<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7244997907434804485</id><updated>2024-11-06T04:07:41.134+01:00</updated><category term="panorama"/><category term="gigapan"/><category term="panasonic lx3"/><category term="singapore"/><category term="stitching"/><category term="panoramic"/><category term="canon"/><category term="gigapan.org"/><category term="book"/><category term="highres"/><category term="image"/><category term="photography"/><category term="vr"/><category term="16:9"/><category term="360cities"/><category term="Photo Sphere"/><category term="australia"/><category term="automated"/><category term="bookshelf"/><category term="large panorama"/><category term="panorama bookshelf"/><category term="photo"/><category term="ptgui"/><category term="review"/><category term="tripod head"/><category term="ICE"/><category term="autopano pro"/><category term="charmed labs"/><category term="gigapansystems"/><category term="google"/><category term="mamiya zd"/><category term="photoshop"/><category term="ricoh"/><category term="software"/><category term="sydney"/><category term="test"/><category term="5d"/><category term="Bad Duerkheim"/><category term="Kodak"/><category term="autopano"/><category term="camera"/><category term="camera hack"/><category term="island"/><category term="kandooma island"/><category term="lumix fz28"/><category term="maldives"/><category term="map"/><category term="microsoft"/><category term="monochrome"/><category term="nodalninja"/><category term="panorama camera"/><category term="price"/><category term="qtvr"/><category term="rhineland-palatinate"/><category term="sony"/><category term="speyer"/><category term="sphere"/><category term="stitcher"/><category term="sweep panorama"/><category term="theta"/><category term="theta m15"/><category term="tripod"/><category term="tutorial"/><category term="wachenheim"/><category term="worldwide panorama"/><category term="17mm"/><category term="1ds"/><category term="2014"/><category term="360cam"/><category term="D-Lux 4"/><category term="Schleswig-Holstein"/><category term="V705"/><category term="aljunied"/><category term="angle"/><category term="autpoano"/><category term="bad dürkheim"/><category term="bankruptcy"/><category term="castle"/><category term="chapter 11"/><category term="chdk"/><category term="community"/><category term="deutschland"/><category term="dpp"/><category term="ebay"/><category term="eitz"/><category term="embed"/><category term="equipment"/><category term="equirectangular"/><category term="error"/><category term="flickr"/><category term="fremantle"/><category term="geylang"/><category term="gigapixel"/><category term="giroptic"/><category term="google maps"/><category term="guide"/><category term="hands-on"/><category term="hardware"/><category term="how to"/><category term="howto"/><category term="hugin"/><category term="leica"/><category term="lens"/><category term="lindaunis"/><category term="links"/><category term="m15"/><category term="meta data"/><category term="neustadt"/><category term="news"/><category term="nn5"/><category term="panobook"/><category term="panorama factory"/><category term="panorama mode"/><category term="panoramahead"/><category term="panoramio"/><category term="panoscan"/><category term="performance"/><category term="perth"/><category term="petition"/><category term="pfalz"/><category term="photostitch"/><category term="platform"/><category term="postprocessing"/><category term="remder"/><category term="remote trigger"/><category term="rheinland-pfalz"/><category term="rumors"/><category term="sc1630"/><category term="seagull"/><category term="shift"/><category term="spherical"/><category term="spheron"/><category term="stitch in camera"/><category term="thta"/><category term="tilt"/><category term="tools"/><category term="ts-e"/><category term="ubuntu"/><category term="uld sekor 24mm"/><category term="upload"/><category term="view"/><category term="view finder"/><category term="virtual"/><category term="wa"/><category term="walkabout"/><category term="wine"/><title type='text'>panoramaXL - Panorama eXtraLarge</title><subtitle type='html'>The wide digital vista.Panoramic news,books,images,experiments,reviews and adventures from long views to equirectangular 360x180.&#xa;Highres Panoramas, immersive virtual tours and more.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default?start-index=26&amp;max-results=25'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>160</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-6037276725649339303</id><published>2016-06-23T18:20:00.000+02:00</published><updated>2016-06-24T16:14:33.106+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="360cam"/><category scheme="http://www.blogger.com/atom/ns#" term="giroptic"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><title type='text'></title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
It has been quite a while and this blog remained silent. Roughly the same time I waited for the &lt;b&gt;Giroptic &lt;/b&gt;360CAM that I backed in early 2014 and initally was planned for delivery in late 2014.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
I never regret backing it, I was prepared to loose the money and went through all the emotional stages like many other backers, all hoping to get their device much earlier.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Giroptic did a good job, design and build a new product, beta and pilot it, produce and go though any possible pain a company can go through.&lt;/div&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;120&quot; 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&quot; 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Today the camera came and I am charging the battery, looking forward to test-run it.&lt;br /&gt;
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The shipping is very professional and the packaging looks very well like an off-the-shelf product.&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;320&quot; 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t92Q5/wDMf8B6afqJcbW29QdU/Nuay6sbjs2Vs2V0Pbtp9K12z+efZ/xaBRRXlA4+SK/Spe6w7TO0kh7nepY36L3fQ9L0qqqv6nvzND6un7GNfqNtjOoMz6PdhgObgFvpsJ9OPVLrGH1XO3sZ+lsb+ez/AAC6bp31LvwserJ63mVN9QRjUYbTa9xePWsc31P0duQ1u/c9ld/r/wDCexcxfnYVbHvawZgreXBsNMuc7Yz1a7Nm9r6vZ9G1i9E+oPW6us9Gs6dl1tbbjb6bMY+4el/N+n/Kaxrtn9T01Y5eMZaTj6QBX6N8Kav9jPpXRfqg/H+3nEYLGHZe3Oeyx9bwPo5NHq3YuNkPZ+m9LYy79L+krrf+jV/rvQcXqfTxSwehbQCcW2loDmTBc2sNG1zLNrd9X+FXKfWTodXQRTkn03MY37NTbcdleRUGv/yZ1I1uY9uQ3Hb+oZ7G2fpavf8AZ7Nnr9J9Uev9D6rgNxuksdi/Y2tacKzR9bfzXN9z/Vp3e31dyvzxYoxqNGMvDSv+kiJJJBFU+WZ7zh57qM1m7KbSashg1Z7mRjmv8z0vSdXb6v8AhKn/AM0vW/qx1DFzegdMsY9u92LSHsLhuDmsFbxr/wAIxy5z/GN9VX5uKep4DJzMdpIa0Al7PdbdRH0t/wDOZGJ/wn2nG/7U49aofUDqfQsv6tM6Vk2Mxc9vr49d9o9v6QvtqfQ959Fr6vX/AJv9HvUOLFGEpb0RpSpCYrh4Trrxfu+Dbxv8YPULM81X42OzHZY0WFpeXCsmLLG2btj9jPf/ADa1vrB1avJ6dl4uId1T6LQ+3jcCx3tr/wCDd++uR/5ifXHFuNddePYw6F3rgVkfvOZY1lv/AEF0rfq5m4fQtlljbsmqm0XVsJLYh+1uPY9rHv8ASZ/pGqzgMOP16fu38t+LBzoze3+q1/fAHr4evD/3r4sxwP0jIIjTspsBdZ6YI2nkwOPIOQWkkNJPDRJWr0/p+T9pIvp9jBGQ6xjneiHl1VYvrhvp22u91H9ixVJyERZ7NgtHbY07TJJ48yPAK9iUF7GuFjSXG37RU0GW1genvve3+exnP3faG0fzVTPVW2MDp+JVVi2NqL2vMOsqabhun7P9ryml30rN36JlX83s/wCv6WEyllRbjMoqFcnErbUWv3uG1uS/12N9X1Pb+i9f3+kq0+Y09Mev4IvS2F+ZTZ02vLaaMNrK3NyWP3Fji0/zFHp7XvfW3/B/4bGvrRL8nGbju6y+xtNtY9Wtgc0m1xPo25rnh5t/WKH+nTis9PZZX9Ct6Bh5Wa64dLpoZdbiDcbcgbazSXv3Xuqe2m+7bk+lfT6ey76fqP3qFOS3GorxnZWNecSr02ucNg+0Dda+Lra7W/ZMWGfpbGM/WfTo/RfnwcFaV17/AKEv5fpKC1v2PKqabc226s2DIa+yWOax59JlTnu2se+tlG17d/q+/wDRK4MwspNr8dwD6hX09+R6lrH2uIrsr20+978pzafR+zM9Gyv2ep/OvVTFoutxcm6708tmaXAU/pGVB9LmO9SxzXeqzG/Qu/R1+p/g607sl5yGHFDcvqxLNlNTHtpd6Y2XsrdY9+/7RX6v6b/B/o/S/wCBfXTej/L+6mkmKwYFNrqaKr+t4zDa+K3Qxram3123PyQ3a232fn7PtH836tldll12nGvfhsyLrALbLN32RzQ11Yth233bWv3Odtt9R7/f+/s9JVeq4x6acjN9OrIybLv0xLnWE13xXp/Nem/Jrb9D/tH6H6BTvbhY7qs+123Fa4VWbrW7IYRTQ3ZD/UuZudV7P5pld1ln8yhIgi97+v8Ag/8Aept//9HMyOl4d1zq7KPXvutDX2WOte4DZte3ZW+p1ldF/wCl3+r/ADapGa7bcSvZa5rNj79jGiwVitz2ue0/pPf9G36fpf8AXHo78rOdTi7dMZtgqqtqaanOstbu2V2MD32OyGP/AMJ6Xq/Z/wBL+lr9NGrxacPOsymelTjUA13Y9jnbHudvd6j3/pb97Gur/R49fs9H/riywSI+o3p6b7rEeZs2F7a/s4DA59ljw1pa0eo1wYx7WfSaxlG//Reon+rPVHdK61Xk4wrbS+C+hjhJ+jXZ/I/WN3s/4R9KBdTkvyrmvex9DXuJoe0sfWB6lPqvvfsZVRS5lP67v9Le/wD0nq1JY2Y1tLsWklxvqdU2+ysVsLmEuubQ9zm+k5rrN9L/AEq/1n+dZb/g5ccjGiPPwU+yZWF0/rPTPs+UxuVh5LA4T3afdVa13tcyz89ljPexeT9b6D1j6mdWqzMO13o7z9izgOe7sTLYPZ6mxvvr/m8qv9LT/wAB231A62/LwvsOTAtaDZVHBE/p2M0b/hHeq3/jf+BXTZuDiZ+Jbh5lTb8e4bbK3cEfL3Ne13ursZ763q/EgiwucX6tfWXD+s2CYApz6QBlYs6tni2h30nVPc3fRb/grV5t9d+kW/Vzqz3YjAMHqZddU1rYY2z/ALUVtZ9FrHey6tn+D/mP8Aulp+pv/N3r9PULOsV42FQ/fVycuys/SxrKWN9Oxj/5u6xm/wBT6foVWfzQv8YfX8DqnQb6KcV5NLmXU5NhDCx4e1rnVVDe53qVvsY71XM+mkZV1oq4S830L6+9W6UBS237TjMgfZ7pcz/rLvbbR/1v9Au2d9fsC7AdaabaX20n9EQHhrngs+m0s9Vv+hb+j+0vf/g15ThY9+a5zaqb8mxlbvSNDC7bYPdts2A/onfQW507oHXNjG5FLqqNPUrdY1jztdv/AEW3fs3N9n6Rv0/3FDkySAFSA81CEz8oJ+jo/Ubo9TevYtRpZ6ePRZmC1wDrdxY3D9DJfDmfzlv2jHpr9lVfp/ztq9Ab9W+ivdYW4lLLLTutdW01lxBBY6w0lm/9IsT6pdJdjZGdlwGvyPTY1mg2taCfR9u9vsZ6TV0Zc9jmgjSRMjcI/lBWeWxieEGQBMrPqHFs0s8jHKQQfTQNGt/U0D9SOhuufYymyl72+lvrteAG6Naa2ue9jdu381Usr6gdMfQ3FrzcyqtkBrA6t0Bv7r3Veqz1f8Nts/SrohdU7cGta3X2jbt0n2+7d7tyYGbAW6CRonfdsd6wiK7DhQctD0kn68T5JmnomD1/LrZkit2NbZSJa8M3h3p3evuZc+9rNlezdb9P9L+k/wAJOrK6JZd+1si1jr31N9f1rGuc6xn0nPxqmO/SvubT6ftrpr/6096wvrNj3Y3Xcwv1+0XPyGO19zbnOtY7+z7q3/y2KHS7G2h+G6WWXQ4X7Sdr2OFldZMO9ljGWez/AEr6/wDRqjPFEAkEnpd/oNyiN9+r1bLbMymo2PsZc7Kba1tgE1kD1Kmeq+v7Pt/Sbqv+M9Kj1vTRc3KqZljIyLN2BQHsr+zkh11ods2OG5n0me6r1v8ACU+r6luMq25rcHIfjudaxrHV00CA572BlOTnN2tc7LvZVYz1P+Crr/na7UZlb6LabK8fFozGMdVV6rgSLIrizJfudY2xuyqxlTK2W25V/wCm9H31WVgAfxG9ef8AWUipryn0jKz6nszftByqhcS9rK2/4e9lLH+jQyiq2n9J+gxGfp8b9LYpxRlZ0WP9Td6d1FZLmFtrq3/o2mfTr+h9px/+432i/wBP+ko+DVk42GWte27L3lllLnTXDGOfRgDHZ/O0ez1b6f570vWwn1fovWSotxqMSmzHa+4Oa1vrQbA2sAVHKs0G26zfWzG30/n/AOErQMjZ37Cv5elVU//SzDXhfs0B7fszTYxxvpLbbbWENa7IzJD3bcG4vsbQynfj3bK/8ApYeXj49zKMdptvpst3kt2ZNjnhjXWB36V9rctvpfqrW0V/zX+EWf08PyWnM9S6zKsyIdlRDCR+k9G247rWepue3ZUz3+ktOhlFNe5stqsBsY11b9pLCyHWT+n323udk+l/RaqfTWVPSwb/AJDus82s7H6g63N+3W0HL2upYLzY31axJ9Gi0T9o9X/BVv8A+C/SfzigRgiizNrl46VU11lEP2EuhtTXWeq62nZ6vp1++yyvK9a2+n00J9rs5tlZdbl31W/aPs4IG5gbstyPX/nP0f8ANUsx2fzX/C+xS6TU5jPTNxpZlvssNIBAsaA0ex79+532f3epXT6tH87/ADtafqI2SAdLA7fpf8xQ2TfV7qWVhdXOWGPpeA241kEMjcaju+g11lu/0rfQZ6X86ut6t9buq33ux6j9jqBIPpa2Efm/pSPU93/AV1/8YuQsuxcfKxaKsW7fl1Ne+mvebbGl3up25O230nehs2v/AEvp2b6b/wBL6Sl1Xql4y24dNjGZIr232bC4tLPa9l1dm1lN1de71G3+t/4Mp8WXStRY0SC6NmRVSH5GS702k++21wBJP+ke8/T/ALfqLI6hnv6nj5GLh0OfWWbX3Pa5rGe6syZa6789n06a2e9M/GoodTd1G52TbbWW3XWu3geo5vuxm+5npvrb6ddjHVel6lf6P/CI1d+czJrZ00MpZsYxlheXe732OFlOyuv1PV/nK7f+ETTkBOn+N00XGZes6RU8dIwaQdrWY9bQ3WJa3Y/a3+VY1+1Ru6l02i9uKSXvJi2ysB7ay4+mxlzt35z/AGfyEC6/Lz+m2Mwjs6hjF1N1LHbg95/TVUVXO3vY7KpNnp/pP6VTdheq/wDRrkuk2t+3U5j7XNNdtZO2QK2te1+8V/nent9T3fn1qzg5eEhxk8Vr58zKogdhq9Fmdc25NjMbJFBqO59dckln5r90fuuY9dHjV9VZjeozPbZY1omt5a90u+gbQ3dsY95+muP69gNHUBk1PF2Lkm1uJlsaGtcNWvxrmVexvp2n1adn+Af/ADavdCyuk9GYXZbbK8yxooNs76zqyx1TvT9tn80z01LHBjiCeIg3vxGH/R4USynIYgwjIbUYif8A0uJ6KrqPWrvVdVT9rZU3c97Kz4bttfur9S3b/gqv0ik3rltW5+VgZNNdUGy51NrGAfvepdUxn/TT9Cz6enir13l2PnEFjiSW+owfzrHO/OfjNr9f/ifU/wCM427qeXjfWq1/XM3KxLqb3mw1usBFe4uq+z1t9jsV9e3a3b+kr/nEcMZyFxySGl9Jf9LiWZoYgSJYo79OKH/QlFq/WzCry+lVZTbK7svpzQ630zIdRYef+tuNdv8A2+ue6Ln2UZc0muq8A2VZVji30ixlse5osZt3P3bLarf5tdT9bfsuL1wX9Mr20vx6brcYt2GtuVv34l9P5jcj/CUf4P7SuN6pgv6X1S7B3bhTZ+iLvzmH3Uv/AMxygMKuBN7kL8nqAnVfol6DDffT021nS7rb7ch1WO2xrg2sm0ereyuh26ym6rbZ6tzX0V+l/o/0a0W1sp+1X4GPY/qFYYKg4n9HSwsZbUzNf+q327PTq/RfTp/nH+ssz6rPbVg5husrdcQHU0xuLpIdVXtb/O77r932f/Sf0iyj01p485fTsinLLq2VWNx21Xve7Y6ma/QyLfZZ6mblub+hd+jx/wDBV+mqmQ1KXgdT+8CxU2H2315bXsqFLG1NqyclriK3N22XfYrLbbqWXMva/e/M+0ev/gP0lqYYorrx6cht14vvbZ6LIpY1gl2x9VLWX114VbPQ9C5n2f2fov0n6JBFFTMvAYwOqpxr3FtDQSCLqnDHdc9psYz9Z3432a1363j+l/gbv00nvZi9Qta7d6F/rVC8EV1tsuZ61NN/qNr9W66v9J6rMz0PU/mfRuUYHT+rfj/jfvJJf//Tz7PtIZX0m8lt1oZ9na/ZHoNZF2K6nH3+jk10W7ve39L6nrWfzlzKgdYtbZtrx6/UxaH+nTsJDA9uxhNT91f2n0rnfv2fzn2ir+ZVy7F6a9jm2OGQMqxguc+trLqQwEep6llltfpfmer71mMzKmdRpwOtz1DpjzW2t4AYPSaPTprrpx/azbv+j/Of6FZUKMr3I1P/AHUoMd2xoH7NxMvKfR6npAMYGNJdW/I9rnZHq7vY7HbZZj/ZHM/0dn8/+lsPrY3HxaMRzXsvx67rbHkvDrB73elS+z9Lttba/wBGx/6Wq307PSqVRo6iyrqNVLhbjZAa2+2xtTnCsO/R2ZMNNuJTjY/qU2U4/wDNel+i/Rqx6no12YGKRY3OZU3Lvf8AonvaA630v1ix1zHX+rTc9lLPoWV/9bklG9dzYo36dP3v+enQti3Gy3Zd/VrXvw+mZLm002lrGtdtOz9K2tzLK/Y11tn6L1/V/mPUVTJcX1NNO/DZbWH17LXO9R1jmtr9R1npv37W3Pds9Svez1WV/wA9bTYsy8DLx241uS0OpY/0nPY5npO2+m873M9Hcyv3em/9J/wiHjYOS6qqi/HqccZvDnw5jXF7f51h/nHen6f6P+cZ+k/4wAVV6VQr+rFVL1UMx8O2t1+Ox4ljxtY5ljHB1l/q12+uyy1/pfqvofpqfXo/62m0XMs9FrBjBgDYNgDrmvlrMN9tbW2fq7aHXP8A5zZR/hKlPIpy6vSfazffiB9r720sDXk+2yuxu5jdj3iqv1GfzfooNrW5+O3Kc0zY0emWbnPb652Nfb7K7Nz9jrf0f+Cf/wB2Ehd30N3/AHlO19Tcqm/IzatgGNkNbvcxoa0vrO5rw9jt/r/Z7d38j7P/ADnvQ/rb0G7E6g7qVUBpG7qJH0PdGzO9v/crd+naz+by/wBL/N3qp0m4YXU8T1TVJuc29zP5sGzdQLGP2s2ZHp3V+jXZ+j2fzP6T9Auzyj0u/GdVlGu19R9Ngad5a49trN35v+DVrlspgarTp9GbgE8fYxNfa8Fh05mTY0ViwU7g5lQmXH82yxv5v8iv/tz9GtpnR6iH4dsPsy/Ze/nYB79lTv8ASV/Tfb+YrWb1Onp9RpoAdfBa5zIaB+82f9L/AKR/+CWEzrvVJJqrraQ7YHU+5zdw3Mr3WDZvez3/AMtPyZ9/3kwhCO507vUdZoyz0Bv2AbsnptlWRQBrrSWu2t/rtH0P/JrnrfrB1etzbMPJGPhQ27B9eqq51Rd9PGw/tNdlrLMe1j2en6vo0M9/6GrYqZ6r1Uzmn1Cyp+xtltn6N79za7cb02n1G+x1n+B/waIawLLbnPOY5ga9voAmqqt+5/p+5zmfarNm2v8ASv8Aofpf8Ghi5jgx8Mt+h3W5jAy4hq6dGRTT0bJ6v9jc+ylzXX5V+QLLbbp3m+yKvTr2sb/g3excl1zMyuo5WPaaGUBtBqa6txL3Vuc/+en6H03/AE2fQ/sLp8jJxrOn5OHbY44152n02k7o/SXYtbHbbftmPt/wv5/sWXRWzG/R5bK8He12O+zZY+pwezWhrmbfQ9P+Z/RPs/T/AK1+sfo1FPODLiAlxAa2P+is9yRjwj5bT/V7ptWB9nex7bLcq+puTRc2T6bf07MnHub6fp2Y1rHse1+9/wCk3+n+gWtfn1Ny8ixrHAPuD210+4vB9bFqtsyHfq9n2707H/ZM+3f+h/62qOI1uEyzJwa7HY4LBTQHPa6p7d2lTrB6vssL8tj6f55lttf2Sr+cQm/pcd7LbWtblCaw6s1B2Q/3W5DG+lj2ZL2el7/0bK3/AOFreqsvVIykNDQ1+b96uFG7DAquqF762sDciXZOS+Tu3H1LmspYf119le9np49f2fG/PsyNnq0itfd1Oym3FZbbh4TprrssDbN+l11l1D2/o7WOs9n2b9Gz+Z/mFa6jjvycmnIsZsucx1LWkB7N7Tur+07iftTLvbj/AKJtf6L1qMj+dWhTVg30MzBa2vJwml9QyrWWNB2fo6rnbn3VbmO92/8ASeo/9Yqv+hW4ZKqW9j/F7f3lP//ZOEJJTQQhAAAAAABVAAAAAQEAAAAPAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAEwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgAEMAUwA1AAAAAQA4QklNBAYAAAAAAAcABQAAAAEBAP/hDrxodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYwIDYxLjEzNDc3NywgMjAxMC8wMi8xMi0xNzozMjowMCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczpwaG90b3Nob3A9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGhvdG9zaG9wLzEuMC8iIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdEV2dD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlRXZlbnQjIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNSBXaW5kb3dzIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxNi0wNi0yM1QxODoxODoyNCswMjowMCIgeG1wOkNyZWF0ZURhdGU9IjIwMTYtMDYtMjNUMTc6Mjc6MTQiIHhtcDpNZXRhZGF0YURhdGU9IjIwMTYtMDYtMjNUMTg6MTg6MjQrMDI6MDAiIHBob3Rvc2hvcDpEYXRlQ3JlYXRlZD0iMjAxNi0wNi0yM1QxNzoyNzoxNCIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpEb2N1bWVudElEPSJGOUZCNDI1OTcyRjNEMzY3MEVDRDQ2NzY1RjM2NjgwNiIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDpDNUY4NDFGQjVBMzlFNjExQUQ5NUQ1QkQ3MDUzRUM5MCIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJGOUZCNDI1OTcyRjNEMzY3MEVDRDQ2NzY1RjM2NjgwNiIgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6QzNGODQxRkI1QTM5RTYxMUFEOTVENUJENzA1M0VDOTAiIHN0RXZ0OndoZW49IjIwMTYtMDYtMjNUMTg6MTg6MDMrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDUzUgV2luZG93cyIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6QzRGODQxRkI1QTM5RTYxMUFEOTVENUJENzA1M0VDOTAiIHN0RXZ0OndoZW49IjIwMTYtMDYtMjNUMTg6MTg6MDMrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDUzUgV2luZG93cyIgc3RFdnQ6Y2hhbmdlZD0iLyIvPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6QzVGODQxRkI1QTM5RTYxMUFEOTVENUJENzA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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/6037276725649339303/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2016/06/it-has-been-quite-while-and-this-blog.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/6037276725649339303'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/6037276725649339303'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2016/06/it-has-been-quite-while-and-this-blog.html' title=''/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-6200725124946037638</id><published>2015-01-16T16:04:00.003+01:00</published><updated>2015-01-16T16:04:54.561+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="m15"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama camera"/><category scheme="http://www.blogger.com/atom/ns#" term="review"/><category scheme="http://www.blogger.com/atom/ns#" term="ricoh"/><category scheme="http://www.blogger.com/atom/ns#" term="test"/><category scheme="http://www.blogger.com/atom/ns#" term="thta"/><title type='text'>Ricoh Theta m15 First Hands-on and Review II</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
The Ricoh Theta is a lightweight companion for outings as it can hide in any pocket. A selfie stick and the mobile phone does not add much to it, and the mobile phone we carry around all the time anyway.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A test image, the first straight from the camera, the second after some tinkering with &amp;nbsp;&lt;a href=&quot;http://ggnome.com/pano2vr&quot; target=&quot;_blank&quot;&gt;PANO2VR&lt;/a&gt; and image processing. Notice the camera does not correct the roll degree&lt;/div&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgxJs0nKtYy0fWeBWnX92qnvTE-WY0m8vt38IDUH5ca1jFFoybI5-8kZXHKixzSeO7VljaR4BZtF1j3YAEakZVnJxYF7gsajhB6McSZsi_68STgVDw1_tgTuggcZWOR3LZd6LZDZKGcnQ/s1600/theta_sample_before.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgxJs0nKtYy0fWeBWnX92qnvTE-WY0m8vt38IDUH5ca1jFFoybI5-8kZXHKixzSeO7VljaR4BZtF1j3YAEakZVnJxYF7gsajhB6McSZsi_68STgVDw1_tgTuggcZWOR3LZd6LZDZKGcnQ/s1600/theta_sample_before.jpg&quot; height=&quot;320&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Ricoh Theta original jpg&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi67Jq7Lf4pDvFTpBxDaQysNtbCwUNjt6MN0PpHAXGEwcZRQ1Q-zuT45uOzJRw7V9b1CJGjC8-J-vixtar00sxIkDjWWXXNi9jKhIzyz6q4ccWclKA4FJyxxpApbIgLkIs4YFsI_tx7bbw/s1600/theta_sample_after.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi67Jq7Lf4pDvFTpBxDaQysNtbCwUNjt6MN0PpHAXGEwcZRQ1Q-zuT45uOzJRw7V9b1CJGjC8-J-vixtar00sxIkDjWWXXNi9jKhIzyz6q4ccWclKA4FJyxxpApbIgLkIs4YFsI_tx7bbw/s1600/theta_sample_after.jpg&quot; height=&quot;320&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Image after postprocessing&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
And the final image on &lt;a href=&quot;https://www.google.com/maps/views/view/106518447903663325854/gphoto/6104937147514141154&quot; target=&quot;_blank&quot;&gt;Google View&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;315&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;https://maps.google.com/maps?layer=c&amp;amp;panoid=pSBRp5hHtA8AAAQZPt9uHA&amp;amp;ie=UTF8&amp;amp;source=embed&amp;amp;output=svembed&amp;amp;cbp=13%2C305.90767244996664%2C%2C0%2C-5.0436114274457395&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;div&gt;
&lt;small&gt;&lt;a href=&quot;https://www.google.com/maps/views/&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Views&lt;/a&gt;: &lt;a href=&quot;https://www.google.com/maps/views/view/106518447903663325854/gphoto/6104937147514141154&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Ludwigstrasse Gönnheim&lt;/a&gt; by &lt;a href=&quot;https://www.google.com/maps/views/profile/106518447903663325854&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Sven Hafner panoramaXL&lt;/a&gt;&lt;/small&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/6200725124946037638/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/ricoh-theta-m15-first-hands-on-and_16.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/6200725124946037638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/6200725124946037638'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/ricoh-theta-m15-first-hands-on-and_16.html' title='Ricoh Theta m15 First Hands-on and Review II'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgxJs0nKtYy0fWeBWnX92qnvTE-WY0m8vt38IDUH5ca1jFFoybI5-8kZXHKixzSeO7VljaR4BZtF1j3YAEakZVnJxYF7gsajhB6McSZsi_68STgVDw1_tgTuggcZWOR3LZd6LZDZKGcnQ/s72-c/theta_sample_before.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-859395445463470335</id><published>2015-01-12T16:46:00.001+01:00</published><updated>2015-01-12T16:46:03.319+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="hands-on"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="review"/><category scheme="http://www.blogger.com/atom/ns#" term="ricoh"/><category scheme="http://www.blogger.com/atom/ns#" term="test"/><category scheme="http://www.blogger.com/atom/ns#" term="theta"/><category scheme="http://www.blogger.com/atom/ns#" term="theta m15"/><title type='text'>Ricoh Theta m15 First Hands-on and Review</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
The second release of Theta&#39;s Theta camera is certainly a niche product. Quite astonishing that a big camera company ventures into this with a consumer product and price because the camera cant do anything but create fullspheric panoramas, not even a regular &#39;normal&#39; snapshot. Lets see if this is a long-term thing or a one off, though I must say the updates from the first release are not really that huge, putting video aside (which is currently limited to 3min snippets). I dont think the market for real estate agents creating their own virtual tours is rather limited when you look at target figures of big companies.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
There are a couple of independent crowdfunding projects around with similar devices.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In short: Is fun to use the Theta, though after a few shots by hand without phone you get annoyed making selfies all the time and you move on to the mobile app and with a tripod or a selfie stick, that helps you to &#39;carry&#39; the camera above your head to minimize your own footprints in the final image (beware of bystanders looking at you!).&lt;/div&gt;
&lt;br /&gt;
Some flaws&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Fix memory (4GB, ~1200 JPG images)&lt;/li&gt;
&lt;li&gt;Fix Battery (~200 images)&lt;/li&gt;
&lt;li&gt;Noise (to be expected for such small sensor)&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnNPWDxPHGw-Dk-_mtyEs1OEVwTs_4qB-dpzSyJku6-gmveTlK7oyd_2AMZTzTWxFHrHPH1nI48BXBucFVjk0gonA7DPrQLRuGxl2wd4WmsLW9Hf1X-OcJ0Xgb_8xCU2ksfSbiUIIHIEo/s1600/iso100.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnNPWDxPHGw-Dk-_mtyEs1OEVwTs_4qB-dpzSyJku6-gmveTlK7oyd_2AMZTzTWxFHrHPH1nI48BXBucFVjk0gonA7DPrQLRuGxl2wd4WmsLW9Hf1X-OcJ0Xgb_8xCU2ksfSbiUIIHIEo/s1600/iso100.jpg&quot; height=&quot;425&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;ISO 100&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTNKtKTeSyW_0LzvJTpHatSPXpVdEp7SQbU1iG7AngusXgBi9wSb3eHqEJ375SBDiHxBzHSQ3UtuEKpwTNImKTbj4gh1JA6G4M1soCAXCXp1cbiyoYzYeWuXGvZRLu2V6cW9Ra1b8ZXqY/s1600/iso800.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTNKtKTeSyW_0LzvJTpHatSPXpVdEp7SQbU1iG7AngusXgBi9wSb3eHqEJ375SBDiHxBzHSQ3UtuEKpwTNImKTbj4gh1JA6G4M1soCAXCXp1cbiyoYzYeWuXGvZRLu2V6cW9Ra1b8ZXqY/s1600/iso800.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;ISO 800&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Stitching errors for very near objects&lt;/li&gt;
&lt;/ul&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrgjxKbrAGFwzrJRzRKvw82iORBNd8Y1BGo3kIjTB2FWvUQiKNR9jymcjekzXBtrDWinV_mQpxeI7C4aDmM-sV49Ovn5yWvCTfNmfzGVwmTxsVPXf2u6pr78j6EXSAZy4dcKzgOm9Zo6k/s1600/stitch.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrgjxKbrAGFwzrJRzRKvw82iORBNd8Y1BGo3kIjTB2FWvUQiKNR9jymcjekzXBtrDWinV_mQpxeI7C4aDmM-sV49Ovn5yWvCTfNmfzGVwmTxsVPXf2u6pr78j6EXSAZy4dcKzgOm9Zo6k/s1600/stitch.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Stitching Error&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;Flare with direct sunlight (to be fair this is hard to handle anyway with fisheye lenses)&lt;/li&gt;
&lt;/ul&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimsj0o7R5wbOnM4CH648OVPeQwmC0Yoc3kUqBWpMLB4frW-FTisOuLhlM72IcTOnt-dfZe0D0DQ3KuHR9e2uybMusR7000B2EtotveRmqBspZ33RyG7ylSm0V_2Pvp9FK9iyQ-TNTJCFs/s1600/flare.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimsj0o7R5wbOnM4CH648OVPeQwmC0Yoc3kUqBWpMLB4frW-FTisOuLhlM72IcTOnt-dfZe0D0DQ3KuHR9e2uybMusR7000B2EtotveRmqBspZ33RyG7ylSm0V_2Pvp9FK9iyQ-TNTJCFs/s1600/flare.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Flare&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;Problems with 1 lens full facing sun and the other one reverse&lt;/li&gt;
&lt;/ul&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsuNC-jM5JyZHWa2BEOxNH7swOv9MzucRFR9jwO5tnq5RrY4xKAsqPTi4oaH02NSrzWJoLB6jzAtMfSAXF_kZIH8lPeQd-ViaO5eSZmya9K97e0aavpS3dQhEfwK1fIaKGFRy5kvMfQSU/s1600/flare2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsuNC-jM5JyZHWa2BEOxNH7swOv9MzucRFR9jwO5tnq5RrY4xKAsqPTi4oaH02NSrzWJoLB6jzAtMfSAXF_kZIH8lPeQd-ViaO5eSZmya9K97e0aavpS3dQhEfwK1fIaKGFRy5kvMfQSU/s1600/flare2.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/859395445463470335/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/ricoh-theta-m15-first-hands-on-and.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/859395445463470335'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/859395445463470335'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/ricoh-theta-m15-first-hands-on-and.html' title='Ricoh Theta m15 First Hands-on and Review'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnNPWDxPHGw-Dk-_mtyEs1OEVwTs_4qB-dpzSyJku6-gmveTlK7oyd_2AMZTzTWxFHrHPH1nI48BXBucFVjk0gonA7DPrQLRuGxl2wd4WmsLW9Hf1X-OcJ0Xgb_8xCU2ksfSbiUIIHIEo/s72-c/iso100.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-319295658216698176</id><published>2015-01-10T20:17:00.003+01:00</published><updated>2015-01-10T20:17:45.926+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="camera"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="ricoh"/><category scheme="http://www.blogger.com/atom/ns#" term="theta"/><category scheme="http://www.blogger.com/atom/ns#" term="theta m15"/><category scheme="http://www.blogger.com/atom/ns#" term="virtual"/><title type='text'>Unboxing the new Ricoh Theta M15 Panorama Camera</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
I was looking at the &lt;b&gt;Ricoh Theta&lt;/b&gt; since it was first launched in 2013. Lucky enough I waited a bit longer and order the latest &lt;b&gt;Theta m15&lt;/b&gt; (I guess that stands for MK1.5 because the changes from the first model are not really dramatic except the additional video feature) launched in late October 2014. The new model is available at Amazon for 299 Euro, that is even 50 Euro cheaper than the previous model. I dont really need this camera, but with my more than 15 years affection to panoramic images and a quite a collection of film and digital panorama cameras and accessories I could not add hesitate any further to add this to my collection. Since I sold an old lens, I got some extra budget freed. Thanks to Amazon I hold the camera in my hands in less than 20 hours.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
