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	<title>www.economicreason.com</title>
	
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		<title>8 Top Economic Reasons For a Housing Correction in Canada</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/dO5IL8GvXhs/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/8-top-economic-reasons-for-a-housing-correction-in-canada/#comments</comments>
		<pubDate>Fri, 20 Apr 2012 23:49:37 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[debt/income]]></category>
		<category><![CDATA[real estate]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=54</guid>
		<description><![CDATA[Canadian are at unprecedented levels of debt – 150% over average income The Key Interest Rates are at artificially low levels -1% The price of housing is at 4.5 Times average income (11x in Vancouver), higher than the historical mean of 3. Federal and Provincial authorities are providing very low standards for credit application – [...]]]></description>
			<content:encoded><![CDATA[<ol>
<li>Canadian are at unprecedented levels of debt – 150% over average income</li>
<li>The Key Interest Rates are at artificially low levels -<a href="http://www.bankofcanada.ca/">1%</a></li>
<li>The price of housing is at 4.5 Times average income <a href="http://www.bankofcanada.ca/wp-content/uploads/2011/06/sp150611.pdf">(11x in Vancouver)</a>, higher than the historical mean of 3.</li>
<li>Federal and Provincial authorities are providing very low standards for credit application –<a href="http://http://www.cmhc-schl.gc.ca/en/co/moloin/moloin_003.cfm"> CMHC 5% down payment</a></li>
<li>Foreign Speculation into the housing market is at all time high –mainly from Asia</li>
<li>Market sentiment are at very high levels</li>
<li>Construction and Real-Estate industry accounts for approximately <a href="http://www.statcan.gc.ca/start-debut-eng.html">30% of GDP</a></li>
<li>Real –Estate rental and leasing jobs reached a peak in<a href="http://www.statcan.gc.ca/start-debut-eng.html"> 2008 and has been declining ever since</a>.</li>
</ol>
<p>&nbsp;</p>
<p>Please post your comments below!</p>
<p>&nbsp;</p>
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		<item>
		<title>Canada Housing Bubble – Part 2</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/6W2fKaDkJ64/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part2/#comments</comments>
		<pubDate>Tue, 10 Apr 2012 23:40:00 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[cmhc]]></category>
		<category><![CDATA[debt/income]]></category>
		<category><![CDATA[foreign demand]]></category>
		<category><![CDATA[real estate]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=51</guid>
		<description><![CDATA[From the previous post of the Canada housing bubble part 1, we showed that Canadians are stretched far beyond the limits of debt, with debt-income levels at similar levels to the United States before their housing collapse. However, the million dollar question is, for how long can this last? Before we can answer that question, [...]]]></description>
			<content:encoded><![CDATA[<p>From the previous post of the <a title="Canada Housing Bubble – Part 1" href="http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part-1/">Canada housing bubble part 1</a>, we showed that Canadians are stretched far beyond the limits of debt, with debt-income levels at similar levels to the United States before their housing collapse. However, the million dollar question is, for how long can this last? Before we can answer that question, we need to break –down and analyze the components of what fueled this bubble to determine if trend is sustainable.</p>
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" alt="" /></p>
<p>One way that home prices can increase, is to have Canadians assume larger debt. Although, as mentioned above Canadians are approaching all-time levels of debt, and the only way to assume more debt is to increase their incomes. Increasing incomes during global financial turmoil and a period of high inflation is meek at best. Perhaps salaries of government employees and some private sector jobs will rise, but most jobs wont and will probably stagnate. This situation is clearly unlikely to provide strength for home price increases.</p>
<p><img 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EE7588lA9U1V958JRaA0+Glc2Q3VHQSACDf/dIUfpVyPABAdVKQo0s0J86nwGtzVLf3MgGGpTy2iQQAhPJwYQXdggkzKtjNmZoCyumjzLVX5zeqHbPi/O4t8p83k+9ZaAEAQH+R9KSfN114RWYBAJxfLrXI5BknmuflXbr7uXenOerxjLmaLVQIOrdVdAm3AVRlvovLaRx7Zuw+WbmHYeUj/5OeHZ8+Vyb2UzsADOT78U6dG1o1BACU1lxNGeXwKu4N36fIv/1W8Ffr5y/nD6S80OvGLyjRd7WkiYfItYnyQsKhtZz6Zl1eLbvkwqsvR3s+52Wl+XjYa8sKn7Z7zwn0vbFTZvu10Zmk2V1WUN/dNyFzZkeO/JRJJrYjI2+0fQrzlxx/AQDAond3dg4QxjvYG5I9fp3B5xCVVTbMpT26kovNOEV/c3HHbM2dI379FOfT02br1uAAgHpaV/XYk3BOeHnAPRHl5Rwpr09+LcTzy6rdFzI+fh65LLNl8iobj3i4ubm6ujo9sRCcJxM4rCwc2F0FWiICzvncQEpD4sKfeG2i6gGgK8dbQFo7e7QbidykryF5ObgYADrSvKbzLIhuHCPLiTbnZgmq2Lh7uLq6urk7LVeWOHgzHBh9RxeL88kvdQ1L+eowQ2XU0/lqw1JOqFuqJHk/ppZzyPf2bsll58cpS4KVyS+/qBR2/8ZEADKmOD8r+I3XzpXKKw47ccKK0Xfnq29p5UgItWm5rPg1zy+GTEt1WWpijMPDs3Pnq6c0swBXITOb504017dDb8lQFxPyHuUr58S3f3h2Lr9GUt1XGltvU1XG+0R3+7ui8yVeJXJ6b8xLO7XW3fAbieN2aouA4iqX1+6urq7uzlbKokLXnTPGZkM9s0Vt6wOu4JaFW/KJrqklAgD7xhYdmeW7X7u7ubq6utjeFOcXexVTx02DacnPTn/z2nGRgqjJkwROYND9/WKbzEcZ/ZRTSyVHpLwlzU1ASKeolwXAsjpnYhf9RQI49JcECcmqv2uhAUDIzf08yptGHoEs78tTedU/9gMA02KZ5sG7gZzwukhrUXndYSnv27lI5oR75kiGA40ld65yeFzymevCZQ52FOR88Pdy0VeX3HODW7Y42+NCq45zqpjdm68oKPHiXQsApDlemCKq1zDcMpKtTaRX7B0CAGDH+7twsrZ5ncA1hQg9RbmZgT6vN+nJbjzjBQD0/qant69dvXr16tWbySUdAGCzX2/JSWtO9LZEpzn8cu87v8zUqS4riI0MuXlym4Di7jY6wFgp7y0IEJTVTGkbP0RGqHynOl8huvqL48f25Fp1k6ec359TX82XW1LKef8wOtariY30d52PrdAxvgcAwB7crSyit+u0u5urq6urzb2TAvNU0poZbRneC2dMWr3XIvPTZ5gIo8tQWvqGT9ZIQLzlIcmVBznVyGhOk5nH55TdBgBlwU95Z4vff+Hh6urq6uZmsERBf//zf2aCzR85WD64Tv95dmDOV0aoyLWJiqIiIVWcaqVbrJJZdI5jstGjPK0OHjsflpBeWZ67RU/hpC13hobvjZ0yu66N7vWm2V1W1Ngz0X3D7MiSnT7nSUTtSMhz4yUSWud+Z9ZWQ5LbJF7BhJYvMuV0fp2oDrfVOpzcMFNv90gTyAq8MX2Oxqd+AKCd0lE++JA796A62FJMhSvlAFCfF2e0ZTX/zAW7Lex6qQCA36kuteW8fXVVZWVlZXVtQ29fP4U21sXSVaAjvtAlr43zl96VJT2D70lgJQB05XgvkNfN7B4Vn9I8IuU1sS9QvEKJn8cIWcBd4/lKWwprqisrKysrqzu6e/BEMgAAoc3+7mk1cUGVpVtSyjvGVcV4KVeVuhfD9RUGWh2RWWUx7hH5GPbw15+Fk2om9gTZRe/eHDA66hMaW15ZeeXgymWHHTgHitF3+bW3NnPuB6NtjYbCDe8iAKAPtjywOG5xzy4tvyw/3lVIRCP1M0BPHh/PdMt4ri+e0ZqpLibMGfYcHT8vzkVIROtd3dhi0AacLS1OmN+P/1BQkRulLCH7ImFYyg211976YhI+OKAvt8a0hnNvqmq7e3tJ5HEXSj2zVX2rJddKqoi3EZDdWE8CAKbJCuXlRx7UcJLW1Pf2YchUOgAz3ve5kfHZkLj3leUFO5cpGT+O56QNur9f3MB81HuUfHrZFykHRu8OVVkLjwJ6T4HRkStdEwbtR0u5u7nBNA2DkR5RUeSj6TOViroBgGW+VH33Te7gc1OMrbjCKClfInvC48NIhpi6fPOTHK7nNwwBsN8HOR04fDIoKrmyovTwOg3D69wh2Tjb48Jrj3PN7YEyNWmFV0ktABD+2OQniSVNw0VNeXZ8RMojPWw4WT9wessAyIl5feDg8YCIhIrKilM79Naf9gQAWl/97QunTp48efLkudj8NgCwOaC37BRXZJvj7GfPl0vpoANAX33haeODj1+8yS+rCn1hLqi8i6PY3yTlFYmq8xVjar70FsZJOb/S0iLOyBG9c5OuzHl/bh/X6cgyvWMPAACYnSulhA7efV1VWVlZWVlT19SHGaDS2QBQmxNzYPNq/lkL91x06KOOlV9G104p6Zu+2SMB8ZaHZFYf5PTXqA3JUnP5HDLbACDd/SavsG7qx5rKysrKyqrWjm4c4Sumyd/BH0g5o79SbtbUIzZf5qUNfS6PTSoEAFp9srKoaGg19yV4SV92ibkzAOBqYhbMV0jgjjL36suJnHJI56T1u71Lbu+N0Z3BTHuLBbLruieemN6+XGLhadsvw61X1iko77RkAwCLgentxZLG+3yaUjwmzRSMafji37M/t15cz5TTeY+8d2Cy6OrO4RsU9fjQXJmdvXQAoJ/UFNe/7M4Jf297co78ymY6ALBIZO6LoyY7mG/K9KtexQBs8xXSKgefjjotm8Ecc9fZXQXaIgIvc7g9UEpNnMhMQXRJPwB05/ouVFyU3TsqPq1ljbb01bBSAMAUBvOgprllj/QemVQaM8vZ4tf5mqOdkQwmi07l+l1pmOYTa2UX6p0d5+Sujn3Gr7m+lhNKaliuIXM/rppzCP3UWHb1pXFvRNLnLP7Jk6+M8g/21BS/y6wGRouOhIRlBHdo6NJWjSWHuFZ5ach9AV2Dz5zXMrN9rYbiLd8SAHj7/MRCLRPOFfble/PNUXzfCkCqVZw52cQxmZOWUBEtxi8QUN4PAJGj4vfme/HNUUppHNPTKIuyniO6hvti7M6S5BN+lcwZCWdf2aO7/q7/SEzfC1t4VQxHJ6aP/8KEfm67psETruBWJtgukNvcQAIAeLhDQ3zT5dFRGWwgNiYJ8clEVnNa2tAGZbGjT99xjoZYGknsuDhKaajnVkgdsA0f+R/5yER900ln60fWb7JgAoMfQ4XlNZPb6ACQYHVs0sIln4cNnCR7s1nimzuoAMAyXyy95IwjJzzH5dIcKT3uPYX+XcvlTb0yJ+bMLU1HtqSA1JtCjulC3aMjZXgzjHMowcFUZIMpfrgc6jKKLiltAJDteQ01TTJ32GZDX90usspo4jcjrIEyJWEJh2Su9XB8lcK6M95fLYP9wcXLz3Ct8pYExzn88u+72QDsm3uXLTnmzAlPfXV6nsz2TgYAAP5jpJyYZPxnCgBgioOE5LXfd4y33EhV76RmCgZUfLHK7c+s1zR7zvndmu4ioLysmNP1ZnZtXiR7IZA7LPTy6PIlJywBAABvpCqw3Nxj9DWxWUzy8Hyv6sygeZOnX/ce5SsHAGaPgfgCM9cvk4YTHx+RXXOIUz+0plTpefOdctoBoC7KdvI00axRExHojD8xk+y/4Y8nI0bbn58tujSrmdss7u5YunyvFQAQy6MEeGZ6F3O6hrQT2gtUTewBoL/i7azJMy3fpNdUfXzr6yAwc9axp9w3gctJfT7tY6Mfts+pLpNR02zCc4uL8z41jLH9Q5+Yyiw62EJkA0B3RayyuIJnegMAQN9HqTkzjJwSxpWzMtoWhZqO/vTF43t3l8pcxX2cVjtYkyQ7a+5dvzwAYOFbtmormTtzH0un4yumiq8rqKwtzE6/c2L9dOnFlQQAoF89aWIbyTEkMfqayvcCSwCgKOzJlF9mPfZOqq+vS48LevwysI849lb1lWjO+HXPA+5T7XV9v9qGM5yhv88pL6fxiiU0jKoAQq3mwtlmzpkAALS+w1oiC1X255bXVxVnuNi61/XRqJhSHf5pKw4+qqivryn58PS5Y0k7oSzW1eCkDce2D3xkrLj56jjrpSTg1uR56qWc9jRUrsw/28KniHPI1Xy9gOaJCW4ZlvdNo3nymz52kwEAmLgzq9S2WwQAs0N94cw9N3zqaqrfxwbpSgho7uE6HLM9LKYI6FVz2jKpVmMhn4VrPgCEWh3+lU8v41P9p+Js60uHfp0qHVdFAmA9O7z059m6SYVVVWUF3o7XZs3hc8xoA4CQ0fEvHvx1qkxC9RgBKQ6z/HmyaHBGeXVFgaf1lelT5tnHcibSUE2XSWgZO47E7P0YLfzrr0Y3POvr6z9mJVrauFR2jetnEA/piCw7xX2MC/yvTeNbVI0DAKhJcuH9afpVp6j6+vrcpIhHDj7dZCA2JMyZzHP7dXJt9ado/1fCs2cfuM918nqZb5ytajRqVBC/T3HuhlFdBGJrpirfDIk1p9pIX+led6a5TucViq4nAwCuMV1p7tyrrz8AAJA7dy9RPWkfw4nmdnbdr0Ircspri7IzLM9snS6uVcK5p8yONZLzdj2KnpgzB1LLB8EZMyycYmqrKxNCPKTnzdlyMYBzKOzubh6Z7Rg2AACj44PILH67uCYAoHYVK834ecXRp3V1NXnZKad26c3U3N47wQfP7C2Wmctz7FFwXU1V8ts3KoLzVpq4frUMdzbJK+y5zfldH2n16zShd+0sAPaVnRqCeser6mvzstNObl8yTWRTCwUAAJPnP493bmg1DgBak19OmykS3zi+nbKHanTn/brBwrm6qjSruB4ALHdrim+4zjlaF209db5CNsdPSKjXEZxp6sm1ox/vUBXdfJFzJ957XP5lCp9TSHp9fV3SWz9rjygyjXrtpIlDDGdCWu9KDaUHQSVjz0y1WC3Fv+jop5rK9JwSKkDEjR1zVQw4d4NSE88/eapNWgsAMPFNW+T5lNaeL6mpr60ssLe1Syj6/Fu36a/lW772pEf52p++fNvOzu7R9QuGuw/7xpYAHety66iEhMReC3scE5pyQxYrS6ss3ZFR2w1ADXO8JiMpvcHobNbHWsuzu/XWHKgdpGPbCg0WqUrI6NpHF4zKG+t0cb+EpNLJ+64tA2PvHBvv/8LK/OYDOzu7B/cfhaQPz6LDVC1WkDrr+X50XBrm8w2jTeISEvsvOnAmtNUVxGzQkpVU1HaN4Saszgi/cOa8tZ3dsyePHQPiRizZ/qbCfWu0ZdSW2wekVWei1RVVr76KYwLEej/buc/Uzs7u8aOHdp6RWK5fhJny5pm+lpKCgqbp9WelEz7UZPeWLl3Au+LwRWdHOzvrR1fvP/vEmahH7rc8s0tCTMLopnMft0fBTvS1UhKXWLn9THUPAQCGmstOGa6TllPYefjC+8IGTstrLU06tEVfXkFhs9HJiIxyFkBPdfqR/Qcv339mZ/fs9gPb4uYxDio6tv3igbUSYgpXXKIAIN7zoby4xJo9Fp/xLExT7o7lalIKS3zSJ0yjBALazers1bt2dnb3Lp8x3H80JLUCAAqjXLQUpXU27I/KLAl6eUNJa21iTS8Qu87uWikhpnzbKxEA4rweKolL6O81bxqkU/s/Xz6wXlpW7cxjj5rq/DU6qvtvuuBZQOqpNz+wSUJG6cR1p+raYqOVqhsP32gapFP6m0fiV1flr9ZWM7rtShilIGwyxvbiAUlpuQMWjz/WVR7etHjDoZsDDGjKC18mL6WovTGi+EunpTIVvWOVnoKCwp4Tl1NKm8eJ6Ke0gMUykupLdmQ2D7Bwbef26EtIKNzxTuCcLTvs1QY9NQUFFWPzh3l1HKuCFpnbsC8AACAASURBVOV8W05Sau2+kxmlNdaXDmiv2lWBoRA6y3Yu05CQ1H4WnsM5RWGMq7ashIb+vryGEac3+4LBksOP3k6oZ2ARe56cMZQQkzC+5zZIBwCoy4myOHvOys7umdVj+zdRI++fwdayQ+v1pFWWWPsk1eVFaCupXrCPBICcyJcaEhI6qw9k1vdOzB8AABjvvB4pSkuu3Hn8fWHly7vHNZZuK+wiUPtqD+jrSIhr20cXADB9rS/IiEtsPf2om8wGgLJkf31tRZXFG9wjM/NjnRUUte/7J08wKdmZwfZqclJLth5KzP3obX1BRXdTav14B2xj/lt9TQVZrXWxJW1AH7hnZiAhKWv+PIgC0FufvXOVlrz68qdv4oszwhQUNS3RGWw6zv7SAQkJCeM7rzEDPdZnd0qISZo8eI2dcPpMtK2KpOSW/eb5db3t1R/WayjIqawJK/oMjKE7xw0kxGXP2QYxAdKDbJTFxVfuvtxBYGMaPqzXVZJUWx2Ry+lfUqNc7i1XlVdQ1jtzz6mqiwgAkR5PDfeb2dnZPbZ8aO8ViZswE6OtJGG1poLOyt3h2ZX9zaUH1uhKyOi8iioCYPg8OS0pIbHr3PM+EhsAMPX5Z3ZvklVQWGVo7JOYR/+npiN+64f7bCqhq6urp2/Y5mUzcVgcnU7HY7FMNlBIBBKVTiXhicNOCTqVOw2bzWKQCVgKg82kkXEkCp1GHsKP98lSKV+ZIcOBjO3v6uqijHVHMxgM5thVL9gMKnYIz2DQcVgsp1dNIRIIZBqdRsYRxkzV6+7qGiB8bUIOlVNyNo1GxeLwnNxZNEJXV1ff0AQnMotGJn+9zOyuAl0JQY/81oGerq6eUSLLYmDxBDqdPoTFjtxdAgFPpdOJeCyZ/uUKKeSvTAokk8njmkRfT3dXV+9Ek4/NpGHxRDqdhsXjOaeg0elEPJbKZDMoJByRQqeR8KSvz99mknBdXV09mDGffbEZtOFZtmwqhUCk0IFFwxKIdDoViycAAB6Ho9LpRAKOymAPXwL3rcygU7H4L88FhcINZ9Kp+KHBP4w/ApXCLTCLQSPgcQw2UMlEEpVOJeOxxHE3gk3+WgUCAJlIINHoFBKOSGWwmbQhHJFOp+IIhC91yGaQyeMtwZGWDGwmmYilMFhMGoXTkgdxwxNK8DgyjU4h4ogj32XRem5cuFnY8bVhaRYdi8PT6XQsDsv4cm5Gd1dXP+4r8SmUMS0TAEhEPIVOJxOwBMrvffLPoA0fZjMpJByZxmTRKTgimU4nYwkkADYWh6PR6Xg8bpTcMIbHftg0KnkQi//qkB2LTqVxk7CoZDxxQjEoRDyRQqORCQQSDdgMHJ5Ap9NwOPzwedjk4SQ0GgVHIAGbicPh6HQ6HodnMOg4PLd+mF87PYs+7GAkEwkUKo1CwJGowGZi8QQ6nYbF4dgARO6ThaMxgUEhEshUOoWIJ46qXgaVPHYohUn9jYd9dI0yODGJOAKZTiPj8CQANh7PKfnoagQymfwPOVaGQVZG/KsZKtcV4X/1576aR/jXwMYMYgEg9fWTi1b/0Cw0BARApPyvhpEZ+AiFQq0wseoh/PnlrBB+eFiPLx1QX7LayOxB4yDSABD+ORAp/2uhF2YkRr6NCo+IbsP+ptcI4V9MfWmGf0BEF+G7XL4W4d8LIuUICAgIPzyIlCMgICD88CBSjoCAgPDD82+Q8vaK3IBAdErx720z9DfALEuNDgwKLmuZuITM1yF01QcHBIalZJMmTDVt+ZgVgA5K+8j9rrK5Ij8htezPTEhlfUqLDQwKLmn+DmbOsCkZ8RHooKCq1vGT7ruqC/wD0e8KKv99e8IhIPxv+TdIef/n0i3ys8V2XPpnT8uqzUALTUIdfDF+jcbfgjzQeW/vEpSwbtOEAdHepuJ1UjxyRnc5f73v7psitLn/TwgeqykvQmIqao8NdwG8PK+b0nKbq/8na+Oz6YWxLjNQKHP39HFHBtvKd6nxC6w/9Y1TbpNsT8mp75uwFAcCAsJ4/g1SDgAB5zeq7b38x/H+YmjHF4kZv4j99gT1YY9ElZY1fO3DEY8Tq3SOcKXc7+GhhXrHCH/Sdj2zVPKAbQTnd8N7f1Oz+23/0Eo+E8EZystcdHs/8UDEjR2KBqe/cTPLT9GuJ88/6/vOtr5EQPgO+SYppxMHW1vbcdwtOFlDgwMkMnloAENmsIHNGBgcIJGIA/24YeVhtbe29gyOfDTFGhzAEEncpSjIJBKFxrXJ+rs72jsnOgRYHa2tHd29JBKZgMeRqV+e46721k7M1+1Mr9Pr1PdfAwCgk4kTPrMi4zCtrW2kkelhbMbgQD+ZQuV8MUrEDuKIJDpztD+D2tba2tUz3j+A6Wpv7xr9lTzWWFf0mMs7AKAS8bQJ08/6ezra2rtGh3wKuCeqvHyMlLOpba2tXX1DzsdX6RnfAwA2sevCvn1uiV/2PcH3d7e2tRMoX5/fxqLgWltbMUN9p5dJGdlFAgCTRhoija+Evq72to4uGptTAZT+/kESlWPusnH4r+y1PdDb0Tq28AAAQG9va+3sHreWJa2zrbWnf/St6T+gIHfldSYAUAg46qiyoC8bKG07M1qcGeSh1ta28R+zAjAoBOzIAnVs5kA/hkTiVhwB/5VNEQiDva1tHeNuPqa7va1jTBvDDfXjiSTOZ4RUEoE+8r5kUAik8S8NMravta39H/5sDwHhP+APpJzUW+f4+KmHp5+jo/WWTdteJ3wEoIU4mAsuFNxw6HrjEANY2Fc3DossEL/h/I4JMNBUYvfU1sHR8ebFC89fx9MBAKiRL67ISCl5pJW89XikKCaw3/pNZVb8Y0t7tJ+75VUTg4MX63q5X1p3VefevnnDxtHx7rnDosLCcopKt9wSAYDcXfPymZ39S8e7Vy0eOoYSJ5irXmc26B2+WpqTfNhghYiE6tPAkUXjKLF+zvef2Dg6PjcxO+ObWAIAQB9yurRHRHZlYQcNACpSfLVkxUxfcpfLaCnPsLa2feXoeNlk1/ajD7g7gBM6vB0d7V68enrn6tWHrsMbg2CPLZY0fRmaHum+VldRTnNtdDF3fywWvs3d1uqJjb3DkzvGZ65lVHHVZJyUNxUlP7hraevo6GBjvUxm4aJTTwGAgevIK+IuZAhMbLiv63MnZ0f7R+tWb3KL+bJnG4eChKA79584OjraWt6SWTjLxDkeAIi99acNVoivPsYRIepgs5ujvaPzK9sH5qvW7c+oH2JgW6/sXiutv7e4tvyJxUFZSVH9XReqO7lXxSZ2eNhbP7axd7S6a3z6SnoFV9A7a/KeW9u+cnK8cXLvloM3OsgAbFLE65c29h7eLxxP7N12+oH38K3BGKkoX3GKSEY76asryKnp+yRz1+weJ+X5CaFWz144OtqeO3clqfDz6EsbbK84tE5XfrvFEACwCD4PT0hK64QWVoU43VKXFdfbbFb9ZbUscrSf28Pn9o7P76xcvNYzphwAGINNr549sbJ1sH14y/jsrbx67poTuW9fqMtI3w5+nxXjtVpXUWmRQWZjb2PZ+6M79IVFFe57pwy/MBnJQT7W9i8dHR6dNb9dUPsPbCCJgPCf8wdSXhVhq6m2vZkEAJBkc2yu+rZeFgC5WYNvpok1d83SupgXy1abDrABCC379VdYhX4CAOgv0uAXeZFaBwCAr9EVnbnW1PJTZdWbx2ePPXZ8cmib8W00AAAQt6ku3G8XCwBA6z+yQnHXvSAAAPLn5XLiplah/VgS0DCnt6255JwGAMD4vFJY+G5Qwbhy+l00mCei6RP9vqGp2fXSjp/5tWvxbABI9bglrW7YjGcDwKco21kzZKLLMQCAyQ8W5ZVJbuauHX9ykfC6Gx4AALSeveoKV/0KAYDdX7J3h2lJHwBQrU4a7rvqAwAANGMtmYOWnIVScWaLxBTWHErOKWz6XGu8WERyoznn7fX42KaVh55wrDmPi4bzZbd/JrJhrJTjW3OWqmq7pnCGOommK6Q1TB6Nu65i/0cyats4vYOQZ9fOPhmzPFNThp+S8qoPTVgAAFzdYrHZh524i+oV+13nUVjdQAMA8DxnuGg/Z+9z+j3TY07R1QDQEGM7e8bcm07o0pqGupJUFb6pmgef0gEA6M/NDJbte8Cx2H2u75svvaWJBAD444vVzrikAwAQqo12muT1AODK18uqvf7QCgD0+vgFfEIBnziS139ERUp30/kPWcXNLU2Wx1eiZml+6qHDWCmvT/PR0tvJWfE+y+WSqPyWprHrCKY6ms7UNuS8BtmduXLzebZfeJpXWtVU8UFp1mTDR9zlJ8Ofn1NZacrxwzw7Ymh2+y0A/fa+1RvMHDnZ2ZttFFI70MUdosAbLRKRW2ecnFfS3FC+W0NYWGE9OvZ9XWOzx9VdP8/RqBhkA0CG/yOdNaac4YrAK7sVVphhv/MNvxH+f/NH65XTuENOPe2fE71vz5XQr8ACAHhe3qWw6RINAIDhcPmUU2wlAFSFWs9doBJdVFNRUVFdU7RKbPriw84AAMS6JdKCFj7ctYMpFDKNygAAFpXQWF9nZqClb+YGANBVKMvDY/OBu8PnaX219WdcAaDzg/f8uRK+6eWVFRVVNZW7NebLrL83zi73ObtebKUJ51EdzPWbzycW38oEwO9WFtx2f2Qf9J71IrM4a/APFUcq8aukcvd5YN3cqLjljicAAL13jyyfwrYLtd3cjVYYLKA0ZcjMFbAMyqiqrKisqrm5W32a5F4iAADuqJbQluEtu1Ktj85T39IPwGjNFJ851ymdu8E0uTaWH8XjlNgMAOWjpPztvYNzNAxHVtF3O7FKd9hXPkJZwKPJk+Y4vc3iyAidPrqvz3q4U1vpwIPhv9QzSyU5DhYA+Bj6UEBzUyMVAMD7nMF0AfXEAu70GBqdCQCfExzn88ukd3Jt0HfWR1G8WjVkYHcXSM2a8zyZuyEWrSlp4c889vEtAGQTDWGJNScq2riOFDoLgMXgrMZMGOytK4lXkZS0fsvZLQSzT07S1J67UQOrLYt/0pQbwaUwRspZD3bqqe68VFtbVVFRkf/WFoWa7PlhjEsnw91iwbL9nNX/WD35isKCT2O5V3F/t476LisAAHLrStF5J1yG/fIsBplCx1clLuSZ713IXThwqDRoDmqWdwZnayf8kRUym65x71rswwMzlQw4k5AIZWHiQuKJbUwAsrGO1Lrz9rXVlRUVlXGu5iiUQOqENVcREL4f/thXnhPja/nYxtc/8OElo3mS6zk2VP/HcDEBlYxuNrMj99CRyxx7J+r5uVlCmg4e7m5ubm5u7i+dHCPelQAA4KoXqUg/TvqyuTWL1On27OELl9e+nm5blshvOusFAEDvP6SvbMBRRlytrozoRfd0AMjxfTBjjpzVq9ecbF+9dAp8mz1Oyr1Or9M6yF22GJPzhn+uaHgTE5iflQVmnPBIGo5FMl4ptfyQLQAMFUUofpFy5vUNw1IO0FIav3axkqCYkumdF5zlu9uy/OdOX3j16Ss3Nzc3NzcX55ceb+LJAAA4Y13RE67cdc/f25jMVtrUA4DJDfx1+rzgCm6XnN1fLMc36+brXBiRcioAgNXhFXyrjEcW8Xt1bIUuZ8+q0TCwr++aLJg7V3vp1uDUcd4V0l4t4UXn7Uf+mi2RGJHy0uD7/MNSTulvurxv/ey5wqt2nc6q5U6dbIyyFVPQqRx2UZRHP+H5WT6/G4hlEVOmzfYrHd4OZOiTksDsKy6ZANBZmbZphfoCYQXjq7Ztw0vmdddmPbl3393H383hgZSguD13HzXMfgX5qx7p3EyIjUsFZh50TgWAoC9STtyvJ6+3zYzbXNxd7e2cyz+P2eQ93fXCiJQzO7IVFOReF3PV2ebcJu3d1gAA7flCM6fdiRqzwHR9gstPPAtiG7kudVpHtsTsWU+COMsdY41WKx5y5vYpEx3MhFYf47xQB4tDZMSkkjoA2O1LxRduMbnhxsXFzsGruQ9ZiQHh++UPpDzJ467K8gOljT0A0JvnISC+qoKzACprcLeW9GnHhJQ3tk+G90lJsj0zU2rtV8YlcdWLVKQfJgzv7kbrPb5V/+iDN4MECgA8PLJS/wR39fr6D4Hbtu22tLW7f+fGk9cRnDUxS/wfzJiv8fVtvYfxOr1Ofd8Vzu++bF/+eWKRzUxgd+ou4DnoODJZkLBfV4yzf9VQQbjILNHIOq5NfGWN3IiUAwAAJTPaZ4WioMzqc/1MGCoKmcMjnPyVvY6wxrqiR19y8095dmyO8uYeAHxx2IzJs3yG965k9eRKzJz7JKQSxkq5zbFVM7X2jbh7nY8u/4qUAwAApqXi6Zm9k6cK2ESOVnPyQR0RdeORLY2opovFD9pzPTClwff5tTY3jhKfhpIPptuXzRDQTKoeAIDGaFtROe1Pw+Odn8If8MzSqMADtSqGdzKve/7wJnOYIpk5cx8EDC8WD/Tc+MC16mLiS0y66YBrTNVWW+L+rozMAIDOxXKyTyM5s/vHSjm+Ycn8WWd9cmCMlFOPaElsHLU550TSXS8sWH7gi5TLy7oVcM12m3ObtfdYAwD0lkrzTLkYkDc6Ydt7z8lT+Ia3uAJqS6oQD9+LeE5XA2u0WuGAI3frkkQHM8FVxpxGPVAULCPOkfKeFcJ857xzf6dsCAjfFX8g5Vd2qskbWAEAsMj2ZzdPX7iuZXiSb7LLZSFZ7QNnHzYOb8rQXRg086fJD0O4j31ZXkZhXTcAAK1piaKkVfJnTjijK5Nv2hyXdAwADDYXagvO2XIpCACA0nHd6GRGPZFBp482uvH1KcKTfzn9ktuDrinJzi5vHVfOgPMbNYxucn4TioMF+CTiOwCAfnWTktQ6rsQzu3Ll+UVepDQCAKU+RfDXKU/fNQNAX0OWjvCcnU9DAADfXukRxN1VvS/X/ZcZyqWDAKSGxQumbjDnan1nXUlKfjVnBsRxPbET7txtorIdzeaqGQwAAL5uET/PQSuuxFdFPuNbqFvUTQOAurDHoiorOZvFFfjdRqH4IstxAEDqbzTUEdY2sx53XUlvI7LquXp0eKXs6lNjNt/yvbwNNUenFg8A0F2Xpiw009iF2wWpfvuEX21zBwAA3t8vrJU7K7FTgX/+Hf9PANCc4DB3jmTasGK/PrNFcd1ZCgAQG5cLztzzgGvd18fZz1+oXdBDZfY3eARw5Y9YETR5mkzRIFSE30bN0uPkURLlOHMqn+t7jhMDs1ta9Kgd18EyVBYuOF8xoWoQACJu7FDeac4J97u6/acFi6s4vRfaQFJKei9hzBySPK/LCxYbca+/v0hRWtqbu48O2J/frGfkCADAGjLWEpRcbc5pmJ8/FhRXddEHKlRnTz/1Mp0Tucjv7nzRFRUDHPcU5chqxcMu3L0GUx1Nhdac4O6dV/5WUkQqtQcAmA92acxS39vLAACgY9sTUrNx1D85ORQB4R/kD6Q8J9RmwWz+1Vt3X3v6wsPh7s+TFthEFnK3WW/L4kOhDlmP3piN7v/QVGSh7NqtWw8eO3bRyq0ZQwZgFUU7TUWhlh581IWjAgDQhm4cWMkvqrz7yElXX/Qxg0XzlXdUYfDA7LuweYnG8o07duzYvn2bwa7D6ORPnKcn7uV1cQHJlRu37jt67Nx9h5rOMab/UFfFNsV5KAHdrDoMsGlBj4xRKJSFSyKVBQN1aQZLF995gc7ISLe6amb20INrp7JwN3YtmcUvc8DkQkBo1FkDZQHtXXW9eEprjoaq3gOXsIyMDPvbF44/cCOyAACKI50UBUSWrtq4w+iY6RXL3PpuAGgsCBf9CSW1/mwHlsYg9llsVkKhhNG59QBQFO6wbMl6r/DEjJTYk0f2Pw/JBgAaAfPo0HIUivdlfBkTgE3uOrFRk09YftfBEy5+wXdOrJ0itjS9tnP0pb26dUxj/cnkjIzkmKD9+4+8LR2zIzOprUhfTVhEXveQqfmb0DAjfRmh5Ufq+whAw1seWopCzXr5rpwF5BM71mw/9TQjIyPC237nEfNKDAkAPqe4zPx12sE7LtkZGbFhHlu37Yn9yO1GlEW/XLZ4rUdoQkZq/GnjA1boDABgdhct0tS94YDOyMh49fDSkZtOJAB8S+4KeSF5Hf0TFjf8At8oCfOtP2GLpbGB3X9IQVJpvUlcSkZGesI10yN3XsWwAXC9tfs0F6Jmq6ZUdAAAbajeZJ2mnJLu1q07jI+fdgrNoIzaUYSK7720RRWFEnyTVQfATvO5i0Khdl71JDBhsOPTWsnpU0XWFrUNAkBzdqi2iICy7uq9h01u3n3V1IUHgGx/q6XLNvu9TclIijY5uN8pmrv5enNJtPhPKOk1Z9pwVAaxx2ypOOpXmfhPnQD0iOdmKBTq9ItYMhNwn3O2akurai7dun3P4ZPmvkllLETJEb5j/thXXpOf7Ob+proTDwxsRDA6Mq1geLYWJSszrXVo/Kd4zR8z3FxcwlMKh0foWPkfEtDBwYGBYQ2Y4U9W6NgotLdfVBqNDZ31xYEB/h/bBuikjlsXzM7fs3FxcXFxcbG6fIR3plRwKde321lb4Obqgo7Pmjj21NNYGhCIRgcGZle0A5ucFBMSHBwUEfeBO5Gc0p8cFYpGB+WWN49JRu6PQnuHJGQzAZoL3wcGBHxq6QeAjvpPwYH+aDQ6JW/MrmnYjmpfN1ev0MSRfesq85ID0cHogJDGPjId2xaMRgejg1JyufPB8Z314UGB6JCo2g6uWUkZbIsICgwOCop9X8StHCYuMczXN/wdgQGYxtKgwMDUsvrRJ6URBrJS4wLRaHREbGv/V4bd6Nj2YB+PiOR8FkBD4Xt0QEBZ2yBQ+sNDAoOD0dEfilgAxP72hKgwNBodFv8BN3y7GmPsxWXVgtOywtBodGR8J3aMOUzobogMCkSHvK1uG95RiM3saq4MDQpAo9GJ2V/8PPjOGi8Pt6T8WgAoeB8dEBTZS2YDm1pXVtPcUB0THoxGBxVUcbdZxrR8CghEBwWiP5Q2jtyGD1EBLi6ehXXj57CTB9pD0IHBQej43AoAdmZydFBwcGBE7BAduhtLAgPR6MCAwkau24vYXe/j4YZ+m4ofNfl+sK06NBCNDotp7Pkycb6mJAMdGIQOQNf1kejY9mA0OjgwMKPsMwA1NS4sODgoLOY9nnN7qAPxaE8XD/+q9jEefASE75Dv6GvP9/ZnlNedGhVAWKIscy+k4n9WoH81LfEOYnK69YiliYDwr+A7kvLyaAdVnfWZdZ10Op1OJ2YHO6w1OFHVj0wb+Btgs3NeX0H9PDukDIOIOQLCv4DvSMoB2GVZCY7PbK2tra1t7T29gus7/ifLQf37YRI6H1003rBhwwUrzyHks3QEhB+f70rKubDZbDZiKyIgICB8M9+jlCMgICAg/CkQKUdAQED44flNKWcymQwEBAQEhO8YFov1B1K+adMmHgQEBASE75grV678gZQ7OjqeRUBAQED4jgkNDf0DKUdAQEBA+FFApBwBAQHhhweRcgQEBIQfHkTKERAQEH54EClHQEBA+OFBpBwBAQHhhweRcgQEBIQfHkTKERAQEH54EClHQEBA+OFBpBwBAQHhhweRcgQEBIQfHkTKERAQEH54EClHQEBA+OH5E1LOZNBH+Pb92lhMBp3BHPnLZrHodPr/br83NoVMptGZfxzxT2bLoNOZrL/+qtgsJp3O+P182SzWhDhsBp3OYLJ+I0M6G4BOo1Co9L+yrGPPQ6fTGawxBWAyGF8t0kgSKplMZfzlt+a/hcWkk8iUv+HeIiD8lXy7lONuH161UGDu9OnTp0+fLqOzPiit+luSBV45vPzwTdrw384MtKba8qzuv09EfhdWj+m29Y/8C/9UIgphEEv63c2MB+t3aKpZJ3z6r8r2NQo8LdVX7m373ZM3J3iqa60uGhilkqxu40Uqp20SJ0aujHUWV19VhWf43jHed9nzry7vMEP1K7Rkznq8GxXEumu6Y4+F+28mYfZf2Kx/KyD97yrSn2egrx8AWrLfLFu5/1Pfd/eOQUAYzbdL+cABLUFBudWXLl26dOnS5sUy04TXN+EBAIBFxmAGRkfFDWD6B3Cc3y8PrhRceZQ6fKgl3oV3huiHXgZ2cHDMw0EjfsmEzSQRCVQ6EwDoVDKBSOYEE7H9mH7s6ESEAcx4kWUziQQiAFDxQwQKx5RikYhEJgAJN0ggExurK1t7OeUGCn6of5A4OjEGgxmXXV995pZV6/0/1HNNeRYFg+kfXzeYCjXe6beiP1KIOAJ1lKSyqaMis8hEApnGAAAGlYInkDjxqIShcRmSsAODOArnd9qzMzziy9tYMDAwNDoOEdvfj+XGqQl+Pp1XPKOHe97B/kFgdm8UmGZwLXTMlZAJQ0RqecQz1HTBjC5aT0tdTVM35xBuANM/wK0TBp1KJFEBYKh/YLQlyqYRMJjB0RkO9WP6h0bXHh2DweBpbACA/grBmaj9TrF0Mh7HvUEs041qunutOFFpRCxmYHRaADa9qbK8pQ/HZjEIBBIAkAlY8uibQSVg+scUADeAGSJwjQQ6lUxhsAFYA4Pchjc4MCbyYD+GMNZ+YDMZRBIFgDU0wG2KQxhMP5YIAMCkhjleXb/jBoZAoeL7PpXXEGjcysD1Y4ZI/yNDBAHht/kTUr5XXXSzmQ/nT/yrs6hpKrV4aCtJNty4TE1NY/fJe01YFpvWZ3vZWFNDU1td5+CVF1gWeJ/YKLnebETK25K9hecImJw5p6sso7PuWHkbAQBy3rqtW6YtLyu75eCN+j4mMJo3a6lZBn4EAP97RqpLL5BY1DD7a4u1NdSUVDYdudowyACgvHl2ZZGSqtaK9Q6BmV+Kia3eqKO4cY/Z9hVakorLQnMaAYin12ku3ma4atmqN8lppw30b3kXAECcy30tVQUpKZXzT/yoAKTu6gv7t6ipqa01PJFV0TWcHeH6AT0UCiWksbViCCo+hBro68nLy643PFPSmo3HeAAAIABJREFUhh9VNzWrhOevO3DCcI2upOqyoA/1AFD+IXT7msXy8jJrd5wsbCUA4I/qKZ90TQCAVBtzYU3DDiYjxdtq1RJtNVWFlTtOl7YSASDO/YGeprqm1qr7brFsgLxX1+cvkDp79qS8lMR643udRAA21uX+WU0VOWl57UsOwQyA5kj7efzyeUNsILRfP7ReVELt1GVzNYG5RvffjhSwMiNgkbyk5uq9Fod3ThVSLsPS3S/tMjj7msXEud05qa2uoaygvuecFYbGrk5+JSOjfsLUTEtafOkOi8Z+OgBkRriuX6YpLyu/7ejNBiwAtcfmkrGmmqaioubha444BrulKNFw/UotbR3t5RvepFUBpVlJbKbW5gOHtqwQl9F6lVgGAOe26y0/ZAsAueFOKxZpqaosMbd6MzTyPmdiji/Tuh6cT2lOUZZWPnvpzuZlyrKqa5IrewCgKN5znbaqrLSU4dmn3WQAWp/dNRNleTkFFb17zgkAkOdxQ11v2TnTo5ISUsduPbO5f0FRXHSt8YMeGgC1z/bKMVU1Nb3V2/3ff/zSUmrT9JQ0dhsaLltxqKyh8fHpfToaWupai684RLYUx8lN/Qk1aZbprdCmoiANza0fBwCI7VbnjVRl5GQ1lz7zS/3mBwcB4Z/g26V86ORaGRQKhUKhps6YuUBE4qxtBDD7DBSFVh97mpebulyEd8NVPzax3d7K0jck/NJBfRRqzodWYtA5g9FS3vHelwc19aJbcltTjuiUn467fSC2fhD+dcaV1++72+v2qgpr7X1CobXrCfNfel0EAK4X1i9QNO34nMeHQh245VVekmVv+6q6h1oe/nQqr5h3QmbUi0u/okTiqoeN1sFyRT6U8s5bzR1t1keWTRXb1I4fPCzLI6JnWtvWS8U36EstOOdW1FsWxPPrHOeUyoYcf2lhhZiSz3bHVizUPZCTl3dmtbKg9jEs18ZlN6T5zJ8tEVTUTe7Mk5nDc/RpZHd3s+lKOdE1Z7EjMjRUs2TmVN2Dj1rbW44sEhHfcQvXW60yn9fIMqS7u+XMWiXBVeeINOIuyXl7nkcAQNydIz+Lrq1rq1b9BbXq9POyT4Uv7F7k1Q225gbMmTH/WUhqarDVz7/whX0arPS7/9Mvc92SPzVk+f+MmuSa25rpbv7zbJW06ra6nKB503geR1d0J7vzCShW0CDB5vhPvIrp1a0VaT7zf5l08GE09xqITcvFeJcct+lsb7M+pv/TXLkKAsPaSFfn4MveuigUCnXJKbIsN8XWzr2DwC6PtkKhfr3t86G9sViHb8qmG4G9dcnzp/Lc9MnsbqveqiS49LRzbdZrFAp13yuxOCPB1tG7n8quTwuztHqB9nRUnvOTqP5tOrVTRXCK0maLprYO96vbUfN1W3C0q3uXrjV1xbXlis2ac8k5Ovud18wpvPcCi7l1yOzeJDTH2D2N0hD/KwpldB/d1lyuyzfJ4HIQpbdMimf6mZdJ7Y252tLSTyMLo5+dmMank9fQWZHiPuenma4Zn4s9LVCoWYFZlWk+N1Ao