Take the search term “running shoes” and assume your web page is a content material-based web-site that writes articles about operating and running shoes. A swift appear at Google search outcomes shows a neighborhood pack of stores selling operating shoes, and 19 of the top rated 20 results are ecommerce web-sites. Google is giving you a fairly clear signal that it assumes when an individual searches for “running shoes”, Google thinks they are hunting for a location to acquire them. If you are a content-primarily based site, this may possibly make the very high-volume search term “running shoes” significantly less of a priority for you. Keywords Everywhere is a browser extension for Chrome or Firefox which will pull back search volume, CPC, and competitors data on the fly. Google Trends can be a great supply for seasonality and overall trends for modifications in search engine volume for keyword phrases over time.<div style="display: flex;justify-content: center;"> <blockquote class="twitter-tweet"> <p lang="en" dir="ltr">Organic SEO Importance - What is important for Organic SEO   What determines the quality of a keyword in SEO? The number of searches, which is the average monthly number of searches for a given keyword on Google. Naturally, the higher this... https://t.co/NV9hI8IKZi </p>? SEOHERO (@SEOHERO11) https://twitter.com/SEOHERO11/status/1390594973020663808?ref_src=twsrc%5Etfw </blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>Initial, make a decision what your key keywords will be ? this is commonly your subject for each silo web page. Check your keyword analysis to see which terms belong to the very same themes. The primary themes will be your main topics, and the grouped keywords will be your subtopics. Keep your subjects and subtopics up to three or four levels only. It will be easier for your guests to find the data they require, and simpler for search engine bots to crawl and index all pages of your web-site.Efficient keyword study guides optimization, bolstering existing website traffic sources and identifying possibilities for new channels. This is important to note mainly because pages ? rather than complete internet sites ? rank for keywords, and any provided web page can rank for thousands of variations of key phrases. Understanding which key phrases searchers use and how they use them is instrumental to ranking in search. Soft clustering, otherwise identified as fuzzy clustering is exactly where a information point can belong to various clusters at the identical time. Categorizing your keywords and phrases to capture the interest and intent of the searcher can enable you create, refine, and analyze your list. This category covers all kinds of other terms that persons in your target audience may possibly be browsing for.<ul> <li>You can also run the list of key phrases you produce via the filter of the personas to see whether or not they are really relevant to the terms that will drive targeted traffic from the users the site is attempting to target.