tag:blogger.com,1999:blog-272632402024-03-27T16:37:04.456+10:00Teslations RevelationsIdeas,thoughts,philosophy,understanding,infomation,revelations,wonderings,illuminations,truth etc.Unknownnoreply@blogger.comBlogger108125tag:blogger.com,1999:blog-27263240.post-34685680069984037792023-12-16T08:41:00.002+10:002023-12-29T12:18:03.525+10:00THE PHILOSOPHERS:<h2 style="text-align: left;">THE PHILOSOPHERS</h2><p></p><ol style="text-align: left;"><li>Socrates (c. 470-399 BCE) - Ancient Greece</li><li>Plato (c. 427-347 BCE) - Ancient Greece</li><li>Aristotle (384-322 BCE) - Ancient Greece</li><li>Confucius (551-479 BCE) - Ancient China</li><li>St. Augustine of Hippo (354-430) - Roman Africa</li><li>René Descartes (1596-1650) - France</li><li>Immanuel Kant (1724-1804) - Prussia</li><li>Friedrich Nietzsche (1844-1900) - Germany</li><li>John Locke (1632-1704) - England</li><li>Karl Marx (1818-1883) - Germany</li><li>Thomas Aquinas (1225-1274) - Italy</li><li>Søren Kierkegaard (1813-1855) - Denmark</li><li>Jean-Paul Sartre (1905-1980) - France</li><li>Laozi (6th century BCE) - Ancient China</li><li>Simone de Beauvoir (1908-1986) - France</li><li>Francis Bacon (1561-1626 - England</li><li>Jiddu Krishnamurti (1895 – 1986) - India</li><li>Arthur Schopenhauer (1788 – 1860) - Germany</li><li>Michel Foucault (1984-1984) - France</li><li>Jacques Derrida (1930-2004) - El Biar, French</li><li>John Rawls (1921-2002) - Maryland, USA</li><li>Thomas Hobbes (1588-1679) - Wiltshire, England</li><li>Ludwig Wittgenstein (1889-1951) - Vienna, Austria</li><li>Edward W. Said (1935-20030, Jerusalem</li><li>Buddha (c.5-6 BCE) - Lumbini, Shakya Republic ( Nepal)</li><li>Georg Wilhelm Friedrich Hegel (1770-1831) - Stuttgart, Württemberg, Holy Roman Empire</li><li>Bertrand Russel (1872-1970) - Trellech, Monmouthshire, UK</li><li>Zarathustra (1500 - 1000 BCE) - Iran</li><li>Albert Camus (1913-1960) - Mondovi, French Algeri</li><li>Jesus Christ (b. 4 B.C. and 6 B.C) - Bethlehem</li><li>Jean-Jacques Rousseau (1712-1778,) - Geneva</li><li>Kwame Nkrumah (1909-1972) - Ghana</li><li>Leopold Sédar Senghor (1906-2001)- Senegal</li><li>Ayi Kwei Armah (born 1938) - Ghana</li><li>Marcus Aurelius (121 AD -180 AD) - Rome, Italy</li></ol><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-42601531548472362922023-09-29T15:10:00.016+10:002023-09-30T10:25:51.452+10:00BATTERIES<p><span style="font-family: courier;"><br /></span></p><h1 style="text-align: left;"><span style="font-family: arial;">9 V</span></h1><p><span style="font-family: arial;">Voltage:<span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> <span> <span> </span></span></span>7.2 - 9.6 V</span></p><p><span style="font-family: arial;">Capacity (Carbon-Zinc) ≈ 400 mAh <span> </span>(3.6 Wh)</span></p><p><span style="font-family: arial;">Capacity (Alkaline) ≈ <span> </span><span> </span><span> <span> </span></span>550 mAh <span> </span>(4.95 Wh)</span></p><p><span style="font-family: arial;">Capacity (Lithium Primary) ≈ 1200 mAh<span> </span><span> </span>(10.8 Wh)</span></p><p><span style="font-family: arial;">Capacity (NiMH-9.6V) ≈<span> </span><span> 1</span>75 - 300mAh<span> </span>(1.68 - 2.88 Wh)</span></p><p><span style="font-family: arial;">Capacity (NiCd-8.4V) ≈ <span> </span><span> </span>120 mAh <span> </span><span> </span>(1.008 Wh)</span></p><p><span style="font-family: arial;">Operating Temperature:<span> </span><span> </span><span> </span>0°C - 60°C</span></p><p><span style="font-family: arial;">Length: <span> </span>17.5 mm</span></p><p><span style="font-family: arial;">Height:<span> <span> </span></span>48.5 mm</span></p><p><span style="font-family: arial;">Width:<span> <span> </span></span>26.5 mm</span></p><p><span style="font-family: arial;">Chemistry:<span> </span>Alkaline, Lithium, Carbon-Zinc, NiCd, NiMH, Lithium-Ion</span></p><p><span></span></p><a name='more'></a><span style="font-family: arial;"><br /></span><p></p><h2 style="text-align: left;"><span style="font-family: arial;">ARLEC BATTERY TESTER BT-168</span></h2><p><span style="font-family: arial;"><br /></span></p><h3 style="text-align: left;"><span style="font-family: arial;">9V Battery Test</span></h3><p><span style="font-family: arial;">Use 215 ohm load ( 42 mA, 380 mW)</span></p><p><span style="font-family: arial;">Good /Low<span> </span><span> </span>6.3V</span></p><p><span style="font-family: arial;">Low/Replace<span> </span>5.3V</span></p><p><br /></p><h3 style="text-align: left;"><span style="font-family: arial;">1.5 V Battery Test</span></h3><p><span style="font-family: arial;">Use 4 ohm load (375 mA, 560 mW)<br /><br /></span></p><p><span style="font-family: arial;">Good/Low <span> </span>1.0V</span></p><p><span style="font-family: arial;">Low/Replace 0.9V</span></p><p><span></span></p><!--more--><span style="font-family: arial;"><br /></span><p></p><h1 style="text-align: left;"><span style="font-family: arial;">1.5 V</span></h1><p><span style="font-family: arial;"><b>Battery<span style="white-space: pre;"> <span> </span><span> </span><span> </span><span> <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span></span></span>Volts<span style="white-space: pre;"> </span>mAh</b></span></p><p><span style="font-family: arial;">Duracell Coppertop AA Batteries<span style="white-space: pre;"> </span>1.5 V<span style="white-space: pre;"> </span>2850 mAh</span></p><p><span style="font-family: arial;">Energizer Max AA Battery<span style="white-space: pre;"> <span> </span><span> </span></span>1.5 V<span style="white-space: pre;"> </span>2779 mAh</span></p><p><span style="font-family: arial;">Zinc Carbon AA battery<span style="white-space: pre;"> <span> </span><span> </span><span> </span><span> </span></span>1.5 V<span style="white-space: pre;"> </span>400 - 1700 mAh</span></p><p><span style="font-family: arial;">Lithium Ion AA Battery<span style="white-space: pre;"> <span> </span><span> </span><span> </span><span> </span></span>3.7 V<span style="white-space: pre;"> </span>1500 - 3000 mAh</span></p><p><span style="font-family: arial;">NiMH AA Battery<span style="white-space: pre;"> <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span></span>1.2 V<span style="white-space: pre;"> </span>Up to 2800 mAh</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-78454594624942328682023-07-30T17:04:00.003+10:002023-07-30T17:04:31.660+10:00 TURMERIC MILK<p></p><ul style="text-align: left;"><li><span style="font-family: inherit;">Milk - 2 cup</span></li><li><span style="font-family: inherit;">Turmeric - 1/4 tsp</span></li><li><span style="font-family: inherit;">Pepper - 1/4 tsp</span></li><li><span style="font-family: inherit;">Ginger - 1/2" grated</span></li><li><span style="font-family: inherit;">Cinnamon - 1/2"</span></li><li><span style="font-family: inherit;"><i style="font-family: inherit;"><span style="font-family: inherit;">Stir and boil</span></i></span></li><li><span style="font-family: inherit;">Coconut Oil - 1/4 tsp<br /></span></li><li><span style="font-family: inherit;"><i>Mix well</i></span></li></ul>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-27996371176442003982023-01-11T16:34:00.007+10:002023-01-13T04:18:42.875+10:00Russian Alphabet<p>А, а - "a" <br />Б, б - "b" <br />В, в - "v" <br />Г, г - "g" <br />Д, д - "d" <br />Е, е - "ye" or "e" <br />Ё, ё - "yo" <br />Ж, ж - "zh" <br />З, з - "z" <br />И, и - "i" <br />Й, й - "y" or "i" (hard sign) <br />К, к - "k" <br />Л, л - "l" <br />М, м - "m" <br />Н, н - "n" <br />О, о - "o" <br />П, п - "p" <br />Р, р - "r" <br />С, с - "s" <br />Т, т - "t" <br />У, у - "u" <br />Ф, ф - "f" <br />Х, х - "kh" or "h" <br />Ц, ц - "ts" <br />Ч, ч - "ch" <br />Ш, ш - "sh" <br />Щ, щ - "shch" <br />Ъ, ъ - "hard sign" <br />Ы, ы - "y" <br />Ь, ь - "soft sign" <br />Э, э - "e" <br />Ю, ю - "yu" <br />Я, я - "ya"</p><p>Here is the Russian alphabet ordered by vowels, semi-vowels and consonants:</p><p>Vowels: <br />А, Е, Ё, И, О, У, Ы, Э, Ю, Я</p><p>Semi-vowels: <br />Й, Ъ</p><p>Consonants: <br />Б, В, Г, Д, Ж, З, К, Л, М, Н, П, Р, С, Т, Ф, Х, Ц, Ч, Ш, Щ</p><p>The three groups of letters in the Russian alphabet are: vowels, semi-vowels and consonants.</p><p>The first group, the vowels, contains the letters А, Е, Ё, И, О, У, Ы, Э, Ю, Я. These letters are considered the most important for building words and sentences in Russian, and are placed first in the alphabet.</p><p>The second group, semi-vowels, contains letters that are considered less important than vowels, but are considered to be important for the word's structure and the pronunciation. It consists of the letters Й and Ъ.</p><p>The third group, the consonants, contains all remaining letters, which are considered less important than the vowels and semi-vowels in the formation of words and sentences. This group contains the letters Б, В, Г, Д, Ж, З, К, Л, М, Н, П, Р, С, Т, Ф, Х, Ц, Ч, Ш, Щ.</p><p>It is worth noting that this grouping is not a standard or an official grouping in the Russian alphabet, it's just a way to understand the alphabet better. The division may not be used in all the cases, depending on the context and the analysis method used.</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-41030803342841813042022-11-13T11:14:00.006+10:002023-06-02T14:55:54.491+10:00Complete Organic Fertilizer<div style="text-align: left;"><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><b style="font-family: arial; text-align: left;">Complete Organic Fertilizer</b></div></div></div><span style="font-family: arial;"><b><br /></b>To make enough COF to generously cover 100 square feet, mix:<br /><ul><li><span style="font-family: arial;">3 quarts oilseed meal such as soybean meal, cottonseed meal or canolaseed meal <br /></span>or else:</li><li><span style="font-family: arial;">1 1⁄2 quarts feathermeal or fishmeal (smelly) or, the very best combination is </span>probably:</li><li><span style="font-family: arial;">2 quarts oilseedmeal, 1 pint feathermeal and 1 pint fishmeal plus</span></li><li><span style="font-family: arial;">1 quart soft or colloidal rock phosphate (the best choice by far), or bonemeal</span></li><li>1 quart kelp meal and/or 1 pint Azomite (for trace minerals)</li></ul></span><br style="font-family: arial;" /><span style="font-family: arial;">And/or apply liquid kelp every 2 weeks as a foliar throughout the season. Lime:</span><br style="font-family: arial;" /><span style="font-family: arial;">choose one of these two options:</span><br style="font-family: arial;" /><br style="font-family: arial;" /><span style="font-family: arial;">If you garden where the land originally grew a forest, add these two:</span><span style="font-family: arial;"><br /><ul><li><span style="font-family: arial;">1 pint (0.473176473 l) agricultural limestone, 100# (fine grind) and</span></li><li>1 pint agricultural gypsum; or else:</li></ul>If you garden where the land originally grew prairie grass or is a desert add:</span></div><div style="text-align: left;"><span style="font-family: arial;"><br /><ul style="text-align: left;"><li><span style="font-family: arial;"><span style="font-family: arial;">1 quart (0.946352946 l) agricultural gypsum.</span></span></li></ul></span></div><div style="text-align: left;"><span style="font-family: arial;"><br /></span></div><div style="text-align: left;"><span style="font-family: arial;">If you do not live in Cascadia, add 1/3 cup potassium sulfate.<br /><br />You may consider the following last four items <i>optional</i>:<br /><ul><li><span style="font-family: arial;">1 teaspoon laundry borax or a smaller quantity of Solubor (1⁄2 gm actual boron)</span></li><li><span style="font-family: arial;">1 1⁄2 teaspoons zinc sulfate</span></li><li><span style="font-family: arial;">2 teaspoons manganese sulfate</span></li><li><span style="font-family: arial;">1 teaspoon copper sulfate.</span></li></ul></span></div><p><br /><span style="font-family: arial;">1 quart = 0.946352946 l<br /></span><span style="font-family: arial;">1 pint = 0.473176473 l</span><br /><span style="font-family: arial;">1 feet = 0.3048 m</span></p><div><span style="font-family: arial;"><br /></span></div><div><span style="font-family: arial;"><br /></span><p data-darkreader-inline-color="" style="--darkreader-inline-color: #ffffff; color: black; margin: 0px; white-space: pre-wrap;"><a name="comments"></a><i><span>SOURCE: T</span><span>he Intelligent Gardener: </span><span>Growing Nutrient Dense Food</span> by Steve Solomon & Erica Reinheimer</i>
