The company focuses on mid-market and enterprise brands all over the world. It identifies gaps in marketing and devises methods to overcome them. They create and execute model strategies via dynamic digital advertising with their group of consultants. Make Necessary Adjustments ? After creating and implementing a digital advertising technique, it is very important monitor progress towards targets and modify as needed. Relationship Building ? The rise of social media has turned it right into a dominant communications platform for many buyer demographics.

ul> <li>To be thought of for his or her companies, your organization should spend no much less than $60,000 per 12 months on online marketing activities.</li> <li>You can discover some services for as little as $300 per thirty days, whereas others require a minimal of $60,000 per yr.</li> <li>Over The Top SEO works with multinational digital marketing companies focusing on creating top-notch model partnerships.</li> <li>Thrive’s PPC marketing campaign ensures that the cash you spend is put to the perfect potential use.</li> <li>We utilize strategic guest running a blog, publish unique, compelling content, distribute data-driven infographics and increase your social media engagement.</li></ul> Digital outbound tactics put a marketing message in front of as many individuals as potential online ? regardless of whether it's relevant or welcomed. For instance, the garish banner adverts you see on websites that push a product or promotion to individuals who aren’t necessarily able to receive it. If you are new to social platforms, you ought to use instruments like HubSpot? to connect channels like LinkedIn? and Facebook in one place. This means, you presumably can simply schedule content for multiple channels directly and monitor analytics from the platform as well.

h2>Content Material Advertising Services</h2> While SEO provides long-term progress, generally you want an instantaneous enhance. Thrive’s PPC marketing campaign ensures that the money you spend is put to the perfect potential use. Our expert strategists, writers and designers create participating content material, rigorously designed for every stage of the customer journey, growing your certified lead base, conversions and loyalty. This year, over 70% of entrepreneurs are actively investing in content advertising. Our PPC specialists depend on deep information, research and strategic content material to optimize paid ad performance and generate greater ROI. It is a dynamic medium that grabs a possible customer’s attention like no different channel.