</li> <li>With single keyword ad groups, there is only 1 keyword that can trigger your ads, so you do not have to generate generic, vague advertisements.</li> <li>By proper-clicking your keyword phrases and picking Add tags to chosen records, assign tags to your keywords and phrases according to their Difficulty score.</li> <li>Do you want a sneak peek of what your competitors are doing?</li> <li>We can support you with that - get in touch and we can speak you via the salient problems in a free of charge tactic session.</li></ul>It's entirely fine if you only decide on a handful of keywords for now ? you will be capable to go back at any point when you happen to be prepared to target extra terms. https://canvas.instructure.com/eportfolios/69360000000137359/Home/8_Ideas_To_Rank_Youtube_Videos_In_Search_Engines At early stages of keyword research, the two critical things to appear at are keyword demand and competitors. The former is the number of occasions the keyword is searched for monthly, and the latter is the quantity of sites competing for the term in search engines' outcomes.If you assume that the folks bidding on the keyword phrases are reasonably rational people, then frequently, the higher the typical bid on a term, the much more probably it is to either lead to a conversion. Or, it may have some other worth, such as brand awareness or demand generation, to the company bidding on it. It is a single signal you can use to infer the relative “value” of the keyword. It will also depend on the nature of the search phrases themselves. You won’t usually know going into a keyword investigation project, how many keywords there are going to be that are relevant for a specific website.<img class="alignleft" style="float:left;margin-right:10px;" 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FwnSYOxBJ8uh2HwmvqDh7tLscNjLXDvL1W+t3noBTC0OJSkRvupMKUJgBUb+Ua6xUWHee7+yf7rZ0VdpVZMlcuQuUWGVRVqZVyLoIKUkEHII89WLtZt10YWPfFOrm2VwW4m5MqjQktXQuUtanUlBSltTygokEgdiflqp7i3T9m3dtBt+2rhvSXMgWvHci0tDgrHJhpagoo58eSh2AGScAADA7a0LXvj2Y1m3DTrqt65XmKnSpKJcV1SKwsIdQcpPFSSD3HkRjTU4PJJulPm3SdRBkhUiAAY7vptRTnHPDzuBaxKb?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?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?+KInCLVGOHicef722nOeCfP5a0ttd7vZw7SVNdbsa4o0SorQWxLep9TkutpOQQhTraijIODxxn10n8Fk3XHUJb/LcIJMKkAAAwIjePOnYnjzhnH2VhcOqWq7s0OBKRo5ZUta1JJVq1QNUkBO5EetM26NrbSXV1vVmj7zy4Ue3kW3HcSuZUlQke8JbaCB4iVoOcFfbPf5dtXltRZ3S9Yyq8xshW6G7VKnTXBJYiV9U5xbTYJzwU6vABV5geuqZ3E3Y9m3updD143vdzs2qyGm2XHktVdkFKE8UjihAT5D5aW327Ps3Nrq65cdk3c7CnuxHYSnFs1Z4FlzHNOFoI74HfzGvGMFfs3CnPZwQVE6oOoA/8v8AWnZTj3B5LDMWnt9whTbLaC0CjkKUgDc?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?+9dCT2tYhi9TcNSWy9qcSSnvNFltpSfe96UFQ8JCTPlZnRl?/az2T/wV/8AnLuoDutduyG528lV2K35tCBSRRorcuj3BKqXgKkc0IUUocAT4Y+JXwlSkqLau2QNfdj9Z3RPt1asCzLS3J90pNNQpEZlVOqLhQFKKj8S2io91HzOoputv?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?