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The World Bitumen Prices Game

To flow by way of oil pipelines, it should both be upgraded to lighter synthetic crude oil , blended with diluents to kind dilbit, or heated to reduce its viscosity. Approximately 1.0–1.25 gigajoules (280–350 kWh) of energy is required to extract a barrel of bitumen and improve it to artificial crude. Since a barrel of oil equivalent is about 6.117 gigajoules , its EROEI is 5–6. That means this extracts about 5 or 6 occasions as much power as is consumed. Energy effectivity is expected to improve to a median of 900 cubic feet of natural gasoline or 0.945 gigajoules of energy per barrel by 2015, giving an EROEI of about 6.5. Bitumen with a high viscosity or with too many contaminants, isn't appropriate for transporting through pipelines or refining.
  • The Nebraska Supreme Court is expected to listen to arguments by October concerning the ruling that rejected Governor Heinman’s authority to approve the pipeline.
  • It could also be used for different fuel fractions, however the finish result is that liquid gasoline must be piped to the upgrading facility simply to make the bitumen transportable by pipeline.

Asphalt swelling is first induced by radiation due to the presence of hydrogen gas bubbles generated by alpha and gamma radiolysis. A second mechanism is the matrix swelling when the encapsulated hygroscopic salts uncovered to water or moisture start to rehydrate and to dissolve. The excessive concentration of salt in the pore answer contained in the bituminised matrix is then liable for osmotic results inside the bituminised matrix. The water strikes in the course of the concentrated salts, the asphalt acting as a semi-permeable membrane. The swelling strain due to osmotic effect under fixed quantity could be as excessive as 200 bar. If not correctly managed, this high stress can cause fractures within the near subject of a disposal gallery of bituminised medium-degree waste.

Canada Crude Oil And Bitumen Exports1988


On January 6, WTI oil reached $ sixty three, which was the highest price within the present year. Moreover, OPEC’s highest oil price in 2020 was recorded on January 6 at $ 70. "Natural Resources Canada team bitumen suppliers UK investigates solvent extraction process for oil sand bitumen; non-aqueous alternative to hot water processing with lowered environmental impacts".
This proportion was anticipated to increase in coming many years as bitumen production grows while standard oil manufacturing declines, although as a result of 2008 economic downturn work on new tasks has been deferred. Petroleum isn't produced from oil sands on a big level in other nations. The Cold Lake oil sands are northeast of Alberta's capital, Edmonton, near the border with Saskatchewan. Although smaller than the Athabasca oil sands, the Cold Lake oil sands are necessary because a number of the oil is fluid sufficient to be extracted by conventional strategies. The Cold Lake bitumen contains more alkanes and fewer asphaltenes than the other major Alberta oil sands and the oil is extra fluid. The largest Canadian oil sands deposit, the Athabasca oil sands is in the McMurray Formation, centered on the city of Fort McMurray, Alberta.
Although oil sands exports to Europe are minimal, the difficulty has brought on friction between the EU and Canada. According to the California-primarily based Jacobs Consultancy, the European Union used inaccurate and incomplete data in assigning a high greenhouse gasoline rating to gasoline derived from Alberta's oilsands. Also, Iran, Saudi Arabia, Nigeria and Russia don't provide information on how much natural gasoline is launched through flaring or venting within the oil extraction course of. The Jacobs report pointed out that further carbon emissions from oil-sand crude are 12 p.c higher than from common crude, though it was assigned a GHG rating 22% above the traditional benchmark by EU. Thus, all kinds of oil sands projects except new mining initiatives with integrated upgraders have been expected to be consistently worthwhile from 2011 onward, provided that global oil prices remained favourable. Since the larger and extra refined refineries preferred to purchase uncooked bitumen and heavy oil rather than synthetic crude oil, new oil sands projects averted the prices of constructing new upgraders.