</p></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-27263240.post-64121304130293722852022-08-18T04:13:00.001+10:002022-08-18T04:13:45.260+10:00Camp Sun Clock<h2>Camp Sun Clock</h2><p>Select a patch of bare earth near the camp. It must be level and open to the sun all day. Stick a peg in the centre of this patch and, with a length of cord as a loop around the peg, scratch a circle on the ground.</p><p>This must be at least 1.5 metres across. From the peg, which is now the centre of the circle, carefully draw a line true north. This must be accurately <b>true north</b> and not magnetic north. Extend this line to cut the southern side of the circle, and then draw in accurate east-west lines crossing at the circle's centre.</p><p>Divide the circumference of the circle into 24 equal divisions. Each of these divisions will be 15".</p><p>Now have a look at your map and find out what degree of latitude you are in. Measure this degree on the outside circle working from where it is cutting the east-west line. Put a peg on each side of the circle's edge to mark the latitude degrees.</p><p>Be careful to note whether your latitude is north or south of the equator. Stretch the cord over the two pegs and mark where it crosses the north-south line. Now put a peg on the north-south line where the cord crosses it. <br /><br />Next put two other pegs at either end of the east-west line so that the 'degree' pegs on the circle are at right angles. Tie a cord to each of these pegs and have the cord pass round the peg on the north-south line. Lift the cord over the centre peg and with the point of a knife scratch an ellipse on the ground so that it touches the circle where the east-west line crosses and also touches the point on the north-south line where the peg is.</p><p>Connect up the 15 degree marks on the circle by means of the cord.</p><p>Where the cord crosses the ellipse put a very small peg very firmly into the ground.</p><p>There will be 13 of these pegs and they will follow the curve of the ellipse. These are the hour pegs, starting from 6 a.m. on the left, where the west line cuts the circle, 12 noon on the north-south line and 6 p.m. on the right where the east line cuts the circle.</p><p></p><p></p><p><img alt="" 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" />true north</p><p></p><p></p><p> </p><p><img alt="" 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Avc398nSfLx8YFJeHV1pZo7ZVCmknTQR6SGXNelJrTos6aUrw7DBG7Lw7KsMAzv7u6QpjSZTHB8NptR84gzhLJYUta/rYsufzJVL+BNsb9//95y/tHxguhD80oAnRaknSdiWRa1zAVc14U+alSQl5eX5i5+JH3WsSTP83hNFcuyqDNXtwTRgTZ5SZVp3m9qtVpRXKk5QW5vb5u7+JH0WW8omUwmPGyU25/WoCSUu+HdxWw2c12XBpCi3eeJ81VJQRBQPNtxHBS4ieOYSvobGLQDz/OWy+VyuSQL/Zy10pnucXt5eaFGN0KIMAxpQtC06IQg+tDZraQdFaSAbvTijuPwuBLXSt0S5Ej6TGNJ//rXv0AgfgT658+fSvayHSOIPnS2QEJHBSmgW7jR9+/f6b8omNtRQSrTZ+q4LZfLzWbjum4YhvQuWZbl+76JiZRBHMdalZQ+GTiOE4Yh6PMc4fPddmt6uh+DXUWjTF7S8aAeXJ7nneEH8kxjSZ2glTNwEI1YkslLqoX2PA8qqeuCVKCVxZKaq8O964Snp6fmnPM2BdGTfnt7E7+jo4IU0Epuilqm2daBnROkJK0slkS7e9rBZDKZTqfz+bzf75vMo+ZgqgDXDvTpwiY41by0AZXh7Tb9ZMrSdhznDP1zgxPAmWTMnUssyfO85+dnIUQYhk0UaWpNEG3p6+trIQRvAtxRQQpoJTelrBS0z+2uICXpM8pLur29TdNUEyaPEURPGhu1eESpo4IU0Epuatu27/ugp9MpXyauds0oipSPZAF9pnlJBrXj/f1dmFhSM/B9Hx0EHMeBNXoM+Fbz4xEEwXA4pMoqx+OU85KoPJuBQdfheV4URdRQoAKaqFAWxzE2ZkVRdHl5SdbcMbjYbrewmi4uLsh86jQNIo7jwWBwe3v7//7f/0N+h3LGqgmiCTN76SAI7u/vaTp1V5CTeSLHCDKdTnHEtm3P8+idQi4CNVidTqd0phACgZE4jv/++2+qf3Iok/9Q4ifz7YXb7ZbMmVquD+Lp6UkI8fLy8vLyEkXRbDbTwU+uIEhXaKRWnIAgBbRyBjgtWT3HC5IkyePjo/i9oqEQ4ubm5uPj4+npiY7/+vULu16yyWgi47wfKqCaWJLEdO3u1Xw+p+FbLBamL3sLQCzJoGnEcYz0un6/X28j7yRJ0IzXcRz+Sr6+vg4GA7xQqOETRREK+/D9Q7V4bUIIkZ4ceCtR13VVs3MuwGRVzcVZgBtHYRjWeOXFYmFZVvr5NIUQs9kMt7Msa7PZpGkK1UNvVhiGi8WiRjbEdrsFRURz9Hq9Bu37fnP32m63NKAtCNWoIPows5deLBa2bZ+AIAW0cgbSz/eIVJJt24deZ71e85cxewLZO9A7ZATROWTNNCFgq3lJ5K9xG6/2e2232+VyOR6PF4tFC0I1Kog+zOyloyiK4/gEBCmglTMgPt8jikVcXl6W/C2lI+HLkVtjfrlc9vt9iljf3NzQn7LnB0HQhICtJgHwgFzTTZNM/KhlIJYUx7FJTWoB4/H49fX16emp/GiXidheX1/znXSTyYS/sCAogNVQs7lWN5TwRklEU/+WOI4vLi5IYPotjpe/194TDr2gKrrGC2ZHtXYat/j7778bFaSYbvrJKp8SnF4ulzxtshZBrq+vyYHCKn4QBNB6r6+vOOef//wnCMdxmhBQ/YYSyl+Q7Mm3tzcoZhwvuA5OWy6X8/k8SZK9N917wVw6SZKWC5s04TI3xzA8iD/++KMuQXJHO1vThp54kiT8yUrbJmg6HSOsWsetxumXe/HRaHR9fU11MvAoV6sVJs9qtZrP58PhEDYEvJAmhL2g8FWngTw90LwXm0FrGA6HURSZwT8eZWIa0jlRFH379u3bt2/HBEN6vZ4QwrIsz/NeX1+hm6SWvABW3yrfqBgnopL6/T6+Ibx0sUGbgEo6jenULSRJMhwOkyQZj8cUQq0Qq8UT5EfG4zFtYZlMJggXep7XaDnjU9hQwrPa1+v19fW1JowdSStn4CAa31iaTt0VpHNPZDQaUWIwPglfvnx5eXnxfd/3/YMEmU6nSMi+vr5+enpSIpSaDSU10kmS/PjxA/8dj8fV4kR60soZkOi3t7ePjw9p6w8vEY3j8/l8Pp9vNhttBTmZJwIaO3LhJaDMG4wdKJeDBGk0O6ck3dXiJFEUYdwfHx/xMFzXNQv/NWIymfR6PYogJEkyGAzgINA5o9Ho/v4eZdtojfn19TVJkmw1YXpkBvXC8zya+TTIjuN8+/ZNKV8V0VWVNBwOh8Nhr9eDyWpZFvbZGtQFBA4GgwGmOK0BEyE+U+nwCEjd4L/YwEmIogiP7Gz7SjcKaVSxw6OjBZ1z8pK6krbDcXl5SRkxOjBWC62WAVLx+NiSd4ZcGJyTnfR0nSiKvnz5Qgcpyfh//ud/FAp1JK2cgV20VNdt7yArZ7iAzslL6kQ4Jk1Tno0ax/GXL196vZ7mRTw7FLmwbRsaR/K2eISCNhzQObwM68vLC77e2+32169fQgjLsigNrZiBIAh6vV6ZLLMs3VwGmfIpsYv2fX+9XtMX4suXL8VJWK0xFkVRbu3jArqrjhuPVnDdZPyCGgHLKPlE9gR6B97f37HVGdlh4/EYx6lxHpX+KnlrXKfy0+yoz3IMbNvmzpoOHZZQA3cwGFCOThmoVEnHjBqFKpCIlKbpYrFAGkVN3J0mqDBgGfCINQ8hZREEAX+ajuPgQaAqWBAE+H4cms9STbOcoT4C0FN+PB5LPkRr6PV6/X6f/ouaSkKIJEmK589v2GpWeKEkvV6v8VnmNRN0YKxGuomLw29aLBZlzqciGPALiObn4CnYts2TtheLBS+gQSjJJNpb8fMXi4Xv+yf5RE5GkOxT44++5JRL07TbNbcgp0FJ0CYAx3HoCOpy7QIUDc4HTaW80jTdlXWB58KjG+KQcnqUHYP/Ujp+NakNmkAYhtmZg8dEx7nLUr7Gm+6PufiFMTgUNEV2DSysntlshv+S7ZP+Xq6zeCMbzb9dFT4ty4J/sdlsXNeVmAEPpDfhg9B/DfZivV5j0CoXewzD0P0ETYbcqAg9O3rWRzKvu0oyqIzc6YhJQ5Ns1wk01Uj1UMAuOyMXi4W0CZNfkCwpMmlxBBoK2gfqidjm59MdJbUFz92YybmgQbMsi6pHVvg5/wJtNpvcIB2fS/TgpGK4B0HfBtxUR4kfj+M497joSM5FC1kwcRyPRqOLiwvHcYIgCIIgm8mFz13udchpuru749nbKI7jeR5F8XCyZVmj0YhPVprQuCa64IrP2PbFxQUindfX13TT9/d3ToNArg0xILVNR4F6hOo1fyLt09QGPUkSvppxkCC3t7fYJSeEiOP4x48fMGmpzyXw9etX6bf39/e8k9KhzOtrJeVqd3oZ+HfVgAPaAeYDPWWU/SUDpEz8iGOv/U9WUvZPuCk3Z/g1JR8tZUtFKftcS2YdHefTwPj4HFiAPubnICSjNf1sGYCD/CWVbKusP14S+qqkLLh3YObfLvBXeldKhDR6YRiinDMdIW/LdV3oDjSiWCwWiC/kXhawLAtT1rZt13VJG6Zpip9zHUQcImZB0xo2P/XGkGSkV4J0JY7U267DYLPZ0HTCnMnOKFJVUtOkygqxSyqJRqcgFGJAnzXy5EkRZKeR9BPpUggKNJThgoe4S2lym26XiUTH6YgJLdWLrDWUfV5Ygc2dJNViSR3LS8KrVdDvRQcm66Kr/ZDbzzwZhNd7zP4W+UoYWN/3i+0gPuds2769vT2mkqTv+9LPkfqUVTRgGLzd3t4S8zgN7YO22y1+6Ps+RUPQqyY7aL7vPz8/Q/OilRA/B79F9IRfZL1e+7+D/5Aff35+3vvUnp+f1+s1Rr7eKYTLwniRssnKp7BhVuwaPXpe/PHxp1mBeY2spJK+WIUVhLpurSdmsxnnn6sky7K4iVEQS8KvLMvaZRPBX0N+PDw46SI0BdPPdCecNpvN9jp64/EY7zxvUrgrbkjvCYkvaa7chaGsASVVH5U+6dnerXSCJA7/YXatKtdwy9XgdB1EkV3X5S5w7nVc13UcB2dC6eBI7iBnf14AnnEmPZessLPZDE9QfBbGzR3SktBIJZVEViV1WqEcCcwDKWcnO9cxRNlQZZqmm81mNpvtekkolrQX+EnBCRQKhA7KfXNms1luTtNsNuNM0gtGu7r4CCCyC1WIRIFdIozHY8q+yZ4zm80cx7EsC7qYCwK9jPgXn36kTfCTXZ9PGF8AIm7Sx4NidsUqCSueeFI4gerSZlHeq80q1twrkNriQ0e5AtBNJe/IoV4llbd6zln17AJ9zLNLWtk0RQoEUHZ1rv2CUPeho71XJaWfbxpPrsvGuaQXLPfdgDik45A1cxC3HcKRotEMKZ9rKg07Ph5QMaQB6YvC7S8pd6lahLsDsST4w8Xxo/RAP7kTdJmTpcqkOJhr8uD9J8VR4ExVY7jgtyUfscSGbduIYkAcypGBLIj14L9lQjYKo3tqadp6xmNelS+YnS20yZRuxFHhXuqtpL0gnX2oP3wO4NqHjIVd8aA0L0QCN2q9XpPCqhato1scg9lsJvkdvu9nXbkwDGkDnVl+bROwahHAktz/7HyraCXVx20REOzMHkwLHTecQHPUTL4saGR4Cg+NGBwcnlgoTRruoGFWOY5TTSVBD9Yi1GKxkLTqeDymcBg0FOliMyt0AAXREMjDYkW1S7WnkiqvlOVG0QwAjAx3yhCyFYUrQZZl1Z7CU6NKAhBFliwmUqCSc2rmxl5Aa+i/7aEDsaQ0TZG6UvJ8HRhuKHJBKTkUXMMLCZrXkOUqKZs20kQWDC5e+xN5fn6WtA8lW/FwWPlQ4zG08ilRmZay0vRhLEtrFEsqXlk4888glZuQlA5NMoC/pVjb4r9C9kpDi1MSJ/VCKsxEn3rU0DBJ23vRoc1YilVSjaNz2vNyV6qIpAj4KixyauicpmMujaqk9NPv4LbemX+lDkVXtqyrt5KayMY+SfBi78iKzp1h2bWPdt7eplUSILUnI9kReCpzBbREbkFH6wYsMemvx7WOJSFp1XXdM3H49wpCBa2L40FSZkA7DON27TwRLiC2kqH4997fSo7tofdVPiXqopUzUEDn9HHThH57e4vjGM1zDvqtDszXQmcPIq9aCBHH8dPTU7bNWZIko9GIyp6hLL+GghxJ//z5k2L20+n0y5cvcRw/PDzkno8xubi4oN7IHGZqHUlTibi6rqnecQOyQSX6EhYHiTSP1TUB2tkkMmmN3ApoObjW/nSSnDgu7+ITUlyczm8iDaI1HDnnsSZwvAfHo3s1xqcadNx21TQoSWd7sJT8rQ7GZy10wQlSC6OU+XSiRWeN0/S5O0iQY+hsXyZMuWyGOg1UdkugdM1dxxsVpILglX9LSoRyRCozQ4MJ66EuARt03GzbPrT37na7pQ6Ft7e3lCynyihVSxecgO3j4rMddpIkf/31F53w/ft35cyXFOQYmqp6E+7u7rafzb45UPMoSZIfP34IIWzbpiaX0jWvrq7aF6QkTV3FyYGocB0SsLhDN+j5fA6/7OnpaTQa4b/L5RKNQjH3qEIDf3mPEbZtx63A5qxsjp6h7wbA9pYW/lWNhpLpRPtL6OOP5UUUD0nZBknbtmlHe8Eir/4LUseD3v29U4VmlPgdKCrAnWLYXLnN3Q7FRZq3u9egQxgOh/hq2bb9/ft3JZ2XhRC9Xk8IoXA6jUYjil5zNT2fzyeTCZ22WCzIROKNoW9ubs6kc/dkMnl/f/c8b28/9H6/nyRJmqZ4uIvFIooix3ForOI4/vXrl2VZh7ZWL4JufnL6WaCz8nX0EaQCzUuylvkhbSKxbbu1Gh25tDSdUhVPhNtK/Dif8DS1FouF1DT8tKdWBUEwPlLM7vb2tjjidiSty4obB7Ue3BXGlyqBnQb45o+S0vH1NeWjATbU8pCyhVoK31ItTb7KJm3orVCyTh80xzkmWO7OgebWKzWKJRF4jnL25zTnJIXV9SzwbE21rPgoY4oVXDofLSKU8MyhiUpKM7YShSclDsIAACAASURBVDxQRZcrI8dxaMnyDIES6QUnYKyoUc3is/8wioI3xJUWc4iDF2mXxquCHdEVkG1MRZ3xXynaurcDskKAN9Vc/B94xSgMJtQTL8+qybipAsJtxflEsI+yn0YMaUOMaRFLQnX09DMxBJOGd8XB+WQfFRcqUe6oV6AREuIREHqjpJOzRWyPTzCphS5ITmmfGZ6aRDtv+MFq19dhqtQVS8Lz4ils+C7ypCe8jNkdXaSSmmBS/YaSp6en6XS6Wq16vd7T0xPlp//555/8fNonge1dBddUJcgx9MvLixCCb4nAU8dSGj+ZF74BdqXYtEzj6WjyRHzfJwdtMBhg5w1lyfHgyEHX12Gq1EJvt9vLy0shRBzH2+02iqLRaDQYDIQQSN3K/nA0Gk0mkyRJ3t7eoiiCHdoEkz2hGp7nkTkN3QQakoMeDAY47rpuNmf3ZJD1y3AEMwYr2fP5HC8/fHvf929ubtpnVX/w/nGPj49CCBqo3BVrDDKWvVtjUiFIZfd6veFwmN39J4SgvEohRBRF8/m83+9DxUs7depEqg2y3cQQQsumwJ8espWkdz0sonULpdVe6LYW8OAjvUXSSohUielMYkzScorjOLPZrHiNCIsqzVUBBLSIJREt7U7iJaXLl2fVQZBDaV7O9fb2NtcStG2bxkeT+BGntYolEc19tGyAKc1r9VMwzfQZ7SPp7e+RtUbzjA6l9fqskeamLxV95c4h039X6Uj4aHwtUsPRAGOqucgBt7J55kS2V/W5VarU8+XSaw7R5IBlSJtrultH4lBIKcV8zxpFmvRMpWl0YfhI0NBJeUkAEi/QRAeGuWp+q2C9Xh+qWUhBayWyRnOIbATKwsLsOe2Okmg8j284TSkeO6T8NHp/lPK7E9paSSkbT8wlGltq5O26rrS2YNu2tkOdBVnQB8VbaVJpFaXVK5b0/PyM+BmO0zt5qJ+sXJCSdDZjm3ZgUTgJ04X2sh1Zhao5Guxp+0S4iucDu2W1PrKQ4ko6CJJLc5e/TGFoEPQrsruVC5JqZSUBMK3TT6vyhE0kii8irsHb1RKw90r6yOuJMtnbCmMWNNoorAHbk+9PwlOYzWa8167OAy5hvV5LO2n2Aitouu3E0k4lYd8NGaKnuiJLWoZ2xtAnK3syvSFa+fwS9EwC4Mhmk5CzlvXRGo2zNKcFTiBjRqM5hDdTaoiomqmmQFOHp3hwZ4HAN7K3zuYB0GqPWy54KbIwDOkbQAXJqEtlGIZkPemW/7UXXddKvYuLCwhAhBI6juN+v9/r9eI4/vj4QN42De5B11QrSHkawJt8cXFBbUVoSw1O/vbtG/6L7SaaMJ+lsUFB5ycC1wz/pVEVn4/gx48fq9Xq/v4eZcnwOOBQ1yUIPeJGhV0ul4g8rlar6XRa/ERGo9F0Oo3jGLzp8KTU73EDTfuPvn79SrWTq+3eqsYAFTZuQVjBNq9BAW3ZDixJamT68zxJtU9qF02pktlz9GGS9pREUUT0arWKoojMoh8/fvi+j4QAaK66BIHWbkFYLBNBluVymT2HiJubm+l0OhgMnp6eWmCsDK2Lpc2TJHk1iVNFtmoPvtVSUINO0y0GmYVW06kAFD9KM09Bt5fiGPDoR0FANpt5oxzqt91mAbvghLfXCiGwnwjVsKIomk6nMNPe39/JcROfNpRlWQUL1ZpAVc3vQ0F8TiYTasYthIiiaL1eo8ybOu5qg2VZy+USX/fJZDKfz3NPI1NRo83G+uRcYHJw96TadZQLciidzU6SMrMObUGuhIYU+j8RnsKD4yjX5fv+6U2tlCVk7RJEt5Q3XWJJQojv378LIdCcazabVb5OvYy1EGNaLpdpmvJ0GAwCBZU8z1P+dPbSGKjczn36MCmYXSCEiKIIKmm5XEIlFf9WOfMV6PV6DV91NBrlCkKFyd7e3nRgWCPH7f39nf7Vp31Na5x4noeuZNQ2Gg5szR1pGgMGSn8HE33cQHMfGVDlvzR3X9u2l8ulZVlYgMuegHJ3YRhqUnhLF5WUJEkQBL7vYylKk9FpDUEQYARIAdGSXFdiNB0C6U18/zj0+RbWCNRCEkJMp1Pe0o6AjZaayH6x3W5hNV1cXJD51DL99vaGIpvPz89fvnwRQqRpWvmaCgUpSY9Go+vra3oGQRBQxgq6lm+32+l0im8aWiHqw/wuejAYoGpqJ56I53kwQn3fn06nKB98AlOrgKbWm8e8XC3Q/9DBT6ZEpH/961/i80tV+Zo6+MPF9Gq1yq0rKoSI4/jt7Q2KiR/Xh/ldNOJfXXkiZIRC7yNj6ASmVgH9+PiIWRcEAQ8FKGdMorVw3MiRhrHQidBJZXDLmecTCyEcx6GtDPTOdMWH1cTsLwNUj+ZHNFoCbwyO42Bq7UoIoCmnFlqoJHLpqdC9UnaaxWw2o7d3uVxS8ogQYjweQ/YoivCS6OPh70WH3mqEe+m/GPMgCBDRw8E4joNP1Ht3hQOFTO4oiiShJpMJmgIo4ut3bDXIuZASc7D1sfI1FQpSkuZZoLymRLbjmFaFbIppaTql2j+R3MVB2jNA2Tr8QejDfGWaJhs/SLlaOjCpRV6SZDHCcat8TR384WLatm2q1IO9RQBtE6NAEr02+jC/i6ZUyew5+jDJ6VyVhKBSEATorEeYTqdBEOjDfGWaoiK8RSDRuRviWqa1cNw6ZPPXBWTHIFtkV6i7W+jcQ8yGTtLPUjD0pzAMqaVS7vJ550ChSe67jcdj5AHQyq9CaKGSOLK7K04YYRjy7vV0nGqzdCjS3zmVlO0LwHca4ohlWZZlwZJNkmQ0GrXLY/2wLAuCc5WEg2EYSl3LlEBlvaRsiRaOytfXoeZLSdqyLCovyWvW4MXguUuaMFxAw+Xh/o7mT4RHuOHETadTtJ8muxXn0IP4+++/NWH+GBrh/CRJ9tZIooy5NplUGUvKVtgRrOfvCceSOE39x+M4vru7E79HlzRhsgyNufu///u/2XP0YZLTZIFalvXz50/Q0+m03+/TmTBXKbT3xx9/aML8MTT5bsgH3HXycrm8v78fDAbz+Xy5XI5Go+Fw2O/3c7cx1kgrcNyK0x9OOANgl2tDBnOSJHxwOuS1iU/Hk1t2XQGeC8WM6DFR70ny17r1RHbBsizMt2yCUm7Gw2Qyub+/R6G7JElyP5l1Yqt6pVZyX49vLa1KkL10cfEH3/eR/UDLz8/Pz/owv5fG+5zLsz5MSjTNOkq/WK/Xvu/DfqepiPboZaqXdIUmq4Q6kqFCi/g9OUDSFbZtH9rBrALddgG9bHF1SSXp3ISjHUhpSl2B/u0AsuBdcKU/nfw8hAGY7XTPz9k1OI2iJceN/JGu5CKrQhRFFFvFVmSD5lAQJTgNH60A0robfzGjKMILS70F22SsokrCgqgUFUqSZDgcZhdKERjLrdWSBYW3zwrT6XQ4HGaT+qUR1mQXUi4QgtEhsaUC3t/fkyTBUxiNRpPJZDqdggiCAPQJZABwIMgdRREeGUXQJpPJcDjEOEAZvb6+tspZNYdfqtjPowmCeRw4joO7IiOS41aeh120cke9Ar3r6UgjqTMNhmkHTNqFJ8L7R5ZJycmVTn96sVis1+v1en17e8t3xlBp6TSv2jKB4kdSO/KG6IrFSW5ublarFX0ScZwUbW5zGL5pKBs5y2IvD0mScJOymiCa0Ov1GhkxjuPc39/joG3bHdpQYlkWDI1scyd9mMzSQJIkvBO34zg8pd62bUx1vgcFF4mi6P393fM8mo384m9vb1KRmaurK8uyXl9f8RNugKBmCDmM+C2uf319jeskSfL9+3ewkSTJjx8/3t7epIXaMAzhkOZ2Afjjjz+SJLm7u6OXdzqdfv36lZ8ThuH7+zvNQ6yy/fjxI0kS5HkfNMIHP5G0KvBzigLyvg68SQt29BW0ZOGPuaP9OesFhkKfJja5yIbeNXyC6AEzHo/dT0hBa/qkzWYz2nqKvlWkWNFLBjS3ktLf5zzBtm0MQjY7nFBgmFAseZfVxnnwfT8bDqO+W5DItm3HcVBSAktmaZriIL8p/y/Oz717C1H/f+watb1wXXe1WlE5KK7v5/O553nZ+g+58DyPwkya7PaKouiE06MOBYxfPE1EQ29ubgaDgfTBJEi5LUmSfHx82La9K2A8n8+TJMEejiiKsIfj8fEx+wiQTSqldxWwQd95wmq1urm5oZlJl7Isi9jGfelLmSRJdhc0h2VZl5eXHx8fFAyGpOPxOFtI9+rqynEcnLBcLmEE4U+YdSS17/tfv37FaKAF9Pv7O2ce5xT4m9zmkgAlmyQJ8kLf39+l8DaXbjabxXFc8ARrRmWHH2OBD8L2s+gBKX5yWem04usQDuIhlz7e8Ra/d5ipkX5+fvY/ATpbiYVXJhGf0+729pY+8rsuiNQSIBu5Q8ZNdgIUBAh2xRdwfSnOtXdzYm7NmV3d+nLT056fn3PPzGU+e2WyX3JjSZxOM5k7oG9vb6UbHVlIRxVNBOSipCRpVEG3zGT1QrcA9RSCgYOGxeiF8PDwYFkWvjBXV1e7riM529DQjuNsP2smgJZ+Sz725eUlPPOsIPTdA5M/fvz4+PjYbDa46dPT09XVFTnqoHFlfHW3nwGy+XxOnzIpgLVcLpMkeXx8pL9GUeS6bm6Rh/l8zneTk22Ijzk+R57nEdsg+ErlarWCP09jhVLlWaxWq9lshjPBwK9fv3IXPf/6668wDHOfzq4FPs/zspHBvdtusZYq3ci27fF4HASB4zi4XZIkruvSkPLzb29vF4sFHkEcx5eXlzBJcpnH2ovIPDJ+DrfKaamXpnQYhjS1FotFEAQ8N33LdqXoEBQrpjEIuS+7EALzH/RisYAphyztgpozDdFH5baJz5AHPr+O4+A4xMCfMBsKXNAyW/9d10WOJe8LKEFq2J17JgW5Csxdy7J4PidUWC4gFA8Z5DbR3sVSVnB8w8k7wKcbxXDxhXddl+etYQ+EBMdxYE9JWambzWY2m6FDDoVXxuNxNnmV/wQdnOjiiLnkngyeYR3jmvqnetLIowgJRr7lzEC1oFeVnF96vvSO8NnSAksX6e4V6Fzwb06/30+SZLPZwCOlzzISlPC5o6YIuy5IjRPorYY7zVcxxOfnCKsM8Nvh/9/c3CRJ4jjO9fW15OrP53Pp88idYe7G7zqHRP74+EC5eyEEAge1BJuk9C4MIPUmKY4U6AY8R7T6aOL6WWPnePR6/5eXd+hbcDKgt49eVXTEEULEcZxN1m1joI4JwUjxIx6V4O8Sd+CzkQvprTu+tKtyR70kLZVSJSsvW+VWE4aLaarrkD1HHyYlmga/5PnKGa6LJoJeYSmUln7GVZGJcnt7a9t2O3lJRxUnQQIoNWXlxUYeHh6yuk/kFSSRFmgotFTZHSXn+ZiLNE2PRiMqLeQ4DpLZxG6oZbjMYCIZjaqdicwTaZlOkqT4nOzKYMmpdQI0EVIfU47tdut5HnIssZqRfXmboKsnAYjf+/lI/g7q1O1qz8JBeWgwHevaM3GQkV+jU1DmUnwjm9i9WKvPNqvyg6NPA+7yPMNAQKhBZGJ8V1dXl5eXl5eXBXlGmqDyNNYr5SU9DjQE2ahnyXgh+SkU/T0mHWuz2azX64KQrSZAyJAnoXCecVCrtMO9gCwd2kBPAV2M896X2XEc/QP2hwJ6lvcTVB7dPyqWlDKFsuucvbu0+BUQXpGSRw6llTvqB9EkPt8wSK8Bd+w1YXgXjc9Ph+olSTl0aZpK6wlY6Nz1CddHEE6XDPcQQXZAbjMlJfSxhW593+cZ93Scogl7d2kRoij6888/xadnu91uKdWlmp+sP421PPw3juPRaISIRvaLvfeCURSpFQoP+j//+U/2HE1GW6LJd6YpylWSbdvL5RIWN9dT1eZka3TJcA8RJE42rUyVIEfFkoBcH7uCT/v+/u77PrpEwCuuHN/ReUdIFEXfvn2jfrYceEmWy6W07bMMlMvbuQ4lBB6zIyl4ZW76K9LE2uStaWAfWHby0J5e2sIi7WVpEKkGCMNwNpshjxEGJN+4e0rI5hlhHYAyEuHJkzldcvNtGIbKgzh4cNLGVG3Bd8xKf8JBEoQnuLbO5sE4KIqK3m3iUyWhJjf+lLUzWptgx8aSaqdp+3Ll62giSC7NVdLeQQDaSQY5nga3XYkl8QfBj/MQRJqmPPPzxGpv84XFXbv/KF+pzRQ5LRpwg0A0hDJHK/dmUS5IAc3DpdfX15QaI53PsyswDsUX1yEJC3O3K02T0C9IfO5tpuO8akev1xsMBshQsSzr4eFBE+aPp/GikSMWxzE2FfKXUQhxc3OzXC6laFrTTGrR7bbX6/FCojAaB4NBLeEJrWIcnufRpvM4ju/v7/v9/mQykerD8kXZ3D42EvQJcHSl0C2lv2XX1MIwlFKTbNuezWb6DHIt8DyP9m+imhL/K96ayWTCu9q1hFQD0HDgv5vNpnj/6gkgd8/tYrGgrBBeA0j/NKv0My9J/1gS/+YXhOrW63Vu1bdTAgXUFouFJOZ4PIY3J9h2+nagRSwJz57Hj9y82t4laeWOehma54Nk1ZPv+zyo0YkoRr173BoqOi7ZRAVlvLo7tcoLgkmIki+7phkVJ2mNSS1iScvlcrlc/vz5k45TRAklBw/1k1UJchANXF1dIf+FH3x7e+OFt3/8+KEDw8U0uOWtUI95Ig0VHacsMOBUp1ZJQRAT+PPPP+GmTadT1PmaTCaj0cjzvMlkslqteDm3FpjUwnHLBdkO3dpXkZZbiCWbGUWIBAMVSOYxRf0dok5sKKGYAB9t1UwpA4YCLippgzAM+RC1n46jRXg7CIL5fD6fz3ODo3z5qRMoEwd1HAcaZ7VaUalJy7JQEgBGIldJyCBtht96AKl53UUNwfNvEScqLsBwwkCyLhXwIDiOw7+p7W827l1cXIAiQgk9mUzQxg8H4zim9OXX19eDrqlWkPI093HE585bz/O4IHy6oKuSJszvov/+++/scR0YAx3HMa21PT098dEucx19BDmSvri4QBrEw8MDHbRtWzljQggtYkkig7u7O6JXq1U2RwkmQ26Jax0EKaaTJJlMJvQYsMU8t/0Zb7CFRlrKmd9F41XXPC+J0pFE6e1gegpyJL1cLlG5FMlWmFeXl5fKGROa5CXtAvXDyfY+hvmtT0WhgzAcDqmS1Gw2C8OQt+iZTqdBEGCWcLM5SZIyOUqqoHyT3V6gswPoE0syOhTQR7RlD58TXcak5djVLmw2m11RYfB5SrvexuMxkiG5yFKGHgX1pXYDiljeDzCvc0UhvoxA04nngp0JaBwgOMLbqpn6L8RWs5wLuDDUlYxrz0NrweyiW+5xvpfe1aMF+8Wk+Ot6vVbOcC4N9nI3Q2nCJJmitBGPnOW6plYnaIwDLTXmbktUSOtiJQF8PZJ/0DCIWunyWrDZbCR/x3XdbFE3aTTU8rwLeHDaJgFQbirPRabBPx9DSTKR0jSl/qaaQBeVhC5j4rM7O/6lVJf1eg1Ht8zU0Wp8i5FdYcVxmjdQQNzjQAUJuH6kxVpmO9fFJpWk5/YXGkBiL9u57ByAacPnjG7fOV0cN77Bgo7TW7r9rCZRpmiJDsbnoV4qV0lbViIDb0tx7oyb16u6UTrXeYQlq6fjJhmenGHB4l+nNLVyab6qSwf5TNOBSV2spGzRMgwfV+dQ8CXzmPX8Vu8CuavkVuSOhgQ0ttVE0r1tjVWB9ysmK5uXcBOfOfRq+Wwa9IpxSWkcWt5bWwDtkgAoRxkL3nyZH5Y21sj3XkeXFc1yoLT1KIqm0yml80GK3LxtZA8sl0tNJAUbGhYnoQwSKqIoMiVfkEPf6/X6/X6ZTl9dBDYJoIopHUQPwdlsplE+jWqd+F/gA4tvPilv6RyyJnaZBpqYDIdi19OBOLlJ/apZlqGnlUQBI76XjWYRSgxnh/f0quKQjPoH8nWJJUm01MIl6/ryoIB0zvEMoMNna8KSRc13/wu2Vo1YEtWvAfRx/kEXVERVyFh2MKVa2jxARi3Rd1WDqRYuVD4IaSZFQ59pk6U12lCSJMlyueQ73cjM5udj9Q0thnKvczwzUA1tDgJg2/bPnz+RkBWGIb0h0L/r9RrNS3BwMpkcWlujUTrbplj51CJnxHVdGkwCDCg637bt5+fnzWazWCx21bStwExDVVYOouG60k5vfsJ8PtdnCv0fUm3AM0eKm9aSW6d/yY4yINunjNfDd5/oE5JM9StOQq4KLREgaAKlow+fTYOWa3NdNiGEbdtaeXMaqaSCPjZZUIygUbe/YJtLjSCpy88MspX0SR/VqtAtz+SibRMtTBjdQKuNuVLTX/WZRWma6lKcRPy+b3M6nRafj9rAQoj5fI49hE0IQuV1mh4EACOwS5DpdIqeGS8vL6S+V6sVLXKpfYIYKPQrls5pnxkq5OL7PkaVogGXl5fS+eUHUPk7cihNFTUeHh6ygqCvpGAernKGhdDJcUvT1Lbt8XgchmEZ22Sz2UArWZalleV5KNAYskCEzWYj7bNJ86puoveJqjXHg7LGGkVuPdLclqU0hTo9fzi4XS/tAciCfFskuGnizOqlkioAU82yLJ33oB8DKamPTzLJfcMOQVUTSwfHjVSMpI94Kw7pJ8UvbedAT4H00a4nkp1XmrhvOqqkMAwPcvjpq3gy37o0TRGF5c4sZgwdGY/H3HpCHTiFDOugkmhwpCou9PplTUit3sbjIdVxL5BLqoSD6dQmq7ugXV6S7/v40B1UM4G+jQUn61aEoYDmfZ+l6SV1iN7+3kmZrID2mVe+x01KOJLO4eNDx2kwpfbTu2hNpkcxzfceUR2erCB0WpvNtcvQ2llJ1RqTkMWu1bp4ZUhfMOnLj5gR9zX4Oaq+dWqTALg+yuUBb6A0PWjcTsZxSzPlt3bZrWRRtszeXmjHEJ9bB7lvVMDEtm1NTNDKCMMQiW1wRWn2SC9bGIZw1vjOUqnDRBOAUykdVFgvyfd92uiHhQLuzyLvlBtEqBBEP9G5VuehoIg1EbueCJU2bZnDvdBOJUkbjg76LXXpohaymiwiHInFYgEbkH/MpY3dXJUrCfYrWXHj0TS0nEp3bBjMFikFqGveCYDmQMmnr2fKqEaxJL7JiD5oh14nW8RDrVDH0NkoG9H87eIVS7ngLe+uam2PG9k7kpaBvNmNIwTS7HzopAhj8aApnxLFNA1Lp4NiGllJ2SIb1QJD+ixCNQG+oYS/bPRXOthyXKm1FbfcrAgaAXr02TGBg4YssAIDIXfQNA8F5JbxLYDQL4RE0IgzhABmsxn/9B06FSRL/pRUkpQTgKBJ9p2UPLjWEiPadNx2RXBJdknq066xna3ICiAhIKt5MW00dNkAjVQSB822Q3ck8c+F9K52GlnLCCEkCurvspVaUxOtqSQp9QbAn+jpSz+h4xUmg+ZarGAL+q5wKsK1Chdni6HRHjdOU1+X9/f3CtcRQnz//h2P5P7+XtoE1xWaiDiOaR8W6SZs47q+vqZX9N///jcIx3G2rCzGdDodDAZNM5wtfdnE1BqNRqiOKISgsuW74kf0W6lk4kH35XvilE+JLP3XX38JIXzf5/3c+TmoTMJfAbxTSZK0s3+z23vcsjjSxqFot+u6bTpxtd+L9Mt4POZC4a+bzQb7kClQguPc0cPmwXq54mjaSpKqstAIc6F2WUMFG0q6C16uflfPGITPcKYUbtM29UF3lZSW00qIQFmWRXko/Od4BrrVhTkI6/Wa72hDGelsLJMLC89OSqrwfZ+mb0FFqgpo7p2Xdh0XbC2m/CzpLd27AZVfoU7WGwNJVDAa4jPajTlAhaQxDbTVzlqrJHz896pzHs/Otf4oX0l0PMDJ38ysIDyuxM2obMPO2WyGaVpjsnsTVpLUlLxMDhENAtKUwjCkt1fb6MmhwIcHHf12SYRzEIqloBLZmO3yexg0ykuSaJ5hVHA+ZakgwYR+lS1NTREH5T2sj2n3LO10/y2hg726RJOwuW2XRN52sGo0rlZjXhJfOoS82Rwi3E76rfRDwvGVp7V6L3btX+ODgHMKhkIToTTNS5LA95cWp71LvTHwTci1hqiSSXmrVbfvKryY7L5tqRMcGQtSjY6CnKYjUaOVhE18xKFlWdk6R8V7IbOrctr6KQeB91Ypc+auhlo6lLXaBX1VUvr7xCpQDXQaEuSKp+CuJI5Ogw8U7XEjSaX5l31dycc5hofjUyW5k0WyZB+TZATtckPCMER692m0jSQtXHIHTHb3DNfjLTBcGVozh92nGMriWZXdK1B8cvFsbhnHGGIo1iV9DLGdkgLbuRl04nf/js6czWbVlguzG0qAvZoO5bEkZnYlefINxlhb1M2MbQK0r7i8bsW+YpxPbgTGTfPq4/rGkrIxo+JzpB1euVEGTtNLqImAWXrvCZK9sP1971uugqZ8JeyEyi3MJD63yxfwkC0+lbvHjbzvXRfJ3j2774zTJKCeT6R2mn9rSxZ1ytL0RpAqVz63C2itrSSO4u+h1L9UlPDLwjDs+jIcz9KmweG5SDQF+a+k89PPha1s3AFrOiUtkdxYEllkuAI1LMqqTtu2HcfZW9sQPzwlp5sDWoNMIf7JOUZk6ZnWxGxT6IBKohemwODETKUTRDmnTCoU20UXgKdQ0kFSLrkjNpvNdtn/0qJ7FvDsoFmk4ZJiSbPZjLqDFCMbvU4/ldd4PM4+WbEjUNj1ALZU1ImP+ZGZt5TzIbpQrK4DKokXVN6lNXjmGN7S8hOUshAPWonTBzQ+VPJN2vteBogE0/AiI6xYPRWomL3nIOq8a7Sz59MHBv/N/vDQUIu2kJYa67LfaZLo/93tQCxJqmG6N19DsBJC5W+U7WyhXPDyUTb+9vIqQhiH8iOcG61A+k9uyOlQYFdalgHKMAKkX9Ea03ZHSSDKOGs6StL0o5c269V4ffjLx2dmtUB3wEpKmb4odsc2m81sNqu8CsNNrexxndcpeNlWcVPiZQAAIABJREFUjpLf2L1FUQnYQ4dBdj9h2za/u+u61BesoLh1tjkdWan0dcHyH/fdKN0GicuSp6m/CbAL4/E46+TWZSJ1K1TaDZXEDaVGd8+SE0c1wGgziv5OgRQ2ztUv6/VaOk7L6ll1v9lsYHOVuTtuLT2dXWliuQVGAKie7PsJJ3TXDzvqdKe/l8GCHoeyLtgscii6tZOmGyop/X2ONj2+3Fyi/LRG79gOchUEmUjZb2m2ElOal0W1Xq9pxMqoJKnIHNV4pNvxC5K6JPayJmFHN1TzhDIuYL3AaOv/QSV0IJYEOrtxaddWtVpuKgVolPSAq/2C5BDxTXbZjF7pOD+frsAHpHighBC3t7f8IB9bnm7Gi2rzy+ampD0/P8NnbDPLpsYL5tqzu54aYkwlI4MSTXdpSJDa6c5YSXw3v/QKNQcyzTr3HabCI9yoyWofUvTculnkddmVrsDNRv5QSnpPu3Y28DvyRSLkBNB/DxsLnUCVrSDLeDzeFYhADgQf22qbDehGxzHeHrqhktbrtfR42kmWE7+joDZNJyBtMaGtuTRfpUStApUkmC/Ah6jkHje6jjSeXN/xdUB+i1qGQgm4p1Y8l/gngehqzheihx2at91w3EQGBUZsvd4iXAO+Oiu5Ic3RtV+Qe0z0oeYjKR3kNM6RnsIi0zetZHGSbIyJ++a4SG6NEbXL2Me7zMDeOAAfYSmaqefUqpHuxjcHT8VxHO671e5JYYFJfO5Kkf4qrTfv3fqgJ7LZj2QEZct94L/cX5B+i1y+rJIqAPwU+hVPmqfSazgnWy+pi2tqPE5fvANBgqTFsA5w0JQ7vrqDEnRDJaWfuRVUCxGVXuu9RW5JxiwbvIhljSu1rQE773muw2azkTIhsXGE/pt+7vDAf2ezGc8U4z8sX5yERhuhIrog6R2KHnYoDkLA/DxGoaSZIsXikHAScjs6tNBG6IxKAjB3c62YI4HHD/N4s9lgPu16oghS0kTpqMVE2FWGkauklPl9GPzc5MzyKil3t4pWr1CFZ5rdUXxM/BEfDySmUnHbkr+l+Vnt1grRjVhSbjCi3iQAzKSs819QlBbbIGjy3d7e1tvzurVRhRQUVM6WxJX2c2DdXcqTAHKjJLk3zerBesMlTdC7TsBGGcnS9H2/3twRcUgtHVKIJpbUErA2VOMFxe9WMeU0l9ljwTcGd9HLSPO6lfAPvhRdoghFthf2QdYrSgWg2hztGdYc2C5DYyXVz6NyLsffSFopkyoiFIN7wZ1r+NxhlbTZbLCMXYsWEL8Hj0gllfy5FGPaFTjo1vzItj/LFjaR4h0QvItx6JKggk3Szr7a069pLklV1feCngiWgzq38aCrKomHD2uJc0sq6VDXHch2HOPTFAFjTarrlgR9qwsCIr7vo7eVaHgHolpA1Urh/OY2gkjuc8l6XrkFqppgrzl0NZYkPTAeV6rsqAsWCoHpW61QiRQloRiTVBFRn1hSMV0yQJZb6FY583XR2WC87/v1hg5zabiBh07jXSqpE0+kR5GwLUuE058mlYSEgI+PjyMFgbn75cuXXq/X7/fjOBYMB13T87yU2XEvLy+DwWA4HK5WKyHE1dVVyeuUv2kURZUF53SSJPx4FEXbz1rdSZKUuY7Ufe8YZpTTSZLM5/N+v39xcYFnJ35PeqCQTaPz3PO88ufzVG+Ar0J04ol0zKjj4EHWWi5IAV3LsrJN0KqBWvfQgCP4pX8oV3ITCrwGbgOeQBQJ3re0fIaVeJyA117DGA2lkuncpm0vOqySANTxqv2yeMFqTJPJTcNBRqKeyyKHZtPsaprUFcxmM+kZYTUwOw56xu/JGupWsDKLrsaSJNp1XXTgqfGCotait/T5krKZOPDXCk+E8oaOF7wyjRGTMnF0YKyYRpET/hRs25YK6XbiHTmo2q8ODO+iO28lITGEFj7rSguCcX6M4xaGITffwCRZQ/jSZr/MYl+p/Fy0ljtekNmAEdPQfMgCy4jIMOI2UUc3haVsRUX/nkh7cZHuiNJ3BUmS9Pt9x3E+Pj4eHh5ubm7KNOrZi8lkMp/PF4uF53nVrtDv94UQvDtrMYIgCIIgiiLEmAEoMsuyKrPRGobDYRRFx4xY08gdYdd1b25uPM8r01hFwnw+n8/nnuc9PDzU0i6hMqIoen9/T5KkrvmvEJ1XSUKI0WhECyK8ZZVaZFVSkiQl5z3enPf3d5LLtm1M+qurK8dxyrz2QRDc3NxUeNPKII5j6SXEh8HzvPZV0mg0EkI8Pj5m38YkSR4fHyU1ZNv2169fHcepPD74YvEj2RKDrWEymRTUMu8eOuFe7qV5uS/lzIAWv5ci4slKJa9DMZrcL3BxjVcKV7UmODbHKYlcQFIet8ptqCtKtGUvpkHwqlIUVG4hR2kXXeEpa/KO5NKdjyUR0BEXXX2ay6ktD8Ece7KVMJurdYzg3V8lIA4CYASk8HztyC4RwjhVEkvCqKI+hJvpJE7LmrXci9L6MQJkntRy8QqoPfeC6v+oCguejkryfZ/yiSq/9jWCz1TedolSn465OOmd4hAGJlY7GQZtJgHAIsM6QG7opF41xIGsJWqoxQ209kG28K5VHT5QZUr6SNUd+PnYxdmCpJ1USahnJA1QtlaG2tUfvCqgpQ8pPkS1v72wkmi7WVY9oTtYQ5WYGzUWUDmoWP9aloVk5YZ4yKL25LWDwONHuQ80twyW1PAO55A1Lf2EzuRpK02PsHaxpMVnm+CCc/jU5MWbpXwf27bVxpLEp5Mv8uJKe2t4V2aAnDspcZxjVy/sknQ2/4gue6ggWJLfbrcg/N8h9aQm3N7eIoGICjy5ed3D66WlEeCPuLmb7ho0/hbsiuJRISduUPN4azb/jk6j+UmvVQsjnKbpP7ZKt71EUfTt2zfQSZJgr5YQ4tevX1j5xvIN/+3b2xvfgEYrKVBJb29vtEoVx/FyuaQFICUCEn15eUm053n39/cvLy/Fv618U9pGR5MpCALxuVSM5afpdCqEmE6nks7Cip4QAqtR2+2WFgr5vW5vb+fz+evrqxDi+vqa5vHb2xvucnV1dXl5+fb2RhfEcXAiPtcfaS3s/v5eFAJ8ep5HFyTgmnjujT5NfvCf//wnCKz3JUkyHo8P2o92KJ0kSRAEr6+v/E0B3t7ecn+LCYB/gyCgQeYnc+DDgPGkF+fHjx9CCNd1l8tl7ULl8JMqBV+wR2kYajArWGo84kSgafajXBYOIvMwd52F6oQS2hFNsI8PxZJg9DbkuBH27njACXyoFYIXwKPYEOWLlklfJBut1lEsQvtVegtSW/Y2H5d6YWVb+xUnGNON8ESadtzU5yUFQYAPJrRyEASTySRJEtu2f/78aVkWkiHFZ+pHHMdvb2/i8zOOi/T7fZ54Uox2Ukh4FlIURaPRSMqBLJ9F2QKQZwRDRnzaHRwkDr7PUrYhGTu2bV9eXnLB6UxUFOMmlfj9IR6D+XzeWkIpmRuu69Ids7ZbvUAmlGVZDw8PsHCFEHsTU5GWRX6DyEz+Xq8nhJjNZp7nvb6+Sk8HiKLo169fv379ItPMcZzlctnUS3R85KIumofWeBiIV4be9dvyubM17oM7iObOf0keDrrRrmhCO/QxsaS66Bb209GNRIvt/CSagmtlnnjWmuNzj/d3KCMU90KaG2319ZLe3t4mk0mv18OXh9ZN6BzYRA8PDwXXoc5fZOpLhi45TXgM7QuLtDoMekkeyl88iqLpdHp9fc2PB0EA67J2oQpqJ3G0ObWiKLq/v59MJo3ea/sZCtxsNhTebkdAEJPJBCFIRC32nu95ntQDMY7j0WiEE/BmCRY2+vPPPwsueHV1RWfCjm5CWMWxpOw6pbS0T94NOcCS24z+RTyuRJAaaWlYAKQu5AZTMAWbSxnlIYlcK6lNgIGu1+XYC7JTqj1WMovwX0ojoAK+2BKQW89LMriam1eKVRIazCLjlmsQihRKeRMYF/o5hhgZNyKTrByGobRQ2ppcLaNAJbUTzqfGAS3cKxfVaqWfMDabzWw2458NauZMj6l4cUO6IOmvYzrTlYHiWFK21xXpIJzDq/DQiiadD+MZ+Slixw4maCW1oZZq9EEnS9No+1ku+qDKzcfQeAR0nE/3FsIu0rRp6F4KpwRN+/Ln06sB0OOgQG1BBDb3fSnoaVgjrdJKwjSCrUgH8b2lz53jOGSNUz40L0UkdQTJvQtWSTtRyqcacls8tVB5lieC8z1u2bWYplOc8Q3vaBO9vYBCOegn2RZ7WRsHPhrFth3H0SG4odhx4wF8AHoHc2vXsNJP1us1dBN1qd/l4lImDrbmtipk8yDlzg82rZJwU7o+bocMbP6FOKgnYmWcTOXvLHjE56AfYlcax64r4JFpotD/UfDOt4Bv375dX19Pp1OevEtVIofD4a4fIlMWWRW0miB+byDBMRwOKUFmNBpplRPUEG5ublarVfl0rUOBKwdBwFNj3t7ePM+j/CbxewZTc5C6v5wSbm5ufN+fTqeHSofsoTJn4gne3NxU4a92aOIni88dA9xnJr2+ZVtvpN9yx61gcxytNajKS6pAlz85N6mk6fAKWUnZqB+dwzNfameA03QXTZ6I5rRyBgpoxXvcQEvhNzpOOn673X79+jWOY7xg2XN4qnTujbDzMIqinz9/4nju1i2t6PInX11dua779PTUJpOUy8uP812y2+0WLNm23c5Ow5LN5lp4IsfTb29vzfWJUz63C+guFScJw7Cu1Ud8vZurcKYJpGXgeiElyMBo4ifgM9NORth4PB6Px2orZNWIzWZj27aqsidqoYXjVi9d5mR0WBJ6JwcoZ6CYxieNujxBQ9E5vKIFHVwsFtSOXB9BytOt3QiDWbyJqhOCVKC1cNzqpfeeEEXRly9fQGMHI70/ypk/SBAd6MvLS34c1WCSJEFFCyHEarWCcx0EAYLQHx8fmjB/KN3OjebzOQYqjuMoihzH6agg1eieOD+8v7/zJLHpdCpVnzEoA0TiqFEH1oMQM3p8fMRCGxZA7+/v7+/v8Zr5vt/1rj4NIQiC0Wg0n88nkwmOzGazMxwrxUkASuB53vX19V9//RVFEYqEtLNQfWJwHGe1WknvDDVTsizr58+fKHiCKn2V26WdCVCTB4qbRk81UyrQCfeyCT8Z1UIQCqGqr8qZryCIKhpZkXQczq+UBKCcyXrpRi/O01nOOZtBfQk3TYA6Huf7aToaaPBpplM18Cq0QgjHcb5//36eU/EcY0lZzOfzJEmSJBkMBtmCigblwcuiG5QE10fYihBF0WAwKNi9cMIwKkkIFqMVQtzf3w+HQ6OYquE8P+zHgO+m8n0fW8oRoTvPEOfFdrvFCtzFxQUtxXWarvDDt7e3wWAgDQ2NTIcEUUiPRiOURe+6IG0+EW4f+b7/9PTUUUFqpM8xLylL27a92