div style="text-align:center"> <iframe width="569" height="310" src="https://www.youtube.com/embed/xXdI0qqnRYU" frameborder="0" alt="Digital marketing company" allowfullscreen></iframe></div> However, some agencies area of interest down to certain industries so that you might find one that works specifically with ecommerce companies while one other focuses on B2B. They use a unique four-phased strategy to get to know all of the elements of your corporation so that they'll decide which technique would be the best match. From Chinese advertising to customized internet development, additionally they offer a mix of providers to deal with your digital advertising holistically. That mentioned, if you simply need assistance with a particular service, you’re welcome to try out particular person companies separately too. The ApexDrop? group has created influencer partnerships for manufacturers like Swiffer, iHome, Claire’s, and Soylent. Through these partnerships, they’ve generated tons of of thousands of online engagements for their shoppers, increase model consciousness and company progress.

h3>Missed Marketing Tips That May Transform Your Corporation</h3> This can mean that your product features are higher up within the advertising funnel than it may be for a B2B business, and you would possibly want to make use of stronger calls-to-action to encourage purchases. Making a connection on the first stage of the buyer’s journey helps push the lead by way of the customer funnel. Using digital advertising allows you to accomplish that from start to finish and at each level in between. A seasoned inbound marketer would possibly say inbound marketing and digital marketing are nearly the identical thing, however there are some minor variations. And conversations with marketers and enterprise homeowners in the united states, U.K., Asia, Australia, and New Zealand, I've realized lots about how those small differences are being noticed the world over.

img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gIoSUNDX1BST0ZJTEUAAQEAAAIYAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAAHRyWFlaAAABZAAAABRnWFlaAAABeAAAABRiWFlaAAABjAAAABRyVFJDAAABoAAAAChnVFJDAAABoAAAAChiVFJDAAABoAAAACh3dHB0AAAByAAAABRjcHJ0AAAB3AAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAFgAAAAcAHMAUgBHAEIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAABvogAAOPUAAAOQWFlaIAAAAAAAAGKZAAC3hQAAGNpYWVogAAAAAAAAJKAAAA+EAAC2z3BhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABYWVogAAAAAAAA9tYAAQAAAADTLW1sdWMAAAAAAAAAAQAAAAxlblVTAAAAIAAAABwARwBvAG8AZwBsAGUAIABJAG4AYwAuACAAMgAwADEANv/bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/bAEMBAwMDBAMECAQECBALCQsQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEP/AABEIAMMBdQMBIgACEQEDEQH/xAAeAAABBAMBAQEAAAAAAAAAAAAABAYHCAMFCQIBCv/EAEQQAAIBAwMCBQIDBQYEBQQDAQECAwQFEQAGIQcSCBMxQVEiYRQycQkVI4GRFkJSobHBM2LR8CRyguHxGCU0khdjg7L/xAAbAQACAwEBAQAAAAAAAAAAAAAEBQACAwYBB//EADMRAAEDAwIEBAUEAgMBAAAAAAEAAgMEESESMQUTQVEiYXGBMpGhwfAGI7Hh0fEUFTMW/9oADAMBAAIRAxEAPwDlVo0aNXURo0aNRRGjRo1FEaNGgDOoogDOsqRZ5b00RoPzEfoNZfbnWrGdSs3O7L4AAMAcaEBOM+uvowfUDS62Wmsu1QtPTRZP95scKPk61a0uNgsnvaxpc42CTQxPNIkcMbOzHCqoJJ+wxp22TZ0kzCa7K0ae0SnDH9fjW/tdjtW1qVZqg91TIv0sVBdj/wAq+wz7+mcZOtXuHdhjQ2+1QmKbDLUTMwc/+VRjA98nk+mMaYsgbC3VJv2SSStlq3cumFh3Vl+k3g1639T9lwb12BtG2LYZzIsdXUXOnp1byyVYkMwbgg8kc49TpxVH7PPrdLU08Fw3hsallqS30ve1YQgAcsIg5Pr6AZPyNS30L3puPbvQrp?