imagehttps://www.investopedia.com/terms/b/bitumen.asp ='display: block;margin-left:auto;margin-right:auto;' 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qb9BF9BH/Ral97U36CL6Chdc3+X+Sn8J/wDIrvW4iCxwB/FPyKt+nF9pxPMqwndpY+KCXDG08MTWzCqDwxjY77LqUNPgAXsHu380rqJ0bimrg6aKOWM00pLJY2SM2tqIh2y8EXGee/M80yr+FelKT5W+ApW7oVNL4lwyo4kzUt6k2hrw8nIBXe+59Qe8aH9Up/q1sQaF0bfa0lI382mhHyMSlv1mNLL0vL+ozVsXOLimQPFj0Z3kZL0Y2y+RCnwaK0vvam/QRfQXo0Wpfe1N+gi+gp/Gv/F/uLrpP1IIbjjAMiFw+tHGx0dgRcngrYf9F6b3vT/oIvoqh3dRY8WY3WUjGMZEw0+yGANA2qOnebNHgi7nOOQ4q616vGVRKSwH4Y4tPJIWrGs9iAvlddjLiYGV0p3F1JHNTVRljjkLZowC9jXkAx3IBcDYXU9O0bpuNPT/AKCL6KvvusKFaUdP/eTiHTNbc88tlfxjTBvt2rlNPcQYYnZi1lak6L03van/AEEX0FhLolSnI01MRyNPCR52JJdbw86f5LV0vD5KGaKaW9E/Zv4N+al/B8ebIAWkG43qcsZ1O4VKCH0FIL3u6GFtPJnvIkp+jkB6w66irTzUO+la6fCnySMbdzqSU9JJsjf3tJYOe4Wv0Uu051zZ9w1heXXKVV+pNP8Ag5uenN+qJoOeL5dqSlt41yujGkrZWggggjL1+ZdXTWstWlVjNZMeUHFjbWQ3uCLqONPNDrjaaM9+XrZSvLYXz35/uTTiNS38YjtRKaTyiIZTKw4jh5abELQLVLOsSjjcC5trqK5m5rIuXGe6NSm3gY4mro9G8HLyE14ZT3IUraMYaGMHNc2Nvhanyyy6q+yHHA8ObGLAZrqKJo4703UkfMJ5FW1ouVuRWlGVJmxE21/EnCllCjvHdPWNJDbevUuZrNYb/wAVcyrxjyzuNvOXCJ7hrbbyFqVGOxg+E4W8ar7Uaayu4lNFXjzzvJ/gl5XkEXqxfuyZNZOlkboixhBJXC6pMOElQLi4vf0LhDVOdvKlnULF7Lf19c1zSue7NLwdugqdKWCd6PDmgCwAKcIQMgM0gH8ClaeOxunmtjKwkcvrWd7A5VPxRvhHxq1utptoHFVUxIeGfGleoL/Rj92P2HEvudxqgYemYeNwrRMf4I+ZVn1NZzNHWFZuggy3pfp7Sh+p11FetfYQmk3WFlqYxWWjdfkVvSszuEy6TvOw644FbFFJyRl1eCutXPeocfylYnRl56FnLZCrkW/yg9blZHRm3RMG7LNZr3vps1bpYoU19BwheALHNIucLlLtgGaTksBe6fRmmu1p371r10d8wl4Tfcd68nyBVsXuQ90cLpPhRJvb505aOghtk9zQ3HNeU1OArKjUmpPlbEQk1DT9ciFS02urJauP5lSfBof2YVdK5lgrF6uf5nSfBof7jV5n+o/kh9/+Da6N80vsamtLT2nw2nNXV9J0IkZGejZtu2n32fBuMst6iX78HB+dX+rf/wBpTu/f6Ef8Kpv7zlUnVnq+p6iJjpGuJcLmz3DzArzdtazuJaYYz9TZr140Y6pFxcD7qzBZXBpqJISSADNTytbc83Ma9rR+U4gDiQpnwnEY5mNlheyWJ42mSRPbJG5vNr2ktcOsFUWh1H0ThkyQHn0r/nuF2OoPD5cIq2shmfJh9RI2OeCYg7Ej7MZVROaA0PadhrxYbUV77TmR2ardIuKay1n7C9PqNGbxnH3LU6a6Mw1lPLS1LduGVuy4bnAjNr2O/FkY4B7XjMOAK+aemejstJWVFDOdqWnk2Nq1hJGQHRTBtzYSRua/ZubbVuC+oqpj3fGDNir8NrQMp4pKaQgZewPY5hcbW2iKggcSI/yUpbVNFRZ49xqosxZDGrqiPf2HnliFCf8AzUK+mqpTq60aj6eleBe1TTO8rZmOB7c1dZaXWacIShoedhWxrdxSwsYZD2v7X5Bg8sEU8E0xmjdI0xOjAAa7ZIO2RnxyUZ/fuUXvKr+PD9Jcf9kZYDXYYDuMEgPiMzVEujWC0weOlijcONwfSs+2tXWeE0vuNVKmhZxksV9+5Re8qv48P0kffuUXvKr+PD9JcdhOgmGvAPe8OY5H0p5g1WYcbfyeHsPpTkukVF/cv5EPxSn4f8EVd0trnhxqbDu94JojA+VpEpY4vM76fZ2dgnd0Z38wrPagaTZqW/B3/LGuPoNVeHscyRlNE17HNe1wBuHNIc1w8LgQCpO1XQ2q8t3QyfKxWxs5UaE3J+xU7qNarDC4ZL1lXTWX3V9LQVlRRSUtS98D9hz2OiDHXa11xtOB3O4qxa+cWuWhZJpLiDJWhzDLudu/0USxoR1NI1pS0psm/wC/coveVX8eH6SPv3KL3lV/Hh+kuRwPV5h5bd1PCT1g+lIaTaJYXC03p4drgBf6S0PwyflfyI/iEW8JM7X79yi95Vfx4fpKsGtvTVmJYtUV0THxxzdCQx5Be3oqeGE7Rblm6MnLgQlsfpqYk9HCxo6gfSmaGlY03a0A7suV0QspQmnlcl0rhaS53cHfzWs/7+L9krHTyWBPIE9guq2dwPJemruqoi/ZKx+Ie0f+Y75CquoPNeTX0/wi6j8qKt/ftUXvOs+NB9NH37VF7zrPjQfTVONCnReF0rGv3W2l01T3sRlBEPED6VFGylUjqTSOZ1tLxgufqw7qvDa6dlMWz0s0jgyM1DY+ie9xs2MSRyO2XuOQ22tBNhe5AU9r5Q0mAmaaKGljvPLIyOIMuD0jjZpBGYAPhF3AAncF9XWNyF8zbfz61TWouk8NncJqSyihvdKMGG45KI8oauKOtDBuZJK6SOUjP8eaGSQ7s3lNX3STbLknz7IvUj7ZULB7ZtCHH819RMG+djvUqBqZy1Om3ThFxe4jd0Yt5wSLiGn0hyue396Ya/SeR2e0e1c65+fr8q9ctGV437Cqpx8GzV4g528/L2LS2UPcURjf6+NKzqOR2jY0Tgu9qlagfwso40EHhhSfR05sti2itvsI3HJvUz7nxBamk0TujNlvYezNO0MQO9aCiKt43ICq8KeTkCVv0WhsrreCc1NrcIZl4I7AnWjpmhcfDU3LU0XTvZvghvDtXTz7YFZYnq6eBl1/IpycwcAl46K4Vvbp+8V+xS7mrymVRrMJcw2cFLuoSns4nkLJy1k6MN2TI0ZjfknDUZA1rXE8wlpWsactceGMuv3KLfvsmSVM7O3FbUbDv3rXqXjaBWxEd9ibK72EOTh9c8hEDlVqpNz5VZXXVP7CQdyrfPHnklup+mnH9R6wXpf3JK1KQjpmk78lZiOYWyVbdScBMrfX+KsbT2FrpWwXof3Ouof7i+wpJGeHYuX0sadhxPI/IV1jZd65bTZ4Ebz1H5FrWr9aTMut8pXmlbec/nfOrE4BCRGw9SrthOc9x7r51YjByejbY/irPpvN5Uf/AHk1bx4pQX0N6eSwNky4nW2YRfgnCUC2Zz5Jk0kZaMkjgtilFN4MqUsGGjGMbQLeR+dOkpPEqJtGsZDJczx3KVqWQPaLJClW/wBWcPDHLqjoaa4aF6ZyymPkXsDLAbljNEfInRTBpVJOeaslq4/mdJ8Gh/uNVdKqHwVYvVyP5HSfBof7gXm/6j+SH3/4Nro3zS+xD3d+/wBCP+FU395yrbqMm9ijHUFZLu/f6Ef8Kpv7zlUjVJiewGZ8AsXpNZUq2WaXUKTqUmkWcpPa8rrXxmj8E87JDR+ta4A3GYTjiTxsu8WS9tOScdjykMp4ZY/CJ9uON53ujY74zQfnVZ/sj0P4Oo5OLcQa0f71PO4+eMKzGEQbEcbD+LGxvxWgfMqzfZIagDDaNnF2INd5GU84P98L5u+dj2643GTU3PtCkPOSnP8AxsVvlTfUa3waP/vKb9oxXIWh1D+z7CNj/d9zkdOdWlDXPZJW00c742lrHPLwWtJ2iBsuA35pnGo3CfeUXxpfrFhre110OFSRRVpmDpWOkZ0UXSDZa7ZNztCxuuG++/wb3VV+rH6aQUmuGPYJLpdU2HN9rTMHifN9YoN7qbG4cKnoGQw2bUCba2XOObHwhpO2Twedy6f77/BvdVX6sfpquXdh626PFZcPdQmUiATh/SxmPOR8Jbs5m/tHeLJW07ipGWVJ/uVTt6clhpE+6O4617QQQd3FdjqtqAawD/UyHzsVO9H9