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?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?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?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?/HXt2yj2lpsNEjT7s9N/OfCvLR9RtnXS6AdXvR6Dw9aDXqM63W9/du/3BI2epNsn35mb79FneKv8mFDhx8FHY8vn6aIP2hFKpcLpJ21kwqbFYdcqFM5ONMpQpQNOeJyQMnvoWeq3fnabew22dr9o41kCke9e+eDFjM+9eL4XDPgJGePBXn/G7euiw9oj/ahbZf8AGFL/APNr2pltBly2CUaO8dpnyqBLhebuVKXr7o3iKvGhbH2VvN0gWrYtapURldWs?+mFma2wkOx5IitqaeChgkpWASM/EMg9idAl0SWDVrH62IW3970ltNQpCKpFlx3W+SCpMZzCgFD4kkYUk47gg+uij3e3auHZLpH2G3HtxeX6bIt8SGCfhlRlUt4Osq+ik5GfQ4I7gas+kbc2dupu9tx1dbdyWFtSaXJjVJWcGTHcjOJZUQMjxWnCW1Dz74J+DVc3cOWzLoX7i9QHoofzVk7bt3LzRR76NJPqkx+1Ap1A7PTN4/aCVrau3ktQUVSbBS842gJTGjIgMuPOBIGMhCVED1VgeuiJ3e352S6CUUzabajamDVrh92RKmuuuBpSG154rfkcFLdcWQTw7AJI7gcUlgtipQKd7V24mpykpXOhGLHKj/vppjKwB9SlCh?+nQ+e0dolRpXVZXKhUmnBEq8KnS4i1A4WymOhlXE/RbSxo9CBdvM2zx7gQDHmaAcUbRp64aHfLhEx0FEzZ/Uv0ydYFhV62+oG3rbsqqQ0DwpE2c0klKh8D0SQsIcDiVD4m8HtjPIKIHNi6KXBolyVWjUyrMVWHAmvRo85j97lNIWUpdT9FABQ/HXR/ZHbL2dG/1wyrV292+qkioQYJnvJlSagwgNBaEEhRewTyWntoEOoe1KDY2+N8Wfa8L3Ok0etSYkNjxFL8NpCsJTyUSo/iSTorFqaQ+tlsKT46VdB8N5oTKJdWwh50pV4SnqfjsBV6dIHVXvDY9Mp+xG1W19EuidU6k9Kj+9F0O8lpTz5FKglLaUo5FR8hknR9UCrdXzdfov7sNv9sFUOTLabqaqRUZS5cVhR+JxKXUpQop?+hP0B1z99mhdds2z1Ipi3C4yy9W6NJptMedIATKUtpYSCfIqQ2tI9SSAPPRG0DYHq1p/Ws/uJLuScLJfrD052eKslcd2mEqKIfu5VyyElLfHhhJ+IHsDquyjTXtK0wlPdmTPePpvVhi3XfZkKlSt4gRsPXatzqz66r16e93Xdu7esS3anEbp8aYJE3xQ5ycCsj4FAYGPlqeb19UF4bddM9m7+UCz6K5JuBEBU6nVDxAGveWFL/JlKgThScd?/NJz6aaOpXqn2K2Y3egWbd20ES4axOaiu1WrPQ4/9ixFkhJClIUt0oSFK4fCB6HJOox1ubDb9dRrtrS9oK5Sa5YCorUmPAbmNR0NvqBxK5nAebLak8cKJT8WE98kRlplXI5rehJ6qJ2Vt9qMedeHP5TmtQ2CQN07/AHqbyuq254/Rax1NptOimtOrSk04+J7qAagY3nnn934vPz1s7I9Uty7o9MF7761S06NDqlr/AGmY8JjxCw77tEbfTzKiVd1LIOCOw1X2/u1VR2U9m8/trV6gxNn0gQTKdYB8PxXamh1aUZ7lKS4UgkDIGcDOBFekP/c793vwuH/zYzp4trddup1A/wCJAP8Al8q89ouEXCWln/hyR/m3oIN8d3KtvluVU9yq1SYVNmVNDCFxofLwkBppLYxyJPcIBP1Oje6QupfqQ3St+JtltftpYTsSyaREhv1KsSpLKAhKPDa5+HyJWvw1HCU4+E+Wuch89Hh7KJFd/djuE6l5hFuJpEYVELyFl8uLLBSR5AIEjP4p1fZZlpFkTpHd6TPwrP4l51d4BqPe6x9aNzb+T1OKuiONzaBtfEoHBz3hyhTprksK4ngEpdbSgjljOT5Z0AHtC+pK4L0vCubCS7cpUemWrXmpUeeyV+8PERyMLyeOPy6vIfwRq0bE/wBTs3mv9rZ20LFudFUqRfZhVX3yYhp9TaFrK0LVIUrulClArbAOBn5aC/qV2iVsbvPcO24qjlSj09xt2LKdx4jkd1tLjfPHbmEqCTjsSCR2OqzFWjQupcBCgJAIj59TVllbt02sNkFJMEgz8ugqsdLS0tausnS0tLS0qVOFAqSKNW4NUW0lxEd4F1BGeTR+FxP6Ukj550VnTJdFOSmTbSloK6LKcixznKVxchbCgT5gtqT39dCHratfcSu7T15Vapn5WBNUkvtKyQl0dgr6Ajt+jWE4zwZvWva2R309fh/qa6LwJxEMa97I/wC4oyPQnqPnA+nrXTW+7ko9NtiTImuFmOy2H33mmFOFpsdyeKASf1a0l9RO2CLWgIZqkioSOKA3GioSZKifTw1EEH6HGgku7qX3Kumt0+mbfeAuFUYqA7yKSVKJIUg8uwx+vvqPQrFS6687d9zUeHU5brSkPGY8qTHUnOeDSEJSonl3yfQa5wzZqHeeME+Hj9K7Gm8F13LZOoDx6D5Guj9G3DEp5MeoRlRveGw9GDmA5wP8FYBICgPPBI1TfVnd9JTtdXok6UlkuR8M9+6ngcox/jAemhoYo?+6FlX5TbjRe0+p0KOgrWhWU8kJQfh4FR7ntqqr43Jru7t0GO6qU5HSPeXGk5IbabznIHkPLJPz1PYY1d1doQhYKZG/z6VVZrKJsrZwuIKVQRHXw6iK9lzJFQkuzpbynX5Cy644rzWpRySfxJ1h0s6Wu9JGkQK+blKKlFRpaWlpa9ptLS0tLSpUtLS0tKlS0tLS0qVLR37H9cW0db2cjbF9UtoyarTIEdqDHnNRhIbejt9mvFQClbbjaQkBaMk4z2PmCGloW6s27xIS54bgjqKLtLxyzUVN+OxB3Bro7bvVb0J9O9PqlX2CsKpza?