/SQXiuijayyVLlXJJka4Vi5z6+iLz+mnvbd37g3ZWNbZdw1lTGsEjhpq09mQPojwc4LOUXP90EtjCnWMlVKSQNltBw2BgDnXLjvlQxbf2btXTQLS7u69behleRIg9JZapgrOQqKrtFHnJwMsxzkehPNK+rlLeOm3UPc/TaiupmhsFwqbTLUR5AqzDKy+bg/lzjgZ4A+cnXVut6ZXeevt0doqp7i8N+o0nSGleRTAs4LSrLGzJgKobJwMNjPdlRya6x3Btw9Vd3X9uDcbxVVIGeSXkLf76qyWR43W5poGHLQmQKipX0cn9edevxch/4kSOP+ZdezAe7sBy3v9tejCowB7ep/wBh/wB/9NSzu62Lm9lj8+kc5emKn5VtehFSSDEdQVJ9nGvYpQVLMn0j10nbtz9Hpr3I3XgIPwlEiKrlfpOOMqeD99brb1hkqZaa6TJF+AFR5TmRwCxUKWAXknAYHOMcjWo8o4TuByw4UDk8639qud1oY4aSCClV0f8AgvKC0i5OcBc4PJzyM/fHGrxtbqu4LKoc/l2YcqV7X0b3vuKJ7lsjatXURUErxVqQR+ZDTyg/SpcDtPdzgZOe3jIOnlB0S6wy9zjpzuLzEKmWL921BKkeqluzBxjHrqYPDpc3u/SDcPSe03CihqbLWyXahhgYlqillanWoHaQC7RiCFhxghpjkhThSsFfUR3W41VfQ1bSU7VcwqIZKfuzUKjBQTgLhyMnn9M4DFrnNccWC5qRkcsTbkl3fbr132UA37od1KaJlvPTe9qkil+2S2yovwSuRxyPY8Y152z4ODX2v+1/UTflv6d7emmaGma7088tRVuo+ryIYlZ2VfQsQFB47ieNWYN8UblaPaqXeCsSrrkiW2zCZZC2VGBnuyQVwMnn59NMjxb7xS61Fi2LX397/eNvJL+PrmKsInkCYpFYE94iKMSc4DySgAgdzZPaJyAbevVbRSPoGF4J9DsT/rOFVLrbsTpHseut9D0s6p1O9DIkhuEkloehSnYEdgTvYs?+ctnIGMD1zxGXa3xqVr9tigvAPchimx/DlX1B+/wAjUeXS0VlqmMNTGQfZh?+Vh8g6DmpjHnonNHxCOqFtndlq9Gs3GvmB8aw0phqWEqp9Rr4UXWfA+NfPL7vRf6a80L3Uk/l/fXtQF17aJl9jr4EcnAUk/bVdNl7qunLtnedbtxs0+CPbOnHWdW6quiZJ4/VcDjOo58mX08tv6axkOGIZcfy0S2plYLDZDmmjebrJcqo1lW85GO85xrXMvt8aUH1zrw6d3K+ugZLvNyjI7MFgsGMaNeiOcH2150ORZbA3Ro0a9RqWcADOoBc2Xuy84I9dfSCPXXuYdsnI1kqHTsUKOffV9O9+irq2SfRo0aorI0aNGoojRo0aiiNGgffX0D31FEAcc69Kpb016QZBz6ayYHGNaBvVZly9hcY+OP6a+iM449Ptr1CyflkOAPQ629itMF7ulNbIZe1p3ALMMBV9STx8aKYzXgIaSTlgudsEnsNgrL3WCmpUJAI73AyEGpChNDt2lNDbIlkqB6lcPhv8AEx9z9v8A41e2bwreHHpHvfpx0yvVHfr9Lu6GllrZRcI4O1p5BGO2NUZ25yxAKAKMdxONWU3t0I8D3h6tT3C79PrQ88WCKSoneZ5Dxk/xGY+657c471zgEHREc0dOBYEkpdNTzVrjrIDR0/z/AIXF67VdTC7sWd6iTPdKw?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?/tFurYd7tNrDiE1NZQSwxhiCQCzKBkgHj7H9NXMm6EGO72G3Ve17jdaqtjhWpuVXd3p0EzHDAJPTxSZyM4Hd6gdxPIlfrL0O8N/TnZddbb9Qbuq7LdLxFbpIqW5w+a88BlTvjDK3ajHJORn6Vx76oZQCBZXbGXAm65QVVX5v8AChBWIf56xxRs5HavczHCr8nUq+JLpxtXpn1t3TsPZorZLVaK38NTCrkV5uAO5WZQoJDZGcDTEoKVPqlVgpJMSsPYYy7frj/XVmsMhuo6QRtsFiipWgClcu5BUsn5nOTkL8Ae504V2ZfIlHatOHJPdFHUxoVYH0JY5ZvsuT/PjWXalhW/3SOjlBSIQPUSov5jBGrOIk+5VSSTwByeAdPKXvrKmWvbCtKxn7lIX6SclgTntUg8e5xphDTahcpLV1zo36GWvub/AE+6sl4E7btbcG9f3j1R6rTbKqrRTMaWSWSGnetkOe?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?+FQXZgffjWujCy1ZXmOFnIQepOntYaA2OOAlU/GVPZJJ9Q+iIkFV+xYYJ+xGk+yNsw3l6yvrHAgoIHftWRVZmCMQ2CDkDAz+o1srBJaKi?+W621tcKeKpq4oaifOPJRnAZiSOMAnH6Z0dBEIxzHJXUz855hZ0tf7LqJu7xjdN9u7O2f1H33suCxbxWzzybWlqKF53MQNMkcgZlCuG76vBBABiblSRqsPVa63yktdg3n4kd134XPfttN2tsFuoYakSUc6eXGxYzp5bERiTPYTlskZzq9dZ4ZPCt1/se1qWyVNVv2i6fWlrLT1NNee+NCqgxLKwIQtlnbCY9sjtwNOzp7Z/Dj4g6eK8bD6Z7erLdsVprArXW1oDFInlsqx/mJCjvwzcgvkZydA81rTcD+kwETnCzj?/a5t+O6vS0dOOlOwrQaSS0zUVVunvjqjLIktfMZTBL9KqrIWIwM4BwScZNMDG5+olc/wDnH/XVxfH94z6TxIVVj2datjx2Kl2fVVY7jVCczl+xcDCL2gCL0H+L7arT0y2DfOqG67ds2yUwaqu1XHSws5wgaRgoGf1I0RG0kWO6yc7TkbJqJDNKwUwtISQO5eT/AF1ffp/v+6dIqTafTO0XD90qLJbK6pngpqaB8VsJq5ZZZ2QyM6JPEqgMceWF7H4Ql6/ZBddLPClVaL1ZLvPH9RhpqsJkj2BmCD+ulHVDxP8Ai08N4t2yd07Cse3JaKhgooKv9xUzPUQwoIkkErI3mHCAZBI44+NQaZMNIPuvHFzMkEe39pLaN89YXirILL1I6j3SaskqHgpYZZY6fvljLq5iQdpfuwrH6h3EnPowm?