{"id":1437,"date":"2017-08-18T10:27:21","date_gmt":"2017-08-18T14:27:21","guid":{"rendered":"https:\/\/www.collinsbrowne.com\/blog\/?p=1437"},"modified":"2017-08-18T10:27:21","modified_gmt":"2017-08-18T14:27:21","slug":"debt-dollars-dow-war-silver-and-shirts","status":"publish","type":"post","link":"https:\/\/www.collinsbrowne.com\/blog\/debt-dollars-dow-war-silver-and-shirts\/","title":{"rendered":"Debt, Dollars, Dow, War, Silver and Shirts"},"content":{"rendered":"<p><strong>Yes, they are connected.<\/strong><\/p>\n<p>Dollars are created as debt. More dollars in circulation = more debt. More debt means consumption is \u201cpulled forward\u201d from the future so consumption can occur now. This usually ends badly.<\/p>\n<p>Commercial banks and central banks have created trillions of new dollars. Each new dollar devalues every other dollar currently in circulation, in savings, and in pension accounts. Prices rise!<\/p>\n<p>Wars are costly, kill people and produce little. Governments like wars because they create demand for production of war materials. More production means a higher GDP (even if the concept means little). Politicians point to higher GDP and claim it is good. More production creates employment. Everyone wins, unless the bomb fell on you. Unless the drone targeted you. Unless you live on a fixed income and prices continue to rise. Unless you are a soldier and were injured or killed.<\/p>\n<p>As dollars are devalued, prices rise for most goods and services. Yes, televisions are less expensive, but have you checked the price of beer, medical care, cigarettes, cars, Whisky, college tuition, food, and 101 other items we need?<\/p>\n<p>As dollars are devalued, the price of silver rises. Each dollar buys a smaller piece of silver. Wars burn many dollars, many ounces of silver, and consume other commodities, which rise in price. Demand for silver increases, dollars buy less, and supply increases slowly, if at all. Prices for silver rise because of supply, demand, and devaluation.<\/p>\n<p>The DOW is higher because each dollar buys less. Central bank \u201cprinting\u201d of many extra dollars supports the DOW. Wall Street hype helps also. Regardless of the hype, a good crash occurs every decade or so, and after the crash the stock market rises again. Most people buy high, watch it crash, and sell low. How many people will take profits near the top in this market?\u00a0<strong>BUY SILVER!<\/strong><\/p>\n<p>As prices rise, shirts cost more.<\/p>\n<p>Debt, dollars, DOW, war, silver, and shirts are connected. They rise and will continue to rise, two steps higher and one lower, as long as we use debt based fiat dollars.<\/p>\n<p><strong>Examples:<\/strong><\/p>\n<p><strong><img decoding=\"async\" loading=\"lazy\" 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\" alt=\"\" width=\"500\" height=\"346\" \/><\/strong><\/p>\n<p><strong><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i0.wp.com\/www.moneymetals.com\/uploads\/content\/m3-money-supply.jpeg?resize=500%2C346&#038;ssl=1\" alt=\"\" width=\"500\" height=\"346\" data-recalc-dims=\"1\" \/><\/strong><\/p>\n<p>Money supply and debt increase. Look at official national debt since 1913. Can you think of a single reason why it will reverse a century-long exponential trend (debt doubles every 8 to 9 years) and turn lower?<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i0.wp.com\/www.moneymetals.com\/uploads\/content\/nat-debt-1913.jpeg?resize=500%2C381&#038;ssl=1\" alt=\"\" width=\"500\" height=\"381\" data-recalc-dims=\"1\" \/><\/p>\n<p>Wars will continue and prices will rise. The helmet for an F-35 will cost $400,000. The price for a\u00a0<a href=\"https:\/\/cstrohmeyer.wordpress.com\/2011\/02\/20\/price-of-ww2-aircraft\/\" target=\"_blank\" rel=\"noopener\">World War II P-51 aircraft<\/a>\u00a0was $52,000.<\/p>\n<p><strong>Silver prices have increased for 90 years and will continue to increase.