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?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?/rxq9+tDeWzd9t63r8sYzTS10yLEHvjAac5thXL4cnt3HrqGWL1D737Z0ldAsXc?+vUimrJPujUnkygnzKEqyEE/NONV356WmotWkNBkiUjz3pzl06t1TwME+W1GFc/VpZl1dEKtka5VrgqV/SX0vSpUxtTzbyvtL3gqU+pZUo+H8x59tfGwHVFthtv0kX/ALL3Gqq/uiuT7W9y8CIFsf2RCbZb5L5Dj8aDnt2GhAyfPSz6aHONZ0FsTBVq+f8AFEjJvaw4YkJ0/L+aR89FF0C9RVtbF7jVOkX2tMe2rwjtQ5cxSSUxHm1K8JxYH+9kOLSo+nIHyB0LukDjRNzboumi0voaFtrhdq6HUdRXRiVtZcvQ7Xrl6itnKPb1+bd1allUfxpzbb1KDriS0tDhBLzQ5BI8NXJYWAQMciBm5G4Nzbq3xV9wLwliRVqzIL76kp4oQMBKUITk8UpSEpAyewHc?+eviPuHfMS0JlgR7rqiLbnuNuyKV7yoxVrQrklXhk8QQoA5GM4Gc4Go7oezs1MErdIUrpPjA86IvLxL4CGgUp6x4SfKlpaWlo?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?+Gvnm77aTbJubOW/a0Xvs6UaV7tc1KNRMxqgk+8BI93wrXt8NBZQ5vyy1rJke9pJj4fL50E+2mzG5e8E1+Dt3akqrKi8feHUrQ0yzyzjm44UoBODgZycHA067l9OG820VPTWL7sqRCpylJR76y81JYSs+SVLaUoIJPYcsZ9M6Ji/rorHTz0Xbe07bqa9SqpehblzqlHPB8eKyXnClY7hXdtAUO4SntjXnRDuPdW8bV6bJ7mVqdcdJnURchldSeMhxgFYaWkLXlRB8VKhk/CUZGM6nu+0nidNldcV2zLJxlu6psoOvnLQhfLW4FA6AZkhJSdhuek+N4axLiLFalc5aQZ20gkSBHXp4zQm3PtHuLZtp0a+rktpcOhXCEqps33llxMgFHMdkLUpPw98KAPY+o1vXBsPuza1iQ9za/Zr8O2Z6GHI89UlhQWl4ZaJQlZcTyBHmkeYzjRMR6HL3S6FKXbCFCRUbTvBmkNrHcpUuWGUfoCZqP0Aau/etqi3rtrufsBSWEoVYVrUyfGIPxFTaFvJRj+9jtj/8AE1W3nbPlLG7ZtFsoJTdONvmFdxhDjSEuDvbEh5G5kTO3lM3w2w62pwKO6ApPqohRI6f5TXOebtRuBTtvYW6s23Vs2rUZBixagqSzh10KWniG+fieba+/HHwk+WtrbXZXc7eBVQRtxarlZVSw2ZYTLYZ8IOcuH76tOc8FeWfLvoh?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?+lU+SsWGmmrm0J0OTseoKTBG3X0qxNs+nHeXd6Aur2JZcibTkKU2ZrzzUZgrHmlK3VJCyPXjnHrpj3F2k3E2nrLVCv+15VJkyATHLhStp8A4JbcQShWMjOD2yM40WXWvf90bL02w9lds65ULepcKipkPu055Ud2RxV4aAVowrzbWpWD8RXk5xqh7+6m7u3X21t/bi9qZCqMyizESG688pZmuYKgAo5Ce6FBKiQSrgCe?/fWe4V4s4x4lSxnWmGTjn1LASCoPIbBUEuKUTpVJTuhIkAiPGjL6wx1lqtSpXOSBvtpJ2kDxHxJqB7jbUbgbS1SLRdw7dXR5s2OJbDSpDLxW0VFPLLS1Ad0kYJz21mruzu5Fs0W3Lirlsri067eBoz5lML975pSpOEpWVIyFp?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?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?/djY52tuP121HmWJb55Ox3uzLqjnK+QBKFH17EH6HJI91DbXcqA+pT1g1Z1aT8SYjYkD9CmypJ0dnFST2VjOsK4rK1clR21E/NOqC+4atL1fMEpJ6x0+laGw4nvLFsNGFgdJ6j5/zQf2nt3uJXH0Q/3FzKUyPvyKitDSUj+9KuZ/Qk/XRC7ebQw7eLc+pO+8yk4IUU4abP8AcpPdR/uj+gA6nyGW2vhQ2gE+gSO2tlhJBAKyfU68s+GbKyWHY1K8J/imX3Et9fJLchKT5fzTiggMhpH3cj8Sc63UueHOiO9v3wAj8c6bW190pz25Z19yXgEpUCQULSR+satFo3iqZCoFPLEnD4a7DBU5n56dIc4ucuSvI41F1SeMkk?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?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?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?/cbaGq9cH7pLHjUe27Uj02VERJwiFHlPBtXN/BISnmo4HkSEpOASdBSe+lnQaOyV96yfsshlHnkqYVbthQSA2hUCSExzFgAAKV5U859CXEuNMJSQoLMTuR8Zgegow9qOo1y2+rW8UXtcaKha931WTR5EiQ6HI7baHloiLB+6G0pPD+LwcJPlnVIdSm3Fvbabp1KmWdWadU7enn36mOwpSH0NNLJywpSScKQrKe5yU8T66qzPfOvO3oNajD8BsYDNJy2PdKEllDTjYSNKy2IQvYjSpI7u0ynagbjKqu7Y27wkhRUD4ieo+B6/GlpaWlre1U0tLS0tKlS0eXs+7MapdmVq?