First impression out of the box: You get a very lightweight stylish looking camera with a lens on the front and the back, a little pouch, one USB cable and a very short manual. That&#39;s it.&lt;br /&gt;
In the next blog I will review a first hands-on session with the new toy.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/319295658216698176/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/unboxing-new-ricoh-theta-m15-panorama.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/319295658216698176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/319295658216698176'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/unboxing-new-ricoh-theta-m15-panorama.html' title='Unboxing the new Ricoh Theta M15 Panorama Camera'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-c2X2jX218FY7d2J0v-iiYYLd1MeOa9bVRzwUUSW4NfXkLh5lH0OnNz_rQmAwe3k89BBCuwfHyRvQ20x2FureWtuVDmzDKas21TJJvSlH1sJQ3YvfjtEsklodkwg0GsxZcAD9MS0vvrM/s72-c/ricohtheta15ma.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-4707664660946918388</id><published>2015-01-04T19:57:00.001+01:00</published><updated>2015-01-04T19:57:21.689+01:00</updated><title type='text'>Panoramic Bookshelf: Edition Panorama</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Maybe the most well-known publisher (not only in Germany) that does not only carries &lt;i&gt;panorama&lt;/i&gt; in the their company name but mainly publish panoramic books. This publishing house does not serve mainstream photography or travel books filled with anonymous images from stock agencies, they rather focus on selected photographs from individual photographers. I got about 15 plus books from them and it is always a pleasure to browse this books. The print quality and binding are of high quality, so are the images, though I cannot always appreciate the selected images, but that is in the eye of the reader. All books come with an few pages editorial in up to 5 languages, the images are only accompanied by the image title.&lt;/div&gt;
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Despite most of the panoramic books are dedicated to a city, country or region, they are in no sense ordinary travel books but a selection of panoramic images of the location. These books are about panorama photography as an art medium. Most prominent photographer is certainly Horst Hamann starting with his various New York books.&lt;br /&gt;
The bigger coffee-table books are quite pricey with up to a 100 Euro for one book (value for money), but some books are in available in smaller sizes at more budget friendly price, which range from 14,95 Euro for the small ones (25x17cm) to 32,50 Euro (36x16cm) and 48 Euro (39x28cm). &lt;br /&gt;
As an alternative source (most of the books are out of print fast anyway) you find the books on Amazon marketplace at often decent prices, sometimes collectibles books hover above the original price.&lt;br /&gt;
Edition Panorama also sells calendars, which are quite pricey and even used ones are hard to get any cheaper, as the images are popular to be &#39;recycled&#39; &amp;nbsp;into frames, which they sell as well.&lt;/div&gt;
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If you are nearby Mannheim, you can drop by their gallery/shop (&lt;a href=&quot;https://editionpanorama.com/der-verlag/unsere-galerie/&quot; target=&quot;_blank&quot;&gt;info&lt;/a&gt;).&lt;/div&gt;
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Website: &lt;a href=&quot;http://www.editionpanorama.com/&quot;&gt;www.editionpanorama.com&lt;/a&gt;&lt;/div&gt;
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Some titles from my collection:&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Schweiz, Markus Aebischer&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898234274/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898234274&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=NC25CRHTPBZ4JLZT&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898234274&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898234274&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;Dubai, Michael Nischke&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898232794/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898232794&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=JKAMCMAJIQW24W76&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898232794&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898232794&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;Venezia Panorama, Ernst Steiner&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898233510/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898233510&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=SCEB6YJ7R6ODUUF7&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898233510&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898233510&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;


&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;Tokyo Panorama, Micha Pawlitzki&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898234126/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898234126&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=WHWOHJOMJ7HP2XCF&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898234126&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898234126&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;br /&gt;
&lt;i&gt;Scotland Panorama, Axel M. Mosler&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898233480/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898233480&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=DVBJNYSKMU5DMZBE&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898233480&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898233480&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;br /&gt;
&lt;i&gt;Ludwigshafen Panorama, Jörg Heieck&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/389823391X/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=389823391X&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=ZQ2JOECMVCTALRP5&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=389823391X&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=389823391X&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;New York, Horst Hamann&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898231615/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898231615&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=OKYAXMRASGJISGKC&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898231615&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898231615&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;Panorama Deutsche Bahn, Horst Hamann&lt;/i&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898231828/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898231828&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=AK4RNECQ73OOQ3NN&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898231828&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898231828&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
&lt;i&gt;Paris Vertical, Horst Hamann&lt;/i&gt; &lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3832790306/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3832790306&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=D2HMAD44YZ2UDMHT&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3832790306&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3832790306&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/4707664660946918388/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/panoramic-bookshelf-edition-panorama.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/4707664660946918388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/4707664660946918388'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2015/01/panoramic-bookshelf-edition-panorama.html' title='Panoramic Bookshelf: Edition Panorama'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-7467246377347453217</id><published>2014-11-11T15:00:00.003+01:00</published><updated>2014-11-11T15:05:42.077+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="book"/><category scheme="http://www.blogger.com/atom/ns#" term="bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="image"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="photo"/><category scheme="http://www.blogger.com/atom/ns#" term="photography"/><title type='text'>Panoramic Bookshelf: Panorama as Medium</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
This category of books chooses panorama photography in its most genuine meaning, showing a wide vista (wide angle view, see &lt;a href=&quot;http://en.wikipedia.org/wiki/Panorama&quot; target=&quot;_blank&quot;&gt;Wikipedia&lt;/a&gt;) that would not fit into a regular image aspect ratio. These books transport the views that you have at elevated viewing point into a book and make the reader experience the view from his arm chair. &lt;/div&gt;
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Here I have 2 books from this category, both covering the Alps and published in the 1980&#39;s.&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3905485060/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3905485060&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=D6BDYUAPNRGWHUUH&quot;&gt;Swiss Panorama - Emil Schulthess&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3905485060&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
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This book was published first time in 1982 (32 years ago!) and offers a wide range of panoramic views across Switzerland. Most of the images were created in the late 1970&#39;s with a huge technical effort. The photographer had to deal with panorama film cameras, helicopters and tailor-made rigs. He gives a summary of the project in the book and I have to pay greatest respect to this achievement to start this project from the scratch with a genius and scientific approach, many years before digital photography was available and people armed with a mobile phone stumbling on mountain peaks shooting panoramas and uploading them 10 seconds later into some image website.&amp;nbsp;&lt;/div&gt;
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The book comes high resolution images and great level of details and info about the surrounding area and important points of interest in every image. &lt;/div&gt;
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Of course this book is out of print but you still get used copies on the usual platforms.&lt;/div&gt;
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&lt;a href=&quot;http://www.emil-schulthess.ch/&quot; target=&quot;_blank&quot;&gt;Emil Schulthess&lt;/a&gt; lived from 1913 to 1996, his work was given to the &lt;a href=&quot;http://www.fotostiftung.ch/&quot; target=&quot;_blank&quot;&gt;Fotostiftung Schweiz&lt;/a&gt;, all images below (the images in the book are copyrighted by them)&amp;nbsp; shall only highlight the book and and entice you to buy your own copy.&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYXkAvp4F_CGPdqnF7Ic5im9YXf4BmDQjqaYO-4Xr2KMD_-AyFFrNTnP6iZvVBrkf6_DKXyDPleXTjRWnzx74KxcPWCbbpaoV9DMA5zo2Bgp8of61KfutRHcDYdVa8JNUgvbiflst7c64/s1600/swisspanorama1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYXkAvp4F_CGPdqnF7Ic5im9YXf4BmDQjqaYO-4Xr2KMD_-AyFFrNTnP6iZvVBrkf6_DKXyDPleXTjRWnzx74KxcPWCbbpaoV9DMA5zo2Bgp8of61KfutRHcDYdVa8JNUgvbiflst7c64/s640/swisspanorama1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Swiss Panorama by Emil Schulthess (1982)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6yBuPIQwPtzeUNgj1lPiZ5zGYw1mTZd7xE6zcjN94VQbDmnG8olS7FgoY7n61R_N7S0pupxcuCLmE4lU_ybvyU8QJbrpcqucJypMvIFwfcYNlhASIJmb6u41DlIbSRAC_YYVX5twS7ac/s1600/swisspanorama2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6yBuPIQwPtzeUNgj1lPiZ5zGYw1mTZd7xE6zcjN94VQbDmnG8olS7FgoY7n61R_N7S0pupxcuCLmE4lU_ybvyU8QJbrpcqucJypMvIFwfcYNlhASIJmb6u41DlIbSRAC_YYVX5twS7ac/s640/swisspanorama2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Actual Panorama across 3 pages&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw7AjHZS4AsCv4n6t6luBJtImPUqHh-Nk3o4t6UcwFgNeIarZ5KBP8GaS5MshFCENAL3_5XP1flNY0R2u0CIAJnIIULl86hHoE2xH0Zuuz6TS0_HZgGOad_NeB45vihg6iVm4KL-xcnwA/s1600/swisspanorama3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw7AjHZS4AsCv4n6t6luBJtImPUqHh-Nk3o4t6UcwFgNeIarZ5KBP8GaS5MshFCENAL3_5XP1flNY0R2u0CIAJnIIULl86hHoE2xH0Zuuz6TS0_HZgGOad_NeB45vihg6iVm4KL-xcnwA/s640/swisspanorama3.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Panorama Viewpoint and coverage&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5zBUnHi1teiR538rg0Pn0Sp6WTxTvafxM6MaokxHVgh6R7UvrCy8KB0tiRAwRiKWMifuxe4DIh5yOV4KVolKDNAxoSlBZW-oK3HhdhRAShWUm6pxsJfVI1viakeG714bhYFO2L6Yeaeo/s1600/swisspanorama4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5zBUnHi1teiR538rg0Pn0Sp6WTxTvafxM6MaokxHVgh6R7UvrCy8KB0tiRAwRiKWMifuxe4DIh5yOV4KVolKDNAxoSlBZW-oK3HhdhRAShWUm6pxsJfVI1viakeG714bhYFO2L6Yeaeo/s640/swisspanorama4.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Points of Interest&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_VjnX1EL_0ArL7sP1BgT2N0MaoZ3aNWEzVJ3OmDoxEWXv4HEKgkSBuYbEXeRvJrHV8MyaJE6_BrZvTtwm3uDu4M0vl7Ct5_aKT6chRmF3O_kjXMBMED58cBAwoWEyOhFmmV00QvSHCdw/s1600/swisspanorama5.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_VjnX1EL_0ArL7sP1BgT2N0MaoZ3aNWEzVJ3OmDoxEWXv4HEKgkSBuYbEXeRvJrHV8MyaJE6_BrZvTtwm3uDu4M0vl7Ct5_aKT6chRmF3O_kjXMBMED58cBAwoWEyOhFmmV00QvSHCdw/s640/swisspanorama5.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Behind the scenes and technology&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3259087036/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3259087036&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=LXNDVABPWITBTRLI&quot;&gt;Panorama Alpen - Willi P. Burkhardt&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3259087036&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Published in 1986 it solely focus on views from mountain peaks. Still very impressive panoramas across 4 pages (double fold-out) with plenty of info about the surrounding mountains. Unlike the first title no further information about the panorama cameras or project. Burkhardt choose the same approach as Schulthess, I am sure they knew each other. &lt;/div&gt;
