cnX1+fwnozSm9enZSpz/MZdv0OlcqyNglYVk30MW+L3cGruycMoZt4JPEW6BLzCo0DXjhF9XW01uZfGh9kmZcB3ZHpMLStzjemJTB84pjY6hWRLJVOQK4X2nzaYkXSbEzKYw+WXOQz2xost3PPboVf/vqvf3Pzws0L969/c8Mvf93JIhBCyMcXSDbKqt470xzZN9EA+FRjDWgb5VinOEufFLNy9o9arZsPMirxsSmxXgGw47ym1Je220ngOxWJpxK64cxdJ8hFKWGMYtahQVaiq+ywmV37zfKsSZIk/fmXHTCCT2dLHlFdY1PFyEZWxpjneWEYGnvmkjUaQz0xWR2LPm2xPPb++Y8mTgmOXaZN+5zO3bD9jtXN/6wpAxppXomH2PXn252r2tsze3s2gm6/S/34MFVCyHR7Ulb3VcSjX2JA1ACCY1BfvVY26VWLfhlcQFkrlmHlGTfQbv0rinhgq8G0Hwu6o8q9tEITQs6cJxEnMe9jrCcBF7+FlEMDUTvGHGYcwQ1DtoMQizGuD/V+enK0fDClFMWUupqifAee1ZfBBRjwlU7UMrrD4Yv3zrywxVbDn/nk4+U1AuhGFQkrEgty+Su1DOtJwOURIrWhz7GGbr/WwBzybIYAHYsRIkeoi4ZAU9Xq6zivVVnTIgkkCwkoYwFeX8bA0zH7+MLSYTc+IJlPUr8x16kR3YpEFYlKElUkLBXGQ0lAWdf9ri4ddDshFCllVVX9TYuEENd562Sw6L5gDVadcqCvt29cVMwJcZJ1ONcYuh3MdBuOtfa9M+TzbTwMljlscW1gBsYcGDuO0x89XQ+nH0hjmbsBsto0pI2OVvWqbRNPTI4MMKXk9o2LVeYzRqGsZeorB8nZ+lewbpjoK5fO3bw6GUtKGL3etMeHO4elXhfUVl589ZckLEnEG93VHy3GzZQ1/VeALvZ2QKmluo/WkG+tYibGVk5ISzxJ5X6YmixGKQgXNh4qwsXa+qzshkeQmchmfOV6/Pm22Tv6fPuFLfbCKarZZ39hvZVD3EH32t/N6C4sNj9/6/tOIKKua1Xs3qVLppF6TdcAIx1rGVb/FHQLmUwm4gmWiPykojsAjJSD3tTuVYtOz9t4Xqb+SNKpEaMHjMU1MTlF/UWXkJ/9C2vQDZfRDavuP8Pq/K3vy+r+//0/i1+/PzBxqAZ7ZPMETpnNZh311VNY5MmOrv9JAMNEF4mHpnZA1LYs1RlchcC237EUCxvEeH1PKe1pMKVknhl0N6yW2NbS62X1/Y91u5HQsIexVV+xzMWqqup0vdZP6Q8BquulVgWLRl1PZNfTTy2bDWcub4u2vr4+RSwTldLos+Se3UK885//mIUzd+xa751ZHclqHy+++kt13ouEkstfkbivuyWJOJlnZJ6RWMceT7i9PSvKQg50ViO9Trh1vVcUxfjGp/Dq0nzsB3t7/RSW3qjrcevxkd2kvtiW5Z7dQmALeSc0ev/6+rRIPMd5DcFqVMa7Z7fGOnisE/Hou7yXvyKx6KIblSTi5NrfX3z1l1Tpd3NMieiH+pUf7O0ZNdi2LICE4EYcx6hjGYqLua7bWdpv3fzzyPFD45YfJcA/UYOXkLYtJCFuXp3YloV27ygZuH3jImmd5mo5TmLAOPHHnONOPPLyV4Z1F49rf18oOqWLI2Ou3yIonEYhQH+T6uScm6ZpHLf9ucYKfZjeyqken++HMPho8cnxApjShU9MNHcZvQspJactpva5VKlv7IsGeWGLNemERShjIKBh1l08OJlnhGr8DhjHArqry2ef3Iwic7a48zeOoKWX6Naj8/3aG2Kwt9dxBJgQ4p7d+vr6FMYHzVmaTcOUWowC7JtXJ8B+xXpMSBPKQO7oxgf9gIa9PRvU3WUTrU752b8wcuZ853P89/8QXy2iIP/t2d+RYRTHU4e3bv55kXAccaK0G6LTPuYxbZ54lAArmZ63oaZoKctog64y1OvHMpvwcU8adPvcOOyRrGWMO9Kim0VB9pc/3hnH2LiOkk6hT9tfYNCYtwDn+aL7E/ahG1rlHk+A0ZUHES5luvPYQ+87aPCamyTM8vGFJpEwqLs6xhUJKyPGQDcMsqh9xFeLdTBWzRYty1rqWK+5yOP2XKdjqpyI9Ej4MQWYMXr7xkVVl8m12LWi2eMVmWOCNFFogjYse7GOxlP62b90l/zfnv2d0t1oGWP//T+Q4eotpbjev031cmi9v8D4/UHaWCY6RqiQJ3sMzOuxAAyhbdVtHnsIZiHaZWz2oBazFbJIE/UeYE9URTzMyzBkCN0OxkQv9NFOd10XlEpp4VqFPu114H0JUyevJhbm+49qt8TjBJg21QF57H30ro1KTaHNXtGPvH3j4upV+cz5VnFNLu/lr3BUE/eI+MOhq2PsOA6yZFhQHft13/fTNMVGB+1XlELKof4Cffzm80DWtZTmngKqD9AjCWc+RoAh6KD2z380xR5okdc5BvfBauY1EtCYZ/qBDcZh2efMjn3+L3+8M45u+8ijKC7LMs/zPM/LshTojtbbsDTSX4AQ4tiv22p3eesdISg2yMXaDRYnAGBCiHt268qlc1cunTOuu2Bk2Lr4z3+sgfFAsqjr3VLa113HPh9du2uG89rdKMg7AH/2yU3f97HlDG1AjL/gUH8BQohlWWEYNpi1qvlgb2+MixFCRje+HjuARwT6XSSe+6tfoFOA47yG50OntA6SYQ1WVtp84pnf9CDMoiALW/Lsum5HudXrYiDBp5KAQ05Umqa+Bj+BXtb1yGpNHmmD8qcJsJomrTdwQa4iu2HuqQYxY9zW5RhPsWw7HDDFOqX67JObyxjnYZARleAbTgIa0Z3P52VZEo0hu85bD/a6I7I76D7ajRFPDWB9B5SqyW33yPioGhjj1UZnaQBji1lhY1WJ1PgAABjdSURBVITH0CXLcQ9lui3bJr0E30i/ctZW1+pY4sUsSxGgXjMZdVIB9qcOgtL+1HnVwtzKRTjz6+tTlBJ0Ovd0Ra+bHF6MGWND6P7lj3d0dCmln31ys2vGr921z/wGB6hd4SP72FTvByGEXpJHCHEcZyiE+Tg84KcG8KsWRetD3TKrdkwIZ65bmtk4Ti3tikUnG9FgZiZW+Wef3NS3sRvUN8iia3e3XllsoEJHpnRgp5Pe++HB3l6nm20YhsamEW0diLlOr4OWOGLI+hHkgx9C9B0xBI0CF+FMSlpqjYQEiggGr9XUUHIk8PV3gO64U+S//wf7zG8c+/zAkflnn9x8cTkGwxgbSiQQQqy2JxfnfOuVNxoviBDLskYaX4/3rW+Aqussyxz79SNRsKcDMGmXW0CIgFeRNINJm73I+Qy4wlyPVO6hktKYBBxAN1eE6y9/vBNfLeKrhfFIFZrui9G9Qe8HWdeyteFMe2twtZ5Ox1NJwB50HWKu2jQC/