+JQw9W5ohs8h5MsDzH4rcUP8QaA0a62bM2E5Ym1Fp2m7EMeQxS21vp+UlweK53/v1K0Dfr0thPnVxhmtb5WfAVYDU9xttpRAKEq+M+o7DP8Ay623u5UM9gsA/h//ADGmBcgKjlkkpkZwWz2yR6fpH8uNbFOqCZMEuJWD4S+BP4Aef6NUmitVqp?+bc5An0HmTr55c1ZA7DTdFkOyeS1rIb78Ujt+k63ELwNNKIpAzX2vA76+exGTr4Wo4zr5KlYHfz16Aa9r65JSMqPc?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?/M6qcpeLswlSfGR9tvp1q2xVmi8K0q8I/cT9elBxafRbs7dW7O41iNbzzY1D25gx3qjW3ozKWg+Sv3hKipYSlDXHiVE/eSv0GdYa90ldMcK7bKtm3Op+JcH7qqyKO8qnLiSHIalsrLKyltw9lPBtvJwB4g06dBdHplYp?+/1C3OrEqkwZdve7V2c4r8tGQpb6X3FFQPxJyonIPcaqjqEsTp?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?+KR/LqW0/bbp73A6Ttk0b77rSbMbgR6t9mKYcbT70VSvyueba88eLflj72hHLm4ahtTh3IMhIJggmI+Iotu1t3ZdQ2PEQSQJBG8/A1UdF6MbLvmubuUrbPdQXJH2/pEOo0ibDQ0+1VXnY7jq2SptRAwtstgpJ7+flqsqT0/prnT7Sd3aXWJD1YrF7ItCPSy0kNKK2eaHOec5KiBjGO+io6Pa7t5sbcO+lVse4TcFm0STbbLFTfWkl6I9IU266SlKR8PiuHyH3dZuoWz3enPZB1qLBQYVG3vauCltJ7IXFVFEhpA+g/e/xQdSC+eS9ydU7piRE93efqKYbFks87TGypg9O9sR8gahF++z6smhWHcaLN3pi17cSy6WKrXKEktcEthHNaUpSfEb?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?+Z4nI/l0x06u0MI/KVmmBJOPjWgD+XTq3XbWQnxEVyjpJ/hCS0M/y6q3rplWwI+RolNs8Nyk/Q1yS60rLNk9R93xkN8Y1WlCsRzjHJMgc14/BzxB+jVIaMP2lsCC7uda9006dElM1CiKiKVHeSsBbDylHPEnBw8n9Wg81t8e6HrVCx5fttXPMm0WLtxBEb/vvXo89G3f2+tKsT+tSum2bugzDaNBYTWY0OYh5UZC0x25DTqEElC1NeInCgD+rQR69ydPuLZNwUlXhP3EVFb3SrcKCfGPsQa6ZUKjbHo3l3+t+JvJZ1JtzdG2o7sWpCsxHGmX5JeTJSnLqUqWlwqXwyCAtPkNC11F9M+02zllw7msTqMoN/T5NRbhuU2AYxcaaU24ovHwpDisAoSn7oHxjvocSc69zjQzFg4wsLS4Y2kQN4EfGinr9t5BSpsTvBk7SZokeoC5bcq3TB0/0OlV+nTKjSIVXTUIkeU24/EK32ykOoSSpskAkcgM41Yru7ttK9mYjb03TTP3RGrCnmm?++N++e7io+8hfhZ58OIAzjGgo0snT1WCVISgn3VavuTH3picgpKlKA95On7AT9qOLqz34o1d6etg4tq3VTJ9YhNxKvUmI0xt16JMixGkID6EkqQrktfZQB+E/LVoTrQ6Xt+r8t3rHrG8tMoUeAxCnXBQH3mkue/RUo4NqKlBacFCElIQrxAkcD8WdczcnXvn66g/CglAS2spInceSuo?/ipxlipwqcQFA6dj5pEA/wA0YlX3voW6VgdU91z61ChSbtm0A0SDJkIbkyYseUpKA22TyWpLKUFXHOM5OpCq?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?+UA1z6zjXuT5aecYlZCnFSQZn5AfeJpicopsFLaYERHzkfSa6aptfpv2Uue+Ora2d7KRPgXLRp32PbsVbXIy5SeSmgErKlArAAbLafDyeR+HQxdR1z21Wemrp6otIuGmTqhSKXUm6hEjS23HoilLZ4h1CSS2Tg4CgM4Ohnzpd/npMY3lLDillRB+wBAH3pP5LnILaUBIPl5kgk/aiK61Lkt25a/tm9btep1URC25o0OSqFKQ+GH0eLzaWUE8VpyMpPcZGdfV7XJbsnoX26teNX6c7WYd41GTIpyJSFSmWlJe4uLaB5pScjBIwcjQ5fTSznU6bMJQ2ifcM/v/ADQ67wqW4uPfEft?/FXl0WbiWvtl1D27cF5zkQaNJblU2TLX2TG8dlTaHFH+CkLKcq9ASfIaNiLStiNktgbs6bKh1JR6gu5oNYq0GRGcZK4kbwwvwQEqUk8wg/CVAukuBITnXLXXufTUN3jhdOBzWR08uomD8pqe0yRtWi3oB6/eJ/ar06NLu28tXelqNuomA3bdxUyZRJUqa0lTcRTyBwd5KB8M8khPP+CFkkgZOrx3lsraPpd6ZLy2vtzd+Hete3GqsF6OzHW0fdokZ4OJWpDa1gdklJcJHNSk4ACToGsnXmT5ae9Y814O6yBtI843FRs3/ACmS3pBO8HynY0SlTua3F+z9pNpouCmqrje5C5q6YJbZlpj?+5up8UtZ5hHIgcsYycZ1eG21rbOdVmw21US6d26ZaNZ2nW7EqcOS60FyIniIPbxHEcQpDSCHByAPMEHGufedL9Gmu4/WmELKTqKp?+PX7U5vIBCu+iRpCSPh0roEd89vb33j6nLoj3TS4tLqm38qi0V2VMbZFRcajeEAxzI8QrUklITkkEdu?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?