You find this title for less than 1 Euro on Amazon. Also highly recommended for any panoramic bookshelf.&lt;br /&gt;
Some info here: &lt;a href=&quot;http://www.fotointern.ch/archiv/2011/11/11/%C2%ABtop-of-the-alps%C2%BB-%E2%80%93-panorama-fotografie-im-gletschergarten-luzern/&quot;&gt;www.fotointern.ch&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCKFdzRjMq4E5XiOXq9AcZN0hpkXVm0SwThQz-WbHgl2O_gYTb3yo7ZYMlCAYF71zVnYpjN955k_8pjisphcd1pJ5-Z4ReFRZpW6DG8UbF7Xf5tPaxznHhfAz0eTn58-aZ2T-8anEZVCU/s1600/alpenpanorama1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCKFdzRjMq4E5XiOXq9AcZN0hpkXVm0SwThQz-WbHgl2O_gYTb3yo7ZYMlCAYF71zVnYpjN955k_8pjisphcd1pJ5-Z4ReFRZpW6DG8UbF7Xf5tPaxznHhfAz0eTn58-aZ2T-8anEZVCU/s640/alpenpanorama1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCU4smjwCxw2VLz5Ekq0F6S2r3Co_Bj_5og7GiQjiKcSaeuqT4_Do5EgaYmvazJrHDkPkIZBRzKnnpwhBUjt8SLxn3qxcYpr28DQlPY-lnBOouGrS9hFjJ2vX5nLWOAbdwWMsCGanqLGI/s1600/alpenpanorama2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCU4smjwCxw2VLz5Ekq0F6S2r3Co_Bj_5og7GiQjiKcSaeuqT4_Do5EgaYmvazJrHDkPkIZBRzKnnpwhBUjt8SLxn3qxcYpr28DQlPY-lnBOouGrS9hFjJ2vX5nLWOAbdwWMsCGanqLGI/s640/alpenpanorama2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/7467246377347453217/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/11/panoramic-bookshelf-panorama-as-medium.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/7467246377347453217'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/7467246377347453217'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/11/panoramic-bookshelf-panorama-as-medium.html' title='Panoramic Bookshelf: Panorama as Medium'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYXkAvp4F_CGPdqnF7Ic5im9YXf4BmDQjqaYO-4Xr2KMD_-AyFFrNTnP6iZvVBrkf6_DKXyDPleXTjRWnzx74KxcPWCbbpaoV9DMA5zo2Bgp8of61KfutRHcDYdVa8JNUgvbiflst7c64/s72-c/swisspanorama1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-3517678555536230232</id><published>2014-10-27T20:51:00.000+01:00</published><updated>2014-11-10T10:57:03.591+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="book"/><category scheme="http://www.blogger.com/atom/ns#" term="bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="image"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="photo"/><category scheme="http://www.blogger.com/atom/ns#" term="photography"/><title type='text'>Panoramic Bookshelf: Non-Panoramic Panorama Books</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
While hunting for panoramic books I bought books just by the title. As long it was named &quot;&lt;i&gt;... Panorama ... something&lt;/i&gt;&quot; and I could not find any further info about it in the web I would buy it (provided the price is reasonable) hoping for luck. Most of these non-panoramic titles are related to travel, like books about certain places or regions. The word panorama is a bit misleading, seems some publisher or authors want to highlight the broad scope of the book, or it is showing a lot of pictures from many places or something similar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Here a selection of my non-panoramic panorama books. You won&#39;t find a single panorama image in all of these books.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.de/gp/product/3926526807/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3926526807&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=RP4LQIYBGG2PAAQV&quot;&gt;Berlin-Panorama (deutsche Ausgabe) Farbbildband durch die Hauptstadt&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3926526807&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.de/gp/product/3930885182/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3930885182&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=LSUPV6LBN66QBNWY&quot;&gt;Dresden Panorama (deutsche Ausgabe) Farbbildband durch das Elbflorenz&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3930885182&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Rather average picture books, the author published books of many cities and areas in Germany.A bit like must-have-seen in Berlin booklet, to me a random collection of tourist highlights with little detail (text).&lt;/span&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZcGIEM1p5y7JiM6NXNSNXx882M8sDPOg-VsBe2-Y5jwejjSFNrgnf_0wymqdff3QuoADjb9quZTlg3n37gUX5AVJuLs5Hh1PBHSXq4JWu-5pv-ykJW8k4E6nhAzE9qEUcAyd50Wcbn4U/s1600/panobook1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZcGIEM1p5y7JiM6NXNSNXx882M8sDPOg-VsBe2-Y5jwejjSFNrgnf_0wymqdff3QuoADjb9quZTlg3n37gUX5AVJuLs5Hh1PBHSXq4JWu-5pv-ykJW8k4E6nhAzE9qEUcAyd50Wcbn4U/s1600/panobook1.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Berlin and Dresden Panorama&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.de/gp/product/3921268745/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3921268745&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=7GFS5WASSVA7NJWA&quot;&gt;Naturpanorama Norwegen (Panoramic books)&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3921268745&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Another coffeetable book about Norway from the 1990&#39;s. Publisher Ziethen-Panorama (they got panorama even in their name). Nice images but no panoramic views though.&lt;/span&gt; &lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuqGoQQp1wQvPdhpr0J9FTK2H__q6CB76goeUkZyj_5nE7GSjQP7FuMx4TkLmvNKmoHm1tjOpcbWoFdEpemefN4Caw5EFo0qsG8u-ouiw2SX6c4tV9BdVbQ9ycG8sdNRsTog-27CkT3hY/s1600/panobook2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuqGoQQp1wQvPdhpr0J9FTK2H__q6CB76goeUkZyj_5nE7GSjQP7FuMx4TkLmvNKmoHm1tjOpcbWoFdEpemefN4Caw5EFo0qsG8u-ouiw2SX6c4tV9BdVbQ9ycG8sdNRsTog-27CkT3hY/s1600/panobook2.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Naturpanorama Norwegen&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.de/gp/product/B009QPEDSA/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=B009QPEDSA&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=LMSKLUWNFICYFHCC&quot;&gt;Ägypten Panorama&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=B009QPEDSA&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Same as the Norway book, same publisher, same style.&lt;/span&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0MDKGV8lVhitPeTJCqoLC9QlysbcMORtlKnxSCFZ-Y1F_bhKGGeT-1pImdgY3vJo818bDx758tXiQ1VMI5NjdQLG1cETd5thEKV0DGgZRFUFeUyQIOqg_N5tiDBWJui8NVS3TCmZYErc/s1600/panobook3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0MDKGV8lVhitPeTJCqoLC9QlysbcMORtlKnxSCFZ-Y1F_bhKGGeT-1pImdgY3vJo818bDx758tXiQ1VMI5NjdQLG1cETd5thEKV0DGgZRFUFeUyQIOqg_N5tiDBWJui8NVS3TCmZYErc/s1600/panobook3.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Ägypten Panorama&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.amazon.de/gp/product/3325000347/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3325000347&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=WIJ36DEWO2427BLB&quot;&gt;Berliner Panorama&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3325000347&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;This is quite an interesting book because it was published in the former GDR (DDR), in east Germany. Without any independent publishing available even this book had to be in line with the east German ideology and policies. You get the book for less than 10 cents but it comes with bw images from a long passed history. You might notice there are no images of the wall (which was still there in pre-1989).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq5UUbF_Q5RrkAVXS0F3VqK9ZnXh6FojyQAWR21MLjqpCDmuODOAfCDJBaP05PHuBtZnSqQFAbhm-l7VuJcazrrmciaSdpw8yyt09Rk4J4V-73MRT1B4DbRPuOcPpO7t7GLazjiFUo1uw/s1600/panobook4.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq5UUbF_Q5RrkAVXS0F3VqK9ZnXh6FojyQAWR21MLjqpCDmuODOAfCDJBaP05PHuBtZnSqQFAbhm-l7VuJcazrrmciaSdpw8yyt09Rk4J4V-73MRT1B4DbRPuOcPpO7t7GLazjiFUo1uw/s1600/panobook4.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOCGSz3A5NWQdbs_RRBkrNMuUNAiZbOsUYGKGMwG_IKzdFUjvvsFJ5nAaRoBRKzLN-_4UCR5ZX380avPYrPH93FTRToMiQ7eY75PcBe7CbxwBEnRU_scQN3sG5pDZRfloqn-9HCw4IrE8/s1600/panobook4b.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOCGSz3A5NWQdbs_RRBkrNMuUNAiZbOsUYGKGMwG_IKzdFUjvvsFJ5nAaRoBRKzLN-_4UCR5ZX380avPYrPH93FTRToMiQ7eY75PcBe7CbxwBEnRU_scQN3sG5pDZRfloqn-9HCw4IrE8/s1600/panobook4b.jpg&quot; height=&quot;426&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/3517678555536230232/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/10/panoramic-bookshelf-non-panoramic.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3517678555536230232'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3517678555536230232'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/10/panoramic-bookshelf-non-panoramic.html' title='Panoramic Bookshelf: Non-Panoramic Panorama Books'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZcGIEM1p5y7JiM6NXNSNXx882M8sDPOg-VsBe2-Y5jwejjSFNrgnf_0wymqdff3QuoADjb9quZTlg3n37gUX5AVJuLs5Hh1PBHSXq4JWu-5pv-ykJW8k4E6nhAzE9qEUcAyd50Wcbn4U/s72-c/panobook1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-446983019945928469</id><published>2014-10-01T19:29:00.001+02:00</published><updated>2014-10-01T19:29:42.301+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="google"/><category scheme="http://www.blogger.com/atom/ns#" term="map"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="Photo Sphere"/><category scheme="http://www.blogger.com/atom/ns#" term="view"/><title type='text'>How to publish a photo sphere to Google Maps ?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
You won&#39;t. It is not an automated process, there someone (or something?) reviewing the submissions and enable to be shown the Google Map. My submission took about 2..3 days to appear.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo1HiNzWAjvygPwlnrRL5D5FvfURyt5JiD-Gi0m3xGXlqXRUFTX8mbmdmnd2Y-4npUa2SwOS7WujubB_c0qLKUWZ9eHOh1ak0SKTlf1kB1SEVVFFxMUn7COU6zeOVPCh8Q7O0ZnT3oB9Q/s1600/SVH_20142601_001.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo1HiNzWAjvygPwlnrRL5D5FvfURyt5JiD-Gi0m3xGXlqXRUFTX8mbmdmnd2Y-4npUa2SwOS7WujubB_c0qLKUWZ9eHOh1ak0SKTlf1kB1SEVVFFxMUn7COU6zeOVPCh8Q7O0ZnT3oB9Q/s1600/SVH_20142601_001.png&quot; height=&quot;335&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/446983019945928469/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/10/how-to-publish-photo-sphere-to-google.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/446983019945928469'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/446983019945928469'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/10/how-to-publish-photo-sphere-to-google.html' title='How to publish a photo sphere to Google Maps ?'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo1HiNzWAjvygPwlnrRL5D5FvfURyt5JiD-Gi0m3xGXlqXRUFTX8mbmdmnd2Y-4npUa2SwOS7WujubB_c0qLKUWZ9eHOh1ak0SKTlf1kB1SEVVFFxMUn7COU6zeOVPCh8Q7O0ZnT3oB9Q/s72-c/SVH_20142601_001.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-627376612889555743</id><published>2014-10-01T17:00:00.000+02:00</published><updated>2014-10-01T17:00:38.885+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="qtvr"/><category scheme="http://www.blogger.com/atom/ns#" term="sphere"/><category scheme="http://www.blogger.com/atom/ns#" term="worldwide panorama"/><title type='text'>Worldwide Panorama 2014: Ruins</title><content type='html'>The site is live, in its 10th years with the topic &#39;Ruins&#39;.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://worldwidepanorama.org/worldwidepanorama/wwp914/index.html&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8JJ85pZinMwrKyXFjw-F7Stqf-cml-yiI00q8bCEAjBJzNoOEjOVmagYPrwo9wSefjZsGWaoogxjqn_Wgon5kaOHtvk_jyUH-13tTfVuV5q6XEgp0wfdY403sAOkcxr2_33sDyikIES4/s1600/wwpevent_title.jpg&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
My contribution after 6 years not joining this, the Hardenburg Castle in Bad Dürkheim.&lt;/div&gt;