1E3/rLpUt8moaf4fB9PdLvDyacdl5nlc2TWJT7tsuN+FrUqcikLtuu3T3TfU11Ju9eBJUHig6VpF1BSJ0n6yndlaucXnB7GkhkQbntnqFTim342dPOL6nz53Fb+145nM557S+B8+cwgIfwPfLuWDRxZLyC/aZ/XouhgvSmvvXQBgNCdLTUZJKqirqWsuWqS968QrXF/TxX1bV203vmC2a8Z0ifRmwjgpb0vymM0j9q4bAGh7ZBdueRpW7HXt57k69QwAgEJP82l8K5u7G1dLi17zLAYA76sGQgrHiFTcs/P7RAUF+OZLnbjyvKEX/+bavp9552lqa+jo6Gmp6rplDD9Xg5+UF8y7H1AKAJ0pL6agRJIqG4+qCxreewsAwGxbIy961ackzfM0L/+GvuFSsSgdG2X45kvIqaupL9LTVd1yrJ7EPYQpiVwwTya7F+qjrFC88mVYAICacGsUr0T+iF+kv0pn7uyLoaUA4HVi44JVJ9NinH+dKVOAAQBojHH4iff/2LvvsKYOtoHD1NYB7r1nW+tsrau147VLW61t3VpXRRygLEFZDlAUFyKoIG5RUZApS3YYYYUtCAgZZJCwQiAJGWQ83x/g+FSGMULA577e673a5OTkCW1/Hk7OmJTJZv83Y+w6xwAAiLDf0XP8L3RxvYfdjnFjRvUbNHbDbptsBjfi8l6t7gO+njN79vxv5sz6+mp0Uc7VA33G/lAKAPVFX/YfYOMdY/b3rNmbTza+rdHCz+YZOpdG3hw6YkZ+veLImtkzFts1Tr1kVP/VB/waFxPmBw/9qI8LkQMA+YFntAZ9llPXcOa/H+avd5KJK83+XTxm+JARY2YY2V6g1cpyAo71HjTrSR0AgMuG+Z/+aHrv4r6eo39gAQAAwdmwx4Qfn5YzjFb9PHro4FETZu9zuFZe35AfceOX77/dbmr2+4wx034/JBXRp4wcYO6RDAB1BX4Dug8Pyy6z3rBwye5rudFu3T7S+fLrubPmzp83Z5bNpWc79OXlf08asf1anKg4qL/OsAdZdQCgt3jmXyYeJXHXuvWdlFzRtKBSUbdh6rBv9jTudlds/XrUEkvv1BvmAz7/vQaARbz+Sb+JxEqAcsKEbgOuxpc4b/1Oe9C4uV/Pmv/tt1/N+CPqcdM+Ol5e6OC+Q2+kcwCAR8vUXbH473937lqzqNvwaY+FcMV82YyfDwAAOfzskJHfPWaXr/5y5PK9jfus6v+YPnLl/ntt/m8HoffuLXawrP5y7D/GvgCQF3yup9bHZjeSQFQwpUcPI9dEALmL5e5zD5IJrsZa3SaSAXipl3V6jUtmSe7t/vPllNPDrwwb/GkMWwlQt+qzEUuO+1JjXLW0hgYVSwHg4vafBn+1iStgLBjad9eZJACwWTZzxJStFQJecVFxKYP+yOvCaC2tVccCIi/u0Ro2r0QKvMKY/7YaZbAETW9QkzdzhPbqA14AkHbF7CPtGXls9qavR69xCgEAaKD/NmWc+Y2s/NBjWj0+S68BgLojlvtCkjM2zh/79ZbTABB25bj+oUv1z/YTc1Lu9e87KZUHPJKHllafG2nVAHDXanXPCT9Rn+Ueqp98M3SQtX8mAFzWXTx8oX5uaoCOVu9LiRwAeHB4Q/dxPzPreGvGD/jJ+h4AuOov0pr4ayGPX1JcTGcwIkM8pw3Q+nbPBVLAqY97f55cLpOzM3b9tzOlVEBy2z/k84V0AODmzuw7wMY/5eKuX/t9+a8UAIDz/eh+G86GlEVdGzJ82hMJXDFePGDKWhkAVKdP1e6x/tkOFhk77XPtHnuupQJAwPGtWgM+y+XLzvz3w7y1p0S11UVPSxh0aqC7rY6W1u4bGZS4859oj/LLEQDA7u/Gz9lwivTQWeujkRE0OQCc3PzjkPkb2LyqomIyg1bs67S/m5aW7e1Hq+YM/26nOwDYLJr8xe92ygbWlGHdfzK6DAAFgce0PpmYxeJbrv9xscEVKsmzR/ehPrl1IKLt1dN7kEBp+hm+lPKBvUd5k6oBYPuSuX+aeFQVhGpr9bmRVgMA145auz8kHPxn9sgF+gAA4qdfD9DecyM546rpgOl/VABQYt27959EYAKUho/7eOD1JMZ1o18HTVlXD0COvfPfDmsqv+mXqZrHIaMGTfTJqgQAj72Ltfr/JAfIvWOjNXjyUym4GPwy/RdbACA/chw84tsCLt940WefLbYCAOBlTurbx+xSYpv/20HovWt7yquXTuz3wwY3AABQOu38WUtrZExxzYOTRuOmzFrx9+KRY78OzC2vzAiYMLDfD3+s3vDXwl5a/bxyyjy2/TxowUbxs7XQgi988tGgMKYCoPb3IT3nml4DRZ3lhkXT5v1v+V+LJ06ccy26BKDBevWCASOn6RmbzJrUb8gX28qY+Rv+N/vnP9fo6m2Y8fnX1+JpstrCv+ZN+/7npT/MnbxghU21+Fl6efnzJw74Yu4/+rr/Tho1fOuRuwD830f3XHLcHwCggfbNiH5bHRNAxNnx+7wZ3/325y/fjvrit3QWv+DRpc9Hf75sxT+TRk6wdot8/o1fPS1l1mCdWYt3PK2ucTRZ88VX3y9fvvTz8dPO+KW/+NlUPZ76yUdG91IB4PzaBVpfrBQpxM5m6ybPXLB8+dLJ46eceJAGAM67l+n0n7B5l8nS6SO0xv5awKHp/7Pwh9+X627778svZpzySVeKK3R/nv3VD4sXfzNz6uLt5VJl0mn9bkNmUQGgOmucltb2O6Q6RtLPs6Yu/GPZb9/NnfHzJipfWep7qlv3kSl8qC149OWYwXN+XrF71zodLa0V1r7P5pNdO7yl/+Dxa/8zWDFvilavsdl1MvtVX05fcYpLIf4+e8bvKzZs27T6i2nfhxbxiiPP9ek96J/1u9b/9fPAETPvJdFBVmO+/teZ835avmzxxM/m3E8v4+aE/G/mtD9Xb9Jbt3zKrMVECueq9dreIz5f/9+2r8YPHf61AY9H+3SgVv+JCwy2bfxsxOBFxs4ygO2Lpn29+iQoBFZrfpoy9+dlC78ZN/fvLM6zLz/l7J8H9fzXNaq+0FdLq9ftpEoAWP/9Z99ucgYQOez654sZ3y1f9svgkTPupzArCyO/n/b5T0v++W3BrHl/7CmXQNzJTVojv2MDlES4aGkNiqQDUIP7aWk5RrLrqHHzp0z4aek/sz8fv8L0gujZP1pudoDORwPuppUDQHagy4g+Axf9s2H17/O0+oyJpIsjL5n26jny4PnQJ5FOn/SYnF4DZSlecz+btHjp8h+/mfnDqn3l9Xh8ItIgbU+5NDE0IDa1aT+Gks++d/M6MY8NAFmEQBeXi9mUpuNPaJkE1/PXcktohGD/HHplaUZ8YEzq873KQnaJz4NAjkgJ0BD/0DcyswQAAGSJoV7OLq65tKajDhSC8gc3LvlFphZkEQODkxQA8jq233U3Z2e3zOKm/SKyOuY9t/Pu3qHPN44BAGpyvxw9zPJCaITPrTsPiQAAIIkL8k0oYAEAKITRQQFpBZzG1z+8c8XlkiertmnnKfNx4nkXl7C0p698ckpGtJvbrTIBAEB6jL+z8/m0ovL/t4Sk9pHPgyw6FwCKk2O8wxIbD3HIIgQ6O7ukFDQdKAKyumCPq3cD40py0h4ERtUDgIT78P51Z2eX+MelTcuIq31uurne8KtpAAAoL0j3eRgpBAApL8TLK41SCQDyOta9qy4XbgTUyAAA6ugFPr5BlWIAAC4t0+28e1re04Rg/4Qc+ksjKhID7l6+H0ouyvPyD65pUDxJjgiLzweA+nLyXTdnZ5frhSw+AJAeHOk/dHZkSvaNS+7EJ88mh4aEEE9nF/c8RtPxIbXMwpvnnZ0v3KZUiAAA5IJgr+s3A6KpTx/7P4ypFdSGPvQh5uZF+t2+9SCq8XcyUtyjCOITAAClMMzr+nnXO2X8l4/2EccF+qaSy+V85gMvv9JqCQCkxIZFpxQBAICcGHTX2cUtj9m0e0RSTbvl6nzFM1SoBADgPEnxDooRAwjKi+95B5bXAwjZAXe9C1gCAOCziy6fd7n7kPhyfaU8lt+DADq3aTPjSVLoxUt3ntKooQ8DC8qEoBCE3LnmE5VbW0n29Q2rrAcAEJYX33BxvuobIQGENEuXO9uTmzWh98cmF/GXXxWl3LPR6jYhjdP6kgghzdHlUt5QFxcZXlDKbX1J9CY8dnFYeBxP3MJpmQghjdPlUo4QQh8eTDlCCHV6mHKEEOr0MOUIIdTpYcoRQqjTw5QjhFCn91YpbyDGEoo5QgCQVNOS0jJp5CJS/svnoQC/klNZK3rTa6UpxNQKwZsvvK0UcCIexfJavCq32shqY1Iy6uQAAJmEh+5XPIrZQgAof5p++ZJbXDYFAESVtDuul3wjMhrPKOGxiu95XLl840FJpQAAGgQVftevuF/3ZvCeX4YdeJwyrlD6hrcD5dM0gpv7pTDiYwCoZT1xveh2PzDh2b0M5JmxqZxn68nPTX/M4gEAKCXJEYFXrlx5lPD4+VktwjJKatKrpy8hhBC8ZcoFRlt0vdIqAUBYEKJveoBezqawagCAw6CyqgQADafMzBzuJgOAkMumsioBABQNNdxyBotZ9JTSeMFoJo36rHoSCplSI5YDJ3XFsk1FL12/ml1KYXGFAFAvaVxSXi+WAkAlncapEQGAokHKK2eXVdUBAJ1CruI3nX9XzWaWV9dKG2QAIOVXUellL38AUTXT19Vq3j+7qpWQF+phaO6Ylp7q6norJzfZfLtVambGQVOLmPTHx/aZeCdkXj5o7h6axytN2WtqH5OSmRb3aJ+1bQ69wvvCUUeP8PiAK9tMT3GlAAAyCdd6p7F7eAEA8MoZpeUvri1eXRBrbG5LTE0+Yr7XI4hw3t76VmTiZbt9J+8TG6TCmIDLv8xZTaQ1gFzyJC3490W/nidQAcQ3Hexcbgbl5mbfcjpx/FIoAJSVFh7a9u+WPe/tZhEIoc7srVJeb6W/w9k7saioiBR8Ze+Rs6G+d8/cDE8I9LBxOHPM/lxCGkl/+V9bj93JSQo9cOjw4cOHboVlJPq5LF255crt2ybmx56U14ZecbK0Orj/kGNWTvYVp3POF5wNbRxzSHG7dA1L6gEAlLJaL3fXs+ec91oc9gsJO3bsQg3A08h7524Ep8UE2tk6HLM7k/WUE+tq/9cS3bsPvN0uXDjvfMHMzDKDXlVI9Lc67GBjqLvOyJVNyz9x3P7kiWOXvAjPt5Zpj9PCvN22bN9XC3DLzvSYZy4AuB2xvOjpa2N8OKew4KDhvtiMfIf9pn6ZhVdszW+Ek24etbgU+qTx5aT7Fy2OedbxeAAANTmrVunThAAAwoonf/1v8T73YFKkj/VhuwMHDnqEZjZuTUvr6+rqpQDg7XjIaL/9PrNTYgAG0Uv/gEdFFT0k3N9gs2lSqQwE7ERCqPVuvVupbEFBsO7uo01/NMmYZrvN8jj8zMxk97PHjQ/eecd/3gihLumtUi6x2rlBb7+Dq6ur48Hd2w+f8/dwP+hy38XSwOzMnbzCkvoGuHnKOSAu29Zwe2ChCBSl+jv22uwztzgTBiAy2GEeHOK3eZMZF0DI47JKMp3PXc3OSF7/+9/O7rdN9Pc2phykVdfPXySkZx3dsc74xN2rp+xDsqj3nE54PHiou27zo8fFhFsOG03PXju638I9FhoqLjqdJ+Wk71m17ND5+4dNDjzmQ3Wa15bth45YGFteCCkpIv7163LCi2sYgpKVtHGrSQVAfoTXQYfrj/My1vyy9IJXzIWTdmeczxqZn8gvZXi7HrdxOGe23yo5t+C4qWXUk6brflSRHuzef7zxr72cbA9efvRs74fM8aBjTEqmyTa9lGqAqvQ164xL+C8u+FFflmVgZBcd+2i7wZE6AHZayC7TKwAAUGG0yTCe3LRLynHv9pskDiPKzej41WcvlR23sPDNqAKAnIfu+ha33uafF0LoQ/F2O1isdhuH5AkAQFEad9jB6cFN131OwQCSKD/P/bsNrgURLp887xueaK6/K5kLAALL3SZGxvsdricA1Brvsfa9f33jZqvG7c2KzBATQ1tSdr6VgcHFyx7Gu5pSLuYUHNxjGp6QedNhn8XFCHKSj+4uA3PbS+SSjD9/+9v1juftaxddPUJuHrc640PiM3L2GNvEZeY6mRseOeNutPMAQwlQnm5p42C86z/9wxfuet45evRcHufF5Y/E1LiNW02YchDxqqKCfH2DQ6xNjS32GpmduAsAcVdObtfbs93EEQAqkr0NLC+4HTvgFpwHALUCQbKn825bDwCIuXP58Gmfl25oJz62/2RYdOwuPUMyAEDp1rUGWVVNKReWFdiaHootqgP+kx3bDooBGMT728zdAQBkTMONz1MuP2Widy25TFgUpmtgJwGQ1dfzq4uN9fSJDBEAkHxdDSwx5QihN3i7lBv/p3uHyAKAmtzAvQePe15xNjp2Oy0qJDo11//CUduLnjcc7a0v+t45Z3f44v1Qn8vmR92vnDlkfjYcgLdlvX587pMjBka3gyK97/vedHLYYXYiKyt17Xc/OThe1Nu0q3FfubA4YcsGfWJ2lu36PzZY3QV59cIvRm46GQTK+lMWlnfCkh/ddvcITPCwM7a9k8TNCf93g2VWZsbmXxdang8L8rhw/t6jO6f3Lt18LMT7uo2jRzox6shRN7rwxTeqopKov1dv5yihmOBrddg1PZ3ofOF+Tmr0waOniSnEM0eO3fYJvnDyZFhc8l1nB2fv5GpmpsV+h0hChOHWpWMnfPuASPY9YzTrx3/DkzKz84tETTmXnthrfMIj5NJRq1MeQYE3HA0PXRUoAAB45JTf5sw2PnUvJze7tKz0jKWZq/+j85ZmTt5JAABSuu7futFPG39pkNttX3cuoghA6ul43O12kNelE19N+vzPnQ6NtytKvnd2i1HztzlGCH3A3irlsvSkZGplPQBIa5gZOXnUksKMAgaXWXD75o17PjH1SqhjPr73MEIgFsWFeF31DOBKoaIkl/SkDEBKjE/mSkFcUXzn2rWAaFK9VJz0yOeOz8OE2MTc3LzkpLS6Z70tSo++5nE/LiYuOeMpAKQ9epRHrQEAuaDc78a1e76xMoDS3LSsknIAyIoKvOXhFxMbn/GETivJ9fLyvmBnus7UBQBIsYHXrt0tYvNf/gxyPocQnyJUAoAyk/Dw+i0fFl8OAGWFpBs3b8RmkQFAVEW+ff1mQHhaY6iFFTR/77set25cu3o9JjEjMuDejdt37972uB3wqPbZDXvLilK9wuIlYn6Y7+3rPmG1z3bPV1Nz3C5duX//3q1bN1NKysVc2rUr1x48TGp6nUKYTEjmNH1yZW5KQkFZ41em8oy48Dt3b9+46XHrbgCrtgEAKmkFSaTit/nnhRD6UHSl48plIR6XTzq5Op5zS3rM6OhhEEKo/XSllAMA1PPrRO1zfDpCCGmMrpZyhBD6AGHKEUKo08OUI4RQp4cpRwihTg9TjhBCmkApqOPV1NQ2yF+cKC4W1gmlbbrRLqYcIYQ6nOzWxaN7bU86OV0tqWi6kkdBrN8BS2vLw8djs5itvh5TjhBCHU3CstpjGJ7HfnGlbHm19U5TIlPGivXQMz7b0MJrAUC9KZdIJHV1dTweT6Fo028ECCHU5UkkEh6PV1tbKxK98V4OAABiRvrW1f85ODmfOX+zmFkDAFD3ZIeuWZEIFMxEvf1Hq1p7F3Wm/K+//vrss8+mTJlCpVLVuNoWVFZW5ubm5r+l3NxcFovVPhMihDoKl8t9/Phxq0HIy8srLCyUy+Wtr1ElN27cmDJlyuTJk+fMmSMWi9+4jFIhE0kbACD57pk99vcBAGrzd2w1KxKBkkncbmHfrimfOXPm/fv3GQyGTNZOJ1xSKJSwsLCot/To0aMnT560z4QIoY7CYDDCw8NbDUJERASBQHh/1eLz+QwGIyUlZfz48XV1dW9cppaR7x+cDACJHifNHf0BAJRVZnrGpCrgpXpt2eMgeePLXqLOlM+ZM4dIJKpxha2i0WiRkZGEtxQVFVVYWNiecyKE2h+LxYqOjm41CDExMYmJie97A5TD4UyZMqW5lIurKBeO2h8/e/bshdsUDj8zIe5JmSA75KaZmaWxuY1/EqXV9as55QQCQY0rbBWmHCHUHI1KOZ1ObyHlAADQQKNSayUKAKjlVgvEcgCoZtNZ1fzmX/ICphwh1DV1tpS/E0w5QqhrwpSrCFOOENIcmHIVYcoRQpoDU64iTDlCSHNgylWEKUcIaQ5MuYow5QghzYEpVxGmHCGkOTDlKsKUI4Q0B6ZcRZhyhJDmwJSrCFOOENIcmHIVYcoRQpoDU64iTDlCSHNgylWEKUcIaQ5MuYow5QghzYEpVxGmHCGkOTDlKsKUI4Q0B6ZcRZhyhJDmwJSrCFOOENIcmHIVYcoRQpoDU64iTDlCSHNgylWEKUcIaQ5MuYow5QghzYEpVxGmHCGkOTDlKsKUI4Q0RydNufKlvxYL67hcbr24odVXYcoRQl1Tp0s5M81/t8nx2mctfxzntXn3vrOOjtFp5FbXr+aUJyYmqnGFrcKUI4Sao1EpLysrayXlIq7F3z9O/U3/+RKep6xOe8bWito0mJpTHhwczOPxFAqFGlfbAkw5Qqg5GpJyiUTC4/Hy8vK++OKL5lOuDL175exJRwPTEzVNj4iOG+kbW5047egSk1aibOZlz6kz5d9+++24ceOmTJlCpVLVuNoWYMoRQs3RkJTfuHFjypQpn3766dixY0Ui0RuXKUnw1tW3TyYErlm3u4jXuIxSJBEDgIJJ3PSfVVlr06kz5XPnzvX29mYwGO/7V5XnMOUIoea0W8qlVGrN+fMKgeCNz/L5fAaDkZqa+sUXX/D5/DcuU5gUdvqci7Ot8ay5vwTlswAAlHVBPsHVClDQ47buPFQpb2UGNe9gIRKJalxhqzDlCKHmtFvKy3fsKNbSqjp4sIVlOBxO60ewcLLNrJwaALKJcQWMyojb7rbHTpw+ez4+s/X9HHgEC0Koa2qflIsyMmijRtFGjKAMGSIICWlusbYcwaJUyCXSBgCoq+EKxAoAqGLTWdVtOhQdU44Q6praJ+UcXV3q8OF8f3/GN9+UTp7cwGC8cTE8RaglmHKEUHPaIeUiEonSt2/Fzp0AIIyJIffuzV6/Xql4wyF8mPKWYMoRQs1ph5SX6+tT+vYV5+Q0/m2VnV1Jt248N7eXl1GIRIApbxmmHCHUnPedcsmTJ9TBgyt27Hj+iEIsZi1eTB02TPjokSg5mXvmDHvlSvrXX0sjIhjV1ZjyZmHKEULNUWPKZVVVdffvCx49evlUnQpDQ0q/fuLc3JeXlDx5Qps0iaKtTdHRoQwcSP/yS/aqVYqnTxkVFZjyZmHKEULNUUvKG1ismhMn6DNmkHv2pOjosNeLSTUWAAAgAElEQVStE5FIACB9+pQyaFDjXvJXCKOjK0xNa2/cEGdkyJ8dSE4vLcWUNwtTjhBqzjumXMbhVB06VDppErlHD9avv9Z5eXGPH6cOHUodNKj6yJFyXV3qkCGvbJK3APeVtwRTjtAHQqls9TIkTWRlZaLUVABglZWpnHKlQsFet67ko4/Kli0TBAcrxOLGx8V5eZwtW8g6OiVaWhW7drV9fkx5SzDlCHVtsupqYVRUla0tc8GCalvbVnMuyc1lzJtHGTBAEh/PEQpVTrkwJoasrV114MAbjywUBAeX6+qKHz9u+wfBlLcEU45QVyUtKuJs2lT62WfkPn2oQ4bQZ86k9O7N9/Fp4SX18fGlkyZRx46lTZzIXrCAlpMTk5SkQsqVCkXZP//QJk6UlZer6+NgyluCKUeoS1KIxaxffyX36cPZsKH26lXp06cNLBZj/vzSTz9tYLHe+BJ+QAB12LDSTz8Vpabyg4Np2tpP164lpKTEJiS8bcqFMTHknj25x4+r8RNhyluCKUeoS6o5d67k449rXFxeflAYE0Pu1atcT+/15XmXL1P69qV/9dXzs3UqTUxo3btn2dnFpKe/VcqVCgV7xQraxIkNbLYaPxGmvCWYcoS6HsmTJ9Thw1l//KFsePWellVWViXduvF9fZ8/IuNyK01MyFparEWLGl66U4Kcyy1bsIA2enSyp2dMamrbU974B0a1WjfJAVPeMkw5Ql2MUqFgr19P6dev8fDtV8h5PMbcuaWffirjcABAlJrK+PZb8scfVxgayqqrX1m4MiyM1q9f8a+/xhEIsYmJbUm5UqFgL19eOnFiQ1mZej8XprwlmHKEupg6L6+Sjz+utrNrbgFhbCxFR6di+3be5cvUIUNoo0fXeni8cUkmj5e9cydLWzvXyKiFDfOXU964Sa7eveSNMOUtwZQj1JXIystLv/iCMXeuvLa2hcWqbGzIH31E7tGD9ccfkry85hZjVlTERESQFyygT5yY6O/f3NEsTSlXKgGgbPly2oQJat8kB0x5yzDlCHUllUZGZG1tQUREy4vJa2o4GzZUHzqkqK9vYTEWixWRmppx8mRZ3745+/ZFN/P9Z2PKFQCi2Nj3tEkOmPKWYcoR6jLqk5IovXtXGBioa4UsFisqLi4+PJz61VeUuXPjo6LeeGBiTExMYnKyTC4vX7eONm6cTK0HrjyHKW8JphyhLqN8yxbq8OHSkhJ1rbDxGizRJFKuqSmrX7+MM2di0tLemPKk7Gx+Whp1wIDK/fvV9e6vwJS3BFOOUNcgzsujDBhQaWSkxnU2pjwmKSnJx4c+fvzTxYtjiURCXNwrQYiNjSXm5LDNzan9+okyMtQ4wMsw5S3BlCPUNVSamVH69ROrtaTPr4wYk5pa8O+/zGHDUm7ejElJeTXlRCIxMJA6cSJn5Upo80W73hamvCWYcoQ0nLy2VhgWxvfzq715s/baNd7ly6KUlFeWaWAyaePGsdeta/vlD9viRcpTUlKvXGEOHvxk69bX97HEpKfnmJuX9urFf/hQje/+Ckx5SzDlCGm4CkND8iefUPr0ofTpQ+nbl9KzJ23UKFFy8svL1Dg6knv0EIaHq/etn6c8Nj6ekJBQ/Ouv9IkTif7+sS8dlRibkBAfFVUyezZrzhyFUKjeAV6GKW8JphwhTSbKyKAOGFCup1efkFBPIEiysoSRkbSJExlz5siqqhqXkdfW0r/8kvnLL4rXTtN/Ry/feiKaRMo4cYLVt2/O/v0xJNKLTXISKf3s2VIdnZpz59T77q/AlLcEU46QJivfto06bJiUTH75wTofH3KPHpz//lPK5QBQe+sW+ZNP6u7eVfu7v5zy2MTEpqMS58yJi4mJJRIJBAIhLo5AJBYuXcqcMEFKp6t9gJe1PeUv72MSC2oFUnlb1o8pRwi9F+KMDEq/fpX79r3+VNWBAyVaWjxXV6VSyVy4kP7VV8/vgalGr9wQLppEyjUxYfXtm3XkSAyJFE0iRZNIKbdu0YcOLfn3XzX/RvCatqScmepnYHy89lnLn8T42lhaWx46HpPJbHX9ak55dna2GlfYKkw5QhqrXFeXOny4tLj49acUIlHZkiW00aMrLSyoAwfWODq+jwFeSXlMUhLR3582ZQpz8OCiP/8knTtHIBLzt29n9O+fefmy5H1M8BKBQDB16tTaFi5IIKq2+OuHqb/pN8VeXm290zSJJSsj3NYzdmz1Txp1pnz+/PkbN260trauerYX7H3DlCOkmZo2yc3Nm1tAWlJSOmUKpXv30mnTmrubxDt6/TbNsUlJKbduFa5ZQx8zhtW/P3nBgtIJE54uXEgkEhsUb7jxm1okJiZaW1vv2bNn4sSJwma/WVWG3rnsdMrRwPRETeMDdU926JoViUDBTNTbf7TVpKoz5d98882SJUu2bdvG4XDUuNoWYMoR0kxNe8mfPm1hGcHDh5QBA6oOHnxPM7yecgKBEJOSEpuamuTt/djQkDZtGnPo0IyjR+Ozsl65t6cahYeHb9u2be3atRMmTKhv5qIxJQleuvr2KYTANet2F/FEAAC1+Tu2mhWJQMkkbrewb9eUz549G3ewIITEmZktb5I/J8nPV7yHveSN3phyAoFAiIuLSU6OIZESg4JSr12LjYpKJBLfX8obCYXCFnawFCaFnT7n4mxrPGvuL0H5LAAAZZWZnjGpCmpSvbbscWh1/w9+7YkQUrOmTfI37SVvT82m/JnYxMSYlJQYAuGVe3u+D206goWTbWbl1ACQTYwrKBNkh9w032dlsu+AfxKl1fVjyhFC6iTOyqIMGNCWTfL3rdWUN3r9Ns3vQ1tSrlTIJdIGAKir4QrEcgDgcphlXEFb1o8pRwipU+XevZSBA8X5+R09SOdL+bvAlCOE1EbG4ZSOH89Zv76jBwHAlKsMU47QB4536RK5e3fB+7wuVdthylWEKUfoQ6aQSlkLFzLmzJEL2rR7933DlKsIU47Qh0wYHU3u1avm7NmOHqQJplxFmHKEPmTlurrUoUOllNaPnGsfmHIVYcoR+mBJKRTqiBHlenodPcgLmHIVYcoR6vIUYrEoObnGyanO07PxKrWNuCdOkHv1EkZHd+Bsr8CUqwhTjlBXJeNyheHhVVZWjPnzKQMGUHr3pvTqxV69WlJcDAAKsZgxbx5z4UKlum8f8S4w5SrClCPUxUjpdL63d/n27aVffEHW0aEOHcr6/XfuiROitDTumTOU/v2po0bV3b9f5+VF1tbmXbrU0fP+P5hyFWHKEeoyxFlZ7FWraGPGkLW1aRMmsNeurb18WfL0qVLx4mKwoqQk1s8/U3R0aCNH0qdNk5WXd+DAr8OUqwhTjlDXIEpLo336KXXIkAp9fb6fX0NZWXNLKurrq48dow4ZUnXgQHtO2BaYchVhyhHqAkQkEm3SJOqIEcKIiDa+REqhKDTjtKCXYcpVhClHqLOTlpSUTptGHTZMGBXV0bO8K0y5ijDlCHVqUjKZPmcOddiwtm+PazJMuYow5Qh1XqL4ePrMmZSBA4WRkR09i3pgylWEKUeoM1JIJNzjxyl9+9LGjuX7+XX0OGqDKVcRphyhTkecmclasqTko4/Yq1dLWryrcqeDKVcRphyhzkIuEIizsrhnzlCHDaMOHVrj7Kx8zy1rf5hyFWHKEdJwsspKvo9Pxe7djPnzKf36kXv2ZC1ZIs7M7Oi53gtMuYrUm3IhgSBr/sSERphyhNpIIRbXXr9OnzmT3L07bdy4sqVLuWfOiOLjFVJpR4/2vmDKVaTGlIvS0igDBzK//76BxWphMRqNFhkVFZOSEpOSgilHqDnCiAjWokUl3boxv/++ztOzgUbr6InaA6ZcRWpMeeW+fdQBAyj9+7N++EHa/L92VDo9IiYmx9o6y9Y2NjkZU47QK0QZGeXbtpF79aJNmFBz/ryCz+/oidoPplxF6kq5vLq6dPJkzvr1/IAA6sCB9FmzJAUFb1ySUlWVamfH6t+fMWxYmrt7dFoaphwhAFAC1CcksDdsoPTvTx0ypNLMTEqnd/RQ7Q1TriJ1pbzu3j1yjx51Xl4AwA8IoPTvT//yyzfWnJOSUjJmDG3q1NIJEyjz58dHRMQkJWHK0YdGGBlZ6+7O9/QUBgQIAwL4np7sVasovXtTR4yoNDGR5OV19IAdo9OlvLa29pVHxII6LpdbL279KvCamHL2mjWlEyfKqqoa/7ap5jNnitLSXl5MIRZzli+nDxiQdvVq1uHDLB2dJ1u2xKSmEuLiMOXoA6GQSqsPHyb37k3R0aH06UPp3ZvSuze5Vy/auHFVBw5IyeSOHrAjdaKUK+orPS+csrY5eMrtHpvfFO7HcV5b9licc3KKIbV+u1Q1pzw7O/sdVyIpLKQOGVJpYvLyg4LgYNqoUdQhQ2qvXXv+YLW9fWn37o8NDaPT02OJxKfLlrH69Us/dy6aRMKUow+BjM1mr15doqVVvnVrfWKiMDpaGB0tjIoSRka28A3Th0OjUi4QCKZOnfr6dnejenbB5av+AGC9U/d6XNOuMM9TVqfuxvDq23RjJnWmfP78+Rs2bLC3t3+ntTg68gYNgtfPOmMypatX1w4eLN+3D0QiiI0VDB1auW5ddm5u1uPHmYWFTyIja2fP5s+Y8SQ0NDM/P7t5JBKpoqLinYZEqMORSPULFvDHjIGrVzt6FA0lFoszMjJaSEGjzMzMvPe5D6qwsPDQoUO7d++eOHGiUChsYcm4+y4rN5uVVDe2W3TcyMDE+uRpR5fo1GJla++i5pSvW7fuu+++MzExcVCV9bRpFkOHHj9y5OUHT5w4cdLZ2d7S0nLo0H1aWge+/95q8mQrHR3T9eu37d69Y/v2HTt26BkZmXz/vfUnnxj/8MP23bt3NE9PT2/v3r0qT4hQh7M3N7cYNmyfltaBH3444eR04vTpjp5IE1lZWenp6bWQgkbbt2/ftWvXsWPH3tMYixYt2rhx45YtWyZMmFBfX99CQlmUp1cd7Jw94wEAQCmWSgBAwSJu+s+yrLXfGdSZ8h9++MHPz2/69OlaCCGEntHX15dKpTNmzGhuBwuPnnvfJw4Akm8d33PMCwBAUffwQVCVAhT0ON2dhyvl7Zjyb775Jioqav/+/aNUM2bM8F69hnXrNmrkyDa+Yvjw4YNfMWTIsB49hn/00ZBBgwYPGfLqs88MGzZMxSERanejJ04c0bv3MC2toVpaIwYM6OhxOo039KEZQ4YMGdnm7Lyt8ePH+/r6VlRUTJ06tbmvPSVVVFf7Yw7nnM44XisorclMjHvCqIy8c8X2mMOps+cTsmit5ledKZ89e3ZiYiIA1KukjkYrnDSJunZtvVDYxpcUFhYGBweHvyQsPj7V3Jzct2+qmVlYQkL4m4SEhGRnZ6s2JELtTCSXc5OTC8eNK5o+nePmVlda2tETdRolJSWhoaFvjMD/i0ZYWHR0NJ/Pf09jiMViaNPBiDIGnc6XAQDU1dQIJAoAqOYwyrhtOqtLgw5GFN2/X9qrl8jHp+0vYTKZsbGxiS9JSElJDg9nzpzJnDUrOTIyITU18TUEAqGkpETlORFqVxUVnG++YY4e3ZCc3NGjdDIVFRVxcXGvF+AV8fHxKSkp73uYD+UUISVA2T//lE6dKqupafur3ng5rej09KyDB1l9+uTs3x/zpgMT8WBE1FnI+XzW0qXkHj34vr4dPUvno1EHI34oKRdnZlL69auytn6rV70x5bEJCXHR0ZR580o//zwxICD2tfM/MeWoU1AClOvpkbt1q7lwoaNn6ZQw5Sp6l5RXmplRBgyQ5Oa+1auau8htNImUefQoq3fvx4aGr2+YY8qR5pPX1lYdOFDSrVullVVHz9JZYcpVpHLKZRwObeJE9qpVb/vC5lIem5AQRyCQv/++9NNPib6+r1yYBVOONJaUTK578KBi+3b6V1+RP/mEs2VL17u5T7vBlKtI5ZTzLl0q6dFDEBj4ti9s4dYTMSRS+unTrD598vX0Xtkwx5QjjSLjcuvj46uPHSv7/XfamDGNF6Rl//NPjZubosUzSlDLMOUqUi3lComE+d13jLlzFQLB2762hZTHxscT4uKKf/qJMWZM0r17MampmHKkaYRRUZxNm0qnT6f06UMZMIAxf36liYng4cMGBqOjR+sKMOUqUi3lwqgocs+eNadPq/COLd8QLiYtLe3SJdagQU+XLCEkJMQmJGDKkYZQyuXcEycoOjq08eM5a9bwLl4UZ2fLcRtcrTDlKlIt5eVbttDGjGlQ6br4rdzbMy4uNjU1X0+vTEcnx9Ly+W4WTDnqWLKKCs6WLSVaWuzVqyXFxR09TpeFKVeRCimXFBVRhwypMDBQ7R1bvU1zLJEYHx5OmTOHPnZssqdn424WTDnqQKK0NMacOeSePasOHlQ2tOn6pUg1mHIVqZDyant7sra2KDFRtXdsNeUEAiGGREpzdWUOHly8aBEhPj42MRFTjjqKIDSUOmwYbfRoPOWnHWDKVfS2KZfz+fTp01mLFql8uFVbUk6Ii4shkfJ27y7T0ck1M4shkaKiozHlqP1JabTSyZNLP/9cnJPT0bN8EDDlKnrblNfeukX+5JNaDw+V37FNKW/czRIVRV6wgDF8eMqtWxFJSZqW8gYOh+fmxl67ttrOTpKf/8qzUiq19tq16kOHuHZ2Tf87fJh3/rwoPV3O43XIwOhtKeVy9vr1ZB0dYVRUR8/yocCUq6jtKZfV1HCPH6cOGUL/+msZl6vyO7Yx5YTGo1kuX2YOHVry448x4eEFrd3zUFZeLoiMlBQUKCQSlcdrCxGJVLlvX+nnn5N79SqdNIkyYAB16FDO+vWC4GBpSUntrVvsNWuoo0aRe/emjRpFGzOGNnp04/9T+vWjDBhQOnkyZ+NGroPD638AaCZ5TQ0oW70jShfEu3SppFu36iNHOnqQDwimXEVtSblSoai7d4/+9dfkTz4pW7pUlJHxLu/Y9pQTCIQYEil3796yXr1y168vbP7Oh1I6nXvqFH3GDHLPntTBg5n/+1/l3r119+41lJa+y6ivE5FI7PXrKf37U/r0Kfv7b0FAgLympp5IrDA0LJ00iaKjQx06lKyjUzp5coWBgSAoqIHJbCgra2AyG1isBharPj6+xsmpfNs2+owZFG1t6vDhFYaGIhJJvUOqkSg9vdLQkDZxYtmKFZo85/sgzs6mDh3K+u03POWnPWHKVdRqyqXFxWV//kn++GP6V1/VeXq++xnJb5Xy2MREQkJC0V9/0Xv1Yjo5vb42ydOnVba2tAkTyB9/zFqypNbdnevgwPrtN9ro0WRtbdro0byLF9uyPalo7XPJuNyqw4cpAwZQhw2rNDMTv9a1BhaL5+pauX+/wN9fVlXVytsJhfVxceVbt1L69qUMHMjZvLk+JuZ9/zLRdkq5XBAWxl63jtK/P3XIkLJ//qGNHUsZNKjq4EHZszusynk8YWRklbk5Z9OmKnNznru7MDJSnJOjEIs7dni1kAsEzJ9+og4bhrvI2xmmXEUtp1xWVcVcuJDSpw/XwUFWWamWd3yrlBMIhJjk5ITQUMrcuYyhQ+sTEp6vRwnAc3enjRpF1tZmr1wpCApSyl/cf6mByRQ8fFi2eDG5Wzf2+vVSKrWFkeo8PZk//8zZvJnv7S3jcF55ViGV8v39GbNnl3z8MXvNGvFbXj6sZaK0tApDQ+qwYRRtbeb//lfj6CgpLOzYfRlyHo/z77/k7t1pY8dWmpmJs7IAQPL4MWf9enL37oyvv65xdq40MqLPmEHW1qaOHEmfPp02fjxlyBBK796UPn1Yixap90fU/hQSSZWNTUm3bjy8mXK7w5SrqIWUK2QyzqZN5I8/rr1xQ43v+LYpJ8TGxqSlpXh4UEaMYHz1VQOLBQANdDpn8+aSjz5iLVzYwldSCqGw2s6O3Lt36eTJgocP37CARFJlY0Pp2ZP++eeln31G7tmz9NNPK3burL19u8bFpWr37vLNm5m//krR1qZPm1Z3967y/ewyluTlVdvbM+bNo2hrU4cOZa9cWXv9uigjQ/4O30moRiEWs1etIn/8cZW19St//ikB6ry96bNnl3TrRhs3jr16Nc/dXZKfr+DzGxiM+uRk/v37XHt72vDhtHHj+AEB7Tz5u5DX1koePxaEhHCPHy/fupX5yy/kHj04mze/vHGA2gemXEUtpLzKxqZES6vazk6NbwcqpJxAIBAI0SRSvrNzaf/+nDVr+D4+9JkzyTo6VTY28mbuoPoyQUQE/csvyb16cTZtqvPxkbHZjY9LyeSy5ctLPvqIs3WrjM1uKCur8/TkbNxIGzuWrK1NHTGC9umnjFmzWAsWVFlbv761rnYKsbg+NrbS1LR06lRy796UPn3oX37JXr2ae/q0MDxcTCI10OkKkeg9DtDQULFzJ/njj6vt7ZtbRlZRIQwJkTb/JUR9XFzpjBnkXr24Z84oFYr3M6kayKqq6mNjuadOcdaupc+dS+3fn6KjQx0xgj51Kut//6u0sJCVl3f0jB8iTLmKmks57+pVcvfu5Xp6at8wUS3lUTExhWVlPGdnSo8e5G7d6NOnC4KC2v6mMg6nYs8e2tixTdvd+vo1bm70r76i9OnDPXv2lc8opdHqw8PFOTkNbLZcKFTvx2/TtFVV9VFRvIsXOevW0WfOpAwaRNHRofTpQ5swgfH99+y//67YsqXa3r729m3ho0f1BIIwIqLuwQPe5ctVBw5UHTjA9/OTZGe/7SGPSoBKK6sSLa1Kc/N3nF/KYLBXrCjR0irX1a3z8anz9q578IB340aNq6sgMFCcnNxAozX+YJVyuby+XiESKerrFVLpO75vGzUwmTWOjvRp08g9e1IGDqRPn85etYp79qzA31+cl/dWt8RCaocpV9EbUy6MjaX078/6+ee2bPO+LRVTHhVVRCaDQsE9fbpi1y7VLv8iLS1t2u4eP57crVvp5MmCsDC1f0D1kvP54owMQUAA7/LlSisr9t9/MxcsKJ0+nTp2LKV378bd05Q+fSja2pRBg2iffUYdNYqirU0ZOJA+a1bZn39W2djUeXmJ09Nb/Sa26ujRko8+KtfXV8uJ6QqRqMrCgtK3L0Vbu2lOHZ3nf00bP57x7bdlS5eyfv2VsWABY8ECxrffMn/8kbNyZfXRo3w/P3Fy8vsou5RMrj5yhDZ+PKVnT9aiRbwrV8Tp6e/jX3KkMky5il5PuTA8nDZmTOnkydL3c1tklVNeWFCgrhmkNJogIKCBQlHXCtuTQiqVVVVJi4tFCQmCwMC6O3cEgYGimBhxRoaUTpcWFQnDwmpcXMrXr2d++y119GhKr16UAQNKZ8woW7y40sSEd/26MDxcUlQkq6mRPH4sCAqqcXPjbN5M7t6ds2aNeo8/EaWk1EdHixMTm/5HJApDQ2tv3qw6eJC9fDnr119Zv/3GXraMs3IlZ+XKsqVL6XPmUIcPp2hrk3v1Yv3xhzAmRo3D8NzdqcOHk7W12f/8I3j4sNVjllCHwJSr6OWUK+rrm74knDJF9N7uZq16yjXsbE/NpxCLpcXFwogInptb+caNzIULaZ99RunTh6KjQx09unTmTOqwYZRevSj9+5dOnlyxc6ecz2/nCV/5ElleVycpKBBGR1efOEEbP56io1Oury9905+4DUymMCKixsWF/c8/FYaGLR+hpASotrUl9+hRtmiRMDparZ8AqRmmXEXPUy7Jz2ctWVKipcVZv17a/Mk47w5T3lEUMlkDkylOTeX7+1cfOVKxZQvXwYEfGCjJytLAr/ikZHKFoSGlTx/a+PFcB4e627drnJwqDxzg/Pcf68cfaZMmUXR0KP3702fPpg4aRBs3rubcuTf+UaRUKBq/wGf/+2+HfPOB3gqmXEVz5syJS0mRhYRQR46kDBpUc/78+z4AC1OO2q6eQGAtWULR0aH060ft3582fjx93jzWokUVu3bV3r0rzsqS83j1BALrt99KunVjfvcdPzBQzuc/v8yAQiyu2LWrpFu38u3bFdjxzqDTpZz32vEFIj6PL2lTRdWa8nnz4ohEga4ufdas+qQkNa65OZhy9FYUEokoJUWUliYtLJSxWHI+//WtDaVUWnv9eumUKRRtbfr06cz58zkbN1bZ2bHXri3R0qo0NX1PJwQgtetEKVfUV949f9L6wMGTrp5ldU0HCzyJ9rGxtLY8dCw6o/UbBKoz5bPnzMnOzgYAeJ8HLL8MU47ek4ayMu6xY5xNm1h//UWfN482bBh18OAqa2s806cT0aiUCwSCqVOn1jZzjFM9u+DyVX8AsN6pez2ODgAgr7beaZpUJi8j3NYzdmz1UDB1pnz+/PkbN260sbWtaq9DsjDl6H1TKpVygaCBTpfinds6Gw1JeWJiorW19Z49eyZOnChscddc3H2XlZvNSqobAADqnuzQNSsSgYKZqLf/aCvH/6o35d98882ff/65fft2zvs/m7ERphwh1BwNSXlERMT27dvXr18/YcKE+hYvjcmiPL3qYOfsGQ8AUJu/Y6tZkQiUTKKehX27pnz27NlNO1jaC6YcIdQcDUl5I6FQ2MIOFh49975PHAAk3zq+55gXAICyylzPOK0SalK9tuxxaPVKpx18b893hClHCDVHo1Le8teekiqqq/0xh3NOZxyvFZTWZCbGFZQJckJvmZtbmew7GJDc0rkOjTDlCKGuqROlHAAAZIxSOl8GAFBXwxWK5QBQU85i1wjasn5MOUKoa+psKX8nmHKEUNeEKVcRphwhpDkw5SrClCOENAemXEWYcoSQ5sCUqwhTjhDSHJhyFWHKEUKaA1OuIkw5QkhzYMpVhClHCGkOTLmKMOUIIc2BKVcRphwhpDkw5SrClCOENAemXEWYcoSQ5sCUqwhTjhDSHJhyFWHKEUKaA1OuIkw5QkhzYMpVhClHCGkOTLmKMOUIIc2BKVcRphwhpDkw5SrClCOENAemXEWYcoSQ5sCUqwhTjjmMaJoAACAASURBVBDSHJhyFWHKEUKaA1OuIkw5QkhzYMpVhClHCGmOTpfyGi5X/v8fEfFrq6urhSJpq+vHlCOEuqZOlHIpj3XtpIPtsaM2Dm7FbEHjg7mE+1v2WDifc4pJp7S6fnWmfPbs2dnZ2WpcYasw5Qih5mhUygUCwdSpU2tra9/4bA016/rtcADwst9j4hLU+KDnKatTd2Nq6hvasn51pnz+/Pn//vuvpaVlZWWlGlfbAkw5Qqg5GpLyhIQES0tLAwODiRMnCoXClhc+a7LT0T8DAABEx40MTG1OnnF0iUopVrb2LupM+TfffLNs2bKdO3dyOBw1rrYFmHKEUHM0JOWRkZE7d+7csGHDhAkT6uvrW1gyzfeShd11ftP+cqWkQQoAShZx03+WZa1NhztYEEJdk4akvJFQKGxhBwsoGkI9nC1tL/FfPFL70DuoSg4KepzuzsOV8je/7jn82hMh1DVpVMpb/tqzKif0my9nmxx1drt4Pj6TnEtKLmBURt65YnvM4dTZ8wlZtFbXjylHCHVNnSjlMomojsfjlDFKS0tr6ur5tTyhRAEA1RxGGZf/xpe8AlOOEOqaOlHK3x2mHCHUNWHKVYQpRwhpDky5ijDlCCHNgSlXEaYcIaQ5MOUqwpQjhDQHplxFmHKEkObAlKsIU44Q0hyYchVhyhFCmgNTriJMOUJIc2DKVYQpRwhpDky5ijDlCCHNgSlXEaYcIaQ5MOUqwpQjhDQHplxFmHKEkObAlKsIU44Q0hyYchVhyhFCmgNTriJMOUJIc2DKVYQpRwhpDky5ijDlCCHNgSlXEaYcIaQ5MOUqwpQjhDQHplxFmHKEkObAlKsIU44Q0hyYchVpTspjY2OJRCKJRIqNjcWUI/Rh6lwp5zzN8LjtEZ1Z8vwRuYATeO/W/bD4ennr6++aKScSiXfv3j158iSRSNSQlD98+JDFYrXzmzaHSqWGhoZ29BQvBAUFMRiMjp6iCY1GCwkJ6egpXggODqbT6R09xQsaNQ+dTg8ODm7u2fZPeUhICI1Ga27UFlLOI6fu230gLDrygLHhzfDHAADQ4GF/6Ox1/2unDh91afYzPqfOlM+ePTs7O1uNK2xVXV1dWlpa9muoVKqtre20adMoFMrrz5JIpIqKivacEwCmT5+emJjYzm/anMDAwHnz5nX0FC/MnDkzNja2o6doEhoaOmfOnI6e4oVZs2ZFRkZ29BQvaNQ8kZGRs2bNau5ZsVicnp7+egFekZmZmZeXp5Z55syZ09xGkkAg+OKLL2pra9/4rERQw64WAkDgaePdTgEAACLqbr19TxtASY7UNbLjt/bW6kz5559/vnr1ast2tHPnzhUrVqx+zcaNG7/88ssePXps3Ljx9WdXrlypq6vbnnNaWlr26tVrxYoV7fymzfnjjz/69u3b0VO8oKOj8/fff3f0FE2WLl3ap0+fjp7ihd69ey9btqyjp3hBo+ZZtmxZ7969m3tWX19/5cqVrxfgFatWrVq7du3+/fvffZ4+ffosXbr0jU/t2rVr3LhxQqGwhYTKuMXGW43ji7kAADWPt28xLRKBoixZz/p4q9ue6kz55cuX9+zZs7Md6evr73mT3bt3m5qaWlhY7N69+40LGBgYtOecO3futLCwaOcfTguMjIz279/f0VO8YGFhYWho2NFTNDE0NMQfTgs0ah5DQ0MLC4vmnm2uD28shlrm2b9/f3M/HH19/UePHrXQT1kN3cnaMjCZ1vT3YoqB3v7iBgBq9Fajw2/emH+JOlOOEEJIBfXM3BULFxg63CkqKSmv5nMrK3hCgZvNvvP3I+87H91/+oGytTVgyhFCqIPxyKQzJ05fu3nzsvulpBxqfmbaU3a9vIZ609XZ5XZglbj1NWDKEUKo08OUI4RQp4cpRwihTg9TjhBCnR6mHCGEOj1MOUIIdXqYcoQQ6vTeNeVlTGpptRAApDyG34MHqU+YAABKUeIj/9DYTAUAANDzkx54B5cL3u+FxzSQTFBJpjEBABpqHwU8CEtuvM6DLDUmyP8RUawEACh7mu7lHcjgtuHA0S5GLswj0xoAAGRpEYGBoUkSAAAoJMU+8AurqlcAgKSGFeDtnVpQ1pFztjs5vzzU1/thXIYcAED5mPjI2yeIVdsAAIzcVG9v70ImFwDkgvIQb6/EnNKOnbbdybNiwry9gzl8GQBQ8pO9vX2KGDwA4DELvLy9k540XuqrITkmyDcySdqhs7and0i5Ulb6hPD3X0vdk1ggYR8xNb/pH3znypXk/GL/86dPu/vePHf0vG9qaXq4+b7TYQ/v7LVxYovUN7jG45XRnUy2bLe7DdDgZm998rqf390bQcTs8DsXbRyuBD/0uh0QR8tL3Gt0wMfXc5exbWF1Q0eP3H7EteUPzu/7n+4hGUDwFUdrh2th/vc9A5NIkQ+MrE+FBgddvOFfUVVqt2//3aBQ+70Wwemact3E905a6Whhfeme30UHm1MekYXEkH37Tvh7XzHZf/FpQcZew4