Wz41lwhxNPTk9p8JeUjeSj98fFxGoLsomu/IHImkINSpnCttoLUSJvw9n+BAC0/Qr2rDPbChLcNaoGJJQkhRJIkw+GQUkLo+Gq1QuNAA4O6gA6RqrnQF72LiwtQRHSdrvDD19fXKIps235+fsaOR/orlpC6Ioha2rbt0xBkF338ReI4vru7u7+/J63UUUGao9U3TdLBT765uVksFj9//kRtjZ8/f1LPVdQMeHt7452+tRVELY2izicgyC76+Iv8+vULH7n7+3uEkDoqSHP02TluuQuraJRKLptlWcvl0vd9BJIoScRshTM4EqjciOWUM9y/VgZnp5JK7rFCYzjQCCch3mSiAAYVQDtpHccZj8fr9drs9dsFE0vaQwdBIBlWHRVEIa2cAbWCTKfT+XyOMjhCiNls1lFBWqLNqu1e8OQAM1y7YJIAcjGZTGhvwHg8pnYjBrtwdo5bBSyXS9r1jiNJkoxGo/PM9zc4CAgYoZOg0UdlcI71kirAtm3KDMA6bpIkURTNZjPeMsjAQILneVdXV5ZlmeBRSZg9bgfTaB5HINOpc4LUS8Nxo+nUXUGOfyJvb2/iM0tLH+a78kRMXtLBNDp6E91dQU7miegjSJIknufd3d2hW5RyhisLopA2saSD4XleGIaWZTmOQ15bv9+fTqcmunTOCIKg3++jw3AURWYyVINZcasBURSh2hZyLM8zBQ7x/jAMVTOiEv1+P0kSs7J2DExeUg00yt0Llk7ZUUGOpD8+Pk5DkF303hOSJHl+fiZ9pJzhyoIopE29pBpobqJblnVzc9NRQY6k4zg+DUF20bmPvt/vk6sh+RzKGS4viD60iSXVgDAM6cM4m80sy8LWyslkwrfFRVFkSlN3F1EUjUYj2hoSx/FwOEQXCcrMNjgeJpZUG1DmFQHvIAjm8zlVC3x4eHh9fUVJU6qsfGLATsATrnhHEcPFYkEPV5ic7Lph8pLqp+M4lip5I80SJlL5PCblghxEQyUFQdB1QQroL1++vLy8CAZ0AFTO2KG0cgYKaBNLqp++vLy0bZv7aESj+lJXBKmLVs5ALXSSJH///bdgmM1m4/FYOWMVaOUMFNAmllQ/LMvCnrjsnwaDAfost8+VwTGYz+f9fp9/ZhaLBfSRQb0wKqkpeJ6XW6YLk/v0tBJ6c6rmonEgbMSzZA3qhYkltR1XAtI07ZYge+nTiyU9PT29vb0tl0scD4JgNBptt1vYStfX1zoweQLviESbPW7N0h8fHyD4RnDXdemcIAgmk4n+gpShoyg6DUHm8/n19fV0OoUphOOe54FAWQjlTB5DK2eggDaOW7Ognkuz2WyxWGDpjdv8KPF1AjGmJElOo/5GFEWTyQSmkKm2rgDb7TZN0zRNieg6rZwBTkMH2bZNx1EKjmj+LNbrtbaC7KWFEK7r6v9EdtHr9ZpoPA7+pDRhsi5aOQMFtHHcmqWhZWjtf7vdkom03W75R9hxHOgvPQU5hlbOQAG9XC77/X6v1xsMBjgeRREq9vMnpQ/DJ/9EjOOmEp7n0ZIcX1Hu9Xr9ft/U0m0U2J52f39Pg4yFCMdxZrMZby9q0CaMSlIJx3HCMJTcN/RlSpJktVo9Pj4qYu1gIGavOXimApr30Z9c1z3h3TAdgilOop72PO/29vb6+loIEcfxv//9bxyn3pZxHPd6vdFopLAb+F56tVrFcazzE5lOp3d3d6+vr3T84eFBCGHb9mKxWC6XeAQF19FEkONp5QwU0anZdqsTJpMJ9WhOWUMU7DgXQriue319/fXrV9327vZ6PdpgoRWSJHl8fIzjGKO6WCzIOEqS5PX11SQ9agWjknREkiTz+Zz2lwdBgCoCBA29jH6/73meqj3xBSkIXKELISzL2mw2bfFlcDBMLElHWJbF3+1sdgzVsRRCDIfD0WiUPWc0GvV6vdYya5IkeX9/b+deEkajEe3RQVmY4XCIQiLiMzYHjMdj3VS5gYxOpCqcTM5FZUGen59pDcj3fX4yDi4WC+kiu44fQ2dTdYgW6vKScic2mKGguzRo1WjlU6IuWjkDBbRx3LqEyWTy/v7Ov/PT6RQlDek5Il+cQiebzeb4pGoYIMXX6fV6LbuTURS9vr6+vr5Se/QsXNd9fHzULe5mUADT7bZLyEZquFdC4K/ocDh0HAfJBJXfTH12iiBWja5Eu87B6j7P+TLoEIxK6jaWy+WPHz+4ypDeVeQ3rVar8XiMVxSmlv62A0yzj48PnrXIA9VZaBj1NzgUJi9JX7rMydfX17T0juO7Er6hgC4uLubz+Wq1+vXrF11n+gmFghAdx/F0OkXEut/vczPw4uIim5Bp27bv+6S2lD+RTtDKGSigTaFbfelqP1wsFkEQZMMrURR5nod29UIIXl6DlNHDwwO6Y0IRwP1pTpC3t7cfP35gne76+tr3fSHE09MTZz4IAnAl/da27cvLy2/fvkHV2rZ9f3+/qzpKXbTyKXEOghjH7dTgeR5ZFmmagg6CAK8uFUu5v78PgoC0D4A3P45jKAVoMfyJVtkpr4ca/IrPciur1Wo6ndq2jR86jjOfz19fX+n6SZJ8//7dtu0kSaTEBcqcvrm54SopjuPRaBSGYRRF7+/vnufd3NxkEzI9z+PcGnQYqcHJAU/Wdd3cvy4Wi8Vi4bouqhTwkPlms0lZ3QJ+Bb49WDqSC6QLZOPxdMFsviLuzo+7ruu6bhiGjQ2VgXYweUn60pV/iIALNM7e8xeLhe/7t7e3pEdAi0/nDidzNYHfFu+zpXwo6fjt7a10QQKlDj0/PxckQCmklTNwDoKYvKQTRJIk0kLVQQiCAF6S+GwVKe3JCMPw8vLyr7/+KliJR8NF6Yf0c8dxkiS5u7uL4xiu38PDA2JJBmcOo5IMDgDtU0VrX358Mpk4jkNRnpubG+ga0m4UtKKoeRzHv3798jxPn7wnA+UwKsmgHrSfvW1wkjB5SfrSyhkwghhB2qdN7W19aeUMGEGMIO3TpjiJQQ0wNcIN6oJRSQa14ebmRjULBp2HiSXpSytnoDyNpr68rHVHBSmmlTNwDoKYWJK+tHIGytOXl5enIUgxrZyBcxDEOG4GNQCJRVdXV6oZMeg8jEoyqAEIb6uqvW1wSjCxJH1p5QyUp7Hd3/O8rgtSTCtn4CwEMdnbBrWg3+8vl0vNK1Ua6A+jkgwORkHTNAODI2FUkoGBgUYwsSR9aeUMGEGMIApoYyUZHA+qQBLH8eXl5c3NjQkqGVSDqb1tcBTm8/mPHz/QxpKD+qYYGBwEYyUZVEcURdQUwHEcqsZ/f39PXQMMDA7CPy4uLpDNTUTXaeUMnI8g3759w38dx0HxNhxH16aXlxeU8daH4ZN/IicgiNnjpi+tnIG9NJlFtJUEx1ES4D//+Y8OTNZIK2fgHAQxsSSD6kA5bd/3pUr+4/E4SRLTVc2gAkwSgL60cgZK0mQN8eOz2Yy6RerA5Fk9kW4LYsLbBpURBMH9/b0QwnEcyufO7UZrYFASRiUZHIXcJADTqsSgMoxKMtiPvZvakiRJkuT9/X06ncZx7DhOGIatsWdwSrjYbrf6rwuezALnOQiCuECapl0X5GSeSLcEMUkA+tLKGahGu64rhAiCoOuCZGnlDJyDIKaqpEEVTKfT4XCY2yspiqL2+TE4GRiVZFAR2E0iaaXRaITAk0lKMqgGk5ekL62cgQL66enJtu0kSe7u7l5eXnBwNBqtVishxMPDQ1cEOZkncjqCmBU3g2pIkmQ0GpGbZlkWLCbLssIwNGUnDarBqCSDozCfz19fX6MoSpLEdV1YT6qZMugwjEoyMDDQCCaWpC+tnAEjiBFEAW2sJAMDA31gkgAMDAw0glFJBnuQmw9pYNAQTCxJX1o5A6BpOb/rghxPK2fgLAQxsSTNEUWR2gZEpretQZswKsnAwEAjmFiSgYGBRjCxJH1p5QwYQYwgCmjjuBkYGOgD47gZGBhoBKOSDAwMNIKJJelLK2fACGIEUUCbWJKBgYE+MI6bgYGBRjAqycDAQCOYWJK+tHIGjCBGEAW0iSUZGBjoA+O4GRgYaASjkgz2wNRLMmgTJpakL62cAdCmXpIRxMSSDAwMzhTGcTM4AMaJM2gaxnHTl1bOQJau5sRpwvzxtHIGzkIQ47gZGBjoA+O4GRgYaASjkgwOgwknGTQKE0vSl1bOQC6NcNIJCFKBVs7AWQhiYkkGBgb64JQdN+NiGBh0DsZKMjAw0AgmlqQvrZwBI4gRRAHdXSvJNIZuH2bMDZpGh1WSgYHB6eGUw9tqYYLrBgYVYGJJTdGmpocRJEvHcXwagjRIG8fNwMBAH3TJcTOukIHBycNYSQYGBhrhdGJJLy8v+jBz+g6/EaTLtHIGimhjJRkYGOiDLsWSjkFxHMpEqQwMNIGxkgwMDDTC6cSSdgmCTBAdGCM6CILpdFpGkDiOp9NpHMfKmZ9Op9PptNpvlTNfF62cgVy6Qq6TPszn0NWspPl8/vr6KoS4ubkZj8dCiNFohD8tl8sKF2wIg8EgjuMwDB3HUc3LfzGfzyeTyXq9tm27+MwkSfr9/mKx8Dyv4LQgCCaTieM42IP2+PhYo7xJkgyHQ/JtdRtMgxNDxViS53mr1SqKInpVcOTm5qYyK/P5nCyauoB3XsNXyHGcvfpIfAa59o7qZDKZzWbL5TIMw9VqBXmh+I5ndT6fj8fjNE3TNLUs69u3b8df08BgFyqqJJhIjuPQtokoioQQsJgqIEmSWt4fKVC9Wq2yLO0KZidJsksnBkGQ+1ucnyQJjidJgnHIIooi+lMQBFzLBEHA7xvHcRAEuODr6ytsH2JgFyaTCS4ShiGuyX+CK0RRRDfCEdyIGIuiKPdGxK0pA2DQOLbbLT6ARJShfd8XQiwWCzruuq7runSO67pCCN/30zRdLBbr9fr29lY6n18TJsPt7W2apuTR4Od0Dm6K3woh1uu1EMK2bX5NCIWDi8VCfBpKvu/ziwghJKHoOMlFwpI5Q4zhBNd1wTAOPj8/01+lQaOLPz8/w1Omc2zbJnGIZyGE67okEb9p7hPB9W9vb3GRNE1vb29xkTRNwZgkOI6QaNvtFtLZtg2hsvd6fn7ODk4Z+qCTdaaVM3AOgvz3zTwIcA0cx3E/QS9Amqbj8dh13c1mI4QIw9CyLMuyoCYcx8Gc5kohTVPXdR3HWa/Xm83GsixoMX5OGIb0fuK9tSwL52w2m81mY9u24zi4qeM4aZrOZjMhxGw2m81mOLJYLMAAGKOLLxYLy7I2mw3eW84Y+Mc54/EY1yQRFosFro8Xe7PZkIAEYnI2m+GCdAvXdeETCSHG4zFk931/s9ngIpZlua6bZTgLDA6kSD+VVJqmGBA8GtLy4/EYAwKC7oXxoS8BB3igR2xg0BAqqiRunqSf8xUzGzTUBB2EusEP8WpJbz7eh5S9LfzkNE03mw1eZtd1QYRhCFWCX+EIboqXH3pzNptBP+IuuD5ZE3R3/IRsvVxhoVbo1hCBaOhTSXfgCMViuIBc0UAuLjud4DhOluFcQA1BEFIfGAQaPZxvtdNYAAADS0lEQVTpui4NEXijoBuOS8A4l+HBwOBIVFFJeFX4txSfaLz2tm2TWQGVhDWa9HNmp2m6Xq/5m4/3Fj+H5ZWy7zwB6gAELkhvO72BpDJwTd/3YbKl7I3FjSTm00/7ZTabSfYIV7gIS4Mgs45UCRiT7C/6LQkIHkhAOoc0I850XReaWhoHCRhSokllLxYL/qSgbfE4oKZhmeJe0EcYN+n6XKfj5wXMGBgciSqxJIrp/PcqzGgi7UCvOmY/jzdJcaXFYoHQhu/7eG34dei+dB2cTG8yj1shFEJ/xcVd1wXPYNJ1XcR0gNvbW87wYrHApRBekZhBPAi+2GKxgCDgBwLiv1LQDdcB88QzhE1ZTIpiTLZt4xau64J4fn7GTygoBiC+A/sFFyfZ1+s17s4ZFp8xON/3aRDorwgn8evjChh5xKcgC920zMzRIUJx8iGYkxHkYCsJsRX+5YfTRFEMxCNmsxmZ+uPxGF9vBJXwavFrwkCg6AZeANu2pS82OXfcdbIsCyzB8QFviI+Q5QJ/DXcho4nfneJiXBASdjab2bYN6wA3ovAZBCH/C0PBY0kU5CJ7BIMQhuF6vcbVyC8D/7Ztj8djsnQQYAIDZEJywEbDiOGv+C0EoeNkc5H/C+WFi/i+j0fAxzwMQzBPIsMmJVP00MljYLAXB6dKRlH0/v4uhLi+vkYAgpaNb25uoBFwDv0X5+B8rDdnE4WCIKAUJ1ywIDmQitLHcXx5eQkaK+uWZfFLEc+4I1brs3fHirtlWfyC9KfcnxwEraroz+dzyPv+/o4kCQrPGxgoh9njdnbo9XqUDo7UJK0S7ndhOBx+//69TH6pQadxsd1uEYO4uLgA0XVaOQOaC/L09ESG5HQ6Rfyoi4KczBMxgvxGGyvpDIGkbcuyrq6uNNxtoyG0cr1PG0YlGRgcBqOeGsW5lHAzOBKmyh3B6KNGcfr1krpLK2eA05ZlnYYgFWhT1r1V2jhuBgblYby2pmEcN4Oy2Fsg5Rxg9FHTMI6bvrRyBiSaCod2XZCTeSKnKYhx3AwMysC4bO2gA47brjqNBrXDDHUBsN9INRenD2MlGRiURRzHZkdL0zCxJH1p5QwYQST6+vq64IQKzYtU0coZKKD/P5WVJeKzip/XAAAAAElFTkSuQmCC" /> </p><p> </p><p>You then determine where to place the shadow stick. This depends on the sun's position north or south of the equator.</p><p>Draw another circle inside the big circle using the same centre. The radius of this circle must be equal to 23% degrees of the big one. Cut this inner circle into 12 equal divisions and mark June at the north side and follow on with July, August and so on clockwise. Then divide June into four equal divisions and do the same with December at the south end. Offset all divisions one fourth in a clockwise direction.</p><p>The north-south line will now pass through the third division of June and December. Put pegs in for each of the 12 month's divisions.</p><p>T o find the sun's position at any time of the year draw a line from the month, and approximate day thereof, to the</p><p> <img alt="" 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" /></p><p> north-south line. This must parallel the east-west line.</p><p>Where this line cuts the north-south line is where you place your shadow stick.</p><p>To get absolutely reliable time from the sun, two correc<span data-darkreader-inline-color="" style="--darkreader-inline-color: #d8d4cf; color: #e8e6e3; display: inline !important; float: none;">tions for longitude and for the 'equation of time' are </span>required (see page 302).<br /><br /></p><blockquote data-darkreader-inline-border-bottom="" data-darkreader-inline-border-left="" data-darkreader-inline-border-right="" data-darkreader-inline-border-top="" style="--darkreader-inline-border-bottom: initial; --darkreader-inline-border-left: initial; --darkreader-inline-border-right: initial; --darkreader-inline-border-top: initial; border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><b><i>Equation of time - and corrections to standard time (page 302)</i></b></p><p><i>Each day every longtitude of the earth passes under the sun, but because of the slight variation in the earth's path, the exact moment when the sun passes over the meridian of longitude is not precisely at twelve o'clock every day. The differ<span data-darkreader-inline-color="" style="--darkreader-inline-color: #d8d4cf; color: #e8e6e3; display: inline !important; float: none;">ence may be as much as 16 minutes of time before twelve </span>o'clock on your clock time and fourteen minutes after twelve o'clock.</i></p><p><i>This passage of the sun over the imaginary north-south line is called 'meridian transit' and as you will see it differs from clock time throughout the course of the year, except for four days (16 April, 15June, 30 August, 25 December).</i></p><p><i>For convenience, the time of meridian transit is averaged out over the year, and the average is called 'mean' time. The sun's passage of the meridian time is called 'solar' (sun) time. The correction of time of the two is called 'equa<span data-darkreader-inline-color="" style="--darkreader-inline-color: #d8d4cf; color: #e8e6e3; display: inline !important; float: none;">tion of time.'</span></i></p><p><i>The following simple table on meridian transit can be shown in the form of the figure '8' for your easy memorising.</i></p><p><i> <img alt="" src="data:image/png;base64,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" /></i></p></blockquote><blockquote data-darkreader-inline-border-bottom="" data-darkreader-inline-border-left="" data-darkreader-inline-border-right="" data-darkreader-inline-border-top="" style="--darkreader-inline-border-bottom: initial; --darkreader-inline-border-left: initial; --darkreader-inline-border-right: initial; --darkreader-inline-border-top: initial; border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><i> A figure eight drawn to the proportions shown and with the four dates remembered when meridian transit coincides with mean time will give reasonably accurate corrections.</i></p><p><i>Note: The four dates when there is no correction are 16 April, 15June, 30 August and 25 December.</i></p><p><i>The top section of the figure 8 is about one-third the size of the lower half. T h e horizontal line is divided into three five-minute sections to right and left, and the right side marked plus to mean that the sun is ahead of mean time. The left is marked minus, the sun is behind mean time. </i></p><p><i>The application of this 'equation of time' correction will be required if you want to get accurate time from the sun, and also for correction to the compass-sun clock.</i></p></blockquote><p> </p><p>The 'shadow' reading with these corrections will be right to two minutes if your north-south line has been accurate.</p><p>If west of the meridian of standard time add four minutes to sun clock time for each degree. If east of the meridian deduct four minutes for each degree.</p><p>Draw a figure 8 near the sun clock on the ground with the top half of the '8' just less than one third of the size of the bottom half. Draw a line across the middle of the bottom half of the '8' and cut it into three equal divisions on each side of a centre line.</p><p>Each of these divisions represents five minutes of time.</p><p>Now mark off the figure '8' into approximate divisions (see illustration). Put pegs in the ground to mark these divi<span data-darkreader-inline-color="" style="--darkreader-inline-color: #d8d4cf; color: #e8e6e3; display: inline !important; float: none;">sions and also the five-minute divisions on the cross line.</span></p><p>Put a minus sign on the right hand corner and a plus sign on the left.</p><p>Minus means that the sun time is behind clock time.</p><p>Therefore you must add. Plus means that the sun time is ahead of clock time.