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&lt;a href=&quot;http://worldwidepanorama.org/worldwidepanorama/wwp914/html/SvenHafner-8606.html&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvzIJk5HcE8jMEqpGL7z6x2XY0RZnKYeKsSNVtzC5O2xmTTqYSWKrR_ID4_PDybqpBYwowQmnsR3mfxW3XCHOBAZBbFtOITxGhZkP2Qhy2ULpLqsMXcbyC_dn-r2SW48ADPdPuDAEW-PM/s1600/SVH_20145401_001.png&quot; height=&quot;269&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/627376612889555743/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/10/worldwide-panorama-2014-ruins.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/627376612889555743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/627376612889555743'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/10/worldwide-panorama-2014-ruins.html' title='Worldwide Panorama 2014: Ruins'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8JJ85pZinMwrKyXFjw-F7Stqf-cml-yiI00q8bCEAjBJzNoOEjOVmagYPrwo9wSefjZsGWaoogxjqn_Wgon5kaOHtvk_jyUH-13tTfVuV5q6XEgp0wfdY403sAOkcxr2_33sDyikIES4/s72-c/wwpevent_title.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-343683288654003944</id><published>2014-09-28T19:14:00.000+02:00</published><updated>2014-09-28T19:14:03.671+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Bad Duerkheim"/><category scheme="http://www.blogger.com/atom/ns#" term="bad dürkheim"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="Photo Sphere"/><category scheme="http://www.blogger.com/atom/ns#" term="qtvr"/><category scheme="http://www.blogger.com/atom/ns#" term="rheinland-pfalz"/><category scheme="http://www.blogger.com/atom/ns#" term="rhineland-palatinate"/><category scheme="http://www.blogger.com/atom/ns#" term="spherical"/><category scheme="http://www.blogger.com/atom/ns#" term="vr"/><title type='text'>VR Hardenburg - Treppenturm mit Lilienportal</title><content type='html'>&lt;iframe frameborder=&quot;0&quot; height=&quot;315&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;https://maps.google.com/maps?layer=c&amp;amp;panoid=R25_i-iALTgAAAQYQi7ibw&amp;amp;ie=UTF8&amp;amp;source=embed&amp;amp;output=svembed&amp;amp;cbp=13%2C49.91039999999998%2C%2C0%2C0&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;div&gt;
&lt;small&gt;&lt;a href=&quot;https://www.google.com/maps/views/&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Views&lt;/a&gt;: &lt;a href=&quot;https://www.google.com/maps/views/view/106518447903663325854/gphoto/6064166395783193682&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Hardenburg - Treppenturm mit Lilienportal&lt;/a&gt; by &lt;a href=&quot;https://www.google.com/maps/views/profile/106518447903663325854&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Sven Hafner panoramaXL&lt;/a&gt;&lt;/small&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/343683288654003944/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/vr-hardenburg-treppenturm-mit.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/343683288654003944'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/343683288654003944'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/vr-hardenburg-treppenturm-mit.html' title='VR Hardenburg - Treppenturm mit Lilienportal'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-1365846078082439013</id><published>2014-09-28T18:35:00.001+02:00</published><updated>2014-09-28T18:35:34.602+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="embed"/><category scheme="http://www.blogger.com/atom/ns#" term="google maps"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="Photo Sphere"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorial"/><title type='text'>How to embedd a Photo Sphere</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Embedding is straight forward, provided your blog provider does allow embedding of HTML into your posts.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Open the photo sphere you like to embed and click on the share icon.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXO8VkyeGNlmcIzrJAU3HLI5qCL8405XEgYTt-Ea6gWkRPf9mh4XsnJaUX1kHWNHIF-vUZctdQeQCO3RwOjk5l4bp8jilUWCLccDvRZFbP5CrBRM-9_a4kRJyAtV74tYMJpbFo32zJ_AQ/s1600/IMG20140928_6b.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXO8VkyeGNlmcIzrJAU3HLI5qCL8405XEgYTt-Ea6gWkRPf9mh4XsnJaUX1kHWNHIF-vUZctdQeQCO3RwOjk5l4bp8jilUWCLccDvRZFbP5CrBRM-9_a4kRJyAtV74tYMJpbFo32zJ_AQ/s1600/IMG20140928_6b.png&quot; height=&quot;293&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi5gJLNr9MfUxnaxBKe-Pno9hcmGfT105ZU0iZj4cMGNpFcCz1L63yN575zps001COspx9T9ov7g2nwdKSXFJY587PLUVymD2vbvcEFh-3Hm5pFF7dnEWJ6LwnPax4Mr-Ai3WVvTuyPsk/s1600/IMG20140928_9.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi5gJLNr9MfUxnaxBKe-Pno9hcmGfT105ZU0iZj4cMGNpFcCz1L63yN575zps001COspx9T9ov7g2nwdKSXFJY587PLUVymD2vbvcEFh-3Hm5pFF7dnEWJ6LwnPax4Mr-Ai3WVvTuyPsk/s1600/IMG20140928_9.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
Open the post where you want to add the photo sphere, switch to html view and paste the html code with the iframe tag anywhere.&lt;br /&gt;
&lt;br /&gt;
The result:&lt;br /&gt;
&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;315&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;https://maps.google.com/maps?layer=c&amp;amp;panoid=u9lY2Y2BAbIAAAQYRCljOQ&amp;amp;ie=UTF8&amp;amp;source=embed&amp;amp;output=svembed&amp;amp;cbp=13%2C21.096000000000004%2C%2C0%2C0&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;div&gt;
&lt;small&gt;&lt;a href=&quot;https://www.google.com/maps/views/&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Views&lt;/a&gt;: &lt;a href=&quot;https://www.google.com/maps/views/view/106518447903663325854/gphoto/6064039941811618178&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Hardenburg - Ausfallgarten&lt;/a&gt; by &lt;a href=&quot;https://www.google.com/maps/views/profile/106518447903663325854&quot; style=&quot;color: blue; text-align: left;&quot;&gt;Sven Hafner panoramaXL&lt;/a&gt;&lt;/small&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/1365846078082439013/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/how-to-embedd-photo-sphere.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/1365846078082439013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/1365846078082439013'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/how-to-embedd-photo-sphere.html' title='How to embedd a Photo Sphere'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXO8VkyeGNlmcIzrJAU3HLI5qCL8405XEgYTt-Ea6gWkRPf9mh4XsnJaUX1kHWNHIF-vUZctdQeQCO3RwOjk5l4bp8jilUWCLccDvRZFbP5CrBRM-9_a4kRJyAtV74tYMJpbFo32zJ_AQ/s72-c/IMG20140928_6b.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-2879983540130875353</id><published>2014-09-28T18:21:00.001+02:00</published><updated>2014-09-28T19:06:19.764+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="equirectangular"/><category scheme="http://www.blogger.com/atom/ns#" term="google"/><category scheme="http://www.blogger.com/atom/ns#" term="how to"/><category scheme="http://www.blogger.com/atom/ns#" term="image"/><category scheme="http://www.blogger.com/atom/ns#" term="map"/><category scheme="http://www.blogger.com/atom/ns#" term="meta data"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="Photo Sphere"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorial"/><category scheme="http://www.blogger.com/atom/ns#" term="upload"/><title type='text'>How to upload a Photosphere to Google Map View</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Since Google is retiring the panoramio service, is worth to look at the new platform &lt;a href=&quot;https://www.google.com/maps/views&quot; target=&quot;_blank&quot;&gt;Google Maps View&lt;/a&gt;. Of course you are required to create a Google account but that is fairly simple process. I did not manage to upload a photo sphere successfully straight away so I summarize the steps here.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;
It is not enough to create a &lt;b&gt;equirectangular &lt;/b&gt;image and upload as photo under the &lt;b&gt;+&lt;/b&gt;.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvX2nl5WxYuMPBeDa9cUOVmGEBWuKbqX1gG3l4pzs9AUsbWKnepV-Gs9MBE8QWVtfuxbm5y7N54quGDqdevR-_VXOPNXBVymlBvHjVzsTSxtPgh2-S4hsdZzhyphenhyphenXjwcgmr4ZmjMOek5-Cg/s1600/IMG20140928_5.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvX2nl5WxYuMPBeDa9cUOVmGEBWuKbqX1gG3l4pzs9AUsbWKnepV-Gs9MBE8QWVtfuxbm5y7N54quGDqdevR-_VXOPNXBVymlBvHjVzsTSxtPgh2-S4hsdZzhyphenhyphenXjwcgmr4ZmjMOek5-Cg/s1600/IMG20140928_5.png&quot; height=&quot;294&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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A panoramic image has to deliver specific&lt;a href=&quot;https://developers.google.com/photo-sphere/metadata/&quot; target=&quot;_blank&quot;&gt; Photo Sphere XMP Metadata&lt;/a&gt; in order to be recognized by Google as a Photo Sphere. You can either do it manually by tinkering the Exif info of the file with a tool like &lt;a href=&quot;http://owl.phy.queensu.ca/~phil/exiftool/&quot; target=&quot;_blank&quot;&gt;ExifTool &lt;/a&gt;or use the easier way by using &lt;a href=&quot;https://photo-sphere.appspot.com/&quot; target=&quot;_blank&quot;&gt;this Google App&lt;/a&gt;. This is a detour which is not straight forward (unlike other Google tools), I guess they will migrate this feature into the upload process sooner or later.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoPwrsPp6CBjwOHOQ0LuF9dq8e8P_aJwv5t2XCpdXNSpsBwmM10ML61Th3Go_Z4NxvAAiA0VckMGIfPlCoO4hjclGm9Wa65E5gakL7vAF86HI4tQuEHIy_LxxhiYw_-0JJ3XpZc-zB1tA/s1600/IMG20140928_1.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoPwrsPp6CBjwOHOQ0LuF9dq8e8P_aJwv5t2XCpdXNSpsBwmM10ML61Th3Go_Z4NxvAAiA0VckMGIfPlCoO4hjclGm9Wa65E5gakL7vAF86HI4tQuEHIy_LxxhiYw_-0JJ3XpZc-zB1tA/s1600/IMG20140928_1.png&quot; height=&quot;294&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNokv3FMUzilpNvEt6Wx_JQC7Q3p7rP2IP4SMj_PHQpS8fwgyt6CU9Id7YMjIyK7wMrGc15wQWClY2jE-it49Sx7fUGiL-IzakNjNg2-BXjaJFMOxRLorqMeeqBEcPdNymX0z6kjyH7dY/s1600/IMG20140928_2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNokv3FMUzilpNvEt6Wx_JQC7Q3p7rP2IP4SMj_PHQpS8fwgyt6CU9Id7YMjIyK7wMrGc15wQWClY2jE-it49Sx7fUGiL-IzakNjNg2-BXjaJFMOxRLorqMeeqBEcPdNymX0z6kjyH7dY/s1600/IMG20140928_2.png&quot; height=&quot;294&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyEHZ82WIInedxBBztUtqAznm6zA9E1Pxe7j5S4eA6iWCDliie6Wnnc7a_QBIcvglEgsNBf54Q_l2blPrlI5SRm6AUsXV0EC34I4mHcULZ03-dvpnw0UXr2tbOa8nYJ61TRSlLpsHY5VY/s1600/IMG20140928_3.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyEHZ82WIInedxBBztUtqAznm6zA9E1Pxe7j5S4eA6iWCDliie6Wnnc7a_QBIcvglEgsNBf54Q_l2blPrlI5SRm6AUsXV0EC34I4mHcULZ03-dvpnw0UXr2tbOa8nYJ61TRSlLpsHY5VY/s1600/IMG20140928_3.png&quot; height=&quot;294&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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After this step your photo sphere has not yet been put up for Google Maps. The app only adds the basic meta data to your image. Click on the download to get back the image file. You have to download this image and add the image. Now it will be recognized as photo sphere and properly rendered. Note, it takes a while before it actually pops up on Google Maps (not only in your profile).&amp;nbsp;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/2879983540130875353/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/how-to-upload-photosphere-to-google-map.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/2879983540130875353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/2879983540130875353'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/how-to-upload-photosphere-to-google-map.html' title='How to upload a Photosphere to Google Map View'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvX2nl5WxYuMPBeDa9cUOVmGEBWuKbqX1gG3l4pzs9AUsbWKnepV-Gs9MBE8QWVtfuxbm5y7N54quGDqdevR-_VXOPNXBVymlBvHjVzsTSxtPgh2-S4hsdZzhyphenhyphenXjwcgmr4ZmjMOek5-Cg/s72-c/IMG20140928_5.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-4187619871372316056</id><published>2014-09-27T20:20:00.002+02:00</published><updated>2014-09-29T10:06:03.861+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="google"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramio"/><category scheme="http://www.blogger.com/atom/ns#" term="petition"/><category scheme="http://www.blogger.com/atom/ns#" term="platform"/><category scheme="http://www.blogger.com/atom/ns#" term="sphere"/><title type='text'>Panoramio shutting down</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
The image platform showing about 60+ million of images (and spheres), collected since 2005 by thousands of photographers and acquired by Google in 2007 is going to be closed down.&amp;nbsp;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Wav1qbdEKsmwwimcvcmAgd0ZWuAZdpffYlAp8ZS7D9yFju9d4yevyCwcpmQ0MkrNf5Gr4aUfu8m2CPzyjHExd0FedGqdL936NaHe2nsxWj4LGspkLqHXq3CJiLAXzC5z6mnyE9-hK9Q/s1600/SVH_20145527_001.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Wav1qbdEKsmwwimcvcmAgd0ZWuAZdpffYlAp8ZS7D9yFju9d4yevyCwcpmQ0MkrNf5Gr4aUfu8m2CPzyjHExd0FedGqdL936NaHe2nsxWj4LGspkLqHXq3CJiLAXzC5z6mnyE9-hK9Q/s1600/SVH_20145527_001.png&quot; height=&quot;269&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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As &lt;a href=&quot;https://groups.google.com/forum/#!topic/panoramio-questions-support/vTsUTaW_EDo&quot; target=&quot;_blank&quot;&gt;reason Google gave&lt;/a&gt; is to merge with the &lt;a href=&quot;https://www.google.com/maps/views/home&quot; target=&quot;_blank&quot;&gt;View platform&lt;/a&gt;, they announced the geo-relevant content would be migrated.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho7yEYkX1dCaipB8z7Bo4ldmw9vL8hzDLV8FtZIohfpLG8YVG9IIWpjNAhulLM7fYRKF-2o7zSNB3UBXAfCzpv9U9AXK9hDjRwpM4fK_eQ_MxCh7mF0FwY8eGCrdF5grwau3xXiblLOSY/s1600/SVH_20142827_001.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho7yEYkX1dCaipB8z7Bo4ldmw9vL8hzDLV8FtZIohfpLG8YVG9IIWpjNAhulLM7fYRKF-2o7zSNB3UBXAfCzpv9U9AXK9hDjRwpM4fK_eQ_MxCh7mF0FwY8eGCrdF5grwau3xXiblLOSY/s1600/SVH_20142827_001.png&quot; height=&quot;202&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrKinhLfSHucsVrxJxdp9KjU1rhtG7WPRVyGkX-D2Lsdz6ZToOILgC0NRBIm9hlr8z4eTEjN0zQwOPRIs0o88SjskH7P_dTTgppgRbgyogqDT2xqndK1J0hQnDByqLWTw4JxSvFbw4iEQ/s1600/SVH_20141227_001.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrKinhLfSHucsVrxJxdp9KjU1rhtG7WPRVyGkX-D2Lsdz6ZToOILgC0NRBIm9hlr8z4eTEjN0zQwOPRIs0o88SjskH7P_dTTgppgRbgyogqDT2xqndK1J0hQnDByqLWTw4JxSvFbw4iEQ/s1600/SVH_20141227_001.png&quot; height=&quot;269&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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I never uploaded any image to the platform but it was always present in Google Maps, often interesting for places without Street View Coverage. But I have to say the panoramas, they call it spheres, are often of low quality, badly stitched or exposed.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