MBgd4GRodzaYzzB20uejw4ZmZ+65F6LgXVKUR6OpsdcQv0umJ0wCUrI9HMwsbf/4Gx8aHMosLTe/d7BgRY7jYn5LKi7pw7fOHOXbfTdq7BrZ4n2TWonnJxdWlkqJex3pY7GZWigqA1W48DAIt419LxivPBQ3cJpWk+ztbnQvOi7xnZ3K7l5u74b39Jq1f36jrEqaFR5w9ZmZzyAxFlzao9FQBQkb3b2OK/zXuiaQBQY25iHl/EZnBq6znZ/20zza34cDYglE9SY29fPLLJ6LgSJCbr10ezAYB7fI+57laDqxE0ADhmZesXEWNqYFrA5V3YZ3ApPL+DR243snoKlQUAvLR7Gw0PXTh9wi2UCiA/st/M3v7AYfeHAOBuZXE5MJ1WymwA0UULY2efrI4euv2wSym1MgCoM9xmYHvQ3sEtAgDcjtkeOHpq76FrAEC4evTE7Uf3zh2+EJRbFOmxw+ayooNHbieqp1yhUALAaVO9a0lMRc0TM0PbQkbZvWOGawwuJoTf22loZbTT0DOJVst4bGRgePzwXvNTnvwP5IcKAKAEgAw/t91HPUFRZ29mEZlPz/RxWb5S/+TxM7dCc2j5oT/OW55RAwCCm6ett5ueotd8QPtYlAC8nIcb9Q8rQHHVwebqo8f07Ie/LV/pcOqs040wdmnh+p+X+iYXeTrb7bO132FkkUPndfTI7UzmZrXvWnCSu53l5XAygPyck92uXbuOXA4GAL/jtlf8cwAgM+TO5o07g0m0Dh623eWF3TA9fuOOq+NB10gAuOdywWCX2V67GwCQ+tDV5nZ4UbyvwY69+/QNr/hmdPSw7eQd95XLHYy2XYkjA8iKUqNcr3qcs9tvYGqx22AvFQAYyaamtqcOmJ0PKQCAIzt3+Wdy1DFzp5Hidd7AzgMAOMUkd7frN52P/WtwpryC5Xn9iudN13Ub9LMqxDIlAMBtO5Mjt5M7eNz2VZHuu2HXwXqA2nLKnctu925d2LB+bxGnIvjerbuet3fompxzubjHyhUAUu47Gx/36+h525Mi7NqZExcDAMD9sMWlcBqA4sShfRaWZvZXgwHg1mFrV590ibQBAKpTfNZvtf2AtgIAaKQIE5NTZSJI8jh74Hw4AFw/5WC239b8yC0ASL7neODcBSvD/elcAFH+1m37aB/GT+cdUy47qLvmQiwNRAx762OZT0t8L7kGhcWePXYwKL0gM8TD+sT1gLsX7a8GUItyzPdYEKmtXqmxS0nwOLXZ8jqA5OKxI4HpRUT/mx5BcaEebpd9iE9Tw5zdA3OJwTa27sXUp2ctLLwTyB09b7vipHgu22guA/C/dPaSf+rT5OCzt0KSwryOXfIrKU4/e+5mTlbSAesT+cXk2452p28ndPS87UVed8b03z82WuVTGWXlPOJ9V5ODl7NJYTt2HyUmhOmbHM3OTjfS3xudkuFw6BAh92nM3YsWJz0/nCMK0v0vLFjwl1/cY1ZZGTkpYJfx0azsdNPtZhFEooW+eXJW9lETk/uRydccHLwIeY/jfYzMz1Z9GF9CvWPKFXHBfiQqF0BJzYxxPOMYklQAAKJq2i0XpwvXH7DrlQDyWL/b5885Ews/rOMQAIDxOPlhTBYAVJfmOp09czsoUQkgrWXednNyu/WwWg4gkyQ/8nE+fy4yrfgD+XLmOSEr3zswSgYg5jJunXNy8wjiK0HZwPe7437W9WZppQQA6HkJZ8+53AtMbPhgfjrKevYFO6vTLm6uFy/cCUxRyupD7rieOXUusbACAJIC7585cyo4KR8AWIXplxzP3XgQWSv7YH46ABGelw4fO33F3fX81TvlQnFyuNeZM6cexRcAwNOU0JNnzlwLSpQDKGrZ9666OF66Q6+SdPTI7QSPK0cIoU4PU44QQp0ephwhhDo9TDlCCHV6mHKEEOr0MOUIIdTpYcoRQqjTw5QjhFCnhylHCKFOD1OOEEKdHqYcIYQ6PUw5Qgh1ephyhBDq9DDlCCHU6WHKEUKo08OUI4RQp4cpRwihTg9TjhBCnd5bplwuIUX6nDzpFPe49F1uQiWqYd69ePbcJa9qsUxUTS8qrXj+VMP/tXdmT4lleR7/LybmfV4nJmbmrWMepqOjY6ajIrprqqe6qiazJivLNNPMykw1UUGFRPb9su+rKKAooqKIoiyuoCDuGy4opruCgBsI/ObBqszKaqszs2MeOrv5vN1zDr9zfuf++J5z7/1FnNhBeHVzbW46enj2ujCyurIV3RxfCP+8yXx4ZpDPZDW2D13l3msMi363c2Ljtprrwc4GOpX0kkQRqjviH3hs4t7m8uZ+EgAA0nZdY3A9AZDxOV2LC5MCJgVBWBZX8MfHm13tr4qJJARB6HT5wtY7zj6d8zqnw/sAkD5Z73IP/uSoq0x8E2FSEQQRyU07iQ84m3axv5NCY7EZ4omF3Vsb7C+Me0fmbq06WhvXyixHFwAAqb0VnZDLljcfJNLv1fHlnrnNmXqPhtHpYP/gyh+Xx7bnOkan31ynEyvhleXp6ejh+1gt8FdIZG7YPb36c7X5q/jUwtpPFOJ0c7nHMfPndHYVXw6vLE9NbR+f/+mG6bMTq0JE4Koi59fpgwWEzWgfXgYAOD9w2n03/9VJ1+BSNAUAq0E3j8lRGXtOL7MAkIwueEffPbwPk/KVIWsZXnt4sM3B0ub20+cnUd/EbBYglYilMtmLxOnRcWx7Z3P/9DyT2BsPzV8DQDYV9Pn3L3KQPt3YepUDALhWsLD6wdX10U6GusPKx+F4VshnZv2+zYPToEVZ9FgYWd86y+SONhcDs2tnya2ae/eso4uRgxhAfjEY2DnNAKRD4/7IYeJmYDshN5ogWV5b1zGJmu45yCYnfP79xFUmfbEVXl5YjgJA7iLm8/kPU1mA/NL8DBtfRTUF8+dHPv/48cWPBTufiB31mJBHHP3eQQwgMxcc3zw8g2x6c23zOJVOHW35J6bTObi6OF1dXljaPACAeHRlfGY5l89Kyx/wW3wAAJBB/eKffnmPCwAKPMlkUryU6JPJYxaR4pg9et3Z3pgdXyZKJpPTNgWKqADITgcmokep3OXlxfk1QDYeO89mkn6ffz9x1c0lmpzzAJBa95RTWckfjKxOBxa3j05XR4oqxclkcqhFjJHYIX8Z8vkih2cAEFmanVvYuLgAyJ8F/RP7ibdOrm0jUvTts7GdUA2RdZCD5P66f2L2Kgep09jyzMz28fmyXStQdqdODnYOv+/z4iTqD8xdpq8Uld+g+darHOSTWxQKaXgh7GtT13LMALAcHF/YPATIHx/szoVm41cAkJ0P+pe3jgEgcbA52mv4+gn1OH89HfCt7sbeDCh9OjE+dZYDyJ8Hfb7t+MV0m4GIuADOJ4PB2FXuPBU/y2TPT+O+Hl2Z3AqQnvH7Ikepo8nOkm/LQ0urF9dwdhL1TcxeA6QvExvhxfm1HQDYXV8Izqz+7Rxq/DfIUBuPYur//iKTDPh8r+JXAPn5UGD91cnGeMtnT1/uX96IeWZu3L9xlDqZ8pY94U2GFq4A4Co24ffvJa4AIDI7ORfZB8jv7EXD62vxywxANnYUz2evpn2+rePUnr+1pLhyZmntIgupo01fYC4LkL5MrIcXFyMHkLvc3Ni5CbYZb6vI5PDZTAi3QcuRdbm9bDxzcWevgXD/F7/DZwDWfaZ/+cdfOcLp43V3BRlZ2tgetmiE2p5EYvf5p78uwhre6fiHSXl8cwpVWkYXyJUS48r8jIDJYDAY+rY+hU7kWDsealRha/G//v2nPE2TmM0hU+kqfbtZr+bzBEy2LrweCUzNZwEA8t5WSSmKoNBom7qG6uue19BV7S0GIV9EIIlFdOqDEoZBJm01NjNq8HK5cdjdj7r7tVCjZTW19XY2UepoDB6fQGKSmUK5uefwIg8AFjVD0b8IAJfHu6vLi0aRRCzm81gqBYf22eclNaU4z/B4s0YiEHOJUl2PzYyrq/3Vv/8nu8HRqFWKhZwamiHx9ko9M9hU1+wGAKdJzeKJxBKNQSH61b99oTY1iSRSAZsss/Yruaj/elhaXsnu7nEKWTyRUGhosTMe36XpvQAAcN2Awd35Q0nHSKhNImm3NlSRmKOjnupqajD65oHjaHIAU4wfHR1zd1vMfUMui57E4LAFslaDqcOzmNoOyVQmg07BFwuIUoWWi9iGVgDgbHMEyxWlAADy471mBpPP48mtzeYnVfTR0dEGMaLtGbQ16QQCEZYo73HYyQRi0W++FMqctiY1XyBmcuRrJ282zt1sBkNkHXTo6/j6neiSiMkTMBj6+paqR4+LH1WQyHJPVwuXSEeIwrGVIwA431/hUalMJqLUNZOK79TK7VmAqNdCZTYDAOTP5xbXetuNCCLC4bj9roG7n95BPUcLZS2OVrNQJCLVsn2jY0IG8fGDr35zF9tiNvAlYjSBMrt3DgD5q6N6AZNAYoqkKoVaIxGLXtI0NlObTOHobFCQ6HQeV0sXc91bcbdWVlb5kttu77YY+TwRlijtbtY8vv+IQ0WcTreUy2YwGPoOT6Os9rdFT1GVTFNzE55MlivU4+HbHz4K/BXg65IhbV4AgOu4XiYWioR1NJVBL8XSEEOrrc8q/eR++WbqGuC616SkUhgkRDXqcvzul5+Vo+p09RYhB6FxxYZe/7C7m8ngC/iKVmP9J198WlaD5RmGUgdLfK660aAXCUQ4srzbqCj59jFCRZz9HgnCZjAYjTavToT53YOnz0vJ7kA4GFi4+Ztls1kAmLXpsVVENE97CWBpQFQDoWBfw8Ma1TlAZHa0/AXeE0kOKflNzmUAgNxBHVMY2I628lkcVsc7Hf8wKU/GD7ajq11thmfPnpaXvxRpAgBZHqqujELzvDqbaNaVlWHwhp7FcRtK1g0ASwPmbz77vUipxJRWB6MX31vJpY+398KzEyoB5TlO0N9q7LSPTfpd7pE+VDFWo7DqG13d9dJWsxVfjmKLTFv7B61imcvTWydkU/DU7SwcR5bFdMIzNL5lIHCRAwBoVlK0QzevXzLxo2i/rc/raK8urSCg2ZaR7YUujdrQM9bbO+QwPyx7/KCYGT2DYbOKrukZ8PY7uwz37xL33t6qhdwGfJMHIPmo+A5RpCQQsehqMlfpvYhtOzr72us5z2gClpjl2ox59Y1P/uf+w2c1SiGTJTF16dT9I3NB78DITEBFkHudDtSzMhqZ7+gyPnlR2dRkwtUwJteOX3d0Mu0qvftCJaV/XoQ/SR7VPaanAAJGDZ0uN7Z2W5ubu7xT4309o862Rxg0jcywj4ThByk/AwDIcJ58VcWUcHA4sUBc9B2m0WTqcU0BXI96HZ6h3qoHLx5+U+Z7dXmxMNnI4H/x6FuRUonCVI9svVlO7CxKBU5k0goJfEM0umHrdFtV3Fo0oRYlipymWngcS6PsX//+7yqVnpv2Ew51Zb0bIEeh0ih1zJHZXQBY7W1msdpuGqSOYxNjrgGf9+XTGrHQUIc3nCc3hXU0p3toyOslV6AI1QyxZgJg+wWG0zfgnBhyPvmupGMpBgDxhWF0mRIA1pYnO3vtg4PdZcV4tdyCEJByrjoDsL+8SEEo3p3zUYO6FIVltdrHfW7PSF/pN9U2u9usrbdoFEQUXqCeAMjyKoileHz3ysG4qYlOk2GrKgUKY+Qg8UFhX+AjwtclQ6yDAADZM9eA3e22lRbhJFJpeXmNyT66u+arVTXnAeBsg4jCngLMdikqKnB0jgMgiaNhMTg8uo7tnV6UoIvKKQI+8SWNVIcSm67TyXqJpqPN0tbvnxgb8Aw7nt/H2ntczdp6i1pGQBEkukmAKwRFLK0j9K4dueUKXddb73mOVwZLq4hTS6FqRHIO0KJnawL7cLlRUaeKAwCAgifsXztxi3hW1xoAACRqcMyVDJz6e/lM6zsd/zApH+uQYAQWAOhrFpVX4jkie+x4hVzLfMlgNLjGSI+Kvn2GIVk8u0vecqr+eH+jSUQveVo7s7HeKG8MH13l83kAgFyMXVrpXEwB7HIpvCalVN/QUo9QFSZ9yV2UhKcXiDutCq5Maers6JMTa+jc+npEYOtpfykWMMhUfyTmMYseYWhul+1/7zwf2zwHgJXBdjRVn7y8HDYpOWxJHYejVyuelTx9WcXrmdifsioFPAULxzbVi79+8rS0jOKeXBFiK1B1QgGLqdEIvvocu5d9y9OAU4fWOwFS1S8qeqfXnRYTn8yTNwa2Jr3YakTFxT3EI3Q5f3j3tEeqLi0uo8it4dCw0eq1itkWh8/T0WofHeSWUtcT+QFR2T/88287bEamyQ4APUKmtn3qdUe7o3Y2sQUADFQMka/nYDkLh3ELn9nsnHNoCJ98i12KbLCrSCa99OvSFwQcsdO7DACpDW8FnZPI5/P5S1FtucE9O2Tr0Ku0aM4PtzwVFeBrVab6x3eeV1UQ7ONLo431Epq0vJY8tb5mUmnDsTdrl5XC6h7cB8gzCGx1k7GWKVbS8OWoWnyV+lUi0cik62UiChZXhaMGoykAWB5preCZ48drBAqdjq3rGlkDgKvDhRo8eTV+tj/twuEFSi5DamgovVfK4+rpFOv56Rofg8EhHJnWgHr0hEXjM7mW+YnO//7iKb6W3ajXfX3vfvvCCQCcb4Uwpay92HGjhFqKqm4w6x7exciFRg5ZUkMTrh8d9lvMlXi8yevDP7hf/OIlSafTcGgqk77oD2Vt1m4lT1AvEiIkNlvQHT8Ok6tp1Sx6X+R4SKutRQvszgEhoRSj6f2gsC/wETFiFdCa+vP5fPoozMFhNUbNt58/E4gNLqf9RelzZYuxSqhNA8DVPqMaO3sYsyv5VDL94UPmynKwqqKc1Whx2gzFJdXYKkxDX8jf262QCCoUzQDgaUT+4yv0cnRbS8MrTfVFX6LarV0KnrBewEfIHETsiB0ukqpp1Wyma+vEzhdpO5e+VzyAk1VfUfETVzgGcEGpJPuX1yUEon8nnd8PlaAlcQCALIdE75xPbk/bakXG6OaiiI75jiC9AIj0tTJI5nc6/mFSnj0/addJCDSKqnngNH5sM8rQ1QTn7Nbuiq/iBerhQ7RCZ9C7A3B94WyUVeKpzuDqjKerpgIt7xyNH2wMDPpu9GMvHOJSyGQ6MrR8sD/noQsEeomAr1DymBKPyyvnSRu1hkBgyizn0xjyxchOv1nJVioMbn9kKUCtxsqM7e6+HiaJImtxxs6zAAC5C1engUQgClXt2zuvVFKORKLmyCVyWUtg5WR9tLen26nmCRRKBYPdMDkTYNGwX977ztDe3yBkiVUKIU83NjDgHVl87Wk41K/pDwDAZqAfX10t0zsm+t2dfUsnr2apRJZKJhHLLcYu6/xRasxq94zNNYvY6Dq6f3N/ccDE1HffzFan1LAeA0iuUuuQ8cAQFv2CwWDQZS0Hp1e9rd1z0TMAiC0GzDonAKR3ptk8/eTUCAmH4yhbEgDhHum9F6LMxamSxZEplGxEpVPWj8+/AoBsfJVYU0ZhMMRa29riNKummqowz86GVE0DNzOcv4y3iJiIQsFjSKxtZhqZVvTJlwzt2MqYDVNVq2sd3Y2Emlz+G2fHm9SoqjoGlWzqD0bWglQ6WymRcnUajaLn8OzMbTE7u2wjvvmAo0nV6QcAuEo6GqVoDNEVXPHbWkbndm7sREIuGoWIp0nDm69GWlVMoUTAFna0dDc3jV6kdmz6xgajBhGoGAjXs7A60KYqLimuIEgbVFqRREEn8QaXbh5W0j5nEwZDMVu6GiVcgUopROSdZnuPcz7sd2BxOF3XWHh6qPIF6uEjjFLf1OzxdukkiEyB0ISToTmtjEljiZfXo70tSnQ10T290ue0+l/FZ3v7O2zuerWAxpWFIm++VRT4K2N9vKP0BZrBYHR09xslXIFKKWDJ+pwODoshM3S92ltjkTlTWwkAiEwPkasxbF33ztpCRVHJUxTVN7Ux4WwnkSnG/smtjSUOtoYsMQYmx9RdLgA4nHZW1cmu0mcdMg4iVyB0cWhqViWhM9iSlci2vUmOriENzoYdvdbA7mmwy2F3jA96gzefNANt0q+KynhcpM0zt780hsPVKNvGMgCZw7BY230GAJCzmlqGVxMAmTGnhYbFfXPnXiVOnUjnDkIjraahdzr+5yQjXmfefDTL/Xwiy5uq75em/M0Lo9el19m3fpy7zdYtZT8sdPlc9ic12es3O83cbXkst472puHatH98IXpLNQBA/k9e/nHpz05K5vupS4+5PNGTn0nzyOcAIJ/abxCI+kNbN2XZ20xmMpnM9U8n4cdkc3kAmPKY0FQOi8XqDkUBvp/Ak7UZ9/jSjzrNZjKvTb1XdtLttz73ZqS57C334NbC7B/Zyv9Q8pPmr7c577TwcyN8v/ymAh81+UwmcxOIb+In/+bO515HUf62EL1VO97mPeMt+3b4ZjKZ69vi/xZT2SwAxHb2ztPvm2Gb1wAAAFxJREFUG7CFvPK/UDKpw2Bo4f1y+t7JdXDE7Ztd//8xVqBAgb88ClJeoECBAh89BSkvUKBAgY+egpQXKFCgwEdPQcoLFChQ4KOnIOUFChQo8NFTkPICBQoU+Oj5Pz/v7JxC3K5CAAAAAElFTkSuQmCC" alt="" /></p>
<p>&nbsp;</p>
<p>Another way for a home price increases, can be done by further decreasing interest rates. Interest rates as of today from Bank of Canada are 1%. Yes interest rates can go marginally lower, however, this policy would be artificial and would require government intervention in the markets. While we can follow suit of this situation, as the Americans have. The long –term <a title="Effects of Low Interest Rates – Part 1" href="http://www.economicreason.com/canadahousingbubble/effects-of-low-interest-rates-part-1/">effects of low interest rates</a> will undermine the economy with its malinvestments from an artificially low rate and will only “kick the can down the road” as rates return back to normal.</p>
<p>A third way that they can increase home prices, is to create easier credit with the aid of federal and provincial corporation i.e. CMHC. Although, the current minimum requirements for <a href="http://www.cmhc-schl.gc.ca/en/co/moloin/moloin_003.cfm">CMHC insured mortgage is 5% down</a>. We can technically lower this to 0%, however, I believe that this will backfire and will create political suicide. If they want to try expanding the Canadian Housing Bubble, they must do covertly without anybody noticing it. This situation to lower credit terms again is unlikely.</p>
<p>A last way the housing bubble can remain on track would be to increase foreign capital into the Canadian Housing Market. For instance, Asian&#8217;s has greatly influenced the Canadian Market, especially in Vancouver where home prices are roughly <a href="http://www.bankofcanada.ca/wp-content/uploads/2011/06/sp150611.pdf">11 times average household income</a>. Similar to Hong Kong and Sydney. Can this trend continue with additional foreign capital entering into the Canadian market? Yes, however, if there is a slowdown in Asia, we can see this foreign demand dry up.<br />
Please tell me what your thoughts are below.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		<feedburner:origLink>http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part2/</feedburner:origLink></item>
		<item>
		<title>Canada Housing Bubble – Part 1</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/tL3FdCp_PN8/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part-1/#comments</comments>
		<pubDate>Sun, 08 Apr 2012 23:22:55 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[cmhc]]></category>
		<category><![CDATA[debt/income]]></category>
		<category><![CDATA[foreign demand]]></category>
		<category><![CDATA[real estate]]></category>
		<category><![CDATA[shdm]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=43</guid>