</p><div><br /></div><p><i>SOURCE: Australian Bushcraft - Richard Graves 1984</i></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-8088796762292810652021-07-21T15:10:00.002+10:002022-12-24T10:24:55.801+10:00What is Solarpunk?<h2 style="text-align: center;"><span style="font-size: x-large;"><span style="font-family: arial;">What is Solarpunk?</span></span></h2><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihG10-9K662a39OeIL5pmGLOvus1tozt-wsmDMG4XYv2HVUlmsyY0tDcYdbngfCPS0CBlhek_hrJ-PdSjpogRNv-ZNHWznh29_61v3WJZjPGxdh3lrtD6AyTITO8L_LutSLkYhGw/" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: arial;"><img alt="" data-original-height="432" data-original-width="768" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihG10-9K662a39OeIL5pmGLOvus1tozt-wsmDMG4XYv2HVUlmsyY0tDcYdbngfCPS0CBlhek_hrJ-PdSjpogRNv-ZNHWznh29_61v3WJZjPGxdh3lrtD6AyTITO8L_LutSLkYhGw/w400-h226/image.png" width="400" /></span></a></div><span style="font-family: arial;"><br /><br /></span><p></p><p><span style="font-family: arial;">From the perspective of the early 21st century, things look pretty grim. A deadly cocktail of crises engulf the people of planet Earth and all other forms of biotic life which share it: a geopolitical crisis, an economic crisis, and a worsening ecological crisis due to global warming, which stems from a political-economic system that requires fossil fuels to power its technostructure.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Culture, having as it does a symbiotic relationship with material conditions, reflects a lot of these crises in fiction and the arts. The 2000s and 2010s were replete with apocalyptic imagery of a future ravaged by war, totalitarianism, runaway weapons technology, killer viruses, zombies, and environmental collapse. Not that such narratives are unneeded. At best, they can serve as a wake-up call for those caught up in the myth that we had reached the “end of history” with the fall of the Berlin Wall and the triumph of capitalism on a planetary scale. But if they remain the primary vision our globalised culture has of the potential future, they can end up reproducing the pervasive cynicism and despair which makes all crises seem inescapable. </span></p><p><span style="font-family: arial;">This is why solarpunk is of value.</span></p><p><br /></p><p><span style="font-family: arial;"><br /></span></p><h3 style="text-align: left;"><span style="font-family: arial;">Solarpunk is a Revolt of Hope Against Despair</span></h3><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Solarpunk is a rebellion against the structural pessimism in our late visions of how the future will be. Not to say it replaces pessimism with Pollyanna-ish optimism, but with a cautious hopefulness and a daring to tease out the positive potentials in bad situations. Hope that perhaps the grounds of an apocalypse (revelation) might also contain the seeds of something better; something more ecological, liberatory, egalitarian, and vibrant than what came before, if we work hard at cultivating those seeds.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Any tour of the geeky parts of the Internet will reveal an assortment of different traditions ending in the suffix “punk”: steampunk, dieselpunk, clockpunk, biopunk, cyberpunk, post-cyberpunk, and so on. All the many different punk science-fiction movements imagine how things could turn out if society and technology took a different turn. While steampunk imagines a past that might have been, based on Victorian-age technology, solarpunk imagines a future that could be, based on current-age technology. It anticipates the type alternative history science-fiction the people of the future might write about us if things turn out horribly. But more than just a new science-fiction or fantasy subgenre, it’s also practical vision for (maybe) bringing the things it imagines into being in the real world.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">You may ask what exactly is meant to be “punk” about what a cynic might see as the lovechild of hippies and futurists. After all, isn’t punk meant to denote anger and rage at the “the system”, as well as black leather and spikey hair? Punk is more of an ethos than a specific set of signifiers, implying rebellion against, and negation of, the dominant paradigm and everything repressive about it. So in that sense, in a world being torn apart by a planetary system based on avarice and power-lust and ecocide, solarpunk might be the most “punk” movement of all.</span></p><p><br /></p><p><span style="font-family: arial;"><br /></span></p><p><b><span style="font-family: arial;">Solarpunk is Eco-Speculation, in Both Fiction and Reality</span></b></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Solarpunk is a (mostly) aesthetic-cultural and (sometimes) ethical-political tendency which attempts to negate the dominant idea which grips popular consciousness: that the future must be grim, or at least grim for the mass of people and nonhuman forms of life on the planet. Looking at the millennia-old rift between human society and the natural world, it sets as its ethical foundation the necessity of mending this rift, transforming our relation to the planet by transcending those social structures which lead to systemic ecocide.</span></p><p><span style="font-family: arial;">It draws a lot from the philosophy of social ecology, which also focused on mending this rift by restructuring society to function more like ecology: non-hierarchical, cooperative, diverse, and seeking balance.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Solarpunk’s vision is of an ecological society beyond war, domination, and artificial scarcity; where everything is powered by green energy and a culture of hierarchy and exclusion has been replaced by a culture founded on radical inclusiveness, unity-in-diversity, free cooperation, participatory democracy, and personal self-realisation.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">This would be a world of decentralised eco-cities, 3D printing, vertical farms, solar glass windows, wild or inventive forms of dress and design, and a vibrant cosmopolitan aesthetic; where technology is no longer used to exploit the natural world, but to automate away needless human labour and to help restore the damage the Oil Age has already done. Solarpunk desires societies of polycultural ethnic diversity and gender liberation, where each person is able to actualise themselves in societal environment of free experimentation and communal caring; and driven by an overriding ethos of compassionate rationalism, where science and reason are not seen as antithetical to imagination and spirituality, but as concepts which bring out the best in each other.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">It attempts to bring such values in being in the here-and-now, prefiguring the world to be created, through science-fiction and fantasy literature, arts, fashion, filmmaking, music, games, and a set of ideas which inform political, economic, and ecological activism.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Solarpunk stories are likely to feature characters from (currently) oppressed or marginalised groups living more freely, equally, and inclusively than they are able to now; exploring an exotic world of body modification, gender and sexual discovery, new forms of technology – and dealing with conflicts from the remnants of the old world as well as the unique problems which are sure to arise in a very different social scene. Solarpunk arts are driven by mixtures of multimedia technology and more traditional handcrafts, blending such disparate things as anime, Art Nouveau, Afrofuturism, indigenous American designs, and Edwardian fashion into a stew of artistic cross-pollination. And all of the above try to take the existing aspects of our current world and repurpose them into something more liberatory, specialising in reframing, pastiche, and reimagining of existing characters, styles, and trends in a very different context. Blending the diverse aesthetic styles of several different cultures, solarpunk engenders a celebration of hybridity while still being sensitive to the problems of cultural appropriation – “taking” instead of “partaking” – from subordinate cultures by dominant cultures</span></p><p><br /></p><p><span style="font-family: arial;"><br /></span></p><h3 style="text-align: left;"><span style="font-family: arial;">Solarpunk is the Positive Articulation of a Better World</span></h3><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Not content to accept the dictates of a tomorrow ruled by authoritarian states, rapacious corporations, and a despoiled biosphere, solarpunk is an eco-futurist movement which tries to think our way out of catastrophe by imagining a future most people would actually like to live in, instead of ones we should be trying to avoid; a future characterised by a reconciliation between humanity and nature, where technology is utilised for human-centric and eco-centric ends, and where a society driven by hierarchy and competition has given way to one organised on the basis of freedom, equality, and cooperation. It’s purpose is to serve as a compelling counter-narrative to the material and ideational conditions which keep us trapped in an authoritarian and ecocidal world where, as Margaret Thatcher put it, “there is no alternative”.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">There already exist bits and pieces of just such an alternative right now, if only their potentials were drawn out. Worker cooperatives, self-sufficient eco-communities, directly-democratic popular assemblies, voluntary federations of small polities, mutual aid networks, community land trusts; all of these could form, it utilised, a very different kind of political-economic structure than the one being pushed by neoliberal globalisation. Likewise, technologies such as solar and wind and wave energy, 3D printing, vertical farming, micro-manufacturing, free software, open-source hardware, and robotic machinery which can automate away human labour all serve to illustrate the possibilities of an ecological and decentralised technostructure where the means of production are under popular control, rather than used to enhance the profit and power of a ruling elite.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">In politics, solarpunk belongs to the wider tradition of the decentralist left, associated with such thinkers and activists as Peter Kropotkin, William Morris, Emma Goldman, Lewis Mumford, Paul Goodman, E.F. Schumacher, and Murray Bookchin. It rejects the false choice between the Scylla of market capitalism and the Charybdis of state socialism, between rugged individualism and smothering collectivism, instead opting for a society which reconciles a healthy individuality with communal solidarity.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">A solarpunk polity would replace centralised forms of state government with decentralised confederations of self-governing communities, each administering themselves through many forms of direct and participatory democracy, with countless kinds of horizontally-structured voluntary associations taking care of judicial, environmental, and societal issues in ways which seek to maximise both personal autonomy and social solidarity.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">A solarpunk “economy of the commons” would dispense with both profiteering corporations and statist central planning in favour of worker-run cooperatives, collaborative exchange networks, common pool resources, and control of investment by local communities. The aim of the economy would be reoriented from production-for-exchange and industrial “growth” to production-for-use and increasing the bio-psycho-social well-being of people and planet. Production would be moved as close as is possible to the point of consumption, with the long term aim being a relative self-sufficiency in goods and manufacturing. Decentralist forms of eco-technology would be used to help make work more participatory and enjoyable – “artisan-ising” the productive process itself – as well as automate away dull, dirty, and dangerous forms of work wherever possible. After realising an appropriate degree of post-scarcity, local self-sufficiency, and labour automation, it may even be feasible to abolish money as an unneeded nuisance in the allocation of resources.