BRZNGOUUqqiXSqcqRKLRJsmsP2ONVLS1Q81++//wYjZX/5457NPbg7b7e59MNKKBKIiGJQu9qxKKbt7iwd0dzKZCDHcradVXBXiVt0E1tzA+JT9YJ1YOc5rVy6dK9twJm29ZJ757q9+gfkQnT1RQ2JeTVt0XdddK5Kl0SujbL1EPzz1sgo8pWla13tIPwxR5Q66rvOWGC6hRW8Qpbj9ahN91+sxBZi0w3tEu3GtaeHT+lFqysf0vA3sV+5sG0IX9Nhi1vAB2pHX7jp2N8ypC2Z5Ysoyo1RPCY9sktDRHel+i1h3mqZDBX4aNZvJ0d0STx9giD91bl6d3LzadDCEvvJs4SnZllUknmq4N2Q4XyQjxCq3bJtR1jfOzRp87S7W488+uTmiu1sv0VvsTd7OWq5+7tw7/74+7CHPczJaGUIWXdbMTes552jAOV41oHbAjuxTPS4A64J54lwzyBjCAuUuEq/Kxkq6iEmJ//LHO9DIXiopD4Pst2d/57//h88+uem//wfXdV8cTl1+eOplTGdtBy07JXOAMVRvJHipIBnsfosVt1XcIVz7F5zPBx3oYwcwYiC6Ke64yI7zmm1ZVy6dwxStwetoGMdXC6BLKQ1bW22MdYxIR3G7A9NfehMYV9//iBYGZkhMXdaUYeec+63iGn0ww+ttVehgy8XjBnCnJA/FIaDZKjr9e8/BZvORIVykxVh3dRz7fEezRxwhXTTFbbRWH5XePH/pzXvn35+v7LLW637bWXFpr8BPRcc6A8LYGlTr2AFMCJmet5sbti0ZKBJPbXBCt73VgUxCCCG/Pfs7HT9DJDLILDZ2lywrrqP91/BK9XPnC3aaHCUJ2FHcoRi153mzWS9FoXpFHH+S1ReFrr49Fd32lL/kOK/5U8efOv2GIX3ZeuWNDr2C1zRyyhfs9LLiNk8qXXHVSqyNTTca2Fhj2kpxF230BlZZQsh8Pk9TQ3CUrJE2Pr4Au7/6BUIcKk6Jaly1PH8ZXEDrCHhTK6v4+qGPEfusKa6zZIeZw5l7hzlfsNPL6utUzP3w1MvqCp0ync4uxbquq+9/RKqYDCguTHqSJJxzZjLOxo3L+g0knmKoch2ZnrfVRibEL9XyjIUZu2OuXDrHMfZlyHkihFIaLdMr5Tj1D15W3CX1rZh7i7354amX7zR67CrUb7E3ux/a5pE6XdaguHAE+isu1Rxl0DHDrCBC6PjGCCl5xREBPb4AK1HJCaSNYbqrdDGpCXiPD6ZuKzryEfu89RK9wxy+rLLqARQZIaZV2dl6yXx76SQIitsMNx9v1jSdcs739/fhdB0pjIXRfIxRzNk+AQDfvnHxn/9o0otNpYBmk63lxuUj0eO2riMPe/aZtopbds2yUzL3nvX2PettEKgv2Gm+tCS7iGcNfWieZ1LWUNxbN/+sFHfIjyKEzOdzKeWDvT1jyJO03GqoigiF1vgpsiw7AQA7zmtfBheAnJoyoN5FugleMvYij4Sst155I2yDkSpcZVLcBYT3rLdL5mB9/fDUy3zZbt+z3r7DnKF7avsdq0i83W+/KcuySReOdkhklDb9jKWsqso4OJkMc6vFlsa2m8BkMjkBACvBrlR9SvGVS+eUT8za1MX4GGNU8KDYiiytuLr/syDMt9ibML+4Dzpa3uFWuqjtsuAKZGDF7WAcXp1LWUtpaNqlXCZja4D+lkZy4gA+bTH0DqCUUkq+DC7wrOmtR2kz8VY1tVYWry9br7zx27O/0xS3o7tL6Kqz+ry6MnErCBLe+mxHNBwaDHJpChoEgXlw8vCm01obzadf6oQBTMhit4Tqcnvl0jlKSHbDw0BUtRiv3C0BwO50HaGlx52uce6EsVwjt1JdejsDWrG9tuNBGY0wGcgfh2HYL+fQRyZ3rnPyALYY/fr6lGdNv3JQLRXOrFIfizEW5ipb0eOnF17uRqlgunte7xi3aubTL6OrhqSD+SsAsDtmPGtEl2v5Oqmjka4/5CQCDEEVJp4Dyzz2kGT0pw4qBarUd3/1i5WXWmbFDu/GnJsXO7FJPW6lC2vbefbR1dkDbTN9UsokTQenni4D3OdW4yOTyckFWEmjqalvW1Y4c8vU/zK4wPNZlfnjbrEuimfds97+8NTLHch7jlOjvn1uRSm5feMiz2Z9dGGidfKvJghg+Wx2uQ0vzIbCPG1L49A94XneCQbYPbslWiwZpRhjDNZ61P3HX7DTd7RgRYuxrriLxxC3UhGYoYe+XsxmPhdcCMkFR+s8e2ACqpFb4fmqkcmW4PwEA0wI+b3n6EUgUJR1Ek196azVKMrpU+uhuJWyJWb1bXvCKQlnLs/8aqcUstkJPjNtaVHcaqm7w9ojk09GJGulULQSyHyerVuYt47cYm/2/GPHyK1U9ecIwPqSgeP/d+pVqX+/KFTQysytHKeTEBwfmUwIsVizCeNkxKJXCmO0Wq8kb31Bkr+z+oJbdZRXcboRdMHt+8cD4x/u5kaipHY0deYOrBrNx1DAiw1zzwLAhJDtd6xHiC5iIPest/vZpA63QgmKEVTdO1KrhvH4MvU/etc2OsQdblXXe0camfzsAPxoZeslWi5FJR2VK9QPU3sk+4BhydCahRHSlqMY/WO0i1vCmBBGqT7iVo3mG0lDdVypDcCDokWezTnBEbRQEwiA1cKBcpQh/xgVZ6a4lUo1Gvqa6ncDMY1M3gBMsMfEKArjOz1uNYQWktaqXXaV+lXmW4zallUNo6u7TyoR5Nivi4Xu7o0Mb1NFI/0+as87wGEYHh4eYiu3UVRCQudW2+9YQ7qIRMjCPrczxYzBSxSiOFv/2vlQfBCWUn0vzAi6Q13ynmuA5/P5YSsjGKOEQ3GrJgloQhetG5vwSxu9QjLbTLOHG+9Op9MHe81Op5G+pit3jh/rmqzHKrPZDNCiqu3w8BC7s8fFtqyqlybqoHXz6gRgI7ihIjDjnnFfEMvMyxWzuvoTBDYAE8/zDg4ODg8P0SQyjuPDw0NQmBGxGB1CVwVH1TgDQH7l0rkh47xOMDX4tBn5OYLu+Ib/59FET6dToHt4eDidTieTyYO9vcPDw3V+B2NMQ58sox9Qpr4ZXeN+dkr7HZQx+M1YJgDjrM883gBMCCGTyWR/f//w8JBzfrC/r9Zg9DsihNi27TjOSOVeJ1KhBzFQ/tex232a3Q2mUkI+vrAYNKN3QseAt8+3G5hNSmwkz88pwEpZ8zwHf0bTORhq13U551ButcfXKNgcVfWCo0Nxj46LvHSt984MTMvtTRj6+MIQxo27PNCI7zkCGLQZGwWEEIeHhwjqEkKCIIAq7+/vSymBvTXcNAJ9gHS0KCFDqX6FbrfP/Tojk5fnVfTNdbMTPJhtNJgQQmazGRreHB4eSilhihWjVpPdi6JYuSo7zmu6Id9+xxpRX0MP9KGRb6smzrAewJQQi1l6UPP5BRgC/GCZHcfBqlyWpVp6y7I8PDxE4HdNUcENI7rd8r+HQFcbCsY6IWvsKB/oF/A8Auz7/oO9PQQpsyyDNqMqkRDieR4UGgekabryJ3LPbg2h22n5Rsgqy6zP9DOM9fOWCNdyd58NwAtpN23Suq71xdh1XRCxoihI6yKvNNdqTEXf371946LOyVcM1U088vGFF7YYHiNjV43JwQ3AXbEsa39//+DgAPl2BAjBohljYNoHBwew4SOhLtUjpo/uUttcSsiND0Y41Auneu6Zwrg/sfFE7w9+YoLltiiKNE3hIz3Y27NtW/Hq2WwGFqZmoxgFvUQUxkg8dBtfDxln0zxVyAunaDPxvD+P8/JX5299r2aobgA2i+M40FoIJkX7vo9/YhplVVWKc42EQVibR0ISsIPuC6fooGXuzOvryOfbBvgx4GBenr/1/XAXpQ3AhBBCLMvCXCpUsimSddAKWBghxHXdg4MDtT+zLxQT0o2z+4yjNzHufFQM4871iY1h1WC8CXSsIypSnaYpkJZSJknCGNN1HQlaozBKzW01zfPsB8fVD0p/OAkwFgaMNwAviX3mN+BTOoVGqti2bfBtIQSejKSQzdIPSa40zn0ZmsfZYix7BbYbgJckTVNoLdZdeMOMMcQvOeeU0slkgr2as9nMNnX5MAilBv5sIsYjYm/PFpOuQ8P0+vO3vufLGG8ANkgYhiqfCGKFigBkKdRhiGwLISy2ho1tAO6YaH99+9yga5zpt4xx9f2Pi5FsG4CNYlmW53nowQNVrutaTxsrJwoYs5UYwwNOH1aD1YCKkUmcagRrVP3P8r/hPm0AHhNKaVmUh4eHe3XtOM5kMgG3Uk5UHMdRFK10kRvpk6w11+AxdPliyOoyxtX3PwopnpGtK49JkHQ6PDzMskx/UdFs0vpUnPPVlxtykz7fHpvMOYhu1YypaIZxthi3s4U8z0Nrnw3AY+L7vg6nKghBtR72lSgNzvN8JJw5Fui48QH5+AJ570wX6cW01Y6OLiZEvfjqLxuMw1JNcsRYv8l0utHg1YJpg57n2baNZRhbdfXgF2k51/7+/lh15ntnBvNIWTda+eKrvzRPWw2Xpq0SQghVQ3W7A1d9398AvFoopSrKUVUV1mDMdg6CAJFLSino2MHBgdc2oTSIMRPcY1sYJaMPMe/a58tfdUeRXP6qP07Xdd0NwGuJY7/+YG8PRSCoF+gEOmazmXKuDg8PR0q6uhj30GWMkWt/N7CnDr3qwElpf/rMBuAjiOM4lmU5jgM1bUfdUKKFr5MkiaJIcL7COUYZJYom+2kiDKo3zMEuV2Dckw3ARxbEL/WIx3Q6BfNSZHvltCWCFMLHF7qBDqymsRHdapFg0BfjsCTDH7cB+MjCGKuqSq2yrusCXR3yh5fLX5GYD045NwSiuwP9OrIB+GGEopOilkvWC/b6Yp/5zepQF+nNN18Qq8YUv0jowiMKSxKvQJdsAP4pYlkW0EWh9dBhcK74ynCmSvH2CbO20L5IaHNkzMcnnkM2AD+8qHk2I8hZlgWPefwwQgbygH2XVx28BrpkA/BPFErpCGxq/4SUcmSTxEKAcT9/YFpoR6Z36bIB+HGJinvUdb1uzrjJCQpTTnAtg9yXDcCPWFScEsWaD/b2sBdmfWkwHgpPruGA6bIB+FEKwtFBECDUtSIuPSz29syQQdISDOvLBuBHKWoT2+qI9EpReSSVb4g5ufzVmkuvkg3Aj1h83+ecl2W50jL7vh/H8VjIeoFxG+g4on0mG4Afn7iuW9f1UKUHbDhkrDfImfMNuqtiziNfYwPwYxFsWjw4OOg7SKq5QJIkCJWMqfuZ8yqB/xCyAfhxieu61fc/Gmun4T5BcefzOWqwVfjzkX+NDcBPWuBBAXvGMJODcM71yq9HJRuAn5woLFGIqWeflFt1VKd5pWwAfkJiWRbnHG4x3GXVuCnPc6ALRm1Z1lqpp/VkA/ATEhTKCyGiKNILMcHF9vf3mxb9jAkhxtNTR5INwE9OsPRCoL6qP4QQAiQL/Guvrh379UfyoRuAn5xQSoP5XLV0Uf0hoNBVVeEO2N/fx3a3PM9/+pK8AfjpiOpkHIYhY0xtbjs4OMA6DVVGxfVPkQ3AT0Fs20YZl4pzYc+qCl93VHmkJ/1K2QD8dCQIAtUHIkkSqC+muYNUK1WGco+FrEdlA/BTFvjEalfqkCo/XNqRbAB+uqLK9hDVUqqMrmw/MakM2QD8lGUymQBdpcrzICBarkJPKkdRdKT2mWQD8DERVSmADERnVUaAE8T74ODgSJxrA/CxEMuyhBCgXZ1VGeiqjhErB0t0ZAPwcREMiEb043C5k7E+IEa96DjOOuHMDcDHSxSxcltipQbE6MlENNxbZzfUBuBjJ3opCIDs5BZVS7bDw8OiKMb1eAPwcZQsy7I0Ne5sU3thOOd4Mt7gZwPwMRXGGNRUDZYghFjtXhg03HMcJ89zxth8Ph9KS2wAPr4CZ+ng4ACesZ6TKMuStaiDlwkpjRtkNgAfawF40FeELeu6hmVGeESfr2ncwLgB+LjLbDZD71NU2rqua9s2/CU9PIJbod/IegPwCRDFpVFgC1Ed2gAqusD088cbgE+GqA57wFg5x/CPgyAA3+7HuTYAnxhxXXevrn3fV5O8iqJQDjH+2S+d3wB8wkRHFw336roOw1DNferIBuATJghjoQpznfl7G4BPnliWRSl1XfdwYHObLusCvGYdNsIrnRfH5y33N10ZLwKxLGvo7xk6pf/p6iLj+70mk8lanVOekiCruHI707oAR1GkAiW2bVNKscOCUmrbNvoyoo/jbDZjjGGEKw4IgkBv64gT1W/nuq66FF6cTCbK7OBEtZsjCALUr+BSjDEc4DjOfD7HYa7rohgRJ6IulbTDCjH0ynXd6XTqeZ5lWfhz9K9k2zZjLIqi4wwwmjitbCKwFsDT6TRNU1QXuK6LXxkD36IoiuM4CALP8+bzeRAEQRDEcYw5U1EURWGIF9WvGYYhjpnNZjPfn81mnucFQTBvX5zP5wBYXTMKQ9/3Pc+Logj1DJ7neZ6HS6lvEgQBPjeOY3wrvE4IcRwnSRJcbT6fT6dTHOn7fhAEvu/jn4QQ27Lm7V9xnAFeU9YCeDabAVcYT9/3J5OJ53n4ZT3PA974sYIgwAgx/Ih4fTqdqh/a87yZ7wdBgAOm0ymeRFGEC86CGb4SPkIdAxgAsIIKHwqwZ7MZ0FJv+b4fhiG+Ng7A9/E8D+/ieESLZr4PkzBr5XFs2H3CshbAquE1/qmbaPX6dHsymUyU5cRbyu5Np1N9jVTWWP1TN9G4vv5ZeK4MsrpyEAS4rDKz6nhcSl+zwU36C7A6RX3Q1itvPML9fU9XHhnJGr/ZjbZO/awrFUXtrB35Vn2mNn7Npeus8R30W+0