		<description><![CDATA[Real estate in Canada in recent years has seen some attractive appreciation despite the 2008 crash of us real-estate price. This trend of higher home prices has continued, especially for western provinces of Canada. Although, higher home price has been seen in other parts of the world, most notably; China, Australia and the UK. Although, [...]]]></description>
			<content:encoded><![CDATA[<p>Real estate in Canada in recent years has seen some attractive appreciation despite the 2008 crash of us real-estate price. This trend of higher home prices has continued, especially for western provinces of Canada. Although, higher home price has been seen in other parts of the world, most notably; China, Australia and the UK. Although, these latter real estate markets have started to decline, and with some patience we will eventually see a similar decline in Canada. Canada is not bullet proof, especially in a global economy which we live in.</p>
<p><strong>How far up did Canadian Real-Estate market go?</strong></p>
<p><img 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" alt="" /></p>
<p>The Canadian Real Estate Association, issued new figures on Monday showing that Canadian home sales rose 2.5 per cent in March, and the average Canadian home sold for $369,677 last month. For a more indepth look at Canadian home price evaluation see <a href="http://www.cbc.ca/news/interactives/housing-canada/">here</a>. That means the average Canadian home price increased 130% since 2000. On the south side of the border, the <span style="text-decoration: underline;">average home price</span> at its peak increased to approximately 65% from year 2000. The Canadian housing market price average actually increased double the amount when we compare it to the United States.</p>
<p><strong>Who is responsible for this increase?</strong></p>
<p>I would argue, Freddie, Fannie in the US and Canadian Government-owned CMHC. Also, other local programs like Access Condo from <a href="http://www.shdm.org/">SHDM</a>. CMHC alone, insured $541 billion in mortgages as of Sept. 30, an amount equal to 31 percent of Canada’s annual gross domestic output, as home prices climb and construction expands. According to Bloomberg, In 2006, when U.S. home prices peaked, their equivalent ratio was third of their economy.<br />
<strong>Other factors contributing to the price increase</strong></p>
<p>China and other wealthy Asians have also increased the price evaluations of real-estate in Canada, as shown on my earlier post Purchasing Canadian Real estate by Helicopter. However, this investment is far more based on speculation than on fundamentals. If an Asian slowdown were to happen, an important factor contributing to Canadian real-estate would also be unfilled.</p>
<p><strong>Result of the Home Price Increase in Canada</strong></p>
<p>According to the <a href="http://www.theglobeandmail.com/report-on-business/economy/the-debate-over-canadian-debt-data/article2337128/">globe and mail</a>, Canadians now have a debt-income level ratio of 151%, similar to one the United Stated has before their crash. The artificial low borrowing cost and easy credit through federal and provincial programs much incentives this boom in the Canadian real estate market, and now Canadian are at an all-time high in terms of debt.</p>
<p>Will the housing bubble burst in Canada? Please post your comments below.</p>
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			<wfw:commentRss>http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part-1/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		<feedburner:origLink>http://www.economicreason.com/canadahousingbubble/canada-housing-bubble-part-1/</feedburner:origLink></item>
		<item>
		<title>Rich Asians Buying Real Estate By Helicopter</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/1fHcHozmJwI/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/rich-asians-buying-real-estate-by-helicopter/#comments</comments>
		<pubDate>Fri, 30 Mar 2012 23:33:42 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[real estate]]></category>
		<category><![CDATA[vancouver]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=46</guid>
		<description />
			<content:encoded><![CDATA[<p><iframe width="560" height="315" src="http://www.youtube.com/embed/8OtluM512Nk" frameborder="0" allowfullscreen></iframe></p>
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			<wfw:commentRss>http://www.economicreason.com/canadahousingbubble/rich-asians-buying-real-estate-by-helicopter/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<item>
		<title>Effects of Low Interest Rates – Part 1</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/p_O9jrEqkWM/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/effects-of-low-interest-rates-part-1/#comments</comments>
		<pubDate>Mon, 26 Mar 2012 23:19:00 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[US Dollar Collapse]]></category>
		<category><![CDATA[inflation]]></category>
		<category><![CDATA[interest rates]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=40</guid>
		<description><![CDATA[Lowering interest rates can potentially boost economic activity as it increases both speculation and exports by devaluating the currency. Its effects, are artificial and temporary, at best. New growth caused by cheaper money must come from somewhere, and as I pointed out in another article “Fiat Currencies” this money comes at the expense of the [...]]]></description>
			<content:encoded><![CDATA[<p>Lowering interest rates can potentially boost economic activity as it increases both speculation and exports by devaluating the currency. Its effects, are artificial and temporary, at best. New growth caused by cheaper money must come from somewhere, and as I pointed out in another article “<a title="Fiat Currencies; The Demise of Our Economic System" href="http://www.economicreason.com/usdollarcollapse/fiat-currencies-the-demise-of-our-economic-system/"><span style="text-decoration: underline;">Fiat Currencies</span></a>” this money comes at the expense of the savers and it automatically sets the stage for an inevitably larger decline than the slump for which it was created to boost.</p>
<p>When interest rates are low, money is cheap.  Cheap money provides incentive for speculation and punishes people who save. For instance, low interest rates provide the incentive and the means for people to purchase a new home because their mortgage would now be much cheaper than before. This puts extra demand in the real estate market and pushes evaluation up.</p>
<p>What is so difficult to grasp is that this growth is artificial; it emerges from a suppression of low rates by central banks. This policy is a boldly inflationary and this “new” growth is caused at the expense of savers who experience a great reduction in purchasing power. In other words, there is subtle transfer of wealth from the savers to the debtors.</p>
<p>Remember that there is nevertheless a temporary increase in activity in some sectors when interest rates are lowered&#8211;predictably, in construction and real-estate. This cheap money is used to expand their business operations or for individuals to buy a house. Since we live in a world with finite resources, interest rates cannot be lowered indefinitely. Something has got to give, and the longer that interest rates are artificially held down, the more inflation is created. The result? The need to increase interest rates much higher at a later date, or suffer hyper-inflation.</p>
<p>Another point revolves around currency appreciation. When a currency starts to appreciate against the U.S. dollar, this causes tension for the later local economy, due to setbacks in their higher exports prices. If exports cost more, this will hurt the local economy: production will decline, an eventual repercussion of which is a loss of jobs. To alleviate this situation, central banks lower rates to help devaluate their currency against another currency to make exports cheaper and to therefore stay in business. By central banks playing this self-serving game, currencies become a race to the bottom. In this scenario, the saver is again the loser by the inflationary policies caused by central banks.</p>
<p>Whether the purpose of central banks lowering interest rates is to increase economic activity, boost exports, or to lower their own borrowing costs, the end result is inflation. In inflationary periods, savers become losers as they end up paying for this artificial stimulation through a loss of purchasing power. Governments prefer this rout of inflation due to the fact that it will get them re-elected, while, if they would do the right thing, by increasing the interest rates to reward the savers, this would be political suicide and cause major economic setbacks and probably mass deleveraging, during deflation. Although, this deleveraging would be the cure to a sick economy, as it sets prices back to equilibrium, and removes any froth from an excess economy.</p>
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		<title>Why Unions are Bad – A Quebec Case Study</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/mETgxdKdAxE/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/why-unions-are-bad-a-quebec-case-study/#comments</comments>
		<pubDate>Thu, 08 Mar 2012 23:14:33 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[quebec]]></category>
		<category><![CDATA[real estate]]></category>
		<category><![CDATA[unions]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=38</guid>
		<description><![CDATA[Unions are considered advantageous to the worker, since their main functions include pushing for higher worker’s salaries and benefits. This, unfortunately, is an illusion: the extra jobs that must be created to administer the unions and the power that some unions acquire outweigh any benefits to the worker in hindsight with the whole local economy. [...]]]></description>
			<content:encoded><![CDATA[<p>Unions are considered advantageous to the worker, since their main functions include pushing for higher worker’s salaries and benefits. This, unfortunately, is an illusion: the extra jobs that must be created to administer the unions and the power that some unions acquire outweigh any benefits to the worker in hindsight with the whole local economy.</p>
<p>Let’s look at the Canadian province of Quebec: in order to work in the construction industry in Quebec, you must be unionized and have your trade association cards to prove your work competencies. In other parts of Canada or in the United States, because no union membership is necessary to work in construction, there is clear, direct translation in the price evaluation of real estate, something not visible in Quebec.</p>
<p>Home prices are significantly lower in Montreal than the rest of western Canada, notwithstanding the fact that Montreal is the second most populated city in Canada.</p>
<p>The more government regulatory bodies that exist to control the industry, the more of a burden it is for the taxpayer to support; as such, high taxes are needed to sustain its continuity. Increased taxes directly translates into less disposable income&#8211;income that could potentially flow into the real estate sector. More tax outlays also means less for rent payments. The apartment rental market is a free-market: people choose where they want to live, and the most basic consideration is rent. There are, therefore, limits to the amount that a landlord can charge in rent, and therefore, there are limits on property evaluations.</p>
