Canon Thursday 2014, #04

Discussion in 'Canon EOS' started by Norman 202, Jan 22, 2014.

  1. Norman 202

    Norman 202 i am the light

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    Are you new to this thread? The general guidelines for these Thursday threads are right here. Remember: only 3 images each week!​
    Good Thursday Morning Canon shooters and welcome to Canon Thursday #04. I hope you have all had a productive week. Just the one from me this week. Let's see yours.
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  2. Dead tree with bricks and snow.

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  3. Work has me busy. I shot a small college basketball men's / women's double header between the UC Merced Bobcats and the Cal Maritime Keelhaulers. Merced won the women's game.
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  4. And the #18 NAIA ranked Cal Maritime men's team won easily.
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  5. Spearhead

    Spearhead Moderator

  6. Here are a couple of photos taken on a recent trip to London.
    South Bank
    EOS-1, Samyang 14/2.8, Fujifilm 400-iso colour film
    [​IMG]
    South Bank
    EOS 1v, Samyang 14/2.8, Ilford HP5+
    [​IMG]
     
  7. We had a pretty good snow on Tuesday. This group of Bluebirds made the best of of a very windy stormy day.
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  8. How many Bluebirds can fit in a box?
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  9. Snow blowing in below 0 wind blown snow. At least the sun came out.
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  10. Believe it or not, this is a treehouse, allegedly the largest treehouse in the world. It was started in 1993 by a minister in response to a divine message, and continued to grow until the Tennessee State Fire Marshal shut it down in 2012 for health and safety reasons as well as numerous code violations. More on the story at:
    http://www.crossville-chronicle.com/local/x2056632079/State-Fire-Marshal-orders-Treehouse-closed
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  11. kts

    kts

    went looking for snowy owls again last Friday morning and big surprise, came up empty....there was a nice flock of mergansers and a few scaup mixed in with all the seagulls but apparently they didn't want to be photographed so i settled for some lighthouse shots and some abstracts from out on the icy ponds
    caught the full moon before it disappeared behind the clouds
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  12. kts

    kts

    waiting for spring
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  13. kts

    kts

    no luck
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  14. My wife, trying to stay cozy inside the house.
    [​IMG]
    6D, 1/100s, 85mm, f1.8, ISO 1600
     
  15. [​IMG]Fern. Garfield Park Conservatory, Chicago, IL350D, 50mm f/1.8 @ f/2.8
     
  16. Breaking the rules again.... The only (photographic) shooting I did last week was with a waterproof point & shoot because I didn't want to take my expensive DSLR out to the muddy duck blind.
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  17. There was a National Wildlife Refuge nearby and every morning tens of thousands of geese would leave the refuge to feed in the farmers' fields. They filled the sky and made a horrendous racket.
    00cKfQ-545042484.jpg
     
  18. American Robin Poses In Evening Sun
    Canon 5D MkIII, EF 500mm f/4L IS, EF 1.4x TC-III, Av Mode, ISO 800, 0EV, f/5.6, resulting in 1/5000-sec., hand held, with Raw conversion in DxO Optics Pro 9.1:
    [​IMG]
     
  19. Trying for first time
    [​IMG]
     
  20. Foxes Eye Cross-country Skier
    Canon 5D MkIII, EF 70-200mm f/4L IS, EF 2.0x TC-III, Av Mode, ISO 1600, +1EV, f/8, resulting in 1/1600-sec., with Raw conversion in DxO Optics Pro 9.1:
    [​IMG]
     
  21. Snow Boarder
    Canon 5D MkIII, EF 70-200mm f/4L IS, EF 2.0x TC-III, at 265mm, Av mode, ISO 1600, +2EV, resulting in 1/320-sec., hand held, with Raw conversion in DxO Optics Pro 9.1:
    [​IMG]
     
  22. Close to sunset, Canada geese going further south because of the cold weather
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  23. sunset reflecting off birds
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  24. Human, on the other hand heading north for reasons unknown.
    All with Canon EOS 50D, EF 100-400mm
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  25. Always amazed at how these buds survive the Winter...
    [​IMG]
    Canon EOS 30D, 40mm STM Lens at f8
     