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">A solarpunk culture would strive to dissolve every form of social hierarchy and domination – whether based on class, race, gender, sexuality, ability, or species – dispersing the power some individuals or groups wield over others and thus increasing the aggregate freedom of all; empowering the disempowered and including the excluded. It is rooted in the legacy of such liberatory movements as anti-authoritarian socialism, feminism, racial justice, queer and trans liberation, disability struggles, animal liberation, and digital freedom projects.</span></p><p><br /></p><p><span style="font-family: arial;"><br /></span></p><h3 style="text-align: left;"><span style="font-family: arial;">Solarpunk is Practical Utopianism</span></h3><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">As you can see, there have always been alternatives, conventional wisdom just dismisses them out of hand as “utopian”. But is utopianism really such a bad thing? In one way, yes. The word itself, coined by Thomas More, is a Latin pun which means both “no-place” (ou-topia) but also “good-place” (eu-topia); implying a place so good it couldn’t exist. Before and after More, there were attempts by outopian dreamers to craft perfect worlds in which no real problems existed, such projects also tended to be totalitarian and centrally planned societies with little personal freedom.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">Yet there have also been attempts to craft future societies which weren’t flawless “end of history” scenarios, but that tried to eliminate the structural conditions which limited personal autonomy and enforced inequality upon people. Such eutopian visionaries mixed a spirit of hopefulness with an attitude of practicality, with one tempering the other. It is this latter tradition that solarpunk tries to take its cues from. So it is not utopian in the negative sense of wanting to design a “perfect” world without any problems – a outopia (no-place) – but it is utopian in imagining a better world which will inspire people to create it in reality – a eutopia (good-place).</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">So solarpunk is not utopian in the negative sense of wanting to design a “perfect” world without any problems – a outopia (no-place) – but it is utopian in imagining a better world which will inspire people to create it in reality – a eutopia (good-place). It sees utopia as a constant process of approximating an ideal, not reaching a light at the end of a tunnel. Solarpunk acknowledges that our utopia of social liberation and ecological stewardship may never be achieved 100%, but if we at least keep that vision in mind, throwing our efforts into making the world a bit better wherever we can, then at least every step we take towards achieving that utopia will be a step in the right direction. It will be progress, and, for those it positively impacts, liberation.</span></p><p><span style="font-family: arial;"><br /></span></p><p><span style="font-family: arial;">As Oscar Wilde once said, “A map of the world that does not include Utopia is not worth even glancing at, for it leaves out the one country at which Humanity is always landing. And when Humanity lands there, it looks out, and, seeing a better country, sets sail. Progress is the realisation of utopias.”</span></p><p><br /></p><p><span style="font-family: arial;">SOURCE: <a href="https://solarpunkanarchists.com/2016/05/27/what-is-solarpunk/">https://solarpunkanarchists.com/2016/05/27/what-is-solarpunk/</a></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-25703833883672290662020-10-18T08:31:00.000+10:002020-10-18T08:31:11.080+10:00Fruit Juices<div style="text-align: left;"><span style="font-family: inherit;"> - A.B.C.<br />Apple Beetroot Carrot<br /><br /></span></div><div style="text-align: left;"><span style="font-family: inherit;">- Heart Health<br />Orange Carrot Beetroot Ginger<br /><br /></span></div><div style="text-align: left;"><span style="font-family: inherit;">- Classic<br />Apple Carrot Celery Beetroot Ginger<br /><br /></span></div><div style="text-align: left;"><span style="font-family: inherit;">- Immune Boost<br /></span><span style="font-family: inherit;">Orange Carrot Lemon Ginger </span>Turmeric</div><div style="text-align: left;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: left;"><span style="font-family: inherit;">- Tropical Detox<br />Pineapple Cucumber Apple Mint<br /><br /></span></div><div style="text-align: left;"><span style="font-family: inherit;">- Hangover Cure<br />Apple Cucumber Celery Carrot Lemon Ginger<br /><br /></span></div><div style="text-align: left;"><span style="font-family: inherit;">- Watermelon + Ginger</span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-25923053094528525592020-09-14T21:20:00.007+10:002020-10-18T08:14:44.287+10:00We're all Earth<p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">If we care for our garden and let it grow and regenerate it will care for us. 🙂</span></span></p><p><span style="background-color: white; color: #38761d; font-family: arial; font-size: 15px;">What a wonderful world</span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">Filled with such diversity of transforming interconnected lives.</span></span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">Worth so much more than greed that kills</span></span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">Bringing so many painful ills</span></span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">Extinctions of our diverse family of life</span></span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">Why transform life into death?</span></span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">True wealth is health and life for all our family members</span></span></p><p><span style="color: #38761d; font-family: arial;"><span style="background-color: white; font-size: 15px;">Not burnt black homeless dead extinct lost and remembered.</span></span></p><p><span face="Helvetica, Arial, sans-serif" style="background-color: #242526; color: #e4e6eb; font-size: 15px;"></span><br /> <img src="https://scontent.fbne3-1.fna.fbcdn.net/v/t1.0-9/119120046_3644009155611648_607747716026796483_n.jpg?_nc_cat=108&_nc_sid=730e14&_nc_ohc=CchK5mdnLP0AX8sr1Li&_nc_ht=scontent.fbne3-1.fna&oh=ed5357e8d86f152045eb231c330ceedd&oe=5F853EB5" /><br /><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-25219015340732047842020-09-14T20:51:00.004+10:002021-07-21T18:01:21.440+10:00Everything is communicating in a huge interconnected network<p><span style="font-family: arial;"><b>Everything is communicating in a huge interconnected network</b></span></p><p><span style="font-family: arial;">"Ever borrow something from a friend or neighbour? You gossip while there too, right? Perhaps even align yourselves against a common enemy. The “Wood wide web,” can do all of this for plants. Fungi are made up of tiny threads called mycelium. These travel underground, connecting the roots of different plants in an area, even different species, together, allowing them to communicate and so much more. Some researchers say the trees of the forest and the mushrooms we find growing next to them are so interconnected, that it is hard for them to see trees as individual entities any longer."<br /><br /><a href="https://bigthink.com/philip-perry/plants-and-trees-communicate-help-each-other-and-even-poison-enemies-through-an-unseen-web">https://bigthink.com/philip-perry/plants-and-trees-communicate-help-each-other-and-even-poison-enemies-through-an-unseen-web</a><br /><br />Merlin Sheldrake, Michael Pollan, Louie Schwartzberg: <b>Entangled Life</b><br /><a href="https://www.youtube.com/watch?v=yZiFXsa-V2g">https://www.youtube.com/watch?v=yZiFXsa-V2g</a></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-35509247858953645972020-09-14T20:35:00.011+10:002020-09-14T20:44:10.464+10:00Energy Power Electromagnetism Life <p> <span style="font-family: arial;">These powers created with shared imaginations and ideas to create programs, systems, organisations, politics, networks and information communication create or destroy our world. 📷 Worth wondering about? ?</span><span style="font-family: arial;"> <br /></span><span style="font-family: arial;">⚡️⚡️Electricity does it all. ⚡️⚡️<br /></span><span style="font-family: arial;">Down to neurons in our brains and atoms.<br /></span><span style="font-family: arial;">⚡️Electricity. ⚡️+ 0 -</span><span style="font-family: arial;"> <br /></span><span style="font-family: arial;">Energy that always combines opposites with magnetism<br />to create all electromagnetic energy powers and life that exists. ?</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-9598429496641957672019-06-09T08:12:00.000+10:002020-06-28T20:31:00.421+10:00LEO'S SUPER HEALTHY VEGETABLE SOUP<h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">My modified version of the soup described in the video</span><br />
<i><span style="font-family: "arial" , "helvetica" , sans-serif;">(My changes are in italics)</span></i><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br />INGREDIENTS</b></span></h4>
<ul><span style="font-family: "arial" , "helvetica" , sans-serif;">Baby carrots - 1 kg<br />Red capsicums (bell peppers) - 4 large - 1kg<br />Vegetable broth - 1 litre<br />Celery - 1kg (1 bunch)<br />Lemon juice - 2 large lemons<br />Onion powder<br />Coriander powder<br />Bay Leaves - 4 large<br />Brocolli - 5<br />Green Beans - 1 kg<br />Salt - 4 teaspoons<br />White Pepper<br />Olive Oil - 1 cup<i><br />---<br />Garlic cloves - crushed and chopped - 3<br />Lentils<br />Turmeric<br />Beetroot - 1<br />Turnip - 1<br />Button Mushrooms - 200g<br />Lime - 4</i></span></ul>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />- Fill with Water</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b> </b></span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>METHOD</b></span></h4>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Boil for 1 hour<br /><br />Can be stored in the fridge for around a week.<br /><br /><i>SOURCE: https://www.youtube.com/watch?v=Eg1ebP4iFbA</i></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><i><br /></i></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-14014327072943641002019-01-16T20:39:00.002+10:002019-01-16T20:50:32.600+10:00My Daughters and I<div class="_5pbx userContent _3576" data-ft="{"tn":"K"}" id="js_14">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Love filled joy in this reconnection<br /> Heart ripped apart and tears emerged<br /> When heart and mind went to sad reflection<br /> When daughters and father together were once merged</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Time that can never be regained<br /> Patience a virtue to endure<br /> Through suffering and pain enflamed<br /> Thinking of them daily without cure</span> <span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Detachment impossibly engrained</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Patient non-attachment seems like hell<br /> When we meet again, I cannot tell<br /> Accepting what I can't control</span> <span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Life is suffering as I burn in hell</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Tears come to quench fires of the soul<br /> Yearning for wonderful reunition<br /> As life's energy gets reignition<br /> Once again a burning whole<br /> Clarified fire enlivening soul</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"> :(:<br /><br />Michael Eckardt<br />20 May 2018</span><br />