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?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?+/trWbQFbWU1KJykTzdskMkxwFlUAep+kK4GSWwMqOQM5lm3dIt2Ltw7jtdDOKemqmg+kFsRtl43B91K8D2wAfcaOhh1jWRhKZnPicYwVGa2Kpm8zywS0f1fRgkY49BrS7i2iLtRkogFVCMr/AM3yNWC2T0lv14uUSSUrD8WzIPpxgtkentgkH/PWbefR+42qDvrYWT6crKBz9s/P+v8ApqzqeI+A7rWF9RHaZgwFQ+90r0s7RuuCrcj41q/vjUsdXttNba?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?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?+IoxkrpHP1fCmH+z76f7f6a+Ea87zvdjo53r5a65zPUQLJ5sFNGVRSGByAyzYHyx1U/w8eC2/eJzct13DeJ/3Rt6kqHpqqvMWS7NkmKNeO+QAjPIC93JycG9/V+npuk/g9tuxYe+iqrhSUVmiii4czzHzJV+ecS5/U/OsfWne9s8Ffhdtlo26kUd0CR2uklijABq3UtPUEH15DEevLL7DXsU72F2jdxsvJIWODdezRdMW5/snvDxUWA2+13rclJcuzC1skkMqd2PUxhFJH2Dg/fXOPrX4at3dDuq8nTa9RrM7urUc8YPl1MTcpIhIGQef0II9QdSv0G8U/V3ZfVCn3/XXu/3mztUj960EsjyGrpwwEoTuPa0nYQVBxzg51KFv6sVnjb8XGy5KvatPbLRZJIkam7i0n4SOUyOsjn87HLD6VAAPpgFtGQxy00h5p1NtdBTPhqIxoGl17fNaXa?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?+JEuPfOR8Z5Gca5K7TvdUtrNtlfzIDU0uEfkhW5IB5IUnB4yP0zq2HhN6w2rZXUSzWfd1yItC0xo1Zz3RwzM8ixyc+mHkA7ucDJ49NN6pjamkDgSC25AHW1zZAUU7qGp5cliHkNv2GM/0r+bO6JbdtlVBfK+GN5vLjdaeNe2OOTy0ViCPzAsufb144xpybx6V7F3zZ5bNfLBTeXKhUSwII5EJHqGA/1yNOJbnQNa2u9FNFU0iwtMjwSIVdQM/S2e32+cffUe0XUHcM1sbqJUQxLttAfNo42V5oYx+aRgBkMByckAcgqB/E1xJmqJn8zUbj8su/bBS07OSGix8unUqgHi?+8EdZ0/E+4bG9XddozKC87geZRyE/kk7fYnGGwBkgcaoFdrBZbe9VRiaMzU8jR+7ZIONfo1uVusu89t1NrroYq213ikaKRHXKyRSLj0P2P6jXBvxXdEJujPVG72GquXd2VToShwGHDK3z9SMp5+dMYKt1U0iXLh9Qlb6JnD5f2cMd07Hy9R/CgMxL3mNSAM4HOBpwbCgCbjhCjI7udeaK0WidA0tX2k5/va3my7TBHuKFqSp7zkHAOto2eMFaPkGmyfPVaARbUDBRgqPQY1X+Cl84eYzYHtjVmOrFtqJtogtnKp?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?+UnJQnjII5wAc6ie7V9fPu2ppkAi82oCKkSiNT6YZQOAG4YH3znTqFzYiN0ibK+caHDIF7rFvi3xw1cdBb1/iVQR5cHOcnKr?/Q5/mPjWhudkuUdsULTyCOWRgG/xheMj7dwbVnLR4Xt47okm3LRxFqSKGnmjLrhnWURpGAPn+IGx8KfjUPdT6C+7e3Cu2qtQjW6CKEDjgeWrf760q6UWfLfraw?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?/Jnj23HRjZGz6jxedRtybX23bbdRbfhgokWipkgSOqCNHIQqAAlu6fJ9crjW+6c+Pfw9dSqi409BuqO0vSxq1JFdGEMtYSG+lQCVByFAXu7m7hga13g7uVBbelW+Orl8rYnkul3rrpX1KN3KYoVLsQcnuAdpueMnuxkYJzcZLveRa?+Pmp+2dEV72z8v7VYvGNSydU+vN8NBe3jisrJblVo?/MjVolw2FyCAG7zlT6katp4erFJ0i8L1Rdo54Wrnpau4rK7qFaQKUiBZsDBKL6n1Y65i3HrBuDeHU6ottsZ2F2ujNLJAO6WQvIcKGzmMsck?/Ixrot41Nzp0d8KFHtalrI4Kmojo7SmQSWSKMNI2ByeUXOPdhplWaOXFTs8r+yTUGvnT1b9s291Rin3h1a3Ne5tmitvJhu9aKcGmlkCzfxPoRwDh8t6ZJ4C8kADXU7orsSi6R7HsmxKqtE94qIXqqyRjlppwF80591XKqD+mqbfs3ekV5v8AdKrrHu2JXpbcDT204JWWoYZJBPPbGmOCOGYEYI1bC27Y6nVHiIqN432lhTa8Ntko7eYqhW7fy47l4YMT3MeMcge2dC10oeTE02AyfM9kbwyB0bRO4XLjjyHdcyvE60LeKLd1GiXWJ5LrUhjT1AVWzKVHB+k8knHBHzqy/iB8OfRzp?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?/TjAx6nQ3/XRx3LG2JRrP1HNK5nNfcA3VeVtzAZ7ZPT507Ol1C/9qIFHdjuHq3GlUtpiUmJoE+k9pH304umltii3NEUjwe4cDQzILOBXUsrmy4T/AOs9NLTbP7oiBmMZw3dqrCTV5Ro3+pSedW+63UwfaXaMj?