  26. Still no winter in the Netherlands.
    Here is my contribution for this week;
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  27. a walk in the snow.
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  28. My street
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  29. Havent touched the camera all week. didn't buy roses.. yet.
    So here's some old ones from before christmass.
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  30. and a chair
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  31. and hats
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  32. <p>Lines on a runway in Death Valley. Taken Dec 30, I am just getting around to going through the pictures. What a great place if you ever get the chance.<br>
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SYcage4aS4/+SQiGWt/SfpB3iT/BVG9ew52HOx6ZAMVOfHzsfW1m5Tf1Pptcep1Fo3GAA+sgk/1NyJEux+xVjuGbq8ZghuN8w0/lUQymvVmMCe+4uCRy8BzQ8XhzSYD/AFBBI5jadqEep9Lr0OVSDE62tP5HoersVaeDZY9rjPpNb56lTI3jQE+QAVUdZwnQK8ugzwPWrb+VyFZ1vDa7bbnY7TP0RYXnTza3ajUj0KriOr//0eCFx8PlKf1mnkH4ghO3GPDyCfLlOccePPHglxldwhdt7ePcPOJ/iiC+n94z5goIxXjQuEngkf6tS+y2xy3/ADUuM9lcITnIq/e/AhIZDJ+mPyIDsYy1pe1rnaNBGpPfa3cl9ifuB3w3uCOf+klxnsrhbdd9e4PDw1w4eDtd/nt9y1KfrB1FghuRXaBx6jWOP+f7XLCGGf35PhH/AJkk3ABP84T5QEfcPZHAHqqPrTnNdNlFFv8AVNjP+otVj/nf1GIqpopA4LQXO/z7/VXIjAHALj30BmP81Tb0y2Z/SEeAGv5E0yidTG0iJGxp6az6xdQtEW35EeDbNo/8DFSC/qAva2u+219bfottc5zR8NznrDf03KDdLHkyI7afDcofsvqggNuc6TqZDYHjq525GOQDaICDAncl3XW40aOaO/8AromNtJE72x4krH/ZnVRq2yzyG6P+lsenHSuq/nXEeO54P/otP95HtOt61EfzjZ8AVH1aOz2/eFmDpmYPpZbR+P5Gp29PsnXJ3fBg/wDMUve8Ee033fZiZlhPjomLqxwW/eFS+wtmPVcT4Brf/MkbH6Ub3FrXOa2tu+2x0BtbP9JbDfb+6xv85bZ+jqR95XtJt7T4H5hNvAEAD7wqxwS5zhSXFo+iDt3EACfb+9/IQfs9vAcfuCXvDsr2n//S5cYTBo66gDvGTWf+obajNxungy61v9nJ0/6OG9Z2893hLeD3cU1e6fp9OGgNXzuyD/56w2Kbf2EBFraif5Lson/qa1kz/JPzKcGP3R+KSnWP/NQu3WY9lrvFg/I69xcmN31fH81g5JjQE2sb+Sl6y9/hr8NE43nhn3kpKb78jAj9HiPb5vyJ/BtTFAPk+0bR+6HF39yrBrx4N+SkGj84k/NBLa9SOTHx/wDOipVPDnhrQ55J4Y3cf7LdFXaGRIbJ/wBfFEa10DQBBTq147T9PD6i8njbW1g/6QtVhvT6SJOH1Nv/AFus/l2ql01/WLXivpz8i0/uVkubP8vdNP8AnLqOnUdaoh/UTjBo+lWKpu+b6fQYz/tu9BLjfstljtvodS3RqHDHH/VWByTuh4obNn2th/luxGj/ADrMn/vq2sk4+QS19dL2yRFmx3u/kiwOVG36v9H2my7Erx6wNzrAfSAH73sexn9tzUVNF3QsID2Z48y81ho8ufd/YQr+ldKoq9TI6t6v/BUNY8k/uitjx/nP2MWfns6U23b04WvaDrZbG0/8U3Yy3/rln/bal03peT1K/wBKkbGNj1ryJawH/q7Xf4OpFC/T+n39Sy/s2ENrR7rLH8Vs/wBJds9u79ytv00TqWXjbW4HTyRgUOnefpZFo9rsu53537uMz6FVav8AWczE6ZinonTRtBE5lvL3SPoPc36Vtv8Ahf8AR1/oVzbrCTHZJSem07bBJGwts0iYB9Ozn+S/f/YRr6/W4aGXBwYSPomw/Qqc7/h2+/Dv/wDQa/8AwdqpUH9NAlzbA5jmNZ6jjI/Mp3M/d/eRq8gin1HB1haPQy6vTdDqfzH25G57ftFLv5v9HTs2MQO6ej//08l/1e6dEsfkM+Ird/BrlB31aY6PSzHie1lMf9/Yt8N26N+5oSdvgyw/P+5NXvOn6r3kw3LoceYIcD/6MTf81uoj6LqH/F5b/wCfK2rpW741IaO4aA0/NORWNXCD2Lhz/nFJTy5+r3VxxS1w7bLGH8rmqLuh9YaJOJYR4iHf+e3LrAaYlzpkdhCk2wH+bBj/AF/OQS8cemdQrHvxb2Dzrf8AwalViZT3+lVj3OefzQxwP/Sb/wBUuwdlPZ+eZ8GOM/iom+942tnX6IJOp/ruO1BTj431bzCQ/Ntrw2HX3TY7/Nq9n/gi1MfpvRcYEhhy7W6l9vuZ/wBtRUxv9tT2jUWWO3nT9G4kD+07cj+iYBJho115/wA1rWpKSOzbnVCthY2rWKW7mMH7vsn/AL6lSy507m1n93e8hpj+Tt3OQ78rGwq22ZhZW12rHGX2vA7Y9M7rP+M/mf5awM/6yZN4czHDsShw2kh261zfB9/+Da7/AEWPs/r2pKdnL610/AD6zTvy+DWx26P5Ntj91eN/V9N+T/xa5rN6lk5rt1zvaDLam6Maf6klz3f8LbvsVPcAIHt8uFpdF6Jd1OzeT6eIz+du7n/g6f5f8v8AwaSmHSumX9Tu2sJroaR6txHH8iv9+3/z3+et/qnUcbouCzD6e1rbXA+i3mPzbMy5357/ANzd+f8A8WrGdm4nR8H062BlNf6Oqpmhc4+7Z/3+25cXk5V2Vc/Ivfutfy7wA4YwfmsZ9FiKkb3EuOpLnGSXakk/Sc7+U5RBIJTSJLufL+KiDKKmdbyyxlgca4c0+o0w5usF7T+81WWtrqz34tXUHHFyRD8ppBDg4F2zI3bWO/SH037lSBbBAImSFdysHEZ0+nKxj73bfWYbA4jcI/m/pM22pp6eOiR+Wr//1Le0/nD4HiPkFH2ToD5aEBYDPrYNPXxhPix5H/nxjv8Aq1Zp+s/Tn6WV2MHiQHD/AMCs3f8AgaYvdUPHDAAfECT/AJyRMD3GB5wqY6x0q0ezKrrn815LT/02NVmt+NaZa/1wZP6Mhw07+xztv/XEkr72sgtJnzP+xyVllhaHWvIae3H4fSd/mpCvHa9ztu57vosOkf2X7d//AIGjNqa6H3Ez/Kk/IOb7UlNenVzfTrFrp03AgR8irApIdvuIpmdQ0uMf9NSLLB7KYJJA0EnX9/8AcVLqHWMDBc5mmXlR/MsMMYf+Hs93+Z/O/wDFpIb9b9jTa149KsS+2yGgebn2bWsWP1D6y67MCLHTByXthg/8L0mN/wDXub/1pZGd1LL6gWuybNzWmW0MG2tnmxk+538t/wCkVTcONfh2QSltutttddc822v+lY8lzj81AOMyTOndD3CYPPmtroPQTmublZWmIPo1k+6yP+po/l/4RJSui9Bszy2/J/RYXM8OsH/B/u1/8L/22unyH4eNibSG0UUNmAIDWsM/9UiOLGCBoBoxoABAHAG1v5rVx3W+qnMyHU1O/Vaj2Eb3D8/+Uz/RpKavUs63PyfXILa2jbTVP0WeOv8AhH/nqmR3Ig+GqkYJ1APc+KG6SYiTxr/5yUVKPZoMfNIEgaOmP5KhJJ408jJ/FTkgaz+ARQv7p4JPYCBz5J2dPyrf1nHodbSTte9sGHD6QHu3JTp2147rV6Gd7cpvta9hZYHTEgjY6f6mxNkSBYTEAmi//9Xi2gkyNEjtkgjcT2UXfP5cfP8A78lXG4xtiPOf7Upi9lBIO7Qfu8n47lJrQ3Vnt85I/wCkmZM+WvEeCk2Z7TrxE/8AkUktmrqHUKhtryrWjkN3l7f8yz1Fbp+sHUa4L/Sug8uZtdp/KpNSzW890h8v4pKdTL+sHUMqsVVkYtcH1G1F0vJ/fe472t/4Nv8A1xZzS5ogNEeQgJjyP48payf4wgpRtEnc12ndvH8Eja0fmujv/rKbxVrpW37fRu9Kd+nq7on+x/hP9Hv/AD0lOt0PoTbtuVmtcK9HVUFpO7/hLv3GfyPz103qj6IduGgLQCDA+iNrRtQ3/TPH0jO76aBlz6Wm+fdG2N//AKD7/wDCpKcj6wdXDQ/CxnjefbfaDGka0s/lf6Vc9xoIgcwY/wDMUKz86NnJ+n8/p7vzlETDd/p/9b5/s+kipISDqJ8gJn8qhryB+MJHdPs9SPKOP+u+5QG6RMzP5u2PnHtSUyJPcHTnv+RTGw6aSoumfKTzCkPKPn/tRQvp4DXv/vUXtY5svIBA0mNPFSb9EeP8niP+pULPoO3b9saR9H/wP3pKf//ZADhCSU0EIQAAAAAAewAAAAEBAAAAGABBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgAEUAbABlAG0AZQBuAHQAcwAAAB0AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAIABFAGwAZQBtAGUAbgB0AHMAIAAxADAALgAwAAAAAQA4QklNBAYAAAAAAAcACAAAAAEBAP/hJZpodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMi1jMDAxIDYzLjEzOTQzOSwgMjAxMC8xMC8xMi0wODo0NTozMCAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczphdXg9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvYXV4LyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6Y3JzPSJodHRwOi8vbnMuYWRvYmUuY29tL2NhbWVyYS1yYXctc2V0dGluZ3MvMS4wLyIgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxNC0wMS0yM1QxNTo1NzoxOS0wODowMCIgeG1wOkNyZWF0ZURhdGU9IjIwMTMtMTItMzBUMTQ6MTc6NTUuNTAiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIExpZ2h0cm9vbSA0LjQgKFdpbmRvd3MpIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE0LTAxLTIzVDE1OjU3OjE5LTA4OjAwIiBhdXg6U2VyaWFsTnVtYmVyPSIwNzIwMjQwMTA5MzMiIGF1eDpMZW5zSW5mbz0iMTYvMSAzNS8xIDAvMCAwLzAiIGF1eDpMZW5zPSJFRjE2LTM1bW0gZi8yLjhMIElJIFVTTSIgYXV4OkxlbnNJRD0iMjQ2IiBhdXg6TGVuc1NlcmlhbE51bWJlcj0iMDAwMDg0YzFkYiIgYXV4OkltYWdlTnVtYmVyPSIwIiBhdXg6QXBwcm94aW1hdGVGb2N1c0Rpc3RhbmNlPSI0Mjk0OTY3Mjk1LzEiIGF1eDpGbGFzaENvbXBlbnNhdGlvbj0iMC8xIiBhdXg6RmlybXdhcmU9IjEuMS4zIiBwaG90b3Nob3A6RGF0ZUNyZWF0ZWQ9IjIwMTMtMTItMzAiIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDozM2Y1MGFlYS03NGZkLTljNDgtOWIwMy1kN2E3MDA3MTcyZmIiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0iMTJFQThBRDc2Qzg5MDBCRERGNUIzNDE3NjRDMTZBRUYiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6QkY5QUM0MTc4QTg0RTMxMTk3M0RCOUNCQkUxNkEyRjgiIGRjOmZvcm1hdD0iaW1hZ2UvanBlZyIgY3JzOlZlcnNpb249IjcuNCIgY3JzOlByb2Nlc3NWZXJzaW9uPSI2LjciIGNyczpXaGl0ZUJhbGFuY2U9IkN1c3RvbSIgY3JzOlRlbXBlcmF0dXJlPSI1NzUwIiBjcnM6VGludD0iKzEwIiBjcnM6U2F0dXJhdGlvbj0iKzEwIiBjcnM6U2hhcnBuZXNzPSI2MCIgY3JzOkx1bWluYW5jZVNtb290aGluZz0iOCIgY3JzOkNvbG9yTm9pc2VSZWR1Y3Rpb249IjI1IiBjcnM6VmlnbmV0dGVBbW91bnQ9IjAiIGNyczpTaGFkb3dUaW50PSIwIiBjcnM6UmVkSHVlPSIwIiBjcnM6UmVkU2F0dXJhdGlvbj0iMCIgY3JzOkdyZWVuSHVlPSIwIiBjcnM6R3JlZW5TYXR1cmF0aW