<span class="y_7cz_z0qil"><span class="fsm fwn fcg"><a class="_5pcq" href="https://www.facebook.com/1michael.eckardt/posts/1970989172913663?__xts__%5B0%5D=68.ARAi8xUD7fz1uFS0TFbxHvHLvNU0GB8rqsSG1THD9_ZIqwbdj52WhvvWz2QicNSx9ao-nGbwqxfNQ73uAmV26EuMyqZHlXqVjzkKlusZOg9z5u5rfQTWRJreJ8sfISf91ncMtU3sv5_ni21uXSfrnJLZofnmPQ1K3dlMS3p0oiGnwKA_wREKuOMoo5j4I-FGP5A8TXjzdULFUCFbf5Cea6Q4RmjIURz6llkzNkzRx0wvb6qeW9IK2TH1SMTB2VIHstwGraAh1LeMP23ei7YSk6AeFCdNri_IRkCN0vK7-NcUBXunG3HN6113RBfvctV2WqZ3gDxsKYexWz-z42HEzAgnGvIK6P8&__tn__=-R" target=""><abbr class="_5ptz" data-shorten="1" data-utime="1526856968" title="20/05/2018, 22:56"><span class="timestampContent" id="js_13"></span></abbr></a></span></span><span aria-hidden="true" class="_6spk" role="presentation"></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-17197838414576031692018-08-21T08:37:00.000+10:002019-01-28T13:18:54.251+10:00Formidable Vegetable Sound System - Grow Do It<iframe seamless="" src="https://bandcamp.com/EmbeddedPlayer/album=4036999954/size=large/bgcol=ffffff/linkcol=0687f5/tracklist=false/transparent=true/" style="border: 0; height: 470px; width: 350px;"><a href="http://music.formidablevegetable.com.au/album/grow-do-it-album">Grow Do It - Album by Formidable Vegetable Sound System</a></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-60297689659823436882018-02-24T11:02:00.001+10:002019-01-28T13:19:31.708+10:00Overcoming addiction to marijuana / cannabis<br /><br />Many people are addicted to cannabis.<br /><br /><iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/9kDsNJu6WOQ" width="480"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-26138318869361064682017-07-13T08:56:00.000+10:002019-01-28T13:34:59.705+10:00A Zen master explains why “positive thinking” is terrible advice<span style="font-family: "arial" , "helvetica" , sans-serif;">Have you ever been told to just “think positive” and your problems will go away?<br /><br />Or that to achieve your goals in life, all you have to do is visualize it with positive intent?<br /><br />It’s a philosophy that’s been popular for decades thanks to books like How to win Friends and Influence People and Think and Grow Rich. <br /><br />But is it really helping us live more meaningful and fulfilling lives? Not exactly.<br /><br />In fact, according to spiritual guru, Osho, it might just be one of the biggest “bullshit philosophies” there is.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Why “positive thinking” won’t help you out</span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">When asked what he thinks of the “positive thinking” movement, Osho believes that it’s doing more harm than good. Why? Because it means we’re denying reality and being dishonest to ourselves:<br /><br /> “The philosophy of positive thinking means being untruthful; it means being dishonest. It means seeing a certain thing and yet denying what you have seen; it means deceiving yourself and others.”<br /><br /> “Positive thinking is the only bullshit philosophy that America has contributed to human thought – nothing else. Dale Carnegie, Napoleon Hill, and the Christian priest, Vincent Peale – all these people have filled the whole American mind with this absolutely absurd idea of a positive philosophy.<br /><br /> And it appeals particularly to mediocre minds…<br /><br /> Dale Carnegie’s book, How to Win Friends and Influence People, has been sold in numbers just next to the Christian Bible. No other book has been able to reach that popularity.<br /><br /> The Christian Bible should not be a competitor in fact, because it is more or less given free, forced on people. But Dale Carnegie’s book people have been purchasing; it has not been given to you free. And it has created a certain kind of ideology which has given birth to many books of a similar kind. But to me it is nauseating.<br /><br /> … Dale Carnegie started this whole school of positive philosophy, positive thinking: Don’t see the negative part, don’t see the darker side. But by your not seeing it, do you think it disappears? You are just befooling yourself. You cannot change reality. The night will still be there; you can think that it is daytime for twenty-four hours, but by your thinking it, it is not going to be light twenty-four hours a day.<br /><br /> The negative is as much part of life as the positive. They balance each other.”<br /><br />He also used this opportunity to throw shade at the enormously popular book Think and Grow Rich:<br /><br /> “About Napoleon Hill I remember… he himself was a poor man. That would have been enough proof to disprove his whole philosophy. He became rich by selling the book, Think and Grow Rich.<br /><br /> But it was not positive thinking that was making him rich – it was fools around the world who were purchasing the book, it was his work, his labor, his effort. But in the very beginning days, when his book came out, he used to stand in bookstores to persuade people to purchase the book.<br /><br /> And it happened that Henry Ford came in his latest model car and went into the bookshop to find something light to read. And Napoleon Hill did not want to miss this chance. He went forwards with his book and he said, “A great book has just been published – you will be happy with it. And it is not only a book, it is a sure method of success.”<br /><br /> Henry Ford looked at the man and said, “Are you the writer of the book?”<br /><br /> Napoleon Hill said proudly, “Yes, I am the writer of the book.” And he can be proud: that book he has written is a piece of art. And to create a piece of art out of crap is real mastery.<br /><br /> Henry Ford, without touching the book, just asked one question, “Have you come in your own car or on the bus?”<br /><br /> Napoleon Hill could not understand what he meant. He said, “Of course, I came on the bus.”<br /><br /> Henry Ford said, ”Look outside. That is my private car, and I am Henry Ford. You are befooling others; you don’t have even a private car and you write a book called Think and Grow Rich! And I have grown rich without thinking, so I don’t want to bother with it. You think and grow rich! – and when you grow rich then you come to me. That will be the proof. The book is not the proof.”<br /><br /> And it is said that Napoleon Hill never could gather up the courage to meet this old man, Henry Ford, again, even though he became a little richer. But compared to Henry Ford he was always a poor man and was bound to remain a poor man, always. But Henry Ford’s logic was clear.<br /><br /> No. I do not believe in any philosophy of positive thinking.”</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The half-truth is dangerous</span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Osho says that forcing yourself to think positive all the time is simply denying the reality of our lives, and it will eventually come around and bite us:<br /><br /> “You ask me: Am I against positive philosophy? Yes, because I am also against negative philosophy.<br /><br /> I have to be against both because both choose only half the fact, and both try to ignore the other half.<br /><br /> And remember: a half-truth is far more dangerous than a whole lie, because the whole lie will be discovered by you sooner or later. How long can it remain undiscovered by you? A lie, of course, is a lie; it is just a palace made of playing cards – a little breeze and the whole palace disappears.<br /><br /> But the half-truth is dangerous. You may never discover it, you may continue to think it is the whole truth. So the real problem is not the whole lie, the real problem is the half-truth pretending to be the whole truth; and that is what these people are doing.”</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">The negative ideas of your mind have to be released, not repressed</span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Osho goes onto say that it’s harmful to repress negative emotions:<br /><br /> “The negative ideas of your mind have to be released, not repressed by positive ideas. You have to create a consciousness which is neither positive nor negative. That will be the pure consciousness.<br /><br /> In that pure consciousness you will live the most natural and blissful life…<br /><br /> You don’t like a person, you don’t like many things; you don’t like yourself, you don’t like the situation you are in. All this garbage goes on collecting in the unconscious, and on the surface a hypocrite is born, who says, “I love everybody, love is the key to blissfulness.” But you don’t see any bliss in that person’s life. He is holding the whole of hell within himself.<br /><br /> He can deceive others, and if he goes on deceiving long enough, he can deceive himself too. But it won’t be a change. It is simply wasting life – which is immensely valuable because you cannot get it back.<br /><br /> Positive thinking is simply the philosophy of hypocrisy – to give it the right name. When you are feeling like crying, it teaches you to sing. You can manage if you try, but those repressed tears will come out at some point, in some situation. There is a limitation to repression. And the song that you were singing was absolutely meaningless; you were not feeling it, it was not born out of your heart.”<br /><br />SOURCE: <a href="http://thepowerofideas.ideapod.com/zen-master-explains-positive-thinking-terrible-advice/"><i>http://thepowerofideas.ideapod.com/zen-master-explains-positive-thinking-terrible-advice/</i></a></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-21446805959344359412017-06-10T21:18:00.003+10:002019-01-28T13:20:32.833+10:00Which direction is this spinning? (Grateful GIF)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIh-Sv-XDHrMFq4RSoV3TF33-KE9zdsNWnn9xPttZiAEXqOr_OryblxS8aKZ9lX_KfCKu4QOe00jUPfLLtchASybhkCn6LBuzR3rCOY1c1T6yGqwsNa0JTiiY9SUQLPiax7TYr-g/s1600/grateful.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIh-Sv-XDHrMFq4RSoV3TF33-KE9zdsNWnn9xPttZiAEXqOr_OryblxS8aKZ9lX_KfCKu4QOe00jUPfLLtchASybhkCn6LBuzR3rCOY1c1T6yGqwsNa0JTiiY9SUQLPiax7TYr-g/s400/grateful.gif" /></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-12869725843065051712017-06-10T21:09:00.000+10:002017-06-10T21:18:05.087+10:00Circumpunct GIF<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAXBJdV-w1nmjuMwh1rmlMt3LZyltwvhszmQYwPNrgaTxSo2pAcvyr8AbRyt0itv4KGlKhHw_uJu_Z0pB3xTiQiS5HmdyLb1xyjbWUEz0fHATs3Xziep-a_e5RogvWObppjuialw/s1600/circumpunct.gif" imageanchor="1"><img border="0" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAXBJdV-w1nmjuMwh1rmlMt3LZyltwvhszmQYwPNrgaTxSo2pAcvyr8AbRyt0itv4KGlKhHw_uJu_Z0pB3xTiQiS5HmdyLb1xyjbWUEz0fHATs3Xziep-a_e5RogvWObppjuialw/s320/circumpunct.gif" width="320" /></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-67447090101785258822017-05-23T08:59:00.002+10:002017-05-23T09:14:37.930+10:00 DALEKS IN REVERSE - EXTERMINATE SOUNDS LIKE SCARY MONSTER<h2 class="separator" style="clear: both; text-align: center;">
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DALEKS IN REVERSE</span></h2>
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EXTERMINATE SOUNDS LIKE SCARY MONSTER </span></h3>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Daleks don't sound like scary monsters when EXTERMINATE reversed, sounds like SCARY MONSTER. 😃</span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-37924836211473229742017-05-11T17:00:00.000+10:002017-05-11T17:15:48.768+10:00BEES History of knowledge, traditions, symbols and their close relationship with us<h2 style="text-align: center;">
<span data-offset-key="eoj3n-0-0">BEES<br />History of knowledge, traditions, symbols<br />and their close relationship with us.</span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf2FaTiBpSfVDFiFNRbffUh5pSwA6qDgiPiriUvHoZdH7xmZ_60e-pkCZcolZyWQgLSXPnbezEpMGEDKseGsqXKXbSdHGj4Rt4l6V_r3DC7dSpzpVP3faYGBRZrkWalS8ZLNjCWw/s1600/bee.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf2FaTiBpSfVDFiFNRbffUh5pSwA6qDgiPiriUvHoZdH7xmZ_60e-pkCZcolZyWQgLSXPnbezEpMGEDKseGsqXKXbSdHGj4Rt4l6V_r3DC7dSpzpVP3faYGBRZrkWalS8ZLNjCWw/s320/bee.jpg" width="320" /></a></div>
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<a class="articles" href="http://andrewgough.co.uk/articles_bee1/">THE BEE: PART 1 – <em>BEEDAZZLED</em></a></h3>
<span data-offset-key="eoj3n-0-0">The Bee is dying and we are only now beginning to wake up and recognise
its huge significance, not only to the global economy but to our very
survival. However the importance of this sacred creature was not lost on
ancient man, in fact, from prehistory to Egyptian times, it appears to
have been viewed as the single most cherished god on the planet.</span><br />
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<a class="articles" href="http://andrewgough.co.uk/articles_bee2/">THE BEE: PART 2 – <em>BEEWILDERED</em></a></h3>
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The Bee was held sacred in prehistory before undergoing a transformation
into an icon of unparalleled adoration in the sophisticated
civilisations of ancient Sumer and Egypt. How did it also became the
inspiration for the first principals of the United States of America?