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?/ZXI3f4vej/Sjw3UOzugt8nnvsNOlGkZo5I56djkzVD930lmfI+ljgvkcLpb4B/FF1U6z7quuzd/3KC401vtz1MNT2J5vmLJGpXvUAkAOR9QJyPXVH9rWTbi7mraK+uk1opJXmlKP2pLIzN5ag/mQKoLEemf1047Nui4dJdxS7q6Q1FRZamdDFJUUShHMRIIVwOJFLBSc5zgZB0CeDB0bg3c9SmDePvbMwvw0WwFezpn09es8ae+d21Gfw9pR548H6TNKqKAR7HtdjkfGoI/aR2nc1431FdTbp5LdRU0dLB2ocsoHe5weGHcSMfca1XSjxybk2Ff6/dm7rZRbgm3I6QXGVT5DvLT9yBoWUdi9xJyGTntB+dWz2X4ufD31poZrFfQkCtjzKS7Ugmp3OccNgjg?+7Bftpe+OekmDizUAAMeiasmpq2nMbX6SXE59VyZe9LNSCir6PzGhj7O6VeQfTCufrTlm?+kkDjTfp6JKtAYkeMGUM4I+kZzyVHK8MORn01anxb7R6dxdSLnd+nEFtSxu0dOf3bN3qr9gDsckggsX4BAGAMDPMd3DaNih2fZZaVUinqFqJ55C3C4btQA+qY7/T0+k6axAyN1EWxfK52qcIXFgNyDbCj6k2bV1kaVUBLxVKli3bnGMHn/H749D/TX2pgNirhFzLTyAoyk8k/Zvnn0b9NTnt62Wa1WWCjqKdHBg8yUlMnvwTk?/pzyNMbcdmiucryQIpBcDu7fqIH29GGD+vGmDacgXG65eXiDXkh+wwm9QwY8mWnbuQqQp9Mj4+x+x409KOyvVUqzsGTujCdnujAAocfAYKcfbXmxbcq8GO2UzNThcE4Gc/YnkH7aeT2WrVoUkpHEkaKWwMEH+XodHRQ4yuUr+I6XWCj+poAs/fRr2wOSypzhVbkD7cY+2hoJFjCRp2NkhmwTkH0UjOCuQDj7cHUkWHbMNykjgqWCtC7RdxyO9Vxhvs3aR+uOefVybi2Rt6it6VNM0bOOcAYJHt6cfz1ZzQCB3WUVS6VjpBazfNVNuVsK11R/DKhnJwBxzzpTsqiSDckbsBhmB5GMfOpIvdpt0lfL2QDBwc4/5RrRWu0RU98QrgLoN1NZ1wuuoOLh+keiX9YVSbbQX6SOz0U6q1U00sDmNGJTJA1afqfS/i7EUVwQE+PfUAVlMEQwyJk?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?/aw2ClufUTYc9cv8Ke3CnU/8wnkJ/8A+xqVulH7Q6o6idWqDp7/AGVoGoLpcUooKunkcugeQKCxDMvGR8emtz41tmUu/erHSXalRCJBca8ROOQfL85A5BA9QGJx76rEwxStEgtg?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?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?+/kBicn3B4wBpC9wstNfKm6NITHHOewlMrgHC949VICr6fB1rqF7hK5mOLbE2UrVlHQW5lqmt9RFEydqOU/hjOc9p5IJOfXA50iNsiuJjW30wKEAse0evtkf5ZGtRc?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?+GVJeMLTWqVY5ViiQOzHGPfUr27p/TW63/vy7U4iM0WVJ47lOmftek2/Tyx3CsqCHQhgODnGnlurqO9/oYrVQ07eRBH2jAz6aVTBunK7CgkJtZRru+RYKWaOJMJxj9NLenHUB9pVcM8IUMDgffTe3rU13lNDHTvngcD0GtBbVavRcAq8ZGfbDaAtcZTq9jhSP1Y6rTbnYtP2jg9oHGdQPVVENTVs0h9STgaVbqqaoXAQK3r6fA9NaAQzCoVW9T7/Oqk6cAK7W6skrIk/kVffFgYPqRrxXgtJ5jyAlv8tYKpGSRgM6xzBigPP31i5xsQiGsyCsbhc8yZ0awMj+zkfqdGhi432RIb5rDo0aNDLdGlKfkUn0xpNpQp?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?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?+5amKIxJVyeVCJnGPpDYPBOePVf566VeL230V8sW0+ns6EW+urmlkjjbH/CiKxLgHuIy54H+HVWf2bHTmSu3tTbzutBUR11tpJJpA5PlqkiZQdp9G/iIR/M/pYTdEN86j+M+02tKkPt7asMUk0faCGljjaXOfbErBD+hH2NalxdMARhoupTMYyEltrvNuynm?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?/AC5I/pp9CqQXeGq8xlQKAF/6/Oo22vtGWkqKdKtm7aZQ0jA8rk5Oftk4509rtFFL5f4acKB9OfbHwB7HTMBriuJlMsDCXDYhWM6ZdQLdSQw0dRLGGcEIzEctg45/y/npDvrqHWU9xWSKqdDDlxz6Y+2oY2v+Oq546KljnqJZMqixxlmbA9gPXj406Kvbe6Lis1Ld1/CySIFgE4/i9uR+ZfUDHuefsfbnqnh8Ec/NeQvq36f/AFFV1dIKaNhv0IGB5HsllP1WhuEkk1VHDFVA583tH1/qfY6ae9t5w36gmtt4poLnQyjDRyjuwp9GX3U/pzqP90wXSxTT00gRhGSJDCe4Af6j39tMO6byaYimiZs5xwCPTVZqSIeONOI+IzC8M433uN/8p6UHQjbd+op1sV3gRqruZKWvLd0X2VwCWHxkZx7k86gzqp0ivHT+jM9xo4KmgmftjrqGQyQ93+BiQCp+xAz7Z51L1n3nHbaaOWpqVMirw+fqH6fb21vHvdm3jQVtDcoUqIKyIRVcY7Sr5BIbHsw7c9w9CoPqNLZuJVELgHHU36pvB+nqKoYTEND+ltr+iopRbfS41EgaV0UEgADA04rfa4bavlISxPqxOtx1A2tU7Rv9bY/JDinlzHKDxLGeVbjjkYyPY5HtprzXKoiIUwgEg?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?+qlf8AMH2Ot9Ls/a1NN2U9c8zscqVb0H+51q0G4cCsZC1zSxwsvn4h4sCGZs5yzevP65/lnP8ANvTUlUNJ3Q08sMzenaExjtJHPAHp9sfqvvpDZds7draIy1tUyVCYEhbJLfDHHz7+nofQamXppZ+l93git1VcnStp1CkMwXzV9iM+v6f0HvplDn3XM1TCPZQ9u7b8VrlpK+GqLd5xIAeO7Ht68fbkfYakPaO6+p2zdvPFRN51uf8AjinMjAqMeoIBx7ccr+mnF1NsPSq1Pb6Fq6aVpKqNpFV1JCDJLH1/79xqbKy3dHV25+BpLi4mqYsK5IGQcfV7Z/XP89Fx2Y8nZBuYXsGo3UNbz6g9ZqbZFlluNrlotvbjrXhiImV3mMPYSpVclR9cbehDAqfTU7eG7e/Rm57OrOn?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?/ZYsmEw1A/5VV9l7Qvlt35BLtKvrIqyjD11PO0H/iEEKmQkVMYDK4VSe7t9v01a3qLfuonVG0bco9yCjrrvaqaOtphUVlPSTRGQK471l7kdiFQkMUb7EHJfvSnqF4erxdGgtEdF+MroTTyyxwCL6X/ADL2oAoyob0A4B1NN2s+0KKqaqXa4qJKsGXvQZYk+mB2kn7AfbWbn6XguZnoVYxGRtmvx1Cjrw3b5k2TbK1t29P6+2SXF1ZqijtjBZCo+qRiXbuByvIAHB9dPbopR7ah3jubqDW1ZpbhfH/JUyBYkVnLMI+4AkkgEkgZzj21Gu/uvWw9hWs0VZc1tdWayUw?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?+OuHDnmOMHhAf8Af5OgK0ggkprw8WIAU7XIQdUrAsKVkUG4KZA1JNUEIsxIy0DN/dBJ+gngEnOASRD+07fV3De5oNyW2aCkss3m3eKYdhRUYDyjn0LthOOcEnGAdLdl3S+bn3LSbdsCeZVyAvgyBBHGikl3Y8KoAPJ9fQZJAL+6nVaVVBHaQ1PUVyRRLX3CFArVcqZC5btDOiAlU7uQPjONKhxWanjMAO+3kuhj4BT1kwqiNjnz8vXv5Jw7x6rV12nkqVmVFI7I0TgRpjgAD0GPjGBjUF7n3lVSIaRGHmN+Y5zpPUX6qp4pKWsJWaMHkn8wx7fOo73duKmoITL3tJPOx7VVsEDPJzpXDDrcG910FXW6Yy7t+WRuO8OaP900R4LiWocr?+eQZCqPsAT+pP2GmbUyVLKQT9Q+2klRuKSRiyqi/zP8A10kmvU8mQWAz8Af6+v8Anrp43xQRiNnRcLMJqqUyybn6LJK05z3E/ppK/mehGsL10znPcf5nXn8XKfzYP8tZOma5atic1emYg+hOjXk1Ctyykfpo1lqHdaWPZYdGjRrFao1mUAIuffWHSgsvkrxnGNXZ1VHdF6J7cMp0ohkLoO6MN2c8D00llbADD+etra6qKOkePgM5+o/Ix/8AOiosutdDyeFlwE4enNDRXK8GKrbsiwCxxwBnnOrrdDvCpQ9Xtsvuu0C2Wux2+tlpqm43OsSBAQoYA5Pd754HvqmvTKqp6e4zJJ2gELyy5Hr6EfGrq?+GPd1VvTptv3oz+BhjmqqOS+2aSMntNTRq8roPkvD5oH3xppDdkOofO17BK5rOm0lPB/Cp082taptz7G6hUu8K+CZaW50FJRSPTiN8kkSHhlBUZwPcHOmLcOkWzYtzJUUlM9DTTTtiB2JaFwQGTP/ZI1aXw+G93HptZ6SktNTYrJVWkzU13epFMKW4/iplldVdk81mVonDAj6IwmTgrpreKTZsu2IbV1Ahnp3SsanjuQSCSHurCpDyp3Kqsr49U4z8ZGtqWdpeYHnrgpdxGlOn?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?/+TSCacyuBO3RPYoBE0gZPVUh8X217PNXQ0Fvt61F1uNaUnlnkA8xTGgwWYgBf4eFQYUBRwTqDt19CbBZaa11lQGppVlUMzUvYvcDyFYYwRz78avL1/6azXi2y3EUhadJ4JcqABJECylTngH60yPgf1gHqntrd17oxW3mUJQeYpd5MEA5X8gH0qeAOBk/BOuioZxLEwavLdc9XxvhkeQPPZQj1T6F1V2s9FdbNV1EqzJMJJonALKkJljds?+rqwYMfcY/XWr3T4c/Pt9rnqWdLrBaKT8SQQ6xzeUO5D28gY57vqGD6ck6kG8bvqLBaaejr6cvb6Soc9v5HEbBMr897qgHb6qhYsBkHTr6Ubgj3TR1E11VKutvE5SnX08x5G7e0AHg5ITA9jwONH1jSxt3pJS1DKiblg2IB+v8AXRVj2/0/33QxVIpaGoWJspFIASrcDPpw2F9cEEFj9wdTT7Sv8NzesrKmRKmNgvYZuxj9yx5xn2Of199dCujC2Xcm579tjYdtt1zt1gRVvl3r5XNNJM5bHlRR4JyQ+CwJIBOV9NK9wbN6F776qw9OqmmpKO40eJmlpadoBVQ9oeVcyZYsq9xDZwO0r2+h0sdWNDi0gkDKPk4XJJEC14Dibf6/i/1VE7Jt27Zkq6i1siIS3moSQCPX3I988HXRLwwXiWr2WDJHIoESpGSDgKoAHJHOnFd?