<p>Montreal also has the lowest income levels among the above-mentioned the cities; again, this is mainly due to the city’s excessive regulations and size of government. The typical Montreal taxpayer foots the bill for countless government jobs that are either inefficient in purpose or, less subtly, simply provide little or no real value.</p>
<p>One such example is the role of the union administrators. Are their functions intrinsic to the successful running of the Quebec construction industry? No&#8211;and nor do they exist in the rest of the Canadian constriction industry. How about for the workers themselves&#8211;do unions positively affect their salaries? A popular anecdote of the past decades is of the many men who have gone to Alberta for construction work in order to pay off their debts.  It would seem as though even the workers’ salaries are buoyed by a lack of unions.</p>
<p>The extra costs that investors and home owners must pay to cover the charges for the benefits of the construction worker come out directly through real-estate price valuations. The price of a home or income property in a given place will be affected by whether it was created by unionized or non-unionized labor. The more unions involved in an industry, the higher the taxes and dues that must be paid to support it, and therefore the lower the amounts people can outlay for their homes. In the end the local economy as a whole suffers from excess government inefficient jobs that taxpayers have to support.</p>
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		<item>
		<title>The Flow of Money into Gold</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/3SAeTwuDBpY/</link>
		<comments>http://www.economicreason.com/gold-is-money/the-flow-of-money-into-gold/#comments</comments>
		<pubDate>Sat, 11 Feb 2012 23:11:44 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Gold is money]]></category>
		<category><![CDATA[gold]]></category>

		<guid isPermaLink="false">http://www.economicreason.com/?p=36</guid>
		<description><![CDATA[The first thing I learned in my Thermodynamics class as a young engineering student was that energy can neither created nor destroyed, only transferred. During the course of my research, I have seen how this concept applies equally to wealth: Wealth is neither created nor destroyed, it is only transferred. Depending on the current environment, [...]]]></description>
			<content:encoded><![CDATA[<p>The first thing I learned in my Thermodynamics class as a young engineering student was that energy can neither created nor destroyed, only transferred. During the course of my research, I have seen how this concept applies equally to wealth: <em>Wealth is neither created nor destroyed, it is only transferred. </em></p>
<p>Depending on the current environment, fundamental factors, and market sentiment, bull markets can be created in many different asset classes, ranging from real estate, equities, commodities, and so on. Money is always flowing somewhere, and will never change. If money would stop flowing then economies would stop growing, as new capital is not providing the means for new production. There were times in history where real –estate did not move for decades, while other asset classes had enormous returns. You have to be on the ball with the investment game and never lose sight of what the environment is like to make smart financial decisions. Increasing your education in economics and finance, can help you have a better feel what is most likely going to do well as an investment for the decades to come.</p>
<p>What I also leant is that energy also follows that path of least resistance. When interest rates where lowered in 2001 after the tech bubble crash, money started flowing into Real- estate. Real estate is a tangible investment that most people understand and know the business with little effort. Real –estate is real and is an asset that you can touch. What also lit the explosion of new money entering into the system besides low interest rates was aided by government corporation (Freddie Mae, Freddie Mac) and in Canada: CMHC. These corporation, with the purpose of lending unqualified home-buyers liquidity to purchases homes. In this event, extra demand was in the market chasing a supply that could not keep up with the extra demand created from government corporations. When governments get involved in a investment market, to entice more people to enter the market this create artificial demand and therefore, bubbles. Bubbles like balloons have a limit to their elasticity. When they pop the consequences are disastrous as home values drop to more realistic valuations. A lot of money can be made by investing in bubbles, however, a lot of money can be lost as well. People that make the most money in bubbles are the ones with insider information.</p>
<p>On the other hand, bull markets are formed when the fundamentals for a given asset improve. Although, there may be some short term corrections which shake out the weak investors. Ultimately, short correction are out-lived and bull market continues, especially if fundamentals improve. For instance, gold has been in bull market since 2001. It began in 2001 at $250/oz and now in 2012 it is hovering above $1700/oz, close to a 600% gain. In other words, if your wealth was tied up into gold for the past decade, you would have seen a 6 fold increase. The irony, is that most bank advisors and mainstream nullifies this investment and regarding it as a bubble. As we seen above inorder for it to be a buble, we must see mass panic and/or artificial government stimulus. He have neither in this market.</p>
<p>Yes you can make money in real-estate and other investments; however, in general over the last decade you have lost money in terms of gold if you were not invested in this market. Historically, when gold is in a bull market the Dow Jones/gold ratio meets at 1:1. We are far from this.</p>
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		<item>
		<title>Economic Forecast for 2012</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/EbEEnQDcr_Q/</link>
		<comments>http://www.economicreason.com/canadahousingbubble/economic-forecast-for-2012/#comments</comments>
		<pubDate>Wed, 11 Jan 2012 22:35:15 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Canada Housing Bubble]]></category>
		<category><![CDATA[Gold is money]]></category>
		<category><![CDATA[US Dollar Collapse]]></category>
		<category><![CDATA[dow jones]]></category>
		<category><![CDATA[gold]]></category>
		<category><![CDATA[oil]]></category>
		<category><![CDATA[real estate]]></category>
		<category><![CDATA[silver]]></category>

		<guid isPermaLink="false">http://economicreason.com/?p=19</guid>
		<description><![CDATA[As I stated in my previous article titled “Will there be a QE 3?”, weak market data coupled with negative market sentiment is being reflected in the stock market. 2011 was a dismal year for most stock investors. The chart below depicts the 2011 rate-of-returns for different asset classes. Also, our governments may decide to [...]]]></description>
			<content:encoded><![CDATA[<p>As I stated in my previous article titled “<a title="Will There Be a QE3?" href="http://economicreason.com/?p=11">Will there be a QE 3</a>?”, weak market data coupled with negative market sentiment is being reflected in the stock market. 2011 was a dismal year for most stock investors. The chart below depicts the 2011 rate-of-returns for different asset classes.</p>
<p><img src="data:image/png;base64,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" alt="" width="593" height="389" /></p>
<p>Also, our governments may decide to create another round of stimulus during the first half of 2012, to counter-act these negative forces in the markets. However, In hindsight the negative market should be embraced as assets prices retract back to their equilibrium from the excess liquidity.</p>
<p>A second reason for the prediction of another quantitative easing package is due to the American 2012 elections this November. As a policy to create optimism and regain some consumer confidence in the markets, money printing will be created. This policy essentially pushes the can down the road again, and creates an even bigger problem when it comes due. If this event does occur, interest rates will remain low, and therefore, most assets prices will continue to inflate i.e. stocks, real-estate and commodities due to money being cheap. On the other hand, currencies (paper money) will re-trace their long-term downwards trajectory towards to the bottom. In this situation, the presidents are looked upon as favourable candidates as he helped move asset prices up (at the expense of a weaker dollar) and to the majority of the people will take this as favourable as most can-not see the direct impact to their savings in the bank.</p>
<p><span style="text-decoration: underline;">So what does this translate in the markets?</span></p>
<ol>
<li><strong>Gold</strong> will continue to be an attractive investment, I expect gold to re-test its 2011 high of $1895/oz and consolidate. I also expect an upward move to $2000/oz, although, it will be faced as a majour pshycological barrior. However, I do expect gold to be hovering above $2000/oz by the end of 2012.</li>
<li><strong>Silver </strong>will also be an attractive investment, and I do expect silver to be the one of the best preforming assets of 2012. Silver should out-perform gold in 2012. Silver will most likely re-test its high of $48/oz and consolidate. I expect silver to be hovering above $50/oz by the end of year 2012.</li>
<li><strong>Oil </strong>I believe will do marginally good this year, however, nothing like in 2011. I expect a final oil price to be at approximately $110A barrel.</li>
<li><strong>Dow Jones </strong>I expect this index to make a comeback this year 2012. However, in terms of gold it will still lose. I expect the DJ/gold ratio to continue to decline and possible reach 7:1, therefore, may reach 14000 by the end of the year.</li>
<li><strong>Other Commodities </strong>should also do good in 2012, expect for natural gas.</li>
<li><strong>Currencies</strong> I expect them to continue their downwards trend. However, commodity countries i.e. Australia, Canada, Brazil, should do ok.</li>
<li><strong>Bonds  </strong>will probably be net losers after inflation.</li>
<li><strong>Real estate(rental properties) </strong> Should also do marginally ok as an asset (in general) However, I expect real estate to perform better in commodity rich areas.</li>
</ol>
<p>At the end of my predictions, the only asset that I personally do not want to be in is cash or bonds. 2012 will not be a year of “cash is king” please refer to my previous article about fiat currencies for more info about paper money. As inflation wipes out the saving of most, people that are in the know should safeguard their investments in tangible asset that are inflationary hedged, and this will most likely preserve their wealth. As there are no guarantees, and the above predictions are made according to some kind of stimulus package, if the reverse where to happen, we would most likely see the risk off trade (bonds, cash etc.)</p>
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		<title>Economic Reasoning; A Two-Faced Coin</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/KvrH_9l6qMo/</link>