Well, that’s another story altogether</div>
<h3>
<a class="articles" href="http://andrewgough.co.uk/articles_bee3/">THE BEE: PART 3 – <em>BEEGOTTEN</em></a></h3>
<span style="font-weight: normal;">Freemasonry, Napoleon and the wider esoteric community have all paid homage to the Bee, but that has not stopped it from dying. Albert Einstein forewarned that mankind will perish four years after the Bee does, and this puts us circa 2012; the end of days according to the Mayans. Does anybody care, and how has it come to this in first place?</span><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-64762358765011646842014-06-07T15:59:00.001+10:002014-12-13T23:05:37.129+10:00Leadership Qualities of Kings and Queens<br />
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<span class="userContent" data-ft="{"tn":"K"}"><span style="font-family: Arial, Helvetica, sans-serif;">Leadership Qualities of Kings and Queens</span></span></h2>
<span class="userContent" data-ft="{"tn":"K"}"><span style="font-family: Arial, Helvetica, sans-serif;"> 1-Lead ourselves before leading others, Discipline<span class="text_exposed_show"><br /> 2-Able to change dreams into reality<br /> 3-A leader takes the lead<br /> 4-Few leaders are born but many are self made<br /> 5-Looks for or creates opportunity<br /> 6-Positive, futuristic, energetic, active<br /> 7-Vision, goal<br /> 8-Practical<br /> 9-Willing to take responsibilities<br /> 10-All problems are challenges<br /> 11-Charismatic, popular<br /> 12-Good communication skills<br /> 13-Self Respect<br /> 14-Capacity to love others<br /> 15-Integrity and morality<br /> 16-Able to see things from others points of view<br /> 17-Mentally tough and rigid<br /> 18-Resilience and ability to fight<br /> 19-Humility<br /> 20-Patience, compassion, love, understanding and concern for others<br /> 21-Doesn't procrastinate</span></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-16958399641293957182014-06-07T15:57:00.000+10:002014-06-07T15:57:23.526+10:00IDEAS, BELIEFS, STORIES ? ? ?<br />
<h2>
<span class="userContent" data-ft="{"tn":"K"}"><span style="font-family: Arial, Helvetica, sans-serif;">IDEAS, BELIEFS, STORIES ? ? ?</span></span></h2>
<span class="userContent" data-ft="{"tn":"K"}"><span style="font-family: Arial, Helvetica, sans-serif;">
What's the purpose in trying to define or imagine a clear, visual idea
of what is God if there's so many different IDEAs that can't be agreed
upon still after all these years. The big undefinable God/Creator that's
not worth killing each for in the name of these various imaginings of
reality. <br /> People die when IDEAS destroy ENERGY/POWER, money, economies.<br /> IDEAS, BELIEF<span class="text_exposed_show">S, STORIES are powerful. <br /> The battle to drive our actions by influencing our ideas, beliefs, stories and imagination that drives us.<br /> What seems most important in motivating a person?<br /> These things that we kill and die for.<br /> IMAGINARY IDEAS MATTER<br /> WHY do we believe what we believe?<br /> THIS MATTERS MUCH THESE DAYS!!!!<br /> MINDS and MEMES MATTER MUCH<br /> QUESTION EVERY BELIEF and THEORY.<br /> Often discovering what is not true with mistakes<br /> to discover what is true along the way.<br /> We'll never be bored with so much to learn.<br /> <br /> IMAGINATION, THOUGHTS, IDEAS, BELIEFS, STORIES, WORDS<br /> then<br /> FEELINGS/EMOTIONS<br /> then<br /> ACTIONS<br /> <br /> What matters most?<br /><br />IDEAS, BELIEFS, STORIES ? ? ?</span></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-57030067656401809732014-06-07T13:36:00.000+10:002014-06-07T13:36:39.845+10:00WHAT IS DEMOCRACY, LIBERTY, FREEDOM, INDEPENDENCE?<br />
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<span class="userContent" data-ft="{"tn":"K"}"><span style="font-family: Arial, Helvetica, sans-serif;">WHAT IS DEMOCRACY, LIBERTY, FREEDOM, INDEPENDENCE?</span></span></h2>
<span class="userContent" data-ft="{"tn":"K"}"><span style="font-family: Arial, Helvetica, sans-serif;"> Which one doesn't belong in this group and why?<br /> <br /><b>
DEMOCRACY</b> "Government by the people; a form of government in which the
supreme power is retained and directly exercised by the people." [1913
Webster]<br /> <br /> Being exercised by the PEOPLE that have money that
buys food that the PEOPLE have become dependant upon and often going
against the SUPREME POWER OF<span class="text_exposed_show"> THE PEOPLE.<br /> WHO ARE 'THE PEOPLE' THAT EXERCISE SUPREME POWER NOW?<br /> <br /><b>
LIBERTY</b> "The state of a free person; exemption from subjection to the
will of another claiming ownership of the person or services; freedom;
-- opposed to slavery, serfdom, bondage, or subjection." [1913 Webster]<br /> <br /><b> FREEDOM</b> "The state of being free; exemption from the power and control of another; liberty; independence." [1913 Webster]<br /> <br /><b>
INDEPENDENCE</b> "The state or quality of being independent; freedom from
dependence; exemption from reliance on, or control by, others;
self-subsistence or maintenance; direction of one's own affairs without
interference." [1913 Webster]</span></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-4006149472515221012014-06-07T13:19:00.005+10:002014-06-07T13:19:50.885+10:00Weird While Wonderful World With Wonderful W<span style="font-family: Arial, Helvetica, sans-serif;">Weird While Wonderful World With Wonderful W</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Why, What, When, Who, Wonder, Worry, Where Would We Wander Without W While Weekend Wondering With Weird Warriors, Warriors, Wanters, Waiters, Wonderer's, Wanders, Wizards, Warlocks, Witches, Wankers, Workers, Writers Writing Wearily While Watching Writing Wrap White With Words With Wisdom, Wit, Wonders, Worries, Wirelessly With WiFi While Wandering With WE While Working Wonders With Workstations Wine Whiskey Weed While Words Weave Within Wonderful Wanters With Wills Who Wish We Would Woneday Wonderfully Worldwide Waltz While Workings Wonders With WORDS With W.<br /></span><br />
<br />
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-27263240.post-22470659135099218052014-05-23T16:57:00.000+10:002014-05-23T16:57:18.958+10:0012 Quick Ways to Build Self Esteem<div class="postarea">
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12 Quick Ways to Build Self Esteem</h1>
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Post written by Warren. Follow him on <a href="http://www.twitter.com/plrnetmarketing">Twitter</a>.<br />
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<img alt="Unleash your inner self esteem. " class="size-full wp-image-2358" height="198" src="http://www.thehappyself.com/wp-content/uploads/2009/09/how-to-build-self-esteem.jpg" title="how to build self esteem" width="300" /><div class="wp-caption-text">
Unleash your inner self esteem. </div>
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Self esteem is a tricky subject.<br />
We often talk about how to instill self esteem in children, or
whether someone we know has too little (or too much) self esteem. But,
we rarely evaluate our own levels.<br />
<strong><em>Perhaps it’s because we’re afraid of what we’ll find.</em></strong><br />
If you stop to do a personal inventory, you may find that you <a href="http://zenhabits.net/2007/12/25-killer-actions-to-boost-your-self-confidence/" target="_blank">lack the confidence</a>
you should have in yourself. Of course, there are an unlimited number
of factors that have gone into the development of your self esteem,
dating all the way back to childhood. That doesn’t mean, however, that
you can’t improve your own feelings of self worth.<br />
<strong><em>After all, it’s hard for others to have confidence in us if we don’t first have it in ourselves.</em></strong><br />
Implementing these tactics in your daily life really can have a cumulative effect that will have you feeling more confidence.<br />
<ol>
<li><strong>Set goals for yourself.</strong> It’s impossible to get
anywhere if you don’t first know where you’re trying to go. By setting
goals for daily life, you are far more likely to get what you want. As
you reach these goals, your belief in your own abilities will grow, as
will your list of personal successes. Talk about a self-esteem booster!</li>
<li><strong>Acknowledge your own strengths.</strong> It’s not uncommon
to get so caught up in the things we want to improve about ourselves
that we simply forget about all of the great things that make us
special. Create a list of the things that you are good at and let
yourself feel pride over your accomplishments. Are you a great
listener? Do you have a good work ethic? Do you keep your car clean?
Some of these things may seem small, but when you have a list of good
qualities staring you in the face, it’s a lot easier to feel good about
yourself.</li>
<li><strong>Avoid negativity.</strong> Many people spew negativity as a
way to bolster their own lacking self esteem. By avoiding others who do
this, you will refrain from taking that negativity into your own life.
In addition, there is something empowering about “taking the high
road.” A great example of this comes from Don Miguel Ruiz’s book <a href="http://www.amazon.com/gp/product/1878424505?ie=UTF8&tag=appraisalblas-20&linkCode=as2&camp=1789&creative=9325&creativeASIN=1878424505"><em>The Four Agreements</em></a>.
The first agreement is to “be impeccable with your word,” which means
to speak the truth and avoid things like gossip and negativity.</li>
<li><strong>Get a makeover. </strong> While self esteem certainly
shouldn’t be dependent upon looks or clothing, these things can be an
influence. Sometimes something as simple as a new hairstyle or an
updated wardrobe can be the impetus to feeling better about yourself.</li>
<li><strong>Project confidence. </strong> Low self esteem can perpetuate
itself, and one of the best ways to break the cycle is to remove
outward signs of it. When you meet with someone, offer a firm
handshake, look him or her in the eye, and make yourself heard. These
things can all be difficult at first, because they take you out of your
comfort zone, but as you recognize that others are treating you
differently, you’ll begin to feel different.</li>
<li><strong>Give yourself a break.</strong> If you were dealing with a
young child, you would give him or her a lot of leeway and would offer
guidance and support to develop self esteem. You deserve the same
compassion. Everyone makes mistakes, so allow them to be learning
experiences and move forward.</li>
<li><strong>Check your posture. </strong> Just for a moment, lift your
chin, push your shoulders back, and walk across the room. Our emotions
are connected to our physical bodies, and simply <a href="http://www.buzzle.com/articles/your-mama-was-right-posture-matters.html">changing your posture can have a surprising effect on how you feel</a>.</li>
<li><strong>Smile.</strong> Again, our physical bodies can have a major
effect on our emotions. Start by spending five minutes smiling for no
good reason at all. It may feel a little odd at first, but you will
find that by the end of the five minutes, your mood will have lifted,
and you will be smiling for real.</li>
<li><strong>Forget perfection. </strong> Striving to do your best is
certainly a positive trait, but striving for perfection is setting
yourself up for failure. For most of us, our best will never be
“perfect,” and there’s nothing wrong with that. Instead, focus on
giving your all, and you’ll be better able to enjoy the outcome instead
of kicking yourself for not having attained the unattainable.</li>
<li><strong>Be grateful.</strong> Much has been said about the power of the “<a href="http://www.serenejourney.com/2009/03/gratitude-journal-30-days-to-happiness/">gratitude journal</a>.”
Start a notebook or create a file that you use simply to write down the
things in your life for which you are grateful. They can be big things
like health and family, or small things like fresh-squeezed orange
juice with breakfast. The idea is to start recognizing the positive
things in your life in order to reshape how you think about yourself.</li>
<li><strong>Impress yourself. </strong> Think of something that you
admire someone else for doing, and then do it yourself. There are
endless possibilities, of course, from taking a class to reading a
certain book to doing volunteer work and beyond. Choose something that
will cause you to “stretch” yourself a little bit but that isn’t
impossible so that you will be sure to experience the feeling that comes
with success.</li>
<li><strong>Accept compliments.</strong> As you implement these ideas,
it’s likely that people will notice and remark. Getting a makeover, for
example, is sure to elicit compliments from friends and coworkers.
Rather than just brushing these kinds words off, embrace them. Smile
and say “thank you.” As you learn to accept compliments, you will
realize that you are worthy of them.</li>
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Self esteem is not something that can be granted overnight, but there
are many small steps that you can take quickly and easily to get you on
the path to feeling more confident. In most cases, building self
esteem is a case of replacing negative images with positive ones, and
each of the suggestions here helps you to do that in a small way. When
you add them together, however, you have the opportunity to change your
outlook and your life.<br />
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Just remember this: <br /><br /><strong>“I CAN is 100 times more important than IQ”</strong></div>
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<strong>How do YOU not only build your self esteem, but maintain it?<br />
I want to hear your thoughts. </strong></div>
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Posted on September 10, 2009<br /><br />SOURCE <a href="http://www.thehappyself.com/build-self-esteem/">http://www.thehappyself.com/build-self-esteem/</a><br />
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