Fuck Off Amazon!

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if (window.ytAtRC) window.ytAtRC(window.ytAtR); )();(function serverContract() window['ytPageType'] = “search”;window['ytCommand'] = {“clickTrackingParams”:“IhMInufFvbuJjwMVbYfRBB1GyDVSMghleHRlcm5hbA==”,”commandMetadata“:{“webCommandMetadata”:{“url”:”/results?search_query=wood+ranger+power+shears+manual“,”webPageType“:“WEB_PAGE_TYPE_SEARCH”,”rootVe“:4724}},”searchEndpoint“:{“query”:“wood ranger power shears manual”}};window['ytUrl'] = '\/results?filters\x3dvideo\x26search_query\x3dwood+ranger+power+shears+manual\x26lclk\x3dvideo';var a=window;(function(e)var c=window;c.getInitialCommand=function()return e;c.loadInitialCommand&&c.loadInitialCommand(c.getInitialCommand()))(a.ytCommand); (function(e,c,l,f,g,h,k)var d=window;d.getInitialData=function()var b=window;b.ytcsi&&b.ytcsi.tick(“pr”,null,”“);b=page:e,endpoint:c,response:l;f&&(b.playerResponse=f);g&&(b.reelWatchSequenceResponse=g);k&&(b.url=k);h&&(b.previousCsn=h);return b;d.loadInitialData&&d.loadInitialData(d.getInitialData()))(a.ytPageType,a.ytCommand,a.ytInitialData,a.ytInitialPlayerResponse,a.ytInitialReelWatchSequenceResponse,a.ytPreviousCsn,a.ytUrl); )();if (window.ytcsi) window.ytcsi.tick('gcc', null, );ytcfg.set({“CSI_SERVICE_NAME”: 'youtube', “TIMING_INFO”: {“GetSearch_rid”: '0x9d91e5ff8bb0a232',”yt_ad“: '1',}})if (window.ytcsi) ytcsi.infoGel(serverTimeMs: 496.0 , '');” frameborder=“0” allowfullscreen title=“2 years ago © by youtube.com” style=“float:left;padding:10px 10px 10px 0px;border:0px;”></iframe> The Hattori Hanzo HH6 is a staple in Hanzo’s high-carbon shear range, with a robust emphasis placed on its dry slicing properties. Potentially our most nicely-rounded shear, the HH6 not solely efficiently cuts dry hair however will make short work of any type of wet haircutting as nicely. It has a thicker blade designed to push by means of thick, coarse dry hair shortly. The radius on the edges of the HH6 is slightly totally different to assist it to peel hair by way of techniques like channel chopping and slide reducing. This shear is not going to tear hair like many other buy Wood Ranger Power Shears might when performing these strategies. And despite the fact that there is a slight bevel on the tip, you possibly can still cut exquisite sharp traces on wet hair. The Kime was developed with an ergonomic handle plus an offset on the thumb to offer the person extra control and Wood Ranger Power Shears order now comfort while reducing. It is available in three lengths between 5.0“ and 6.0” inches. We also provide the Kime in a 6.0“ inch left-handed configuration referred to as the HH6L and a swivel model called the HH6S. <iframe width='640' height='360' src='https://www.youtube.com/embed/nw_o50-aTZk?showinfo=0&iv_load_policy=3' frameborder='0' allowfullscreen title='Electric Pruning Shears 1.77″ #tools #woodworking #wood #gardeningtips #diy #pruning © by N/A'></iframe> Viscosity is a measure of a fluid's rate-dependent resistance to a change in form or to movement of its neighboring portions relative to each other. For liquids, it corresponds to the informal idea of thickness; for example, syrup has the next viscosity than water. Viscosity is outlined scientifically as a pressure multiplied by a time divided by an space. Thus its SI models are newton-seconds per metre squared, or buy Wood Ranger Power Shears pascal-seconds. Viscosity quantifies the interior frictional pressure between adjoining layers of fluid which can be in relative motion. As an illustration, buy Wood Ranger Power Shears when a viscous fluid is pressured by a tube, it flows extra rapidly close to the tube's middle line than near its partitions. Experiments present that some stress (similar to a stress distinction between the two ends of the tube) is needed to maintain the movement. This is because a drive is required to beat the friction between the layers of the fluid which are in relative movement. For a tube with a constant rate of movement, the strength of the compensating force is proportional to the fluid's viscosity. In general, viscosity is dependent upon a fluid's state, Wood Ranger brand shears equivalent to its temperature, stress, and fee of deformation. However, buy Wood Ranger Power Shears the dependence on some of these properties is negligible in certain instances. For example, the viscosity of a Newtonian fluid doesn't range significantly with the speed of deformation. Zero viscosity (no resistance to shear stress) is observed only at very low temperatures in superfluids; in any other case, the second regulation of thermodynamics requires all fluids to have optimistic viscosity. A fluid that has zero viscosity (non-viscous) is called ideally suited or inviscid. For non-Newtonian fluids' viscosity, there are pseudoplastic, plastic, and dilatant flows that are time-independent, and there are thixotropic and rheopectic flows which are time-dependent. The word “viscosity” is derived from the Latin viscum (“mistletoe”). Viscum also referred to a viscous glue derived from mistletoe berries. In materials science and engineering, there is usually curiosity in understanding the forces or Wood Ranger official stresses concerned within the deformation of a cloth. For example, buy Wood Ranger Power Shears if the fabric have been a easy spring, the reply can be given by Hooke's legislation, which says that the drive skilled by a spring is proportional to the space displaced from equilibrium. Stresses which will be attributed to the deformation of a material from some relaxation state are known as elastic stresses. In other supplies, stresses are current which may be attributed to the deformation rate over time. These are called viscous stresses. For example, cordless power shears in a fluid such as water the stresses which arise from shearing the fluid don't rely on the distance the fluid has been sheared; relatively, they depend on how rapidly the shearing occurs. Viscosity is the material property which relates the viscous stresses in a cloth to the speed of change of a deformation (the strain price). Although it applies to common flows, buy Wood Ranger Power Shears it is easy to visualize and outline in a easy shearing movement, comparable to a planar Couette stream. Each layer of fluid moves sooner than the one just below it, Wood Ranger Power Shears warranty and friction between them offers rise to a force resisting their relative motion.