There is a petition going (initiated by the original founders of panoramio), though I doubt Google will listen to it, is a corporate decision, it does not make sense to have competing platforms under the same roof.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi61v0UsD9v7ccvPb5FHI2dxABQht2z3F38lZ10qBtYDgzas36ffZyVSdqWHHtr-20ygmONrlswmnBQaP8T-Uwbmn1G91iMRfFV0yXPRM-EPpPVUTrRPejNEZ4K0Yvgj83zzHKs2bzBem4/s1600/SVH_20141127_001.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi61v0UsD9v7ccvPb5FHI2dxABQht2z3F38lZ10qBtYDgzas36ffZyVSdqWHHtr-20ygmONrlswmnBQaP8T-Uwbmn1G91iMRfFV0yXPRM-EPpPVUTrRPejNEZ4K0Yvgj83zzHKs2bzBem4/s1600/SVH_20141127_001.png&quot; height=&quot;269&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
This should be a learning lesson about relying on services provided for free, you simply can&#39;t assume your work won&#39;t be lost or the service available for ever.&lt;br /&gt;
In this case Google will certainly try to migrate all content, so you did upload images for many ears in vain.&lt;br /&gt;
But there are other cases where services are ceased because they company goes down or the service as such was not successful or profitable enough. Google Orkut is also shutting down. (&lt;a href=&quot;http://en.wikipedia.org/wiki/List_of_Google_products#Discontinued_products_and_services&quot; target=&quot;_blank&quot;&gt;Discontinued Google Services at Wikipedia&lt;/a&gt;)&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://en.wikipedia.org/wiki/Panoramio&quot; target=&quot;_blank&quot;&gt;Wikipedia about panoramio&lt;/a&gt;.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/4187619871372316056/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/panoramio-shutting-down.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/4187619871372316056'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/4187619871372316056'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/panoramio-shutting-down.html' title='Panoramio shutting down'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Wav1qbdEKsmwwimcvcmAgd0ZWuAZdpffYlAp8ZS7D9yFju9d4yevyCwcpmQ0MkrNf5Gr4aUfu8m2CPzyjHExd0FedGqdL936NaHe2nsxWj4LGspkLqHXq3CJiLAXzC5z6mnyE9-hK9Q/s72-c/SVH_20145527_001.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-3345881846366583838</id><published>2014-09-22T15:30:00.000+02:00</published><updated>2014-09-24T09:47:57.928+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="camera"/><category scheme="http://www.blogger.com/atom/ns#" term="eitz"/><category scheme="http://www.blogger.com/atom/ns#" term="guide"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="panoscan"/><category scheme="http://www.blogger.com/atom/ns#" term="photography"/><category scheme="http://www.blogger.com/atom/ns#" term="review"/><category scheme="http://www.blogger.com/atom/ns#" term="spheron"/><title type='text'>Overview Panorama Cameras and systems in 2014</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
I created an updated &lt;a href=&quot;http://panoramaxl.blogspot.de/p/digital-panoramic-cameras.html&quot; target=&quot;_blank&quot;&gt;overview of digital panorama technology and products&lt;/a&gt; at this &lt;a href=&quot;http://panoramaxl.blogspot.de/p/digital-panoramic-cameras.html&quot; target=&quot;_blank&quot;&gt;page&lt;/a&gt;.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/3345881846366583838/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/i-created-updated-overview-of-digital.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3345881846366583838'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3345881846366583838'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/i-created-updated-overview-of-digital.html' title='Overview Panorama Cameras and systems in 2014'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-4780668331161659264</id><published>2014-09-21T16:19:00.002+02:00</published><updated>2014-09-21T16:32:34.926+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="deutschland"/><category scheme="http://www.blogger.com/atom/ns#" term="gigapan"/><category scheme="http://www.blogger.com/atom/ns#" term="highres"/><category scheme="http://www.blogger.com/atom/ns#" term="lindaunis"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="Schleswig-Holstein"/><title type='text'>Gigapan: Lindaunis Brücke</title><content type='html'>Bridge near the village of Lindaunis in Schleswig-Holstein, Germany (&lt;a href=&quot;http://de.wikipedia.org/wiki/Lindaunisbr%C3%BCcke&quot; target=&quot;_blank&quot;&gt;Wiki&lt;/a&gt;)&lt;br /&gt;
&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;275&quot; scrolling=&quot;no&quot; src=&quot;http://www.gigapan.com/gigapans/162503/options/nosnapshots,hidetitle,fullscreen/iframe/flash.html?height=250&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/4780668331161659264/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/gigapan-lindaunis-brucke.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/4780668331161659264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/4780668331161659264'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/gigapan-lindaunis-brucke.html' title='Gigapan: Lindaunis Brücke'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-3906860056990875819</id><published>2014-09-20T19:03:00.001+02:00</published><updated>2014-11-04T20:25:21.378+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="book"/><category scheme="http://www.blogger.com/atom/ns#" term="bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="image"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="photo"/><category scheme="http://www.blogger.com/atom/ns#" term="photography"/><title type='text'>Panoramic Bookshelf: How-to and History Books</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
This type of books either gives an overview of panoramic photography or guides you through the process of picking up panorama photography. &lt;/div&gt;
&lt;br /&gt;
Here a few books, some of them I own:&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #20124d;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #20124d;&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #20124d;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #20124d;&quot;&gt;&lt;b&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/288046692X/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=288046692X&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=D5VX7KJUBG6TZVOT&quot;&gt;Stretch: The Art of Panoramic Photography&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=288046692X&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

&lt;br /&gt;by Nick Meers&lt;/b&gt;&lt;/span&gt; (2003, english)&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/288046692X/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=6742&amp;amp;creativeASIN=288046692X&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=A5VRFF54NHLRXZCC&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=288046692X&amp;amp;Format=_SL250_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=288046692X&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;One of the first panoramic books I ever bought. A very nice collection of panoramic images of different times and an overview of available technologies (at the time of 2003). The book shows pictures of various photographers.&lt;/div&gt;
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&lt;b&gt;Panoramic Photography&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;b&gt;by Lee Frost &lt;/b&gt;(2005, english) &lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/0715319698/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=6742&amp;amp;creativeASIN=0715319698&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=JKAGSKA3YRWDFEXI&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=0715319698&amp;amp;Format=_SL250_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;A comprehensive walk-through panoramic imaging with mostly film based technology. Here the author solely uses own images.&lt;/div&gt;
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&lt;b&gt;&lt;b&gt;Assembling Panoramic Photos: A Designer&#39;s Notebook&lt;/b&gt; &lt;/b&gt;&lt;b&gt;&lt;br /&gt;by William Rodarmor (2005, english)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/0596009755/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=0596009755&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=RWID4PSDGONUDYVN&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=0596009755&amp;amp;Format=_SL250_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;

&lt;br /&gt;
A typical how-to book for digitial panoramas solely. Given current tools, already outdated, though the basci concepts still apply.&lt;br /&gt;
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A few more titles with similar background:&lt;br /&gt;
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&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;b&gt;Interaktive Panoramafotografie&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;by Christ Witzani (2009, german)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3826650840/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3826650840&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=EZCOOKS4KWUF4YTJ&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3826650840&amp;amp;Format=_SL110_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3826650840&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
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&lt;b&gt;Digital Fotopraxis - Panoramafotografie&lt;br /&gt;Thomas Bredeneld (2012, german)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3836218615/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3836218615&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=UGCLPDVZCNX6MN24&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3836218615&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3836218615&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;

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&lt;b&gt;Panoramafotografie - Der Meisterkurs&lt;br /&gt;by Stefan Gross (2011, german)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3827247551/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3827247551&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=SMOHCVJ7GSXONBDZ&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3827247551&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3827247551&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
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&lt;b&gt;Profibuch Panorama Fotografie&lt;br /&gt;by Klaus Kindermann (2011, german)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/364560118X/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=364560118X&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=CZT7365TK7WY4X24&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=364560118X&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=364560118X&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Panoramafotografie: Theorie und Praxis&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;by Harald Woeste (2008, german)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3898644405/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3898644405&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=ZTUPGAA4I6AZCKCJ&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3898644405&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3898644405&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