/D/0ss0Vr27b7Bbaa2w10L1zyzSPPLFkkqcDsQMSO70ONPOx1F/2/Deot00tBRWGm70tcNOqKgjHEYRV59P8AsaGquJMqIRGxvz+ytwz9OS0FUZ5pL9MXt7k7JgdRN/3XbdPVIivIHjcAev8AdOW+MAf7aoZ1R3ZVyPJKZXZJGbOT/e+fv66ubu3fO1b9RXKjZHZ5KWeGEkcgsjAH+pzqiG/1NVRtIHBVHIBB9ToKokEMkeoWXQUdOZopdLr?/AGU8dDJVuu0bOagA+Z3TzA/4EdsfyPaP/wBhpy9Rr3S0MUlXX3GFBnKosg8w845yc/rj51D/AE93QNvbXBLiOWK1Q49B3YwWH/7MNRL1I6iTbiqAI5O14hhVXj/s6X6jNOSDhNxG2mpWgjNgE5N79R6esrWhgbMafSOc6rvu7cJa7VCROvYshZe08dx9f9dbepnq6hSZmbtY8ju50zdy2+KNPOiyrAFiPY6ZRSNiOm6T1ELqjJGAltiqoJZxLUN3SMeOfTS67XVpUWmtwBLHteb2H/Kvyfv6frqO1uFTQOXIJjP5scHGnfQ1P46KnnpuEjwQAOM5Gl9e+ztSb8MhuNAUl9MIH29+Knjl7KmsjKO/qSPgn3/9tOW93JJYmcxgHB7u4ehzzps7fmkWhWoVAxOCw/6ffXjcFzKM08MoDkcxk5yca5113uLiuyifyohG3ZaO8Uy1U0jTkFIo2kkH5iFUEk5/Qar7dblPdK2SsqPVzwo9EHsB9tTdX3Kak2vf7kwPcLfNGGHzIvYD/LvH9NQAZCQDpjRWaCUk4kSXBqHVWP0nB++sZBBwdfSecjjXwknknRDiCgALI0aNGvF6jRo0aiiNGjRqKI197jgD2GvmjUuos0jfSB8690shUlc6Tk5AGvqN2n1xnWgfZ11Qt8NltqCsmopDVQSFWHHHuNWI8LfU6q2NvezbijmISkr4ZnQNgOocF0PyCMgj4zqtKTMgyScZ51IuzK4UVMjRFQWBIdfUsP8A5064bIHSaXbW/lJuJs0s1gZv/C6qQ9Pr70bFznoPEVtHZewd414rLZPGIjd6WjYmVWjfujkKlQEKhpMd?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?+9Rt47goVpbpW11bCPecx1qAfZiCR/XR5cNNwfz+EBo8Wfz7qZfDTNNDbDcrZQXil7p3kkNvqBP2hQO3jHoctwT7DnVw?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?+aGaNYo8XCGVUb8zKBk4H0+nww0fTxCJlyM3xbslNXVGV5a29g3N7bn7bKM93XaOsp4LclVFLT02Up0EncVBJJYj5JJJOMffAGn9ti5Nsbb1i3rRRrI9qr46pFOQHZGDkNzkj?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?/vaF6pHkBQ4KmP59MEE62dN1chGU1/C3KSCrpZsrE3mSHhVUH+pPpp+bVt0kVviB7QUwCPTTb21tyqmu4aSJljQdoDL6nUhxRikAanjGUyDx9tBzy6sBMqODljUUt/ev7txFG5SJznuH90/B9sa0d1ushlk717i5JXke/xrxdJywdmIHdjuGOM6wbfIqK9TVOTGnJJPGPvn20OG9Ua51sKYaXpBV0PhW3r1d3Iixx1tC1JaKc?+vEqq85+OQUA/8x/wnVJR6Ea6AXjqk3Uf9n5u4wIrR7evEtoicDDNTfiopISw9sRzqv6Lrn+OAdOixsUbGt7XXNGZ08r3u72HovmjQdGslojRo0aiiNGjRqKI0aNGoojRo0aiiNGjRqKL3E2GAPodPy2QChtS1KgYZe7Jb7ew0wAcEHTlo721LbxSyDvQHIH+H9NMKCRrCdSX18bpAA1eLjUh65eQe3GTjHOnEtaBDBHSERykYDD0P66ZcryVFQZM9xY505LMieYrTMT2gHAPOi6eUl5t1QtTE1rBfopNpejO9b7t1twwUM9RTGIuJKeMsMj1U/Bxpr7Xvn7pr2tVxftaJiql?+CuOO0/8AfH+l7+klrqLf4ebrOkrxRy0jRd7H6VZlGCPfkHH21z93TSRU+5qv8UUaQyN3Mp4zn10xnYIrPZ3sUrY0VLTDIMWUmVtZHPRrP5Ky+Qz9ykd2VIHP2xj/AD+2p98Nn7OTdniItke?/tyX59obWqHb8LIsRmqKwA4JjjJAC5BHcT65wDg4qTtO4TwXGloKio86lqJViKng9hOCM/BBPGv0W7QtFtsG07NY7REkVDQUFPTU6IAFEaRgLj?+Q0HxCvc2FrG7n6LbhHDuW92s3A287qlNq/ZR+H9rPdNm3q63ysukLw11JfEkWOZEkVl8pouY2QNEx9A31Y7tUR8WfgY6g+FioF6k/++7SqpjHS3qlDRlGJJEcy8+W+BnHocHBODjt9XXOktO5IhVRVObjSrFE0NNJKC0TOxUlFODhyRn2B+DrU9S9sbU6obBvuw9zW6aqt95opaaRJrfMQjFT2SAFPzK2GBHIIGk8dS9rruyE+fTsLbNwvzt7Vgpa5pqisqJjCoKKHCvmQ+npzrWTVgft8uaAs5xxIYzj+evV2gqNnbtudnmp3j/A1ctNPC2cjsYjBB5DD/XWOuoYbkz3W1Sd2CDJEBgj7gfP200D9TbDcJVy9Epc84NrdgrQdEheLXsC41kaXIUz0zdzo8c8SkYYZ54yVx/PVk/BjJUVO446KriWPyZGqWaSFpUYKSpDBATjvLLn0+n7apHsHc96oLGtPa6ZJZIiH/wDxkYr?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?