		<comments>http://www.economicreason.com/usdollarcollapse/economic-reasoning-a-two-faced-coin/#comments</comments>
		<pubDate>Thu, 08 Dec 2011 02:22:56 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[US Dollar Collapse]]></category>

		<guid isPermaLink="false">http://economicreason.com/?p=13</guid>
		<description><![CDATA[What benefits a ‘part’ but devastates the ‘whole’ is ultimately detrimental to all components of the entity. A government policy that benefits one group of society while undermining the economy as a whole is destined for failure. To understand economics all interactions among all groups must be accounted for; the impact of a policy on [...]]]></description>
			<content:encoded><![CDATA[<p>What benefits a ‘part’ but devastates the ‘whole’ is ultimately detrimental to all components of the entity. A government policy that benefits one group of society while undermining the economy as a whole is destined for failure. To understand economics all interactions among all groups must be accounted for; the impact of a policy on one group cannot be emphasized at the expense of the other components that form the whole. </p>
<p>The destructive nature of quantitative easing programs are clear at the macro level. At the micro level, however, such programs clearly do benefit some portions of society, and largely at the taxpayer’s expense. The burden of extra money in circulation is left on the taxpayer as extra debt is assumed. Precisely because this debt needs to be payed back with interest, additional revenue from the government must be created in order to offset the higher interest payments. The result:  government must grow and the private sector must shrink accordingly. Real growth in an economy requires the elimination of superfluous government programs and unnecessary taxes. Let the free-market decide where capital should be invested, as it is a proven source of sound money and efficient economics. </p>
<p>When the allocation of capital is left largely in the hands of government, great tragedies occur. Let us examine one instance of how a set of government programs and policies can undermine an entire economy: the example of education. Government corporations like “Sallie Mae” (SLM) have given the carte blanche to banks to loan money to students, qualified or not, because the government provides a kind of insurance policy should these very students prove unable to repay their loans. </p>
<p>Through Sallie Mae, the government has created a situation where students, who should never have been given such sums of money based on their probable inability to repay their loans within a reasonable timeframe, were lent money; these very loans are insured by the government, so that Sallie Mae takes little risk. With this ‘free’ money, students can continue to attend the universities of their picking. With such a constant flow of eager freshmen every year, the universities feel no need to take a closer look at their overinflated tuition rates; in other words, these new loans pave the way for artificial stimulation into college tuitions. The stimulation which, if these government corporations did not exist, could never have been. </p>
<p>The real-estate bubble has bursted; the college tuition bubble is next. Many victims of this government-insured scheme in America are mostly young Americans who have graduated with debt levels almost unimaginable and largely unrepayable for a multitude of reasons.  </p>
<p>The financial leaders given credence by the media promote the continuing printing of money and produce destructive economic policies that benefit few. On one side of the coin, the positive side, students are going to college and being educated; a lofty aim, indeed. But on the flip side&#8211;and this is the side hidden from the public gaze&#8211;there is the problem of severely artificial stimulation in college tuitions, rendering it increasingly expensive for fiscally realistic students to go to college and thus, creating a vicious circle of more demand for such student loans. </p>
<p>In the end, these government corporations which should, theoretically, be helping students, are actually causing inefficiencies in the market, creating a massive bubble which, should recent history serve as our guide, will inevitably end in a crash. </p>
<p>If individuals do not have a good credit rating, they should not be lent money by the banks. Worse yet, governments should not be acting as their guarantors. </p>
<p>All individuals should be accountable for their mistakes and be reprimanded for irresponsible financial decisions; individuals who are not in a position to attend expensive (read: overpriced due to artificial stimulation) universities should not be given free rein to capital from government-backed loans; otherwise, this ultimately shifts the problem to the taxpayer in the event of default.</p>
<p>Of course, while the immediate responsibility lies with the individuals who have eagerly sunk their teeth into their piece of the university pie, the higher accountability rests with the government which, through false hopes, ephemeral illusions, and irresponsible policies, have led the believing public in such a downward spiral. </p>
<p>Sallie Mae is a government-made institution, designed “for” the people; and anyone who has partaken in its services was following a course set about by this higher authority, the government. </p>
<p>Before any polices are carried out, economic reasoning should be examined for all groups. Due to the short-sightedness of many of our leaders, however, when a policy is seemingly working for one group within society, they think that if it creates a &#8220;good&#8221; for the group that they are targeting, then it is good for the whole economy. The repercussions of their actions not only on the rest, but also on the group they are supposedly helping, are not carefully examined beforehand. This fallacy is what destroys any real economic growth and creates future problems in an economy as a whole. </p>
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		<title>Will There Be a QE3?</title>
		<link>http://feedproxy.google.com/~r/economicreason/BIgx/~3/S7jRoanSeE8/</link>
		<comments>http://www.economicreason.com/usdollarcollapse/will-there-be-a-qe3/#comments</comments>
		<pubDate>Fri, 25 Nov 2011 02:21:26 +0000</pubDate>
		<dc:creator>Chris Ferreira</dc:creator>
				<category><![CDATA[Gold is money]]></category>
		<category><![CDATA[US Dollar Collapse]]></category>

		<guid isPermaLink="false">http://economicreason.com/?p=11</guid>
		<description><![CDATA[Quantitative easing. The irony of such a concept is that to the uninitiated in economics, quantitative easing would be perceived as something good for our system, when in reality it undermines our economy by preventing it to function as a free market. A quantitative easing program is but a more sophisticated way of saying “money [...]]]></description>
			<content:encoded><![CDATA[<p>Quantitative easing. The irony of such a concept is that to the uninitiated in economics, quantitative easing would be perceived as something good for our system, when in reality it undermines our economy by preventing it to function as a free market. A quantitative easing program is but a more sophisticated way of saying “money printing.”</p>
<p>In the United States, money is printed by the Federal Reserve Bank. In exchange for this newly created money, the “Fed” purchases government bonds and/or other financial assets. This allows interest rates to remain artificially low. </p>
<p>The Fed can also print money in order to pay off existing debt (ie. monetizing government debt) or to finance government projects. In all of the above situations this leads to inefficiencies in the market and only worsens the current situation.</p>
<p>Money printing increases the supply of money, which in turn lowers the value of the currency. This is the catch: since the value of your money is lower, you now have less purchasing power, and the end result is higher prices for practically everything. In other words, money printing is the root cause of inflation. The prices of goods are not technically rising; rather, it is the value of the currency that is falling, and this creates a situation whereby more paper money is needed to buy the very items that could have been bought previously with less paper money.</p>
<p>The news media work in tandem such that it becomes very difficult for the average person to connect the dots: most people truly believe that their governments are spending money rationally and responsibly. </p>
<p>At the time I’m writing this, the national debt of the United States stands at approximately 15 trillion dollars (100% of GDP). It is currently the largest debtor nation ever recorded in the history of the world. Will there be another round of economic stimulus, expanding the national debt even higher? There’s a very good chance. As the stock market typically acts as a forward indicator for the economy, the Dow Jones Industrials Index is currently down one percent (-1%) for the year 2011. The S&#038;P Index is down seven percent (-7%). Market indices are negative for the year and they need fuelling power to stabilize and gain strength in the markets. </p>
<p>If stimulus money can be likened to drugs, then the drugs from QE2 are dying off, as they officially ended in June 2011. New drugs will be needed to fuel the stock market or else risk further decline along with the rest of the economy. At this stage, the markets are like a drug addict, and right now they are feeling low. The markets crave the effects of the drugs; they desire it. If more money is injected into the markets shortly, stocks will most probably stabilize and gain strength again, as the markets will feel a “high”. November and December months are historically well performing months for the stock market, although, this is not apparent in today’s markets, due to the low “drug level” at the moment. </p>
<p>If QE3 does happen, it would most probably happen during the beginning of the first quarter of 2012, when markets are historically weaker.</p>
<p>In order for a drug addict to come out clean, he must stop taking drugs, plain and simple. However, that is usually not the case, given the difficulty of such a task. The addict will need to feel the “pain” of the withdrawal and eventually he will accustom himself to a normal and healthy lifestyle. The economy, just as any another drug addict, needs to feel the “pain”: this means more jobs will be lost and the corrective recession will continue. Companies with failed business models will fail and should be taken over by companies with proven and efficient models. In this situation, sound money is restored and jobs will eventually grow in the private sector. </p>
<p>Every time money is printed by governments, it grows the size of government. This results in a smaller private sector and makes it much more difficult for the private sector to create jobs, and grow the economy. Again, because of how the media portrays the functioning of an economy, most people cannot connect these dots as well, and see stimulus money as the only solution to a better future, and thus, the current negative drifting markets will most likely lead to another quantitative easing package in the not so distant future.</p>
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