<\/strong><\/p>\n<p><strong><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i2.wp.com\/www.moneymetals.com\/uploads\/content\/silver-price-1927.jpeg?resize=500%2C368&#038;ssl=1\" alt=\"\" width=\"500\" height=\"368\" data-recalc-dims=\"1\" \/><\/strong><\/p>\n<p>The price for shirts is higher, much higher. Dollar devaluation increases prices.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i2.wp.com\/www.moneymetals.com\/uploads\/content\/blue-shirt.jpeg?resize=294%2C450&#038;ssl=1\" alt=\"\" width=\"294\" height=\"450\" data-recalc-dims=\"1\" \/><\/p>\n<p>This dress shirt is currently available from Nordstrom for $175.00.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/i0.wp.com\/www.moneymetals.com\/uploads\/content\/shirt-sensation.jpg?resize=300%2C450&#038;ssl=1\" alt=\"\" width=\"300\" height=\"450\" data-recalc-dims=\"1\" \/><\/p>\n<h4><strong>Debt, dollars, DOW, war, silver, and shirts are connected.<\/strong><\/h4>\n<h4><strong>Option One:<\/strong><\/h4>\n<p>Reduce\u00a0<span id=\"IL_AD11\" class=\"IL_AD\">Federal<\/span>\u00a0government expenditures, declare peace,\u00a0<span id=\"IL_AD3\" class=\"IL_AD\">balance<\/span>\u00a0the budget, let it crash \u2026\u00a0<strong>and DREAM ON!<\/strong><\/p>\n<h4><strong>Option Two:<\/strong><\/h4>\n<p>More of the same. More debt, dollars in circulation, continuing wars, and higher silver prices. Shirts will cost $500 instead of $1.00 in 1934 and $175.00 today.<\/p>\n<h4>Option Two so what?<\/h4>\n<p><strong>Taxes increase as dollar devaluation\u00a0<span id=\"IL_AD2\" class=\"IL_AD\">continues<\/span>. Can you afford higher taxes? Will your income rise enough to meet your increased expenses and higher taxes? Will Social Security and your pension pay you in mini-dollars, or micro-dollars? Can you live on pension payments denominated in micro-dollars?<\/strong><\/p>\n<h3><\/h3>\n<h3><strong>CONCLUSIONS:<\/strong><\/h3>\n<ul>\n<li>Debt, dollars, DOW, war, silver, and shirts are connected.<\/li>\n<li>Prices for food, housing, transportation, clothing and most other items will increase. Believe the \u201clow\u201d consumer price inflation myth at your own peril.<\/li>\n<li>The future may look like the\u00a0<span id=\"IL_AD12\" class=\"IL_AD\">1930s<\/span>\u00a0\u2013 where debt killed. Or, more likely, it will look like the 1970s \u2013 continual price increases, stagflation, weak economy, rapidly rising\u00a0<span id=\"IL_AD4\" class=\"IL_AD\">gold and silver<\/span>\u00a0prices, and increased global stress.<\/li>\n<li>My bet is 1970s inflation and worse. Do you own due diligence but remember dollars will be devalued further and higher prices are inevitable.<\/li>\n<li><strong>Do you own enough silver?<\/strong><\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p>https:\/\/www.moneymetals.com\/news\/2017\/08\/16\/debt-dollars-dow-silver-001137<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Yes, they are connected. Dollars are created as debt. More dollars in circulation = more debt. More debt means consumption is \u201cpulled forward\u201d from the future so consumption can occur now. This usually ends badly. Commercial banks and central banks have created trillions of new dollars. Each new dollar devalues every other dollar currently in [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"episode_type":"","audio_file":"","duration":"","filesize":"","date_recorded":"","explicit":"","block":"","filesize_raw":""},"categories":[72,2],"tags":[83,47,82],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/posts\/1437"}],"collection":[{"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/comments?post=1437"}],"version-history":[{"count":1,"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/posts\/1437\/revisions"}],"predecessor-version":[{"id":1438,"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/posts\/1437\/revisions\/1438"}],"wp:attachment":[{"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/media?parent=1437"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/categories?post=1437"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.collinsbrowne.com\/blog\/wp-json\/wp\/v2\/tags?post=1437"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}