+v833aeo8Fz2ylBSnshIAOTy5+T/wBP99VZ3r1CdNvQ0/4hxGMN2lyctj1Y+5/09saTbI6rRtDHTPP74xnVqBomBBRNZ+0Qe6mXdVI0laJaWTtZjnI056Laqbq2q1i3pY6e9WtvqEM4J7CP7yMMMje2VIOONRZdd1xSxxSwz5PB9dSj003x51IlLUzrzjAJ0XWRaoci6Ep5dEuppsVGF58EnSO+TS1Vrvt/28zEkRMUqoU+yhgr4/VzqGeonhQpNoORR9QoK2Du5d7eY3UfOBIQf666ORUFsuFrLyQrllzkapz4kra1vnnNLKwTnjOufbR08hPhTqTiNVEwWdf2CqVWXHpptC+1dkka5181FMYjVtAnlFh6sFD5GOfXPvrc3Pee3dn3uS23CCqbv7ZBKsSvDPCwyksTA/UjLgg?/Hx6axbW2NtzqTuJ7JuKaainlcJFX0wBkQ+3cp4cf0PpyNPjevhl35sfbZs+8YP7RbNpzJJa9zWqJpqmyhiW/j035xAx5dV7lQlmVsnDLZuHjUeydU/FHhjdr9cJBQXXbV9QVu3LhTzHAZ4gcOn6qeR/Max1SVIVj2DHoR86grcezdybNnWariLUzkGnuNI5kppgR3ApKvHIIOOD8jWuG4b+q9gvlwC/AqXx?/roB1IWm100ZxIPF7fJTPWxTMrsEZQinJb2A9cn9NMTcO8o6WlmtlqqBLLMvlvPGcqqn17T7kjjP30zJ6+4Vn01NbUT59pJGb/U6UW2wXS6ljSUrGOPBklYhY4gTjLucKo?/UjWkdP7rCes1eSsL0BetrfCv19tP1NSxQWmsQeyuJJSxH6hFz+g1WrVgth9cdo9Jeh+8ellLbBuC87vaSKoqYiUpoI2iVFHeQGkKHvI7R2nu4bHOq+6NlI0tAOQl0IOpxIwSjRo0awW6NGjRqKI0aNGoojRo0aiiNGjRqKI0aNGoojSlifL9fbRo1dnVUf0XqhZvPVcnBPOnFZEVr1R92T3yqrc+ozo0aOpdh6oKq+y6LUc8sXhsxG5Uea64HuPL1z33K7PeKhmOT3E/56NGndX/5+6T03/p7JPHNLE0EkchVo5AVI9jxr9FnQO51146G9P7rc6lqirq9s22aeVsZdzToSxx7nRo0irvhCb0e5T5qaaCshaCpjDo3OD6g+xB9QR7EcjSLbtVUVlphnqZDJIWkUsfUgOwH+QGjRpd0TDqvzWdUq6ruHU3dFdWTGWepvFXLK5ABZjKxJ4++tdt2eaC60oikKiWQI4HuOP+ujRppD8ful04BiN+32UtXqV7fSR09EfJiNMsxRAAGc+rH5P66s14Lr/df7S2q3mpUwVTMsqmJCSAD6HGVP3BB0aNdW4nS5vTSuSpRdrHdbp6ftA7pcZdjRGWtmc01csEJZySkZRyVGfbKg?/wAtQ7+z16P9N+qe9b5Fv/a8N4Si2/VV8CyzSoEnSSIK/wBDDOAzcHjn00aNI6/wxNt2+6e0Pikdfv8AZW58XXS3p3TdS7fU0mzrXTubbBGBDAI0RR5rYRVwqfVye0DJ5OTql/W/dW4bj0moKususzvJe6ynCjCxxxJT0xRI41ASNR3HAUAeg9ho0aHpydDSr1DQXuBH5cKBLNVVFNvGipoJnSOR0Z8Hljx6n1xz6ZxqdfEFFHDsm1QRL2RtSpKVHux9T/lo0aIGbrFoAa2yrFHgU7YGMDPGl3T2SQ32PLE5Iz/XRo1g7cIpuWlSjvyon?/dY/itwuBpnbfq6mOaMpMwIfH+ejRo2hJDkJWgWUpw3KuZYgaliBjUhbMuNdFXU6x1LgEjRo08flmUk6q1+1LlXSW+FXqWIKDIONRJ4haGkmopHlgVm7Tyf00aNc8MSJs/MOVS23SPb94q9ExhYPkFfXOddAOltxrbpscNcKhpy0GCWA5GNGjVT8a2af2gqTb+c2rc25LZQqkdHBDJWJTFA0XmhxyUYFSp7iSpBVjgkEgEKtkdJ+nm4rYt2u+2KeWpqIzI5SSSJO7J9ERgq/oANGjQ8oB3RsRIGFGfViCj2Leqm37Wtlvo4M9oDUcUzL+jSKzA/cHUWVl1udxAWvuFTUKpyqySswU/YHgfy0aNLZidVkyhA0gpLo0aNYrZGjRo1FEaNGjUURo0aNRRf/9k=" width="303px" alt="conversion rate optimization"> If you've ever put an commercial in a newspaper, you will know how difficult it's to estimate how many individuals flipped to that web page and paid attention to it. There's https://mega.nz/aff=CU5U4OlDge0 to know if that advert was answerable for any gross sales in any respect. While traditional promoting may be useful for particular objectives, its largest limitation is measurability. If you're employed for a small business, it's likely difficult for you to compete with the most important brands in your business, a lot of which have hundreds of thousands of dollars to invest in campaigns. Fortunately, there are many alternatives to outrank the large players via strategic digital advertising initiatives. Focused on conversions, ROI and important development, we do not just rank businesses excessive in search engines like google and yahoo and call it a day.


トップ   編集 凍結 差分 バックアップ 添付 複製 名前変更 リロード   新規 一覧 単語検索 最終更新   ヘルプ   最終更新のRSS
Last-modified: 2023-10-08 (日) 06:37:56 (214d)