9uPSIwIiBjcnM6Qmx1ZUh1ZT0iMCIgY3JzOkJsdWVTYXR1cmF0aW9uPSIwIiBjcnM6VmlicmFuY2U9IisxNCIgY3JzOkh1ZUFkanVzdG1lbnRSZWQ9IjAiIGNyczpIdWVBZGp1c3RtZW50T3JhbmdlPSIwIiBjcnM6SHVlQWRqdXN0bWVudFllbGxvdz0iMCIgY3JzOkh1ZUFkanVzdG1lbnRHcmVlbj0iMCIgY3JzOkh1ZUFkanVzdG1lbnRBcXVhPSIwIiBjcnM6SHVlQWRqdXN0bWVudEJsdWU9IjAiIGNyczpIdWVBZGp1c3RtZW50UHVycGxlPSIwIiBjcnM6SHVlQWRqdXN0bWVudE1hZ2VudGE9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFJlZD0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50T3JhbmdlPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRZZWxsb3c9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudEdyZWVuPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRBcXVhPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRCbHVlPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRQdXJwbGU9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudE1hZ2VudGE9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50UmVkPSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudE9yYW5nZT0iMCIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRZZWxsb3c9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50R3JlZW49IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50QXF1YT0iMCIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRCbHVlPSItNyIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRQdXJwbGU9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50TWFnZW50YT0iMCIgY3JzOlNwbGl0VG9uaW5nU2hhZG93SHVlPSIwIiBjcnM6U3BsaXRUb25pbmdTaGFkb3dTYXR1cmF0aW9uPSIwIiBjcnM6U3BsaXRUb25pbmdIaWdobGlnaHRIdWU9IjAiIGNyczpTcGxpdFRvbmluZ0hpZ2hsaWdodFNhdHVyYXRpb249IjAiIGNyczpTcGxpdFRvbmluZ0JhbGFuY2U9IjAiIGNyczpQYXJhbWV0cmljU2hhZG93cz0iMCIgY3JzOlBhcmFtZXRyaWNEYXJrcz0iMCIgY3JzOlBhcmFtZXRyaWNMaWdodHM9IjAiIGNyczpQYXJhbWV0cmljSGlnaGxpZ2h0cz0iMCIgY3JzOlBhcmFtZXRyaWNTaGFkb3dTcGxpdD0iMjUiIGNyczpQYXJhbWV0cmljTWlkdG9uZVNwbGl0PSI1MCIgY3JzOlBhcmFtZXRyaWNIaWdobGlnaHRTcGxpdD0iNzUiIGNyczpTaGFycGVuUmFkaXVzPSIrMS4wIiBjcnM6U2hhcnBlbkRldGFpbD0iMjUiIGNyczpTaGFycGVuRWRnZU1hc2tpbmc9IjAiIGNyczpQb3N0Q3JvcFZpZ25ldHRlQW1vdW50PSIwIiBjcnM6R3JhaW5BbW91bnQ9IjAiIGNyczpMdW1pbmFuY2VOb2lzZVJlZHVjdGlvbkRldGFpbD0iNTAiIGNyczpDb2xvck5vaXNlUmVkdWN0aW9uRGV0YWlsPSI1MCIgY3JzOkx1bWluYW5jZU5vaXNlUmVkdWN0aW9uQ29udHJhc3Q9IjAiIGNyczpMZW5zUHJvZmlsZUVuYWJsZT0iMSIgY3JzOkxlbnNNYW51YWxEaXN0b3J0aW9uQW1vdW50PSIwIiBjcnM6UGVyc3BlY3RpdmVWZXJ0aWNhbD0