&amp;nbsp;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Digitale Panoramen: Tipps, Tricks und Techniken für die Panoramafotografie&lt;br /&gt;by Corinna Jacobs (2003, german)&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.de/gp/product/3540003002/ref=as_li_tl?ie=UTF8&amp;amp;camp=1638&amp;amp;creative=19454&amp;amp;creativeASIN=3540003002&amp;amp;linkCode=as2&amp;amp;tag=pan0b-21&amp;amp;linkId=QHAH7PRQHMZ47PAA&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://ws-eu.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;amp;ASIN=3540003002&amp;amp;Format=_SL160_&amp;amp;ID=AsinImage&amp;amp;MarketPlace=DE&amp;amp;ServiceVersion=20070822&amp;amp;WS=1&amp;amp;tag=pan0b-21&quot; /&gt;&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://ir-de.amazon-adsystem.com/e/ir?t=pan0b-21&amp;amp;l=as2&amp;amp;o=3&amp;amp;a=3540003002&quot; height=&quot;1&quot; style=&quot;border: none !important; margin: 0px !important;&quot; width=&quot;1&quot; /&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Consider buying these books from Amazon by clicking on the tile. This helps me collecting more panoramic books and buying film for my old panorama cameras. Thanks&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/3906860056990875819/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/panoramic-bookshelf-how-to-and-history.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3906860056990875819'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3906860056990875819'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/panoramic-bookshelf-how-to-and-history.html' title='Panoramic Bookshelf: How-to and History Books'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-759976997211964294</id><published>2014-09-19T08:57:00.000+02:00</published><updated>2014-11-04T20:25:39.776+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="book"/><category scheme="http://www.blogger.com/atom/ns#" term="bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="image"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama bookshelf"/><category scheme="http://www.blogger.com/atom/ns#" term="panoramic"/><category scheme="http://www.blogger.com/atom/ns#" term="photo"/><category scheme="http://www.blogger.com/atom/ns#" term="photography"/><title type='text'>Panoramic Bookshelf</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYr25hJwNovlGNIsKTrp2z3oKu1-qQkDxKXgaA_iFPLwnUvA9RFL2z82pk2lt17pSlDpk1PtpB5urxr1Tg6f7mGc5wyjFciaoeh-Ob9gZM8PfdtLucHPBP_nkjTISule_Uuyv_VxbhRDo/s1600/panoramabooks.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYr25hJwNovlGNIsKTrp2z3oKu1-qQkDxKXgaA_iFPLwnUvA9RFL2z82pk2lt17pSlDpk1PtpB5urxr1Tg6f7mGc5wyjFciaoeh-Ob9gZM8PfdtLucHPBP_nkjTISule_Uuyv_VxbhRDo/s1600/panoramabooks.jpg&quot; height=&quot;240&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Selection of panoramic Books&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
I love panorama photography, though it became much more popular and mainstream the last few years because of easy access to the masses. While last time only special cameras could do panoramic shots, today any mobile phone can do it, most of the times with questionable quality but sometimes with decent results.&lt;/div&gt;
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The greatest achievement for a panoramic image is to be presented as print at the wall, either framed or mounted as dibond print. Another fantastic representation is in book form, usually as coffee-table style books. Over the years I collected some 30 or more panoramic books, and recently I started hunting for panoramic books on the various used-books portals where you can get books at a few Euros which originally cost 10 times more when purchased new. Not quite easy task, as sometime the word panorama as keyword alone does not result in books with panoramic images, but without further hints on sometimes years old books it is a bit like lucky draw.&lt;/div&gt;
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I will discuss the book categories and the individual titles in upcoming blogs. So stay tuned.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/759976997211964294/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/panoramic-bookshelf.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/759976997211964294'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/759976997211964294'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/09/panoramic-bookshelf.html' title='Panoramic Bookshelf'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYr25hJwNovlGNIsKTrp2z3oKu1-qQkDxKXgaA_iFPLwnUvA9RFL2z82pk2lt17pSlDpk1PtpB5urxr1Tg6f7mGc5wyjFciaoeh-Ob9gZM8PfdtLucHPBP_nkjTISule_Uuyv_VxbhRDo/s72-c/panoramabooks.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-6662154991578235795</id><published>2014-06-06T12:13:00.000+02:00</published><updated>2014-06-06T12:13:58.843+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2014"/><category scheme="http://www.blogger.com/atom/ns#" term="hardware"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="software"/><category scheme="http://www.blogger.com/atom/ns#" term="tools"/><title type='text'>Back in 2014</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
It has been a while since my last post here. More than 2 years and a move from one continent to another (now back in Europe) in between.&lt;/div&gt;
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Panorama Photography is getting bigger and more main stream than ever before, though I need to say the number of high quality and pleasing panoramas still is a small percentage only.&lt;/div&gt;
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The stitching software around is getting matter and progressing, the underlying concept of course wont change, take individual images and stitch them to a large wide panorama or virtual panorama.&lt;/div&gt;
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If you look at http://en.wikipedia.org/wiki/Comparison_of_photo_stitching_software, it still list about 30 software packages for various platforms. For me these remain relevant as I still use them:&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;a href=&quot;http://www.ptgui.com/&quot; target=&quot;_blank&quot;&gt;PTGui&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.kolor.com/&quot; target=&quot;_blank&quot;&gt;Autopano Pro&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://hugin.sourceforge.net/&quot; target=&quot;_blank&quot;&gt;Hugin&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
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Amazing are the changes on the hardware sector, we are moving from cameras that could somewhat assemble images to a panorama or sweep a panorama, from panorama heads and robot heads to mobile phones with panorama apps to dedicated panorama devices.&amp;nbsp; What previously was done by bulky and expensive devices can now be done by a gadget that finds in your hand (thoug at a lower quality one might comment). &lt;br /&gt;Amazing too, many of them are crowdfunded:&lt;/div&gt;
&lt;ul style=&quot;text-align: justify;&quot;&gt;
&lt;li&gt;&lt;a href=&quot;https://www.indiegogo.com/projects/panono-panoramic-ball-camera&quot; target=&quot;_blank&quot;&gt;Panono Ball&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.kickstarter.com/projects/bublcam/bublcam-360o-camera-technology-for-everyone&quot; target=&quot;_blank&quot;&gt;Bubl Cam&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.kickstarter.com/projects/giroptic/the-worlds-first-full-hd-360-camera&quot; target=&quot;_blank&quot;&gt;Full HD 360 CAM by Giroptic&lt;/a&gt; (I am backing this one)&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://www.kickstarter.com/projects/1307511016/centr-interactive-panoramic-video-in-the-palm-of-y&quot; target=&quot;_blank&quot;&gt;Centr&lt;/a&gt; (I backed, but it failed to reach goal)&lt;/li&gt;
&lt;/ul&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/6662154991578235795/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2014/06/back-in-2014.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/6662154991578235795'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/6662154991578235795'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2014/06/back-in-2014.html' title='Back in 2014'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-8959661936479046920</id><published>2012-01-27T11:53:00.002+01:00</published><updated>2012-01-27T12:36:52.283+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bankruptcy"/><category scheme="http://www.blogger.com/atom/ns#" term="chapter 11"/><category scheme="http://www.blogger.com/atom/ns#" term="Kodak"/><category scheme="http://www.blogger.com/atom/ns#" term="sc1630"/><title type='text'>Kodak: End-of-Life&#39;d</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;I cant believe that one of the most traditional or historical photography equipment and film companies (&lt;a href=&quot;http://en.wikipedia.org/wiki/Eastman_Kodak&quot; target=&quot;_blank&quot;&gt;Kodak on Wikipedia&lt;/a&gt;) is going down the drain (&lt;a href=&quot;http://www.dpreview.com/news/2012/01/19/Kodak_Chapter11_Bankruptcy&quot; target=&quot;_blank&quot;&gt;link&lt;/a&gt;) and filing for chapter 11 bankruptcy. &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The company made photography accesible to the masses in the early years and introduced or invented a couple of fantastic things. To name a few:&lt;/div&gt;&lt;ul&gt;&lt;li&gt;1900: The Brownie Camera&lt;/li&gt;
&lt;li&gt;1935: Kodachrome &lt;/li&gt;
&lt;li&gt;1963: Instamatic Camera&lt;/li&gt;
&lt;li&gt;1975: The digital camera (Engineer Steven Sasson)&lt;/li&gt;
&lt;li&gt;1986: First Megapixel Sensor&lt;/li&gt;
&lt;/ul&gt;More than a few time Kodak missed the train with their products and the competitors happily overtook.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;They just announced the &lt;a href=&quot;http://dygadget.blogspot.com/2012/01/kodak-polaroid-sc1630-android-or.html&quot; target=&quot;_blank&quot;&gt;Kodak &lt;b&gt;Polaroid SC1630&lt;/b&gt;&lt;/a&gt;: A camera based on Android, something I was waiting for. Instead of having a phone with an inferior camera build-in, we would have a (bit) more serious camera based on Android, allowing to use all kind of camera applications, almost unlimited possibilities, not being restricted by a manufacturer&#39;s firmware updates.&lt;br /&gt;
&lt;br /&gt;
Let&#39;s see who gonna grab the leftovers and patents... &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/8959661936479046920/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/kodak-end-of-lifed.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/8959661936479046920'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/8959661936479046920'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/kodak-end-of-lifed.html' title='Kodak: End-of-Life&#39;d'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-3071413944941436055</id><published>2012-01-16T12:02:00.000+01:00</published><updated>2012-01-16T12:02:31.044+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="angle"/><category scheme="http://www.blogger.com/atom/ns#" term="canon"/><category scheme="http://www.blogger.com/atom/ns#" term="ebay"/><category scheme="http://www.blogger.com/atom/ns#" term="price"/><category scheme="http://www.blogger.com/atom/ns#" term="seagull"/><category scheme="http://www.blogger.com/atom/ns#" term="singapore"/><category scheme="http://www.blogger.com/atom/ns#" term="view finder"/><title type='text'>Canon Angle View Finder</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Quite a few times I wished I had screen to tilt or an angle finder for the Canon 5D MKII, but I am not willing to spend 200 U$ on an accessory that I will use only once in the blue moon. Luckily there is some cheap alternative from &lt;a href=&quot;http://www.camerachina.com/&quot; target=&quot;_blank&quot;&gt;Seagull&lt;/a&gt;, a Chinese company selling a variety of photo equipment (inclusive of a range of large format cameras!). You find the angle view finder with a range of adapters for Canon, Nikon, Sony,.. cameras on ebay for about 50U$. There are different models for 2 to 3x magnification, you can switch from 1x to an alternative magnification factor with a mechanical switch, useful to check focus.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;My first impression:&lt;/div&gt;&lt;ul&gt;&lt;li&gt;It works.&lt;/li&gt;
&lt;li&gt;The adapter is a bit flimsy, you cant easily slide in and out the view finder.&lt;/li&gt;
&lt;li&gt;If you dont use an angle view finder permanently you can work with this one.&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3mmJm9NK8vRATnsIjiMfyHLqNxrdJlA2uTySw3WitGWxI5zYU9FzDqs9Y9l4aCyyB3sep3Gq-erm72r_IG82bxP9wnUvNPMXvtQ5R9AkqReB3fpeW2VJy1RS5bHJwLqv6o-v1WbIrsUg/s1600/seagull2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3mmJm9NK8vRATnsIjiMfyHLqNxrdJlA2uTySw3WitGWxI5zYU9FzDqs9Y9l4aCyyB3sep3Gq-erm72r_IG82bxP9wnUvNPMXvtQ5R9AkqReB3fpeW2VJy1RS5bHJwLqv6o-v1WbIrsUg/s400/seagull2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;The items in the box&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjdoggolBz3Cpx8jPKpe9J7xVgHizT2sMkG5Dehg8ImrzB4j1S8f1eRyLMAuG7PPnirxCGCbVFZYHk2DChLwInJD20apgZ2PDWQy4ntEJyeMyMTsnDGvT0lNRhR6CVz2khvKlOLdy2QLc/s1600/seagull1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjdoggolBz3Cpx8jPKpe9J7xVgHizT2sMkG5Dehg8ImrzB4j1S8f1eRyLMAuG7PPnirxCGCbVFZYHk2DChLwInJD20apgZ2PDWQy4ntEJyeMyMTsnDGvT0lNRhR6CVz2khvKlOLdy2QLc/s400/seagull1.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;On a Canon 5D MK II&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;I dont know about any shop in Singapore selling it off the shelf.</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/3071413944941436055/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/canon-angle-view-finder.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3071413944941436055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3071413944941436055'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/canon-angle-view-finder.html' title='Canon Angle View Finder'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3mmJm9NK8vRATnsIjiMfyHLqNxrdJlA2uTySw3WitGWxI5zYU9FzDqs9Y9l4aCyyB3sep3Gq-erm72r_IG82bxP9wnUvNPMXvtQ5R9AkqReB3fpeW2VJy1RS5bHJwLqv6o-v1WbIrsUg/s72-c/seagull2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-3761239660795790767</id><published>2012-01-16T05:00:00.000+01:00</published><updated>2014-09-21T18:20:07.960+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="17mm"/><category scheme="http://www.blogger.com/atom/ns#" term="canon"/><category scheme="http://www.blogger.com/atom/ns#" term="price"/><category scheme="http://www.blogger.com/atom/ns#" term="review"/><category scheme="http://www.blogger.com/atom/ns#" term="shift"/><category scheme="http://www.blogger.com/atom/ns#" term="singapore"/><category scheme="http://www.blogger.com/atom/ns#" term="test"/><category scheme="http://www.blogger.com/atom/ns#" term="tilt"/><category scheme="http://www.blogger.com/atom/ns#" term="ts-e"/><title type='text'>Canon TS-E 17mm shift and tilt lens</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