J3sA8I5dZsps7lPSd02KbDiSO9Kh3Y+AfOt64rp0JL6GTRs5RqqWVjJblcHi+p7DJp31UtJG+okO0+UukDnGwFzZ4G4AZDgu8UL6cd0xhdHUzUlQ6oE0L9h4ZAXNvsh2TtrMWcF5pPBuNZO2j1XUAyFO0DqfL9YtGr1L4Y/N9Ix3jfMf+Yo9++/wb3VV+rH6aPvv8G91Vfqx+mu+7Py/3OFTiuEiqPdGUUVNjNbSU7BHBG+HYY0ktaHUsD3W2iTm9znZniuQYM06689K4a/GKuspS4wSmIsL27DvAp4Y3Xbc28JjvJZNAWjaSco7idykmXE+x+u/k+IfCYv2Ks3Iy4IO4ix8RVYvsfX83xD4TF+xVnZpLAk7gCezNJXP+4xuj8iIwb3PWCj/AOnwdsv1iz+9/wAG94Q9sv1i47773Bvd1P6s76S8Pde4N7up/VnfSVSk1wztpMlLQ3VrQUbi+jpKeGQgt6RkYMuyd7eldeQNNhdodY2HJdRVVDWNc97mtY1pc5ziGta1ou5znHINABJJyACrRj/dp4awHoKetmdbLaZDDGTyLzK548fRnyqt2vHujq7FWmDwaWjJzp4C4uk3WE8xs6UA3Ow1rGe1JaS0OUNtkjL3QunYxTFZ6mMk04LYYLi3sEIs11iA4dI7bm2XZjpLcFz8ITfg1BbM7z5gnZrfXzrTtaTjHLELipqexg0pS6xcsSU0LGDgUOKzaP4JTYUrchi+iFSA8X8SmHCKnIWUA0s1jcLvtFdKrWDuHFaFtcJYKLii3uiWKZnGy2mEjOy5vDdJGHPaHmSlZpVGPxr9S1lcREHTlng6xhNty2qaM3F1y2Eadxk2XXRVBf7XcrozyVzg48o3Y5rLcgkJyutCGIcU7QNFrtGalnAw6ZMHQvvyTXqlADHW571v6fuPQuSGqpvsfDeom/Si2GVTl90dxMW7xvRTy+tl6+IJBkvAbrrnlFRwOuSmvHYDmoDOFO2rWKtnpDRNcLO3HqXNM0Pj2g7ZVtSjSrU1r2wWULl0srGTn9Rej5beR4O7LyqVJXWK0sJiDMgMhlZK1EhO5VQpRhtHgirVdSWpjl0mSj/WzW7MDr7z65Lsw6w8K6gjXTj22/YafBGXlXUZRpJzft/k4p03Vmoo4/Rlx6QeP51ZDRuX2Nt+QVcdDx4YvuuPlVkcBg8FvK3FY/TnqqzkzS6ksKCF3RXN+xM2lwJjcOop/Nhc71z+kNT4Lr8ivQ0H60Y9XggYz7Mp8fzqYtCMTD2gE7lB+OSeyHjmflXVaC40WuFty8zdVXSvHP2zuehnS71uvKRObAT7VKmPLPfyTPhmLDfcDLqS0+Oxjwi4dq2Hd04rLaMSMJPZIWrXG2VlYjVwf5HSfBof7gVTce02jAyN/ErVapqnbw+heNzqOnd8aJp+dec65dQrRio+Tc6VRnCTcljYibu/f6Ef8Kpv7zlRzRet2Wt8S+nWtHQKnxKnNJV7ZhL2SERv2HbTL7PhWOWe5RZF3JWEDcKv9ad9FYNGai8s2JJtbFX8B0wLLZ5Kc9QVPLiE7Xlp71gc18kh9q6RpDmwNO5zibOeB7Vm+xezakTBO5kwiJwcYJZSDcCapmcz/eY17WPH5LwR1KXMLw+OJjYoWMiiYNlkcbGsjY0bmtY0BrR1AJx9QmouMGxV2VOUtUlubKo79ke0hElXQUTTnFDJM+xy2ql7GMBF/bNbAXZ7hJ1q42nelUFFTS1dU8MhibtOP4zjuaxguNqR7rNa3iSF8ttL9KJMRxCeumFnyy9KWg3DGNAZDEDYXEcbWRgkXIZfekIxy8DbeFksXqvx2NklHHfM1FKwDrMsbR8qu0vmZq4rSa3Dxf8A+oUI/wDNw5L6Zp2+csxz4FrWEYp6Sjv2SMfyzDr+95f2wVcosIjPA/GK+iGvnULBi8sEs888JhjdG0QiMghztok7bXZ35LgWdxxSD/ttZ8Wn+qS9CUE/Wi6opP5Slz8Gj5H4xSlPhMYINjcEEXJ3jNXPHcdUnv2s+LTfVI+86pPftZ8Wm+qTSq0PH8FHbq+SpEc3BTX3EbvwwfgFT+1plzndOarocHko2xTzTCobOSZhGNkwmENDeja3f0hvfkE+dw0++MH4BU/taZWzqxnTljwcQhKM0mXuXzC7qWIOx7Egd3Tj9lGvp6q9axe5Upa2snrpKqqjknftubGIdhp2Wts3aYTazRvKyotJ7jr4KIx4Ozr7SvRg7OR7SrqDuNqT37WfFp/qll95xSe/az4tP9UnlUo+P4Fu3U8lL6LD2tJIGdrZ38fzLeY319fIrhfec0vv2s+LTfVKr+uTRxlBiNVQRyPkbC6INfIGh7hJTxTHa2AG5Okc3IbgFdSr0+FsVVKM+XuWf+x+fzfEPhMX7FWWxD2j/wAx3yFVl+x7fzbEPhMX7FWaxD2j/wAx3yFIXH+4xul8iPj5hdKHXunluCM5HtKb9HRv8i6Zm5N21KMo5aFq9SSlhMbPtIzl5ytmmomjcAOHqVv7K82fXgmlSgnsih1JNbs1gLblkPX0L0eoQ26sKxMevr2L0rLohxWT937kYIyYD1+filYIiVgxt/kXb6J4O3Jz+wrTsaFP56j2Fbms47RW5FSWp3LaoMLc/cLrpMN0QecyLD160pbWU575GatxGJzrKt3PzpVkjjz867yh0C5rp8I0EYMytSFh+aQrK8XsjhtB8Ie97cja4O5WHwmANaByFkxaO4cxm4WPV1LqqcC2adVNQWIilWs6j3Em0biepbwu0WCxINimnE8R2WkuNgOa6yUs5bXFjWywMBzOZ9e3sSGp/GAWlpOeVgox08xkzSGxyum/C8RkYLRktcbi9yNw4AZ+W6xOpdVp0JqOc49jatOnSqUdPGd8loMR0giZ/pnhp4C4uR+aMyuKxrW3HGSI43yflGzG+S+fmUMsfc7RN3cTvOfl45nNbFM8725/ngHzAHf1ct6wrn+qKrWKUUvvu/8A0PUOg0187b+2xLGE64onO2aiGRn/AHY6Xt2bEdifINa+HuOz0ro+uWKRgH+8W2Vf61r3ZEi3LPy5m/ZlkmWqoxnvA6wfOAqqX9S3H9yi/wB0W1OhUXw2v1LdYTj0M383mjkHHYeHHsBv5ltzOtxVL6SR7CHROLHjcWOLHeLgVI2Ca2ZxEYqg7ZGQltZ4vwktv/O7ea3rP+oaVXaotL/dGVc9FqQ3g8/5JL1g6XiMFrTnZQFileXkk33n5Urj+KukJJN/3pnDutW3V26rwuCKVBUVj392dboU8bY5XFlYbD6wBjbngqx4TWbGY3p8m0uf7ojJK21zKjJ4R3dW3exvjBPVZpAxozcO1cnpLpTHY58Cogfjbje5J9etaFTXuO+6b/Earfp2F/w6l7ts2sTq7uJHNZYfiRabhNrG3zXoHJJ1H3G9XI5GenZHTu0ofa20e1acuOuPEplc3iLhYMaq40W9luT3cG9LXk8Sr46ldYNBHheGxzV1FHI2gpGvZJV07Hte2Bgc1zXSBzXA3BaRcFUCDbb11tDqExWshiqKakL4ZBtsf3xRt2m5j2slSx4zH4wBySt7RSj4GLeo87l/fun4Z/aOH/r1L9aj7p+Gf2jh/wCvUv1q+f8A961jnvI/rVB/m0fetY57yP61Qf5tZWh/T90O5L8VOt3Cmgk4lh2Xua2ncfitkLvMoy1hd1xhVO1wpnSV0wuAyFjootobtueZoAYd23E2XfuKqp961jnvI/rVB/m1jV9zNjEbHSSUTgxjXPce+qDJjAXONhVFxsATYAlSqbfj90Q5DFrq1wVuMSg1BDYWOJiporiGPhtG5vJJs5GV/N2yGA7K5/CKPYHWcyfXgssNawAWsL5cie3MlS73LWhdPX4iaasa6SHvSabZbJJEdtkkDWnbic11rSO8G9t3JaNGjGktctxOpUdR6FscTq+mDa2he8hrG19E9znENa1jaqJznOcbBrWgElxNgBcr6Lu1nYaN+IYf+vU31q+bOnzGQ11fTRgtjgrauFgJJtFFUSRsBc4lxIY0AucSTa5uVzdXhe2doOAFhwv5b3UXMe8lKG51Rfb9Mj6k/dPwz+0cP/XqX61H3T8M/tHD/wBepfrV8rjgf5Y7OHPep61M6p6KowLGK6ojL6ul776GQSysDeioopmXja8MdaRxPhA33bkjOjOCzJDMakZbJl1/un4Z/aOH/r1L9aj7p+Gf2jh/69S/Wr5SU1AHC+1bO2Y49q3G4AfdD4v70KhNrKRDqxXLLK/ZCNJaapkww0tRT1AY2rD+954ptgudTbO30bnbN7G17XseSaO4uxWKDFOkqJYoY+8qhu3NIyJm0ZKchu3IQ3aIBIF75HkoCp8FzB2gbEXAHI5jfkrAa7dAKOkwPCK+GN7amqbSdO8yyvDumonzPtG95jZeQA+A0WGW5Xwi6aantk4ctTzHfBc/7p+Gf2jh/wCvU31q8+6fhn9o4f8Ar1L9avlZ9qg4mzxn4VrZ2PlWZwLK+2Pi/vVPw8/ZHfdj5Pqh90/DP7Rw/wDXqX61H3T8M/tHD/16l+tXzO1b6JslrqCGbw4Zq6jhkaLt2o5qiON7Q5rg5t2uIu3McF2XdcavqWgxNtLRMMUJpYZNkvkl8N75Q47Uji4ZMbley4lTlF4Z0pprKL//AHT8M/tHD/16l+tXz57p/Eo5serpYJI5YnGnLZIntkjdajp2nZewlrrOBabHIgjgozhwS+54PDIXz5b1v4VhIY65cDwAtbPtV1OhPUtiudWOHuW57hfSmmp6euFVU09OXVERaKieKEuaIbFzRI5pIByuOKsLXazcNLHAYhh99l3/AG6m5H/Wql3csaAUuI10tNWxmSFtFLMA2SSI9I2emjB2ontcRsyPGyTY3GVwFB+lmDMZVVcUZ2WRVM8bQbnZYyV7GjaLrmzQMzmi4h/qYQUpenc19F2b/GF07GJqwWiDGmxDr53HKw6z4/KnFsg3C1x18PEn7eDjDcUrSTlsKO4LF/bwupo0I1eUkuj+I4lLG51ZA+oEcgmla1ojjhc0GMPEbrF7vbNO/qCgejrwQDuubC+Rv1LuNaMpY8HLpNLJvmNZABexPCy8St1FRhJlmkSL9iWd51gCjJAlGPL68k4Mr3gAXNvH860Hn1+descrFUaQYO00EoRsi+8rtIIwLBc7ofFZjfEuigmGa2bbCjkza27HCmcE6UU2fUmKlA5pxZVtbxCc1pFGkdzLZ1wnGnfzK5GTHGNuSQPKmzE9PWNHg5quVxFHUKE5cIkirxENFyQBZQ5rI0y2rsYcs1zmkWlckhsCfEFzlZEXZEkc+ob/ANyxepdXVGGI/M+DXsOmapZmKULC45Hjnzt1n5k5xMa0XtlnxuTbj28Mlr0As0Na02tmbAk38eWa3qWIyODQGnq4Dhv5rwFeq5ybkz1lKkkkka7ZXbmgAHeTnv8Al4rOZjzxcR47DyAKV9FtW5cA597b8xv8XV4l2bNBgwARRNc428I2AF95uQd1utISuor6j8bbKK4NpXjc0+fkkH0TzfIjyG/mVl6rVbI4DZMTeqzr/GyOfJJ/cjfkS9ptluPl45qFdol2y8lZ3YQ8jIA28vWtQQ2uHC3j5cfXrVlazVg1oNsja9xcZ8xyJHA3uo/0p0Jc21wL2vceLiOwX6tyZpXsc7i9W0aWxDbY3AHI7NyGusbEX58bIgHNdxKwtZ0TwS25LbDiezs9K5p1P4ZZbOwcOF23t5uPjG/Neq6ffqq1B8+31PO3lk4epfqa4CJo+Oa7zRjQSSYXtZvXddzQ6qgB4RXrKPSsrNSSiYFa9hDbkguOIrN7DfyKUtO9Bmwt2gVGT2WNutUXtpG3a0yzksta/ejlLBsYXhTpPagk34J7qND5Wt2i0jtTtq9rAxwU1Mp2SssbbuCY6XVtqicKkd/ItfTrUpqUflK4UOCuc7Z43spNwzVwxrNuQ52vZdlgehjWP23eNM+s/HWsaWMOfV6+uafjos1KUdyq4k7mUYU8pe5EWlFGxrnBnAlXv7mH+hsO+D/8x6+f9fUXJ/cvoB3MX9DYd8H/APW9eN6rWdX1v3Z6GzgoeleyJIQqq/ZHKx7KSgMbnMJqpRdji026LdcEKl8VZUndNL+mk9KyIxcuB5yS5Pr0mPWD/M6z4JUfsXr5S9NVf10v6aT0oL6o5GaQgixBmktY8Dmu+zPwznuR8kjdy9rDpsPkqXVtIayKeJtObdE8sj2tuRvQzDo5WyER3Dnst0Q9tfK3vc+YXglRO/E8Fa+ORsbqeaMNmiib0xZJs9FK0xtcOib/ADZwYLm9yVQ3RbBidmO7A98jWAyPayJpeQ0GSR3gsYL3c85NAJO5Wi126bx6PYdT4PhMjRWvayeeojDSW7RDnzEHab0lQW7LGu2tiBoGXsRNtWm4RX15OITUmzo9YdVo5glVPNUwOqsUmmkrCx8RqJA6olfKHR9KGUkLGucQ1zfZA1uZeRnU/WJpw2vxCoqooO92TuEnRdIJLODGsc/aDGC8jm9IRbJz3ZlWB1w4pRY9gQxR74qbEqFobI1ztjae4bTqZoN3PZUWMlOfCs8ObtD2YqseC07AA5oGflPiv8yLVSc9mRXa07k+6m9aeEw0TcPxeh6SPppZTU9HHUN25Tk9zCGzQuZGGQh0BkcQwHK9hZfVrq6w12GVMGHum+12JNkkvtP2wyeFtO4wmpZ0rRsMBHTB5uScxYKmGpPQJmI18FJM9jICTLJtPDHvjjsTDDcgumkNm2Z4TWdI8e0spX1r91AabFaeDDg04ZRE080UbWhtSMo3iLcGsgDQ2EssC5rjdzHNC6u44lt939yKEsx3NnHta+jmEMmpcNoRVTFksErthzLh145YpaupDpyHXcNmJjmbx4OSqrgtSXtcN3AHebW4nid2dlOfdo6N0DpKTFqKaItxBvSSQtOy9x2cqsR2uwOIMUodsESt3FzpdmH6GkDRZoAHr2ld2UZOXOxFw1gtFQayNHcS6GmxGhNLUFsVPE9jHPcSLRxRR1dI1tQ4NNgBNG1me7epj1n6ucM+1tNDiTpTh2GsidcveC5sMJp2dMadgld4LrkQhhLrcMlXbuVNGKRjqnGq+SIRYe0mNhc10jZC3Od0Q8IgBwjhFjtyvdsjajaS5ane6bNXidVTYkG/a2ud0MMcjWujpgQYmxync6KdhDJXOu0SEOAYwvVFxHEnFcFlJ5jlnI6/ddOEyUTsMwihDIxLFK2o6NlMxskTh7IyMNMsrnxOkhL5jG4CR2/jH2p3SVtJVU1bJD07Ynl5i2wzaJY5jXbRY8eAXCUNIAJY0XbckJa69BaahxSppIJWTQtcHRhry4xbVyaaY7umiN2nN127BNnFzWtcMQAAGQ8WW7cmbSDaeeCm4kk15LeavZ9HsXrIX0sElJicEsdb0ccRgJNNNHKXS9CJKKRj3hoc5xEpDzYtccum7oHCMCp6hmJ420yzOYIIIntlmjd0O04hsEbejefZMzUEszbuNlGehGIU2j+CuxIGGXE8RbaENc2RoLQejjOwfaQbXSz2IJkc2IuuIysNTunMGkGF1OFYxI1tXBG6eOrl2G3bECW1W0S1olpg7ZlF27cLrknakISqJ6hmD2IX7oTW5TYlUUzqGkNLHDGacFxja6SIvD42mGIdHCInGWzWvffpTu3LodQWsGkw81QrqQ1cNTHGx+UUmwyMvcW97zgRyCQvu4ukbbo2WBuSobwvD42uc0FkjmPc3bYS5jtlxAkjLg07DrbTSWg2IuAV0+F4b0z44Q6NpleyLame1kTdtwbtSOcQBG29zxtuBJAL1Cm3TeXsK1Z4nsXc7nrBcGmlkxTBOkbeN9JLHaZkLXPdBOR0UzfBe3o2W6B3RgPORJBHCaZ4to3gVTM58DqrFHPM72ujM8rHzEytcHzbNLAPDveKz9ktuHZXYtf2slmA0tJguDPDaiLopp5gGlzfCE1nj2plqX+yPacmwkNtsyM2W7ug6yhxvBYsaD4qWvpi2CSORwDpHG7nUbd7nk3NTA6x8Av2gzakMefLOdxtY9iv+lWmArK6pqY4BTsnldN0Qf0mw59jIdvYZtbcm1IfBFi+3BTlqr1q4Oyiiw/GKEmNj5SKksbUDame+R0hLQypp3Da6MdCJDstbnvtXvBadoALQMxv428Z+RSlqB1fRYjXxQVDmCBn8oka57WvmbGR7DGCdpxeTZ5YLtj6Q3aS2+jofa9T+qE9S7myLh6FatcPdhctLSOmOG1wNQDtv2+jnZFlG6VnShjmxtI6QOf4Rz9rav2lWt/RzD6eejwmiFUZYpKeSRodG1zJA5kgfWTtfUyWDnFoY0s3bLmixXunfdXGLGIhSDbwmnvTPZGB/KGuLRJPF+L7GWN6EDJzWu8ICY7PE92dolQsq6evop4XMxCPvh8EbvCu7MVbQPawz53Dtk9K2Qjau4Mz8Nvcc2SIe0fqi5t3cMr88vlTk5JUcIaLAADebevJbLY1s000lky6jTex5ZJP5fwW0GjnySEzs/X17F3ycmJj9Tde9GhesOXZkpwGDosL0ka1tupZu0xAHg8VwAXoVsa8ksEOlDPB1sulbzxstN+kD9+0e1c+11lkRdR3pyewYivYd6jFnOGZK1DMVnDQO32yStLRFxDRncq529Z8ohVVjYVwuEZudwyH51svIN6Qra1ubIzcXs53Fx5DqvxSekUZjPQ/jD23UXD5skhDZoIG4W/3j1leT6g260k/Z4/Y3rOKVJNe+50GHEusMxw2R5i4g+Xl2KW9TuANMge4XA4kZeYW8Q4KINGaCQuDjuPAHrG881Y/VlAA3Ly8r7sstw5rBu56VszYtobkmQEbhbLcFvMTDST2dv8AXxdaeYpTv3DlvPb8yx85NHHg3IoTfq8fzL2aS2WZ7M+1a/T9fDluWlNVHMZLrhHOlt5Yhikvz9fiXO4hLcZAbt9hfxBOFc5x5evkTDUE533cgfTzK51MYUFgjPTTCg7bBAaLZW4W43tkojpq8MnjE1/Ams4ncI3WD+0eEOSnnSyPLLlndQFp3QFznOb7ZuzceT0DzL0PS62mSfhoxOpUsp/UsxieJMp4wGgHLK3EcEwDEqiWxaCAd2RTNhtS6oo6aaxJ2Nl3jY4sd/dXXaJ1xu1mzyG5fX21PTPGpNZ/fc+cRh24PGM5aefocZp7h0/Rl0huFEcsZuPX1PUrK62I/YSq6VpzSvVFHRFpYGOnzlJSz5FcMqLEKUdA8dO0BfImyiCOTNdpoLVDbbc8Vgx9MlJGnPE6bUiweKVAbEXcQ3j4lXXSytLnuJPElTNpHj8YiIJF9ncoDxuoDnEjmtq+qRdFJPJkdMW8m0M8m/mvoT3MP9DYd8H/AOY9fPV5Ofy2X0K7mL+hsO+D/wDMevM379K+5uWvzMb+6U1N/bmGnh75726GV0u10HT7W0zZ2bdNFs233ufEoaj7iogW+2f/AOv/APmqyusLWBR4e2N9fO2BkjixhcyR4c4DaI9jY62Wedlxv3yWCe/4/wBDU/UrOhOUeByUVLkiJvcYn+0//If/ADVVOZ4a+SMG+xI9hO6+w4tvbhe196+hP3yWCe/4/wBDU/Ur5z9KHz1D25tdLI4HMXa57iDnY5jPNNUK85TSZRVoxUcofqNtwmrE8GL3tOWwBYgb8t1uq1hwsAnfDRZKyhaUqanHDE4zceBnr8LD2luQPA7rEbh4uCXwug2AGkg8yMs/XJb0Y9eC9a3eulSipasbg5trBhJH8xHUQcj475ghNFDg1nmR1jn4IAyHk4EbhvT07PLisgMs1MqUZtZ9iIzcVhDFi+C7RaQbG9jlw35Dn8t06suMuG4JWQ3WTWriMIxba9yZTbSTNLEIy5pAyJFrnPr7LgHyArVwjCwxpBsXH23oHUnZ25JbCHSi3q9w7jSwNMGDWkL7+DvtbifmG9PsDLrBiUjd6jxohTVPKQSm5cjbj2FmQAAgeFc3G/cCcuIt5bDMLJ2HN2QwC7QLX457zfnvzW+ZBussNrkP4Lh0llt+5PcljA0YLhZjvc3ueXDgnhkWXpXiIjwXcKcYLCOZScnljNXYRtSBxI2AALAZ+DkByI+YAW4pTEsLDwQMnDceHiPVv8Sd2gBeOb69m9V9mO/1O+5Lb6Grh1FsNa297eTNbMmfy9m434WSgO7mvB68FYkksI4by8jLhmClrnPdYm5ta4Avxz48LcB415ieBhzmuBt7rLeBuIHPh4vFm+3Xjhlv9fX51V2IacYLO7LORFkHDglA2/r68Fkx3L16lhsK5IrYnIsHFKliJBb+CCBNzsgPW6yWJkST3ZobJFaDR97uC3K7RgtaXEro6ictsGhNOkFVJs5iwWrThiK2Qg5Sb5OQkYnvQ2gD5Gg5i/kTQXevFdVq9b7IO1KUcdxsamvQSi/BmbGyAN3Jcfo/hOxUC+4O4+NdmMTDXAHj5lu/asPeHNst6nNadMvdGXB6M+GQbpLTGWrny/613Y02HiFhvTjhOAXAbvAJc48zuAHOx2rnqC66XQeeSqqXQsJbt3uSG3Oy0kMvvtuucr25LKrYYzsFjo3NsCHCzr2ubc29a+T9Rq6a84J8Sf8Alnv7Ki+zCTWzSCjwY+COGWW4fJ1qadCaMxxt433+Pd+9cPoLAZC0Hdnc9Vs+3nwUpSts0Bu4CwHmusG4m28GtSSB8rWnacQAN+fm/gtefTVotl4O64DuvfyukIIy5+ftB67zwXO6S6zaSIubsuka0lrpI27UYLQS8bZIBLQDcC9rKqnTcuEXOSzud9huk8MmTXAOtuPrfddJ4hWgG4P8FFsOkdPUDapXi4/EcC0m3IGx6srrqNFS6ZuW8HMHh69amcMcl1NLnJ0U4ysM/Sk6nDcuPM570liZ6KxJyaC5xJFrD1+RR7iOskykx0rXSO3exjat1k7gPGUQpuXATnp9x50oovBN7c73z7FXrSgkSSjxfJ6CVKGkOE1Zb0j7tNjk5wvYcg0kdqh3SOq8Mk77Z+MZX9eS1rCGnO+TIvqmpcEz6j9IYu8mxSZOY+QHyuLr+crtDpNBHmHN8llWfR6sLGZHebrckxInjn5V9DtOoVVRjH6JHiLiwg6kpZe7JP1iacNkaWt48VEdTJc3WU0t95WHBd1K06mMk06UaS0xEGszTxhVTs7u3l4k08UvG9LyWS2LwO+IYs45EkpqL9/NJTusd69hcf3rqOOCG/YTkB9fXJfQzuYf6Gw74P8A+t6+e8jr3+ZfQjuYv6Gw74P/AMx6Qv8A5V9xm1+ZkL/ZJ/5nh/wqX9iqZ02DNIBu7zehXL+yTfzPD/hUv7FVKwxuQ8SVtKcZt6i+vNxWxpM0dBF7u83oW7h2Ghl7XN8yTa+XJOEHFetctKFCEXmKEXWlJYbF6F2+y9fdI0r+zqW6G8kxwcZyIB3rksZErIeaTIuozgMB4l6X5L1w57lm4DkoyAiXcswlGvXh9f3Ic63ZZDAxl8d+pDRl1r1nr6717J+9Q2GDEO3rLZWB7Vk6Th65qAMNlZiw3r2M9WfX69awIPr5h2KCTJ56skEhePHrvRsoAVfbhvXmzkvb9aA/5FBIAdi82ePmC92Vi5yEBk0LxzeSGntQX9ua6AxaP3r14SbfOi6jJAo5yRe319eCNpeuOSgk86NJuKyc0rBwvv8AH/FDA7Cprw21xmmLSHFC8WtYJwlmac3WTRjtW0iwsnu9TwuRWMH4GNdvq6Zd/kXDNcui0fxfosxvS1OootsalFyi0juNN5tgttvXV6EY40xjaPhAKGcZx50hueCSpsZc0WBPr4kzK+ykvBR8LmnpkWNwbAWvqS+79rZZa0jmgXYHFwsbXJPG97J/xDBxKxzKho6WO+y/K+yc2nnmBmOd0z6AV202ObiaeN/lIDD2Ftlvz4o58jrZgAtcb7icwAO3tXyWrOTm3LnLz9/c+mOK0pR4whp0Pjs52VgDsjhuOeSkCFgcB23+RcFg8mZ6nH5c11WFVnWl5ZcskKKxhGeKYKZfYrmOI+2LSQ549wCM2NPEjM7gRclamP6KU3QdCGxtjB2mta22yRxbbde5HFdB3+LZ7+3LrSAga83cBbdY+PNdwnKPBDp5+bgjPC9CoHTN2Q7IFtoyeOZcTwI338ikrCIGwgNaNw2b8SOZ61txvaxp2Q1reOVkwy1W047OdibIblJ7sugovbGEczr1r3Op3sYbOkGwCOZsPSuQ0W0ae0bLpnxRsHgxU5bA+Q2IbtzuZJYuIFyGuIBPFdpp9RbUZBHWLcDvFsvlTNo48yRiQEbYsCeNwLX8dxmmIScIbeSqtSi3+mxGEhr43jpnvkiLw2z3G4BNgLk3cRlcjLeo9rLySOPDacfJtKwmmOGveAfBLh7U5AB1xckA2vbK9uPjtCmP4T0Ly3jstOXiN+05re6Q41am6X6GB1SLpQ93g0QbIjd6/Ok2XSkTe3rXrE8HmctipGWXUsWuzHJLB3j7F42BdptkMHDqSbneNbIj9fm868kjQAiR6716wpR9jx8S8t5UYDAi5qsxqs7p6hoMPpaSeCuc+GPo3PijpnRl2053gF9U15Fjvc0cVWJ1ewfjt+M1a1UGSCxs4Xvkcr7t7bcylrml3I4L6U3B5Jb7rbXxSYvBSxUkVVG6Gd8jjUMha0tczZAb0c8hJvzAUR0kdgPEF4MFiyIb/wATvStvYuVXbW8qeWya9ZSwkK0oy61hPFmk3ThpzIA53sL+VIzYi33TfjD0pzOEL6Mm/THeEtTO4FacMufru4pdpzRF7BjBtOYFhGM7cPXyrF1SONgPN47lazsSZ7pvxgjPklJs2isg1JNkBGRyslwVKeeAwJ5LJ448M1gR4vX51rS1zAfbty3guG/lvUSYL6G61vlySaSpalp3EEcwb/IthjuGXrzXOSWmhOQICVsk9ntUkAHLGRyRkrmAkFzRbgXC48ixjqQdxB6wb/IuXsThi3WvI80vFZC6W+xB4yPsXrTuWrPXNFxtNvyLgLeS68iqmnMEH80g2UPCOsM3mjnvWBv67rLTkq2jIkDxkDJefbdm7bb8YLnOCNLN2Ny8TeMTZ7pvxgvTirPdN+MPSp1InQzdDV4R2/JxWiMSbwc25yA2hx8q3GS+JGV7