/1tZ2zymRulgrcMDfy/atmrCY5hQRoA1bf/EzR60WvQ67SI1Xp74djymkuNrHqCNOLCgVAqJP0zqiOnSpTIlqsUucsliQPeoylEnhzwVI/DPcfidXcyopWlOD39QddSt3Oc0lR6kVy28YDD6209ASPvTi?/KATjljTa5IJcwDnPYa+31AnBxrNAhhSg?+sDHoNTQKEmKypT4TKEgdz3VnWKRJ8JshKiSew1klLCV4zgDWoGy?+5k+WvT1rwV9xiW0F90n6a2mHillbznYnvrA40twhIOEj0+etaqyA1FLQVgkY7a9MATXm6jAqG3o4ZdAqye?+XmXE/PzBGm60aotmMxFfX8baQhQ/AaeatELtJdT6KHf8NRC6/wDvdqMOaHEpbmsn4fULb4hR/DCkfp1iuK7ZbtuHU76f2NbPhe4Q3cFlf6v3FWfGnNuduQ7Aa2HXMtZT3GNVzbt2RpT6U+KPiwnz8jqwIx8RjJ75GudhWqt?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?+B8+TqM5xqM7S3TubZ3QtFrW0bM524k3A822mHThNc8JT58Q+EULyMeZx21D/AOMGSyWLRmcTaoDD1w3bsl5SkaipJLi1wDpSlY0iAZhRp39nmGHzbXCzqSgrVpAPQiAPMkb/AEoKbhtG6rSktwrqtmq0aQ6nkhqoQ3I61j5hKwCRry4bSum0n2Yt1W1VaM9IbDzLc?+G5HU43kjmkLAJTkHuO2jf35qF53t0WwLs3voLdPvKLWmRC8aJ7s+Qp4o5Fs4KCprmSkAZCQceWoJ7Rz/bCsv8AwaR/pl6t+FO1G8z+Ss8Y/boSpxy5bWpCytGq3CCC2qBqSrX49Ioe+wbVqy48hRIAQoAiDCydj5ERQijvp3rNn3ZbkOFULhtirUyLUm/FhPzIbjLclGAeTalgBYwpJyM9iPnp32lseVuRuXbdjxWVufa1RZYf4eaGOXJ5f4JbStX6NHj1cw7X3f2Wu6FZrDb1Q2irDTS0M4yhpLKA+E/3CUOLz9Yx+Wrri/tFTwtxDj8LytaHz?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?+WQT66Mvu0fidq4cbsLS3fSxbIuXSl1UKSorkMq0EK2RIJiZpjWGsVJCnVrTqWUJlI2iPeE7dfCgW07uWhdTNCi3Q7bNWRR5rvgRqgqG4Iz7uVDgh3HFSspUMAk5SfkdTXqSsSFtrvjd1n0ttDcGLO8aI2gYS0w8hLyED6JS4E/4ur2uL+0G2p/wxV/OJ2tnl+ORa2eKv7JvU3fOISJMFKVtqcB28e6BHrVbb4vW6+06YLQJ+JBA/rQpXFalz2hNRTbrtyp0WW42HkMVCI5HcU2SQFBKwCRkEZ+h0q1atzW2zCfuG3anS26i148NUyI4yJDXb42ysDmnuO4yO410b679safuZt7Lr9v8JFz7fpTNkx28F0094ZcyPPADZcB/8G4B3zof+uLtaWyf?+CSP9GxrI8EdsH9sTjWkshDlwp5DqZMoLbfMSUz1C0kEE+e0xVhk+Hvw8PK1SEBJSfOTB+hoabasm8rzW+3aFp1muLihKn006C7JLQVnBUG0njnBxn5a2Lh253BtGOiZddjXBRo7iuKHahTXo6FK+QUtIBOii9n1UZlHpW7tXp7oalQbfaksLKQri4hMhSTg9jggdj21Kul3qJvHqKr9a2S3r9wr1NrdIfW097k0y4hSeOUkISEn4VFQOMpUgEHUnEfaTncNlMkLWzbcs7DlF061JdKXEBZKU6Sk6RJgkSBTbPC2tywyVuEOO6tIiUyDG5md6DS3dt9wrvhuVG07FuCtRGnSyt?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?/WRQvXBaN1WmuO3dFtVWjqmN+NHTPhuRy83/GQFgck/UdtaNOptQq81mm0qDImy5Cw2zHjtqcccUfIJSkEk?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?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?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?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?/JZuacoKXSXUgHyKhjUucjVVtYUimUgp?/hcUHP6M68kGtKdCExGXkY7KLaQkfTzz?/ACadrUelewBUKTR644ogxuJ+nprYjUeUpzw1zGQvPdIHI5/RqVvsPPlIqshtDKU/vLSiEqPf73zH0x+vWo+6ytQapzEjKfzKEgfy9tSpM9abO9M8uG8w43DREcWVAFTpUOKR+Hn6ai9+vYkRKLz8v7KcSD6dwjJ+pCu30Gpk9IqPjFEuBLLXw8X0J+IfQgZz9ew1XdWRIrlzzXkKy2gpYQQMfCgYz9MqKtZnie55FipCeqtv5rS8LWvPvw4rogT8+gp9ojSUQ2vhxgaz1aUlmG44o47a2UspYbS2MYAxqAbtXhT7RtSoVie4kNRWFLxywVq9Ej6k4GuaJQpaghAknYfE10lxxKElxZgDcn0FBz1TX2ut3Qm2ozxLME+K/hXYuEfCCPoMn?/G1ReT89blZqsuuVWXWJ6+UiY8p5w+mVHOB9NaevoTC41OKsW7UdQN/Unc/evmjP5RWZyDl2ehO3okbAfT708CBEKUnw/MfxjpfZ8T80f2jpyo1JqNdqEOjUmG7LmzXEMR2GhlbjijhKQPmSdF5ans6q1LpDE6+NxotGmvpSTDjQvePCUf4KnC4kFQ8jxBGfInXzLnO0A8PkHIXykaiYGpZJ+AEmPWIr77v8LwLhGW1X9kwkqAgcpJJ28gkn50GP2fE/NH9o6X2fE/NH9o6vrf/AKT7y2LiM15dSZrtvvOBkz2GS0phw/dS62SeIPooEjPbscZh?