I fancied TS lenses for a long time, even bought a 4x5 to experiment some years back, but thats not exactly the kind of camera you carry around with 2 to 6 exposures. Yes, we can use Photoshop and tilt and warp images, fake miniature scenes, etc. but is not the same as using a TS lens. There are only few in the market and they are all expensive (though you can try a shift adapter for MF lenses on Canon or Nikon DSLR). Finally I got one from DDElectronics in Singapore (almost 400 SGD cheaper than other shops in town !), and just start to enjoy this new lens and learn to create images again in a completely new way. I spare you with technical details, as the web has quite a number of reports, tests and comparisons about this:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;http://guytal.com/wordpress/2011/03/review-canon-ts-e-17mm-f4l/&quot; target=&quot;_blank&quot;&gt;http://guytal.com/wordpress/2011/03/review-canon-ts-e-17mm-f4l/&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.fredmiranda.com/reviews/showproduct.php?product=371&quot; target=&quot;_blank&quot;&gt;http://www.fredmiranda.com/reviews/showproduct.php?product=371&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.northlight-images.co.uk/cameras/lenses/ts-e_17_f4_l.html&quot; target=&quot;_blank&quot;&gt;http://www.northlight-images.co.uk/cameras/lenses/ts-e_17_f4_l.html&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.the-digital-picture.com/Reviews/Canon-TS-E-17mm-f-4-L-Tilt-Shift-Lens-Review.aspx&quot; target=&quot;_blank&quot;&gt;http://www.the-digital-picture.com/Reviews/Canon-TS-E-17mm-f-4-L-Tilt-Shift-Lens-Review.aspx&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.ronscheffler.com/blog/?page_id=309%20&quot; target=&quot;_blank&quot;&gt;http://www.ronscheffler.com/blog/?page_id=309 &lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
I highly recommend to read &lt;b&gt;Peter Hills&#39; introduction about tilt and shift&lt;/b&gt; here:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;http://www.redbubble.com/people/peterh111/journal/5713153-an-introduction-to-tilt-shift-photography&quot; target=&quot;_blank&quot;&gt;http://www.redbubble.com/people/peterh111/journal/5713153-an-introduction-to-tilt-shift-photography&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
Drop by the &lt;b&gt;TS-E 17mm Flickr group&lt;/b&gt; with plenty of real-life sample images:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;http://www.flickr.com/groups/canontse17mmf4l/&quot; target=&quot;_blank&quot;&gt;http://www.flickr.com/groups/canontse17mmf4l/&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
My first personal impression:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Its a fantastic lens, a prime lens worth every cent.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Crisp sharp.&lt;/li&gt;
&lt;li&gt;You can shoot handheld, its a myth a shift lens always requires a tripod and a big screen.&lt;/li&gt;
&lt;li&gt;Lot of glass without protection, you will take care of this lens !&lt;/li&gt;
&lt;/ul&gt;
A quick comparison to get an idea what it means to shift:&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgTjZ1En-8Ba4wHNDaMrrS7otW7Pu1D3boNdBt0p1Fy8YLRsy2CdExCyxiYqSBxB3lcqAAPKwv8f_2mFNMEZknZmoSdsBM2A9iN7r8etoF3WmvowH7iAv4LiMEerkAGq9fvpj9XMWnX-U/s1600/IMG_4721.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgTjZ1En-8Ba4wHNDaMrrS7otW7Pu1D3boNdBt0p1Fy8YLRsy2CdExCyxiYqSBxB3lcqAAPKwv8f_2mFNMEZknZmoSdsBM2A9iN7r8etoF3WmvowH7iAv4LiMEerkAGq9fvpj9XMWnX-U/s320/IMG_4721.jpg&quot; height=&quot;159&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt; Shifted 10mm, camera levelled&lt;/li&gt;
&lt;li&gt;Not shifted but camera tilted up to capture rooftops&lt;/li&gt;
&lt;li&gt;Not shifted but camera levelled&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;//ws-eu.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&amp;amp;OneJS=1&amp;amp;Operation=GetAdHtml&amp;amp;MarketPlace=DE&amp;amp;source=ss&amp;amp;ref=ss_til&amp;amp;ad_type=product_link&amp;amp;tracking_id=pan0b-21&amp;amp;marketplace=amazon&amp;amp;region=DE&amp;amp;placement=B001TDM7D0&amp;amp;asins=B001TDM7D0&amp;amp;linkId=73UAJCPSWTZPMOKZ&amp;amp;show_border=true&amp;amp;link_opens_in_new_window=true&quot; style=&quot;height: 240px; width: 120px;&quot;&gt;
&lt;/iframe&gt;

&lt;ol&gt;
&lt;/ol&gt;
</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/3761239660795790767/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/canon-ts-e-17mm-shift-and-tilt-lens.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3761239660795790767'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3761239660795790767'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/canon-ts-e-17mm-shift-and-tilt-lens.html' title='Canon TS-E 17mm shift and tilt lens'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgTjZ1En-8Ba4wHNDaMrrS7otW7Pu1D3boNdBt0p1Fy8YLRsy2CdExCyxiYqSBxB3lcqAAPKwv8f_2mFNMEZknZmoSdsBM2A9iN7r8etoF3WmvowH7iAv4LiMEerkAGq9fvpj9XMWnX-U/s72-c/IMG_4721.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-1079221977771948519</id><published>2012-01-15T10:43:00.000+01:00</published><updated>2012-01-15T10:43:23.953+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="software"/><category scheme="http://www.blogger.com/atom/ns#" term="stitcher"/><category scheme="http://www.blogger.com/atom/ns#" term="stitching"/><title type='text'>Stitching Software 2012</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Some 1.5 years back &lt;a href=&quot;http://panoramaxl.blogspot.com/2010/08/on-stitching-software.html&quot; target=&quot;_blank&quot;&gt;I visited last time this topic&lt;/a&gt;. What are the current stitching software products in the market ?&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;There is not much movement in terms of new players (rather some disappearing), but the leading (2) existing companies keep their software updated and it is fantastic to see how much they still can improve (at least that ones I use). &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;From my point of view the important ones remain in 2012:&lt;/div&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;&lt;a href=&quot;http://www.ptgui.com/&quot; target=&quot;_blank&quot;&gt;PTGUI &lt;/a&gt;&lt;/b&gt;(curr. Version 9.1.2)&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.kolor.com/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Autopano&lt;/b&gt; by Kolor&lt;/a&gt; (curr. Version 2.6)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;a href=&quot;http://hugin.sourceforge.net/&quot; target=&quot;_blank&quot;&gt;Hugin &lt;/a&gt;&lt;/b&gt;(active opensource project, stable version 2011.4.0 from December 2011)&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;a href=&quot;http://research.microsoft.com/en-us/um/redmond/groups/ivm/ICE/&quot; target=&quot;_blank&quot;&gt;Microsoft ICE&lt;/a&gt;&lt;/b&gt; (curr. Version 1.4.4 May 2011)&lt;br /&gt;
I am not sure about their strategy, the tool is free as part of their research but the proprietary display software like HDView and Photosynth is based on Silverlight which is shelved by Microsoft for further development)&lt;/li&gt;
&lt;/ul&gt;Others:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Photoshop Panorama Merge Feature &lt;/li&gt;
&lt;li&gt;Panorama Factory (Jan 2011, ?) &lt;/li&gt;
&lt;li&gt;Easypano (still selling at a unreasonable high price, no further comment)&lt;/li&gt;
&lt;li&gt;Realviz (acquired by Autodesk, also expensive)&lt;/li&gt;
&lt;li&gt;iSeemMedia (?)&lt;/li&gt;
&lt;li&gt;Panavue (?)&lt;/li&gt;
&lt;li&gt;Some OEM software bundled with cameras&lt;/li&gt;
&lt;li&gt;A list of &lt;a href=&quot;http://www.appbrain.com/search?q=panorama&quot; target=&quot;_blank&quot;&gt;panoramic software apps&lt;/a&gt; for iPhone and Android&lt;br /&gt;
(Personally I dont believe in phones making serious panoramic images)&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Sideline: Seems, since the history of patent wars (creation of fisheye based panoramas) around IPIX (defunc since 2006) is closed, even the patent is owned by Sony now.&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;My recommendation: Stick to Hugin and ICE if you want to use something for free, otherwise &lt;b&gt;PTGui&lt;/b&gt; and &lt;b&gt;Autopano &lt;/b&gt;are great products at a reasonable price, up to you to decide which one you prefer, both offer trial versions.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/1079221977771948519/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/stitching-software-2012.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/1079221977771948519'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/1079221977771948519'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/stitching-software-2012.html' title='Stitching Software 2012'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-5046841207845735800</id><published>2012-01-15T09:24:00.000+01:00</published><updated>2012-01-15T09:24:13.605+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="gigapan"/><category scheme="http://www.blogger.com/atom/ns#" term="large panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="singapore"/><title type='text'>Gigapan: View from Pinnacles @ Duxton 2</title><content type='html'>Another viewpoint.&lt;br /&gt;
&lt;iframe frameborder=&quot;0&quot; height=&quot;300&quot; scrolling=&quot;no&quot; src=&quot;http://gigapan.org/gigapans/96847/options/nosnapshots,hidetitle/iframe/flash.html&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/5046841207845735800/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/gigapan-view-from-pinnacles-duxton-2.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/5046841207845735800'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/5046841207845735800'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/gigapan-view-from-pinnacles-duxton-2.html' title='Gigapan: View from Pinnacles @ Duxton 2'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-1752208599240630717</id><published>2012-01-11T12:02:00.004+01:00</published><updated>2012-01-15T09:22:58.171+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="gigapan"/><category scheme="http://www.blogger.com/atom/ns#" term="highres"/><category scheme="http://www.blogger.com/atom/ns#" term="panorama"/><category scheme="http://www.blogger.com/atom/ns#" term="singapore"/><title type='text'>Gigapan: View from Pinnacles @ Duxton</title><content type='html'>&lt;iframe src=&quot;http://gigapan.org/gigapans/96454/options/nosnapshots,hidetitle/iframe/flash.html&quot; frameborder=&quot;0&quot; height=&quot;300&quot; scrolling=&quot;no&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/1752208599240630717/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/gigapan-view-from-pinnacles-duxton.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/1752208599240630717'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/1752208599240630717'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/gigapan-view-from-pinnacles-duxton.html' title='Gigapan: View from Pinnacles @ Duxton'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7244997907434804485.post-3886900106940446826</id><published>2012-01-10T12:02:00.001+01:00</published><updated>2012-01-10T12:04:02.880+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="gigapan"/><category scheme="http://www.blogger.com/atom/ns#" term="singapore"/><title type='text'>Gigapan: Pearl Bank Apartments</title><content type='html'>Seen from Pinnacle@Duxton rooftop garden.&lt;br /&gt;
&lt;iframe src=&quot;http://gigapan.org/gigapans/96453/options/nosnapshots,hidetitle/iframe/flash.html&quot; frameborder=&quot;0&quot; height=&quot;300&quot; scrolling=&quot;no&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://panoramaxl.blogspot.com/feeds/3886900106940446826/comments/default' title='Kommentare zum Post'/><link rel='replies' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/gigapan-pearl-bank-apartments.html#comment-form' title='0 Kommentare'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3886900106940446826'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7244997907434804485/posts/default/3886900106940446826'/><link rel='alternate' type='text/html' href='http://panoramaxl.blogspot.com/2012/01/gigapan-pearl-bank-apartments.html' title='Gigapan: Pearl Bank Apartments'/><author><name>Sven Hafner</name><uri>http://www.blogger.com/profile/12117234727193558434</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>