A4tBs/wXjgLr0nNeE+v8V1g5RhtX3LxxWVutYOCjYkajUkrwOSDHLNpS2plpsNKyJSTQs7LpMDNpWUaS3LIFdJkFgtSdUJKVrSc2OliJ5AubLGd+7P5VI1G8MZZzbE7We8OJGRvw3W8oVd9Sek4hnMTzaOWwv7mQXDT4iDa/iVi3z3aWj3PpN/kXhOq27pXEn7N5X6//AE9nY11Vt4/TZ/ocrhUmbuZJPz/Kn7DR/BcrQy5n1610uDyZ+vH0hZkojsWPjDz9R65Lfe8AcgAmemmzWri9XtERtPG7iOA9dwUxRYt9ht0k0gIAcLlmeyPdFtt3M5/LyTFo1rOiLtl8T4pBcFkrdkHrDs2uHiK6jEKRrwGEXaLWadwtxFswTnuWlpLRRGFzXtB2RYX9sOILXb/Or6enhnc+EkMesHT2KxJc1uVgAbk9fyLldVekoeZWM3t8MdYe5wI8lh2rj9LdWbyGytmFnXOy5psOq4Pr1JfVVgL4JiXub7Qts2+d7Zm4FtyelSpdl4eWJudR1EmsIkDSqv2fCuc8rcL8LKItK6nalPUAPlKkfWO8dGXDhc9npsojmvtEu334+ILS6DT9er6Myuu1PRp+x4Heu5Z7W5YgDilGHNesSPKYFot2SWjK1ohx9fXrS9O5WMjBlMzdbLcsJiLc0rNEea13jggBNpGfr+5eltwbjmOI7FlYcF4X9ihk5PofqC0z7+w2lqHOvLsdDPz6eA9HI4jh0lhMB7mRqrl9kF0XMc1JiTB4Eo7zn3W6SPakgdz2nxmVpPKFiW7hfS/o6mpoHnwahvfEQOXs8IDZWjiXSQbL/FTHy2C7oLQv7YYZV0oF5XRdJDuv3xCeliAJvbbc3oifcvcsOqnSqPBpQanDc+c1NIfGl3OTRgNRcDqTxI428HM8ABck8G2GZJ3ADitijU1RyZ9SOllm+4J0QvJV4i8ZMAo4Sfdu2Zah1t2TegaHC/tpRlnecO6W06+1+FVdQ12zM5ne8BBAd3xPdjHNvkTG3antyiO9OmpbRLvHD6WkIHSMiDpSMwaiUmWcg7yBI9zR+SGjgAqnfZEdN+kqqbDY3XbTs6eYA/8AaJx7E1w4OZBZ46qg9Sxa9TXNs0qcdMUivGj0xcM+HgjxJ8ebJvwWls0DkFvTHJbFBNQWTOqv1PBO3cVaJdPiDqpwvFRx7Y32NROHRxDkQ2MTPt+K5sZ43V3NpRF3J2iHemFwl4tNVHvyS4II6VrRCwg5tLadsQLeDi/iSpKZjURndTbY74bCyoMf43Qve+Nr/Ftxub2LJuqmuo/2H6MdMSgHdW6LGhxidrRaCq/lsW+wMzndOy+64nEpDBua5m4ELhqZ6t53e2hfT4cytYCZqGUPNgSTTTlscwsPcvEMm0fatZIcgSVTbCJ7gHmmrStthlFxD3Ruyr6Q6nz+DcN/2dRf4aJfN6Ur6PaoT+DcN/2dRf4aJF9wgteWUz7umrLcbaOBoqa/x5/SoqpVJfd5f04z4FTf3plGdG7L1zRZSeGFytzZDgvHvXj3+L9yTmKfbFEfQ7ueXfgjDfgcPyKqv2QOtLcVpANxw+O/61VK0vc8u/BGG/A4fkVT/shx/CtH/s+P/FVSw8tVNvJqJZjv4IjpJMlsvK0cOfYZrbc7yrai9jNlyfQXudX/AIIw74Kz5XKsX2QmsLcQobcaLP8AWJVZjudnfgjDvgrPlcqufZED+EKD4F/7iVYrk1NteTRSzBfYlHuBJP5JXfDGf4disiZFWbuAnfyOu+GM/wAPGuk7tXSiopMMZNSTSQS9+wsL4nFjix0VQS24/FJa026gis/WyaaxFE6GTrWJlPMr5iR65MaO7EKw/wD+x9KU+67jfv8ArP0x9K4UJP2OtSPoFr1lP2qxTM/0bW/4aRfNvR+pLhc8084prNxiWN8UtZVvikY6N7HS3a9jwWva4XzDmkgjrTNgFKWs8IEG5TVrGSl7lFeUdI9v3L0nmktm6HLTyJYPJN/rdEgWDiFjtc9ygBjYlY3LXiclHJRMuwLbaye4LWavS7NdJnLNkHtSrWrWWTHrvIGwOa7HANYdYNmASgh1mNc5oLxfIDa4jhmFxN1t0I9kiI3iRh/4glL23jVp7rLXA3aV5Up7PnknvDanPtv4wd4XVUEuXXz6j/FR5htVYkHeDfyFdng1TcLxFaG566Eh6E5zty+ZMkmkkUVw5wMhN7WJceWQFz2LZiqbH1+RKYUwN2srFzib/MTvVMXjkubysDY3Tgbw156hE87urZTdjunQcC0xSBpyJLC0245utyXU1dbbeO0D51zWJ4643DWRm194t5cuXmyV0d/Y7jhHK4xp3E4NjF22O9wt65JlhxZrpfBPlHVmnHSWdsjfZI2Wt4/mumjQzRuMybQLgHXDWnMWG83IuB5eCdioKDbFK8pOa0jprBqCIQD+M0AD84KPpcyT1ldxpzUiSYsZnHBGLk7toCwHjsCVwMJv681tdCi0m/p/kwutT1NL/uwrtcl41EY3rNre31zXpEjz5sQZrNoG5JRjrSzCN/GynJJjKEmxuRJ7OCXvzSEsvkQANZ/DevJgsweK8uD65oSIN3RHSB9JU09XFfbgmZLYfjtafZI7ncJIy+M9TyvpVhOIsljjmicHRSRsljcNzo5Gh7HDqLSCvmKW3yVze4z0t6bDzSvN5aOTowCczTS7UkBtwDT0sIHKFqz76nlahq1l7FV+6V0R7xxmqjaLQ1B78hH5FQXFzQOAZMJYwOTAn/uWNEu/MUpw4Xhpv5ZJfd7C5vQtJ3XdUOjOyd7Wyb7FTF3f2iPSUUGIMHh0coZIf/t6ktZc89mcRAD/AFr07dwxon0OHvrHi0lbJdtwQRTQF0cQz91IZpL8WujOdgl6dfTTaL5U8yTJ+xnE2QxSzyu2Yoo3yyOO5scbS958jQSvlRpNj8ldW1FZL7eaZ8xF9oNDj4EYNhdsbdlgy3NCut3eWnHe+GClYbS1snRmxsRTwlskxy907ooiMrtkfyIVIdH6ezb8Sb+Th69aroQ1TSOqstMR+phZdZqn0U7+r6WkIJZJKHS2vlTxAyT3I9rtMaYweDns5gLkWZevoVqe4V0Rs2qxF4zeRSQkjPYZsyVDgeLXP6KPLcYXhatap24NiNKOqeC0jbDkAPIAB5gAFQrRnXWXaVGu2j3pNMcP3+CKJxbDC/O2y3pGxVbgNx29/GzHdaacd44TUua601QO84bEh23O1wkcCM2lkAleHcHBmYJC+cWFBtjtEC+W8bljQjqeDQk8I+t+O4YyeKWCYbUUsckMjebJGljx8UlfLrFsFko6mpopf9JTzPiJsQHBriGyAe5e2z257nBfQzue9Ne/8Mpaku2pdjoZjlfp4PY5HG27pLCYD3MjVWju9tEOhrabEmDwKlnQTED/AK+ADYc48S+DZaB/qHLulLRMia1RISJyX0f1Qn8G4b/s6h/wsS+bcUuXoX0g1SO/BuG/7Oof8LEm7x5ihe35ZTDu8D+G2fAqf+9MoxohkFJfd2n8Ns+B0/8AemUa0rskWXDC5F3JOcJQiyHtuM+SfFT6B9z278EYb8Dh+RVS+yFH8KUX+z4/8XVK0/c/O/BOG/A4vkVWfshER+2VE/8AFNC1oPW2pqC4dj29qxJfO/uaS+X9CHqGPJbDytShl3WW1KcvXzrYhwZ0uS/3c7u/BGHfBWfKVWD7IYfwhQfA/wD3Eqs13PuWE4df3pGfI65HmIVYfsgzv5fQ/A//AHEqxpfO/uaUfl/QknuBj/JK74Yz/DxqVNemrluK0raR8roGidk+2xgkJLGSM2dkuaLHpL3vw61FHcHO/klb8LZ+wYpa1u6x4MMp21VSyZ8ZmZBanbG54c9kjwSJJYxs2jIuHE3LcrXImr8zCHBC0HcgxNyGITfq0f1qUb3JUXv+b9Wj+tW2e7Bwz+oxH9DS/wCcXg7r/DP6nEf0NL/nEKtNcMh04sqrXuDZZYQb9HLJHe1iRG9zL2zte1/KsgU0iqEtRUytuGySySDayIEkjnAOsSAbHMAlOsIWlQm5RyxOrFRlhCgfl+9eBZW5evzrxXlWBMtXgWbnJIAqMkjGCvWlIbSzZKk8l7FQ5eOdxSe0s7rrJzgWa9ZpJiUiPlXSZBnGFvUXt2W903+8FqNCWpTYjxj5US3i/sTDlEuYvRkeGz8XlxYc/MCPOnTRLGL8Ujhk12j83+HYflTXilOY3dIzIXNxw/cvE51LSz2Mlh6kSJE8XzI/d/FOMbm+vr4lGdPpATbLMfIn7DsdBG8eoS7otclsaifB1kwBJHov6EwYnh7cwN/XuukJdIADnn1n1stWfGxe+X7yF0oNF6aOfxLC+G/M8fXsWnWMMJLtrZIY