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?/M96JiInpvMR60GLXs8Nn7eLNjlatE8ge9ExGienpFC59nxPzR/aOl9nxPzR/aOjVqHs3a03DccpW68GVJCSW23qUppCj6ArDqiM/PidUFt7sPXrv3mTstX5ht+qIcktSHXI/jeEpptS+yeSeQUE9iDjCge?+pbDtOYybLr9rkFKS0CpW6wQkdTBgkfAGpLOw7Psg069b2jBDYKlfkpBAHjBQCflNVP9nxPzR/aOl9nxPzR/aOrI3z2nc2V3ClWE7XE1dUZhl/3pMfwArxEBWOHJWMZx56g8CL77Njw+fDx3UNcsZxyIGf5dXlpxTfXtui6YullCgFA6lbgiQd9+lXVtwfwheW6bpnHsFChqB5SOh36aZpv+z4n5o/tHS+z4n5o/tHRu/6mzKwCreFhOfnRD/T616j7OaRT4Emcd347nu7K3eP2KRy4pJxnx/prIJ7ZcatQSnJLn/7v/61lkudmqjAtWP/AMH/APFBV9nxPzR/aOl9nxPzR/aOif2P6MHd6NvYl?+N7jNUcSn32PdV0wvlPhrKc8/FTnOM+Wp+fZsSgMneJgf8A5If6fU972uWWPuF2tzkVpWgkEfmmCOo2EfSpbpHZzZvKt3rRgKSSCOQOo/5KCH7Pifmj+0dL7Pifmj+0dE9VejF6m70UTZ8bitOrrNJeqgqAphAa8MrHh?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?/VyAY1FSxv5QYJPwG/hUzeK4BdsTkhZsBkGJLKRv5QUyT8BVH/Z8T80f2jpfZ8T80f2jo26r7OJ33Fw25uwxKntg4alUzw21Kx5FSHVFPf8AuToSr4si5durlmWldtMcg1KCri42rulQPcLQodlJI7gjXmG7Rk8QKUjH361qTuRqWDHnCoMetLEYngLOKKLGzYUobkclIMecFIkfCoz9nxPzR/aOl9nxPzR/aOpDZduG8LwolpiYIhrNRjwPHKOYa8VxKOfHIzjlnGRnHnovR7NmSrsN445P0oh/p9LM9ow4fUlGRvloKhI3cMgf+UGvcvieA8EtLd?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?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?+uORSfqk65XbhK+O7r2kAqS0nlz5T3iPn/WqbHJbc4td9oG4ZRy58tpj5z96l6ur6u1DYx/Zy6LYbuB9+O5FNWnzFKWlvlyaPDjlS2zjioq/gpzq/8AYqXH2S6LajuXCjNoqs5iVUA6UglT6nSxG5fNI/JnH1V89DzSuk6tTdhnd7anc8ejBmO/NFPnRVJ8WOg4bKXAc8nCPhBT35J799ERtrTXN3OhGTaFG/K1GLBlRUsI7qVIjyC+2jHzUA3+1rO8VDDCzQ1j4DJu0B+Jid9UztHTpt0qn4k/Bxapbx8Bo3KQ9ExO89do+G3SgZ/d5ef7qTev7qKmK6XfG+0PeVePz?+fPOcfTyx2xjRxb+S2d5ui+mbl1CM27VYbMKoFxKQCl7xUsSMfIHks4+g+WgEMOWJRhGM77wF+F4XA8+eccePnnPbGj83Vpru0/QhDtCq4YqUqHCiqZX2UH3pCX3UY+aU+J+zq841Q0zf4pduAHuekJjbufqG36elXXGDbLN5jVWwAd5qQI66fEfDp9as/ZC5I1sdPu2UqYsJZms0+nEn+O+oto/wD1qSP06pC3drWoXtAqhxi?+JCjNvXMAR2BdZA5fofdOPw0+3VWnbc6HbGuFj98pi6HMQPq3KQsf83V+1Gm27R6hV99WuK3TayWysDsY7JckZz9eQ/UNco9qXhl3tw3M3Krhn/m1oj5wo1zQ3LmKXdPtz?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?+pnpo303E3mrt22ZREyKTMTFDDhqTLRPCO2hXwKWCPiSfTVYdCP9sPS/+L5v+iOrD6o+prezbreyvWjZ15+4UqEiIWI/uEZ3hzjNrV8S2yo5UpR7n11UZYZU8aEYfl8z2cTzNWnTrPTTvMx96qcq3kDxaU4oI18ge/OmNW8R4zFULujsVu9tNSolT3CpnukSc?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?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?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?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?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?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?/gpz58QfwOhA3g3YuTeW9JN53KUIccSGY0Zv97isJJ4tp+fmST6kk+uNQjS0sLwljcE8q5YClOkRqWoqVHkCeg?+Fe4fhTH4R43LGpThEalnUQPIeVLVx9K+7lsbLblPXfdkee9CXTH4YTCaS45zWttQOFKSMYQfXVOaWrrIWDOUtXLO4EoWCDGxg+tXOQsWsnartH50LEGOsVPN873pG4+7FxXvQWpLcCrSUusIkoCXAkNpT8QBIByk+p1cVkdSdg270sVXZadDrCq7NiVBht1uOgxgp9alIyorCsYUM/D+vQw6WgLvh?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?/vAAkAqSQlYyR3SBkZ1POrzf6yt9p1sSrOi1RhNHZlIke?