iMCIgY3JzOlBlcnNwZWN0aXZlSG9yaXpvbnRhbD0iMCIgY3JzOlBlcnNwZWN0aXZlUm90YXRlPSIwLjAiIGNyczpQZXJzcGVjdGl2ZVNjYWxlPSIxMDAiIGNyczpBdXRvTGF0ZXJhbENBPSIwIiBjcnM6RXhwb3N1cmUyMDEyPSItMC44MCIgY3JzOkNvbnRyYXN0MjAxMj0iLTgiIGNyczpIaWdobGlnaHRzMjAxMj0iLTU1IiBjcnM6U2hhZG93czIwMTI9Iis2MSIgY3JzOldoaXRlczIwMTI9Iis5IiBjcnM6QmxhY2tzMjAxMj0iLTI2IiBjcnM6Q2xhcml0eTIwMTI9Iis0NCIgY3JzOkRlZnJpbmdlUHVycGxlQW1vdW50PSIwIiBjcnM6RGVmcmluZ2VQdXJwbGVIdWVMbz0iMzAiIGNyczpEZWZyaW5nZVB1cnBsZUh1ZUhpPSI3MCIgY3JzOkRlZnJpbmdlR3JlZW5BbW91bnQ9IjAiIGNyczpEZWZyaW5nZUdyZWVuSHVlTG89IjQwIiBjcnM6RGVmcmluZ2VHcmVlbkh1ZUhpPSI2MCIgY3JzOkNvbnZlcnRUb0dyYXlzY2FsZT0iRmFsc2UiIGNyczpUb25lQ3VydmVOYW1lMjAxMj0iTGluZWFyIiBjcnM6Q2FtZXJhUHJvZmlsZT0iQWRvYmUgU3RhbmRhcmQiIGNyczpMZW5zUHJvZmlsZVNldHVwPSJDdXN0b20iIGNyczpMZW5zUHJvZmlsZU5hbWU9IkFkb2JlIChDYW5vbiBFRiAxNi0zNW1tIGYvMi44IEwgSUkgVVNNKSIgY3JzOkxlbnNQcm9maWxlRmlsZW5hbWU9IkNhbm9uIEVPUyA1RCBNYXJrIElJIChDYW5vbiBFRiAxNi0zNW1tIGYyLjggTCBJSSBVU00pIC0gUkFXLmxjcCIgY3JzOkxlbnNQcm9maWxlRGlnZXN0PSI3ODdGMDFFMEUzMDE0NjI2NUUwOEU1MzQ4RkJDREU1NyIgY3JzOkxlbnNQcm9maWxlRGlzdG9ydGlvblNjYWxlPSIxMDAiIGNyczpMZW5zUHJvZmlsZUNocm9tYXRpY0FiZXJyYXRpb25TY2FsZT0iMTAwIiBjcnM6TGVuc1Byb2ZpbGVWaWduZXR0aW5nU2NhbGU9IjEwMCIgY3JzOkhhc1NldHRpbmdzPSJUcnVlIiBjcnM6Q3Jv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
     
  33. Great shots this week everyone. Here my are 3 in yesterday's fresh snow walking along the Delaware Canal in Southeastern Pennsylvania.
    No.1
    00cKlp-545055584.jpg
     
  34. No.3 The soldier's grave yard a few hundred feet from the canal in Washington Crossing Park
    00cKlu-545055984.jpg
     
  35. [​IMG]

    Ashley

    Larger

    Camera: Canon EOS 50D
    Lens: Canon EF-S17-55mm f/2.8 IS USM
    Exposure Program: Manual
    Exposure: 0.008 sec (1/125)
    Aperture: f/9.5
    Focal Length: 40 mm
    ISO Speed: 200
    Exposure Bias: 0 EV

    Lighting;

    200ws strobe with a 24x36" softbox high, camera center above and forward of model's head as key light,
    Canon 580EX II with a 12x12" softbox, low and slightly camera right as fill light,
    Canon 430EX II with spot grid camera left, shooting behind the model at the background as the background light,
    All triggered with radio triggers.

    Edited in Photoshop CC.
     

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