7he1h4963MYxUXJuMt2e9cHpRje09jL5Fzds/k3BIPkunKVOUhO5qRjwO2LQdBTNa7/TTnbfxIuL2J6hv4bTiuRa5OWN4sZnl59razRyaNx8u/sWkWcl6vptu6VL1cvd/wDB5W/rKpU24WyMqcJZ5SJRHItFMQN+EZLAHPNJMCy6QKWAq5wuiYX336lgxy9J7UIgSD+C9LfX1KyZHe/ruXj1IHvlUm9zDpb3picIc60NV/I5M/B2pCDTv8YnayO5tZssijM9YtksZeokEZgtNiCMw4EZgg2IO+6rqQU4tHdOWl5PpDplgjKqmqKWX/RzwyQuIzLekaWh4v8AjMJDx1gLZ0fw1kEMNPENmKGKOFg5MjYGNHWbAZ8Sua1T6Witoaaqy2pI7SAbhPGTHOBle3Stdbm0tPFI65tMxQYfV1dxtxxERXzvPIRHALbyOkc0n8kOOVlhNYeGaaeSkfdf6Zd/YvKxhJhpf5Ezfbaic41DwDlczGRu0PbNZHvFlx1DHYeJc/gUZc5z3Ek3OZNyXHMkk5k9fWV00Ay5LRs4YWRO5ll4PYo3OLWMBc9zmsY0b3PeQ1jR1ucQB1lfR7Vro02io6akbY9DE1rnAWD5T4c0lvy5XPf/ALyp33KGiffOJMleLxUbe+XXsR019mmab536S8wPOAq5mlGOspoJ6mU+xwQyTP5lsbS4gflOtsgcSQuL6plqKO7aOFke2yI6Y8z2r5wyd0njjnOLasgEk7LKWlLWgm4aLwOdYbhtEmwzJQO6Ix733J+qUn+WSKixnKPo6ZFG/dKaGd/4XVQNbtTMZ3zBkC7p4AXNa2+50jNuC+WUpVPdFe6RxhlRA+pnfLTNljM0fetM3bhDh0jQ5kDXAll7EOFjZX+gqQ4BzSC0gOa4bi0i7SOoggoaa5DJ8tMHqrtHYvpbqkf+DcO/2dRf4WJUH7oDRHvDFaqBo2YZXd9QbgOinJdstA3Njk6SEf8Ad+VXw1SP/BuHf7Oov8LEr6k9UEVQjiTKc93XJbGmHlR0/wDemUVU+IN9034w9K+nsjQcyAT1gH5lh0Tfct+KPQoo1+37E1KSmfM1uJs9034w9K9ZWg5Ag+Ig9tl9MDE33Lfij0KsXd/S7EGHFoA9nqAbAD/q4+SYV7nlFTtl7EndyVpK2fCoY7jpKZ0lM8brBri+E25GB8ee4ua8cDbT7qnVG7FaeJ1O5jaymc90XSEtZLHJs9JCXD2jiWMcx5BALS07IeXtqpqa1izYbP08TduN7WsnhLtkSxg3FjnsyMJcWPO67gcnOV29XWsakxCPpKSVryAC+F1m1ER3bMsJO02xBG0LsNjsucM0vXg4yz5LqUsrBQ6v0JroHGOejq2OBt/N5XtPWySNro3jrY4hdrq11MV1a9ofDLS01/ZJ6iN0RDcr9DFIBJK8g+CQ3o7g3dlY3lMqTfL6T4uZXSupJYRz2I5yGFUbIo44YhsxxRsiY0fixxtDGN8jQAqId2ZpI2pxgxxm7aWGKkJBBaZGukmltY72OlMTr2O1GRwCmruhu6NhpWPpsOkZPWuBYZWEPhpuBdtZslnH4rBdrTm++z0bqd4FTue90ryXEkkucSXOe7NziTmTvuTvJVNOLlLBZJ4RcbuGjalrR/8Ads/YMS3d4Sfgpnw+D9jUrW7ix1qas+FM/YsU7yuB32Pjz+VdVvnZFP5UfMChp4iBtWvb3VvnW42jg/J/SH6S+lbmt9y34o9CSe1vuW/FHoXUasUt4ohwfk+c1AIm5MLc+G1e57St8K7OuYD7W4hYAHvGq3Af1L1RHA6wuFzzTNGunslgoq0sb5HnZHmssCvOkXm0m8sowZBIucvS5IyuXLZKRz90NKTC9a5Jpl7Qu1ZkhJNXpK6RGBYOSzdySYF7ddJnOBdr11OrfCWz1cMT82Elzhzaxpds/wC8QG+Ilcmw2Ui6i6W80k3uGhjfHIbnzMt5Sqritpi0iynTy0dJgzy0lpGYJaR4jZOdQ0EWOYIXSY7o8JT0sR2ZT7YH2r+vqPXx481y0jXMNngtI3tI845gryNWm4vJ6mhWjUX18HO19I6M3bmO3yFNdXWA7iWO6vnXe0pDsiPMkazRuB5zB2vdN9G5dRq+SZRxwRz33L+d4s/3pF+MOF75O67rrcbw2nhFmyOL+Vrea3nXBYjiTXmzGl+e/hf870Jun6+EUVJaVyJ1uJONzc+M5D5UwyS/jO9rexPE/uThUxE+3I/NG7y8/Km7HH+DbrHmWlQpad2Zlaq5bDzFILA8Fntrm8GrreC72vyfuT/G8EZZjqW3TqqSyZM6bizPxrJsixKxyVxUbTJEE39dyQ6TgvL2/ijJA4NsF5mStcv8izhfwKNROBQO5nsSgGaTe9DDn19SnIYM5Dz4LXDzv7ErVMKQkBOSnJyOmEae4hSRGOiqZomF5k6NhaWlzg1riNppsSGt3G2W65KZtMtPsTrIxDWVE00QeJAx+zs7bQ5od4IFyA5wz5rN5STRbMpWpaxm8svjXcVgSwqjDWgHfbPx8fOtx/70Offcvbc0xBKKwilyb3Y8aPabVdI2QUc8kAfYv6PZ8ItBDblzXE2BNhu8I802aS6ysWqYXwVNTPLA/Z22O2A12y5r2g7LQbBzWm1+ASThlfrWTFRWt41Hktp1XBYGjBaDZaL5OOfoTtE0bl6WrMBXQgoRwjiUnJ5M304ITrLrQxWFkUVNWTtijY2JsbdizGMAaxrbsvshoDRnwCamOWMzeQXNWnGpHDJhNxeUN+kWkVdWyxPrZZJnRgta6QNu1pNyPBAyvnnuuV1tTrRxaGOKOnrJxGxrY2sb0dmRxta1jRdl7BoAFzwXPsctoBUq1iouJZ33nJsnXLjnvyp7I/oI+7Ljnvyo7I/oLVMYSWx2qv4OPk7+Ifg3vuy4378qP/D+gmHTLS3Ea0RtrZpZ2scXMD9mzS6wcRsgbwB2JxLAvGWUfBx8h8Q/BrwQ2AvyWpNR+EJI3uilabtewlrgd29pBBtlcEFOb3dSRITUqcZLDKFJp5Ru0uszGYhssrqpzRxdMZT2y7TvJwTHpJpXiVUC2pqaqVh3sknf0f6PaEfmTgAsC1Ku0j9S/wCIZz2HYBxecuQ4+M+jtXR07AAAMgOCUSUbldTpxhwVTm5cj1hOmVXSskbRzyQh3hlrNnwngWBO0052AC1Trcxr33Uf+H9BaBKxuuKtCM3k7hVcVg3/ALrmM++6jsj+gsRrbxg/9rn/APD+im0HmvGNHBVO1Xk7+Ifg2sU1lYrLG+KWpmfHIx0b2nYs5jwWuabNvYgkZJlwOlLW+FkbnJb8TFltLuFBQeSJ1XJYMisbr0rFXZKsHhKTcvXlJucuWwOeDkoCkgV656TzgZwL3XoWqZuSxLuZUOqkSqbN8TBHSrUaEqCq5VmztU0jYBUo6iaoDp2cTsPHk2gfmUTF67vVCfZnD/Vk9jm/MSl6m6LEWEw6rS2I0jJRZ/kI9sPEfm3FczTVRBWjrC0sNPTl7LdK5zYmX4Offwv90AutxICVcc7M7jnO3J7Pgb2vLWuDzv8ABLQ4A7ttpNx4xvWw4TNsxkW04jeXMDB1khxdl1AqKMP0imZtbEjwXnadmCS45XLnAuvlbktKtxqVws6SQg8Nt+yczwvbycUt8NHJvdmtj1NE2YZofFUXNVM2axsYYnFsTHcQ8giV7s+OyPyVvN1XUf4oe0cmvy8WYJ86r3g+OvgkEkTtl42cxuIsbte2/hNPEEDtzE94Pps2WBkwy2gbtv7V7SWvbfjZwNjxFkxo0rYy7inKLznIy6a6uqKNpI6UOzselLs/E4EFQHpTQbEuzfaaBcEAi+8ZjdfJTlVRSVUn5PyD14KIdPXt75maz2jHdEOvowGuJ8b9s+VX0pPjIpI4+eOyIZiNxITmWA71pyUeeW7zpqM2itrJuU+Ke68yc46xpC5tgt1u5cB1lb1LAbZlXRuprkrdGLHdr1sNCbIsjvK2m1PPtTMbqMudiiVBo23y5paEjitNrwfGlQmU88FTjg25JLbgsI388kiSsy5d5OcCpeVrvelJZBZYNbfNRqATLckFu4JZzkmQEZIwZcuA+ZKMbmtd557kt0l10B64rJqSvyXhcoyTg2GntXl0kxqUkU5DB7tclkJL+lJP8yxDlAA/15pelk5pGUevr8iSifmpIwObnLXc9eGb1+ZY+ua5ZOBV3WhmSQc9BfuUexOBVzrrAlYh692lGdgweFyL2RdJl6jJODNh9SsGnegPWG0oyGAqJFi51sgsXPzWDDcoyGBRz+1e3SbG53Q96Mk4Mw7yLxYhyNpctk4B7kNcsHOSYXOSRV6Tc5YucvNpc5OsHO3QEltoEizcjguF6QkOlXvTlAGyxZArU6c9S96c9SjAG20rv9ULvZJDxDG+cm/zKNRUHqTro/pNJAS5gYSRY7QcRkb8HBcyjlYJRZNjwRmmbTDBxNEWuNtkh4PItB+YkKJo9alQPxIPiyfWr2fWrUOBaWQWItk2S/7VVOmzqMsPJlTOuB68Vq1clh5CP+Ldm0DyHs4pgjx94FgG9h+kkJsVceQ8QI+dRGk87mxU6hTccLI4B1zc7h83rwspn0JwRzYYozv8J7uQdIdojr2Rst8YKgyixlzbeDG4XBs4OINuBs4ZHcbLsodcFSN0dP8AEl+uXUoSfBnVa6lsifKqobTQSScI43P8ZAJHaVVx8pJLjm4kuJ5km5PaU+6S606meJ0L2wtY61yxsgdYODreFK4WJABy3LjhXHq8/pXVODiLN5HNBTZ38erz+lHfx6vP6VZggcYmgLYY5M3fx6vP6V6K48h5/SjBOR7XhTP9sncm+f0r37Zu5N7D6UEDyHJZlUeKYPtm7k3sPpXv20dyb2H0ruM5R4OXFPk6QVIKXuuTOKO5N8/pWTMWeOXn9KahdtclLoL2OpL7pUvXKxY28cGnxg+lZ/8ASB/JnY76Su+KgV9iR0rnLECxuua+3r+Tew/SWTsffyb2O+kj4qAdiR0ErlkFzRxt/JvYfpL0Y6/k3sP0kfFQDsSOhBXocubONv5N7D9Jetxt3JnYfpI+KgHYkdKx6zvfeuY+3j+Tew/SR9vX8m9h+kj4qAdiR1LXLxrly/29fyb2H6SBjr+TOw/SR8VAOxI6m61XhMIx5/JvYfpLE44/k3sP0lPxcA7EjpYuSUXKtxt/JvYfSlBpA/kzsd9Jc/FRBUZHTOXh4Lmvt+/kzsP0l4cffyZ2O+kj4mBPZkdMXL1rlzH2+fyb2H6SDjz+Tew/SUfEwDsyOncR8iSeuc+3z+TOw/SQcdfyb2H6SPiYB2ZHQSOXriucdjb+Tew/SQcadyb2H6SPiYB2ZD9tLGTIJiOMO5N7D6V4cXdyb2H0qPiIk9qR0AtZYF2aYzjLuTew/SWIxZ3JvYfSufiIk9qR0BcsXOTF9t3cm9h9K8OLO5N7D6VHfiT2mPblgXJn+2ruTew+leHFHcm9h9KO/EO2x4Llg5yaDiTuTfP6V59sXdXn9K57yJ7bNNCEJUvBCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgD/2Q==" width="254px" alt="world bitumen prices"/>
In other words, whereas some issues impression the bitumen price, the bitumen price itself causes some adjustments in some trades and schemes. In the next, we are going to talk about the gadgets that affect the bitumen price and the modifications of the prices within the recent years. It is listed as a clean fuel on the 1990 Clean Air Act and has numerous applications.

The Canadian deposits will nearly all need to be produced by mining or using new non-conventional techniques. By 2009, the two extraction strategies used were in situ extraction, when the bitumen happens deeper inside the ground, and floor or open-pit mining, when the bitumen is nearer to the surface. Only 20 % of bitumen can be extracted utilizing open pit mining methods, which includes emulsified bitumen massive scale excavation of the land with large hydraulic energy shovels and four hundred-ton heavy hauler vehicles. In distinction, in situ uses extra specialized techniques similar to steam-assisted gravity drainage . The magnitude of the sources within the two international locations is on the order of three.5 to 4 trillion barrels of unique oil in place .

CSS has been in use by Imperial Oil at Cold Lake since 1985 and can also be utilized by Canadian Natural Resources at Primrose and Wolf Lake and by Shell Canada at Peace River. In this methodology, the well is put via cycles of steam injection, soak, and oil production. Once the manufacturing rate falls off, the nicely is put by way of one other cycle of injection, soak and production bitumen waterproofing. This process is repeated till the cost of injecting steam becomes higher than the money made from producing oil. A giant variety of oil sands mines are at present in operation and extra are within the levels of approval or development.
Worldwide, geologists tend to favor the term "bitumen" for the naturally occurring material. For the manufactured materials, which is a refined residue from the distillation strategy of selected crude oils, "bitumen" is the prevalent term in a lot of the world; nonetheless, in American English, "asphalt" is extra commonly used. To help keep away from confusion, the phrases "liquid asphalt", "asphalt binder", or "asphalt cement" are used within the U.S. Colloquially, numerous types of asphalt are generally referred to as "tar", as within the name of the La Brea Tar Pits, although tar is a special materials. Bitumen SC800 suppliers and gas trade in Canada has operations (direct and trade-associated) in twelve of Canada's thirteen provinces and territories.
Saudi Arabia and Russia, two of the biggest oil exporters in the world who each have the power to increase manufacturing, are massive proponents of accelerating supply as that would enhance their revenues. However, different nations, who can't ramp up production, both as a result of they are operating at full capability or are otherwise not allowed to, can be opposed to this. OPEC+ came into existence, in part, to counteract different nations' capability to supply oil, which might restrict OPEC's capacity to regulate supply and price.