/MIbyXC2U8eK1Z+4c+XpoeNLRj2AsXsq3mVJ/PQCkEHwII3HjsTRjuAsnsmjLEHmoETOxEEbjx6mim6f+sxuw7Vb243RoDtft1lv3eM80EuPMsHsWVoXhLrffA7ggdu4wBaLPWB0ubeR5FQ2022dTU5CeKkwqSzB5jOcLdzkJz6AH8NARpapL/gDC5C4XcLSpOsypKVlKVHzKR/SKp7zgTEXr6n1BSdZlSUqISo+o/iKsTfLee4d8ryN21+JGhhhkRIcVgZDEcKUoJKj3WrKiSrtk?+QA7arvS0ta20tGLFhFtbJCUJEADoBWqtLRmxYTbW6dKEiAPIV//2Q==" width="306px%" alt="seo keyword groups">As usually, just jamming posts complete of key phrases won’t support your content rank. When it comes to Search Engine Optimization , it’s tempting to focus on a single keyword and attempt to rank very effectively for it. Whilst this seems like a sound technique, it causes you to miss out on larger possibilities to strengthen your rankings. ‘Keyword grouping’ aids you take benefit of these possibilities. As mentioned, keyword grouping isn’t only for PPC?it’s valuable from an Search engine optimisation point of view as nicely.If you don’t have access to one of these, see if you can make close friends with somebody who does. Contrast the above with the example beneath, taken from an account that does devote cash on Google Advertisements, and Google will truly give you a much far more accurate estimate of the number of queries per month at 5400. If you are paying to get site visitors on these terms and the targeted traffic converts, you seriously will need to be attempting to rank on those terms organically and get that targeted traffic for “free”. https://blogfreely.net/lyrebugle7/top-rated-five-search-engine-optimization-tools-you-are-going-to-will-need-to In situations like this, it is useful for SEOs to be capable to see all the queries their web site is acquiring impressions and clicks for, not just the ones they manually chosen to track at some point in the past. And with Keyword Groups, all these variations of hiking boots queries can be bucketed into a single group to hold track of collectively.Thus, you can view not only the month-to-month search volume of key phrases in the cluster but also the aggregate search volume of the cluster you program to target. Inside minutes, your keyword phrases will be in groups and prepared for use. You do not need to go by way of all the information to pick the suitable keyword, as you can target them all. Consequently, these keyword clustering tools will save hours of keyword analysis time. You can produce a single blog post that targets all search phrases that have the identical search intent simultaneously, saving hours of writing time in the method. A minimum quantity of matches in the search benefits that trigger keyword clustering is known as the clustering level.A part of your search phrases is in TOP10, another part is nevertheless outdoors of the 1st search results page. Commercial and informational keywords and phrases have entirely unique search results. You should really keep it in thoughts when grouping search phrases manually.


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Last-modified: 2021-11-14 (日) 03:24:12 (904d)