EyVoAW5YF6qS/qOvKeCvOoT5vqNafTCadsv0OiwZN67OJzmWn06m6jSilWPLH/y4lmMegX7mDJWYJP7MAB0GABRIkGb++IqJYKbHQYj0GTcUyHIYhjpxOp67rYjnHW8DVdV11jO95MPVYxR3Hmfn+dDrF9dVHADlcx/M8/fq2bSt+YNu2OmDm+1i8Xdf122tOJhMcjGXYtu3pdDqZTPAEx2NCFv6Qx47GY5C1AAbL9X0/SRLMkiGEgP7gFwyC4NbNP8dxrH47PAfTmc/n4dW573lQxCRJwIZwHThF8/k8SZL4TxE4Gg6I4xjUF5+Vpqmq/KaUgmfhs5r7w/dBm/EEHEq9gmAezkqSBF8s+HSmBsuiaxU+HeyMEKLI3QkNB61rom3bxn89z4NBhu1Vb4FGKR/Xtm2ExfEutE29BUVRjim0B6PFHMeZTqe2bU+3m+fqIpPJBE4zvpV6Hd9K/3owIeq7+b4fRRHuJ/XFwLbwxWzbhmYzxjDRDh9NCKGU+r7v2K+v31D0WMlzEarU78uRY54Br7cv6wI8nU7XoRhYt7AQqhdx74+wLchKDJQgZKZ/KHwk6BwiaCOn4zA9dNV5d+XeEISC1/mqT13WAhhdFT3Po5Sqnw+3vIpKwoTC3CHcQdofAtwnCALXdSeTCU53XRdmUNneIAiU02y3RhJBFZA7nE7aiewwsyDMsLpRFCGQ4rrudHui/kIsB+r7YxWHa6A4IyEEH4S1H2fBdKtr4h7CMcoFP+aybiQrDMP5fB7HMQafE0Lm83maJOBHYCgITqlgVhiG4FM4Zub7YRiq0xVvCsNwFswQ14SDlGUZiI/iR4pMJUmCtROxKqysoHKIj6pPT9MUkOCDVORSsSew9yAI4j9FKoAVhmEUhrgyJoviJsCfoEKb6sUngNBPlLUABv0BU1WZA92pALRgPVAReLdwdeA4wS1Rp+NghB5VyBOWFi+CkEOzYRjg/BBCGGN4EQQel8V3U4mEoJ04p2KZUEd8lvr+rusiS0EIAXXHX4pr4q/DV1WXnUyn9pnf4O86/p7xkUmW8U86/n+nkp/4VU/M39nKc8Gin2fZAPyMywbgZ1w2AD/jsgH4GZcNwM+4bAB+xmUD8DMuG4CfcdkA/IzLBuBnXFzXJf9vI8+0/H8qjFca6oj5dAAAAABJRU5ErkJggg==" alt="" /></span></span>You know how a lot of book reviews say "This is a must read!" and of course it's usually hype?&nbsp; Well in this case, it isn't hype.&nbsp; With thousands of investment, business or economic books available, why read <em>Irrational Exuberance</em>?&nbsp; I have never referred to any investment book as "eerily accurate" before, but that's exactly how I'd describe this one.&nbsp; If you don't read the book, it would be worth reading this summary to get a brief overview.]]></summary></entry></feed>
