{"id":23849,"date":"2019-06-05T13:12:19","date_gmt":"2019-06-05T13:12:19","guid":{"rendered":"https:\/\/billfortney.com\/?p=23849"},"modified":"2021-03-23T10:11:16","modified_gmt":"2021-03-23T10:11:16","slug":"program-evaluation-and-review-technique","status":"publish","type":"post","link":"https:\/\/billfortney.com\/?p=23849","title":{"rendered":"Program Evaluation And Review Technique"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Interpreting Pert Charts<\/a><\/li>\n<li><a href=\"#toc-1\">Different Ways To Create Project Timeline Charts<\/a><\/li>\n<li><a href=\"#toc-2\">Simple Program Evaluation And Review Technique Pert \u0421hart Templates And Examples<\/a><\/li>\n<li><a href=\"#toc-4\">Working Stress Method (wsm) And Limit State Method (lsm)<\/a><\/li>\n<\/ul>\n<\/div>\n<p>When using a PERT chart, the relationship between the task at hand and the time allotted for said task may not be as immediately obvious \u2013 as say \u2013 with a Gantt chart. For this reason, above all, the PERT chart can be a real pain in the neck for someone who is not familiar with the PERT chart. PERT charts also tend to underestimate actual risks inherent to <a href=\"https:\/\/business-accounting.net\/\">https:\/\/business-accounting.net\/<\/a> your project. Not a good thing when you\u2019re juggling contract worth hundreds of thousands of dollars or more. A PERT chart explicitly defines and makes visible dependencies between the WBS elements. PERT encourages the identification of the project\u2019s critical path. PERT encourages the identification of early and late start, and slack for each activity.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEABALDA4MChAODQ4SERATGCgaGBYWGDEjJR0oOjM9PDkzODdASFxOQERXRTc4UG1RV19iZ2hnPk1xeXBkeFxlZ2MBERISGBUYLxoaL2NCOEJjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY\/\/AABEIAWgB4AMBIgACEQEDEQH\/xAAbAAEAAwADAQAAAAAAAAAAAAAAAwQFAQIHBv\/EAEoQAAEDAgIECAoHCQABAwUAAAEAAgMEEQUSEyExkhQXQVFSVGHSIjIzQlNxgZGh0SNicrGyweEGBxUkNENzk6KCFsLwRVVjlPH\/xAAWAQEBAQAAAAAAAAAAAAAAAAAAAQL\/xAAdEQEBAQEAAwEBAQAAAAAAAAAAARECEiExQWEi\/9oADAMBAAIRAxEAPwDz9ERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBF9fxc4v1mh3391OLnF+s0O+\/uoPkEX1\/Fzi\/WaHff3U4ucX6zQ77+6g+QRfX8XOL9Zod9\/dTi5xfrNDvv7qD5BF9fxc4v1mh3391OLnF+s0O+\/uoPkEX1\/Fzi\/WaHff3VFL+wOKQiQyVNEGxszuOd+zX9XsQfKovpaH9h8Urc4bJTROZa7JS9psRcHxfX7irXFzi\/WaHff3UHyCL6\/i5xfrNDvv7q6P\/d9izHOBnoyWtzanPP8A7UHyaL62P93eLyRteJ6MXF7Oc8EezKu3Fzi\/WaHff3UHyCL6\/i5xfrNDvv7qcXOL9Zod9\/dQfIIvr+LnF+s0O+\/urq793mLMcwGoorvOUeG\/mJ6PYg+SRfTU37EYhVzzRQVdC7QnK52kda\/KB4N9Snf+73FmOY01FFd5sPDfzX6PYg+SRfSUP7FYnXPlZHLTxuitmEudu3\/xVl\/7vMWY5jTUUV3uyjw38xPR7EHySL6Oj\/YvEqypmgjmpQ6Hxi57rbSORvYrR\/d5iwkazhFFdwJ8d\/Jb6vag+SRfWyfu7xlkZc2WjeR5rZHXPvaoGfsNijopZHy0sehdleHOcTewPI084VwfMovqT+wOMipEINOQRfSBzso9uVTcXOMdZod9\/dUHyCL62P8Ad5i0jS4VFFYEjW9\/IbdHsXbi5xfrNDvv7qD5BF9RL+wOMxy6Npp5DYG7XOtt5yApJP3eYyxoLZKSQ3tZsjrjt1tCuD5NF9af3d4znDdLRkdLSOsP+V24ucX6zQ77+6oPkEX1rv3eYs1zGmoorvNh4b+a\/R7F24ucX6zQ77+6g+QRfX8XOL9Zod9\/dUVX+wOK0lO+eSooy1trhr3X226KD5VF9X\/6AxThOg4TR58ubxn2I9eVdR+wWLOjleyakdonFpaHuuSObwVcHyyL6ii\/YTFa2nE0ctKxpJA0jngnt8XYp+LnF+s0O+\/upZg+QRfX8XOL9Zod9\/dTi5xfrNDvv7qg+QRfXn93WLhpJqaHV9d\/dXDP3d4u9jXCoobOF\/Hf3UHyKL6\/i5xfrNDvv7qcXOL9Zod9\/dQfIIvr+LnF+s0O+\/upxc4v1mh3391B8gi+v4ucX6zQ77+6nFzi\/WaHff3UHyCL6\/i5xfrNDvv7qcXOL9Zod9\/dQfIIvr+LnF+s0O+\/upxc4v1mh3391B8gi+v4ucX6zQ77+6nFzi\/WaHff3UHp6IiAiIgIiICIiAqzy7hbw2MPBjbe5tylWVTqy9oqnRXzinu222\/hWQTZpr30Db8+f9Ezz+hG\/wDoqOBy1Ekc3CC9wDm5S8O6IuNYB2rUQRZ5vQjf\/RQ55uGeRHk+n2+pW1VqJdBJLLkc8shLsrRcnXsQS55vQjf\/AETPN6Eb\/wCipYNJWGOSGva8TMIcHOtrB7Rq1G49VlpIIs83oRv\/AKJnm9CN\/wDRSogizzehG\/8AooZnzaWn+hHlD5\/1XditqGfytP8A5D+FyDhukaSW07ATzO\/RRzPm09P9CPHPn\/VPYq2GSVDq6qbM6R7LktLmloZ4Rs3Xt1coV6fy9N9s\/hKBmmBJ0Dbnb4f6KGd82mpvoR5Q+f8AUd2KrgstY+aobVF7m6i0uaRY3dcaxttbZqV+o8tTf5D+ByA0yNJLadgLtZIdt+Cje+bhUX0I8R3n+rsWZic2JwsxAUwllN26MtaPoxlJNufm9q1mkumpy4EExuJB2jxUHfPP6Eb\/AOij4SRJkDYs583Si5Vhwu0i9rjasXDqdwxN0EzczKMXjkyWzudtJPKfmtc87KrW0kw2wt3\/ANEzzehG\/wDoqWKNFXh7Xh7mMbIC4GIuuNYtl5Vaw90zqNhqBaTXtFja+q45DZLz61HSmfNonfQjyj\/P+sexTZ5vQjf\/AEXFL5J3+R\/4iplkQOmkYAXRsaCba5OVds83oRv\/AKLPxiKSWqoGxU5k+lzF5cQ1gBB95sr9SSYJ26F7xkOpptn1bByrWeoOrqlzWZ3NjazpGQWXfPN6Eb\/6LIZROGDwB8UsL45nSaKJjXFty7UL6ra9q1qPT8Ei4TbTZfC9avXMiopnzaaD6EeOfP8AqnsU2eb0I3\/0XE3lqf7Z\/CVMsIizzehG\/wDooqp54NIZ6dromtzOBdfUNfMrSiqYzNSyxNIBewtBPaFZ9HWOeWWJkjYRZwDhd\/P7F0NTkmEJbEJX6wzSC59ikjZJHFAwOaMgAfqvfVye1VKihmOJsqaeQszWEhLtVhfVltr286skqrbZJbWbC2w1WD9nwXOeb0I3\/wBFn4fh01PUMkeI2ZGkPcxxJmJ85w5PjtWqnUkvpEWeb0I3\/wBEzzehG\/8AopUWRBI+bRu+hGw+f+i70\/8ATxfYH3LtJ5N3qK60\/wDTxfYH3IJEREBERAREQEREBERAREQEREBERAREQEREBVnaThjtGWD6Nt8wvylWVVna976hkRyyOgs08x8KyCS1T0ot0\/NLVPSi3T81UwmnMGk\/k3UoIaCDIDmdrubAke3aVooIbVPSi3T81Fao4Z40Xk+ief1q2qVax8jahkbcz3U7g0Xtc67a0E9qnpRbp+aWqelFun5rP\/Z+jno4Zo5YTCwkFjTlHJr1NJG1ayCG1T0ot0\/NLVPSi3T81MiCG1T0ot0\/NRTCo0tP4UXlD5p6Lu1W1DP5Wn\/yH8LkC1T0ot0\/NQzCo09P4UXjnzT0T2qLDqetixCslqnMcyXKWFrjqtfVbk1WVufy9N9s\/hKBap6UW6fmoZxUaam8KLyh809B3as2uw6pcZ8kUk7Xyl7QZRe5jADtZ1Wd7uRa0oIfSBxuRJrP\/g5B2tU9KLdPzUTxUcKi8KLxHeaeztWbiGHTycNyxSTNlexzPpB4JynWATbUeT28i1Iw5slMJPHERDtd9fgoO9qnpRbp+aWqelFun5qVwJaQDY21FYuGwT0VZWZ\/ppBEw5Weebu16+UrUmyjVtU9KLdPzS1T0ot0\/NU6qWtjxan0YLqd4AcwA6jfWSbW2dq0lLMFOlFRonWdF5R\/mnpHtU1qnpRbp+aUvknf5H\/iKmUEGafNk0kOa17WN7e9c2qelFun5rOjik\/9QOmbSyCNoLHSudfMSARb6ot7yp8Qnmjw+Zzqd7nZ8rWQvNy2+o3Gxb8PckVaPCBtfDun5pap6UW6fmsSeCeOhoHSQtkfFG5pglYX3fqts9W086+gbfKLixts5lOucFSYVGmg8KLxz5p6J7VNap6UW6fmk3lqf7Z\/CVMsohtU9KLdPzS1T0ot0\/NTLh3in1IIrVPSi3T80tU9KLdPzVbC5Xfw6hBa9+eMXfyN1cqha6ubjMxIc+AMOQC4aNWrsJutePuxcX7VPSi3T80tU9KLdPzWdhT62WcPkmmfGWkyCWPIAdVg3VfVr1rXTrnxuIhtU9KLdPzS1T0ot0\/NTIsivIKnRu8KLYfNPzUlP\/TxfYH3LtJ5N3qK60\/9PF9gfcgkREQEREBERAREQEREBERAREQEREBERAREQFVkH8092mdE1sQJIta1ztuFaVSpiM5qYmkBz4MovsucyBA9lSwvp8QdK0aiWFht8FLoZOtS+5ndVbD6OaKokqKjRte+NkeWMkizb6ySBr1q+gh0MnWpfczuqB0bmVTnOq5GtEdy4hmoX9SuqpVROmM8TCA58BaL7Lm6DmAtqGZ4K90rb2uwscPgFJoZOtS+5ndVXCaKajExmLbyFupry+1hbaQPctBBDoZOtS+5ndTQydal9zO6pkQQ6GTrUvuZ3VDNDJpaf+Zl8oeRvRd2K4oZ\/K0\/+Q\/hcg6hhL3MFZIXN2gZLj4KOaF+np\/5mXxzyN6J7FHh+Hy0dbVzSTiUVBB8Wxvc7fYQPYrU\/l6b7Z\/CUEUMkdQ5zYMRMpb4wY6M29dguJ4ZNLTfzMvlDyN6Duxd6OmMDp5H5TJNIXEt6Oxo91viu1R5am\/yH8DkEcj2RBxlxAsDSA4uLBa+y+pcOieaqK1VKfAdrszs7FUqcJkNRNNTiG75A\/K+4BORzTew+tf2K9FHoX00V82SItvz2yoO+hk61L7md1VqmoZSvDZampzEX8GEO1esNV9Z2NGqNMyGkcxrp3aIkgki\/KNfILrXMluUWImmaJksdXK5jwHNNm6wf\/Fd9DJ1qX3M7q5pYnw0zI3ua4tFvBblFuQAKVSinSwyaJ38zL5R\/I3pHsU2hk61L7md1KXyTv8AI\/8AEVMoKlzwrg\/CZ8+TPezLWvbmUuhk61L7md1QOY\/+MB4By8HIBtqvmCqV9PXTiBrg97hGbuhfkaJOc672C3OZarR0T724XLfmszurnQydal9zO6sx+GTyVekkDXP0jSKjNrawW1Adtj71sqdST5UU5oX6aD+Zl8c8jeifqqbQydal9zO6k3lqf7Z\/CVMsiHQydal9zO6uHROa0l1VKABrJDO6p1Xr9eH1IGs6J33FWfRyyF2RuSqkykarBlrbq50MnWpfczurpC2Yw0uR7WsDBnaW3J1arcyzJMKq3S1MjC1sj89nh5u8E6h2WGpanMv2q1tDJ1qX3M7qaGTrUvuZ3VXwulfSslDm6NjnXZHnLsosBtV5Zsyoh0MnWpfczupoZOtS+5ndUyKCvJDJo3fzMuw8jO6pKf8Ap4vsD7l2k8m71Fdaf+ni+wPuQSIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICpziPhEskrntbHEHEte5uq55jrVxVZ42zSTwudlEkIbf15kEdJwerYXxcKABt4b5G39Vyp+CR9Kb\/AHP+ahw6jioIjGx0djbxWBvvVzO3pD3oIeCR9Kb\/AHP+agfTwx1DnPfK1jYsxJmfqF\/WrmdvSHvVadkVRJLDI4ZJISx1jyHUgjpXUtXm0TqkFtiQ98jTY7DrOxWOCR9Kb\/c\/5rpSxPhLjNVma4AFwGgW\/NWc7ekPegh4JH0pv9z\/AJpwSPpTf7n\/ADU2dvSHvTO3pD3oIeCR9Kb\/AHP+ahmpY9LT+FNrkP8Aef0XdquZ29Ie9Qzvbpafwh5Q8v1XIKj58Pje5jqmQObI2IjTP8Y7BtUs1LHpqfwptbz\/AHn9E9q5lo4pXSuMgGkcx3Jqym6kne3T0\/hDxzy\/VKCq6ow5scshqZMsUmjeRM82dq1bde1Sz0sYlpvCm1yH+8\/oO7VFV4VTVelL5nNL35wWutlOUN9uz4qzO5olpRmGqQ8v1HIKbqzD2F4MtVdhtbNL4W3Zz7Ds5lY4PC+ohc18xa5jiDpn9naqz8KzyvlNb9K5+YPLASBYjL6gHG3vVxojilp42uGVkbmjXzZUCanjjhe8Omu1pPln\/NZ9LVMmcwFsvhyNYCKh\/KzNfatOqOelmbGWl7mENF+WyoHDYopIKiEEytewubpPBAtlOrZsW+fHParNSKamyaR1QXSOyta2V5JPvU3BI+lN\/uf81UrKbTU7eEMbVyMkLmhrtHYG9uXkCtUYdFRwxzyNdI1gDjfaVLJiIqWljMTvCm8o\/wDvP6R7VNwSPpTf7n\/NKV7dE7wh5R\/L9YqbO3pD3rIzp5IIq6GlAqHl5s5wnfZmokcvLZWnU0LGlznzBrRckzv1fFVMQpaipr6SWGpYyGF2dzSdp\/8A5dXZC8slDJmBzh4Fx4pty863ZMmKouqaIULqpjqhzA7JbTPab3tykW28qswQxTwMlBmGYXtwhx+IdZQw0JZQuhfURSyvk0jnvjuCb32X7FYooI6SnETZA7WXE6hck3OpL456HSalj00HhTeMf7z+ie1S8Ej6U3+5\/wA0me3TU\/hDxzy\/VKmzt6Q96wiHgkfSm\/3P+ajqIoaenkmcZy2NpcQJn8ntVrO3pD3qCtZp6KeFjm5pI3NFzykKwciliIBzTf7n\/NVI5aaSpnh\/mAYb3Oncc1tthmv8FcDGaVkpkOZrMts2rk5PYqb8MhkqZpXStaJGubaMZTrtck8p1Kzx\/VSUvBqoP0ZqWlhs5r5JGkar7CVPwSPpTf7n\/NcUsEdMH\/SmR8jsznvIuTa3J6lPnb0h71Lm+kQ8Ej6U3+5\/zTgkfSm\/3P8Amps7ekPemdvSHvUFeSkj0bvCm2H+8\/5qWn\/p4vsD7kke3Ru8IbDypT\/08X2B9yCRERAREQEREBERAREQEREBERAREQEREBERAVSoMccs8srA8Rwh1iL7MytqpOYTPLHM6zZIQ09ouboOuHzU9dT6ZkEYbe2otd9ys6CH0TN0KNlRTxsaxsos0WC7cLg9K1B20EPomboVadsMMskpga4MhLrBo12U\/C4PStVeWammmfG+QZHxFpseQoFJNDUyPjdSaKRrWvs4NN2nYdXqKtaCH0TN0KrSto6QvcyZznPABc9xcbDYPUrHC4PStQdtBD6Jm6E0EPomboXXhcHpWpwuD0rUHbQQ+iZuhQzwRaWn+iZ5Q+aOi5ScLg9K1QzVUGlp\/pG+UP4XIIqaspKmskpmQAOZm1kDXlNjq2jWeXap5oItPT\/RM8c+aOiVFCyhhq5Kpr\/pZBYkm+r\/AOW9y7zVUGnp\/pB45\/CUFV+JUrI3SGjcGNm0JJa0WOrkPrVyogi01N9Ezyh80dByrzU2HzB7XSuDZHFzwHkB17XB7NQUs9VBpaa0jdUh\/A5BXqsUw+l0ueHXE8RnwALkgnVe3MVa0UL6iFwiYA6Nx1tH1VXqaahqHveah7HucHZmkarNLdVxzEqZs9NFNAxkgDGRuaPV4KDvMYIZ6eIwMOmcWg5RqsCfyXSCSOWqlp3UgjcwBwLg05gSRfV6lxUOhmqaWUTMAheXEHlu0j81XpoI6Z9Q4Yg97pm2zP1uaddrdmvYt\/5xUmLyihpRLHDCBms572Xa0dtvd7VapmMmpo5H0zI3PaCWEA2VesZTVlM2GSpIykHMNpIViKemiiZG2UZWNDRc8gUueP8AUdaWCLRO+iZ5R\/mjpFTaCH0TN0KvS1UAiP0jfKP\/ABFTcLg9K1ZENbo6aASNhjJMjG628hcB+asGCEC+iZuhVqt8FRE1mna20jH39TgfyXcSUgqXT6X6RzQzWTaw7FfWCvDX0MsdRIICxlOPDc+O3sU9EYaqkjm0MILhchtnAdl1VNHQObUh013VBu52oW13HIp6IUtHG5rZ87nuzPc7a4+z1LXXj+Kkmgi01P8ARM8c+aOiVNoIfRM3Qq81VBpoPpG+MfwlTcLg9K1YR20EPomboTQQ+iZuhdeFwelanC4PStQQ0BZU05kfDEDne3U3kDiB9y4kexs08bKaImONrxewBuTy8mxdIBAylhifUeFG7OSxxGY3vr7Na7h1MKiaYT+FK1rfVa\/zWrmqgwuqZXumvT04bGQA6N4eCfcOxaGgh9EzdCgpX0lLTshjkblaNvOeUqXhcHpWp1Zb6R20EPomboTQQ+iZuhdeFwelanC4PStWQkgh0bvombD5oXan\/p4vsD7lHJVQaN30rdhUlP8A08X2B9yCRERAREQEREBERAREQEREBERAREQEREBERAVWaUQSVExBIjhDiBy2zK0q78zalztE57XMA1W5zzntQV8PrpKiofBMI87WNkGQOtY8lyLH1haCp08MFKXGnoDEXbcrWi\/xU2md1eX\/AJ+aCZVZ5DFJLIBcshLhfsUmmd1eX\/n5qJznOnJdTSFhZlIOXXr9aCmcUqG4TLWPiGduUNaY3NvcgbDrO3kWhRyyTUzZJW5XG+rIW\/A61WFHStIy4cQByBrbferWmd1eX\/n5oJkUOmd1eX\/n5ppndXl\/5+aCZQz+Vp\/8h\/C5c6Z3V5f+fmopXyOkhIp5bNfc+L0SOftQdKOrlnrKiF7I8sXnMJNjc6iee1j2XU0\/lqf7Z\/CVHDFDTve+ChMbnm7i1rRc7detcyvkdLC4U8tmOJPi8xHP2oIMLxWPEpqlsYbkicA05rlwtttyK1UeWpv8h\/A5cNcGvc9tK8Od4xAbr+K6yvkdJARTy2Y8k+Lsykc\/aggw3EX1s8zXRZGNvk23IDiPyVt\/9XF9h35KOJkcL3vionMfIbuLQ0E\/FcufIaiN\/B5bBrgfF5bdvYgsqnimlFMwxNkcWyscRHtsCCVPpndXl\/5+aaZ3V5f+fmrLl0QYTM+ehD5M2bO8eFt1OI1q4q0NoGlsdNKAXF20bSbnlUmmd1eX\/n5pbt9Dil8k7\/I\/8RUyqwPkZGQ6nlvncfN5XE86l0zury\/8\/NQQYhXGjMYbHpC67nAG1mDafiFaa9rg0g+MLgKnVU8dW5jpaee7QRqcBcG1wdezUFIQwzMmNI\/SMaWtd4OoH2rXrFUpcSnFe6AMcLOfYaM+E0MuNezapsGq5aqOXTXzRua3WwtPignb2kqw45pmSmmlzsBDdbeW1+XsXEQ0Ukr2wTXldmd4u2wHP2K2zPgkm8tT\/bP4SplVkfI6WJwp5bNcSfF5iOdSaZ3V5f8An5rCJlTxOpmpoohTMD5ZZAxods2E\/kptM7q8v\/PzUNUzhTGtdDOwtdma5paC0+9XnN9hQVMj4ZeFPjzRSmMvAyh2z52XSesyYvDSZywOjJ8W93HZr5Njl3jiiZA2Hgb3MacwzZTrve+3bddyGGds5o3mVoyh9m3A961s1WdT1rji7acYgZ2tBztEY8bYBqH\/AM1LaVSJohkmkbTzZpXZnXy8wHP2KbTO6vL\/AM\/NTqy\/ESootM7q8v8Az800zury\/wDPzWR3k8m71Fdaf+ni+wPuXR8ryxwFPLcj6vzUkLS2GNrhYhoB9yDuiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICjnnipoXSzvbHG3a5xUh1C52LJpIxitTw6YZqaNxFNGdhttefyQd21WIVuujgZTQnZLUAlzu0MH5rk0OIHWcWeDzNgZb4rSRBmO\/i9Ld14K1g80DRv9nIfgrVFXQ1rXaPM17DZ8bxZzD2hWVQxKifJaqpLMrIh4LumOiewoL6KCiqmVtJHUMBAeNbTtaeUH1FToCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgoY5I5mFytYbPltE082YgfmrkUTYYWRRizGNDQOwKhj2rDtIfFilje71BwutJAVOOva6sfAR5+jZblIbc3+5XFQdRsbjEVRHAxo0b88gaLlxtt+K1zn6L6IiyM2gGgxWvphqYS2do5s1wfiLrSWJLWupsdqpdA+WBkUccj4xcsPhO2cu3kWvBPFUxCWCRsjDsc03QcyyxwsL5ZGsYNrnGwXWCpgqWl0EzJWg2JY4Gyp4u0udR2y3E+ouFwDlda6uwNyxAHIXecWCwJWrJmiRERZBERAREQEREBERAREQEREBERAREQEREBERAREQEUFXWQUUYfUSBuY2aNpceYDlVQV2IT66bDS1nI6okDL+wXKDSRZ3CMWZrfQQPHNHPr+IXemxSGaYQSskpqg7IphYn1HYfYgvIiICKMzsFS2nv9I5heB2AgfmpEBEVKrxKOnlEEUb6ipIuIo9oHOTsAQXUWaG4xNrL6WlHRDTIffqCaHGGa21dLKei+Et+IKDSRZ0eKOilbDiMBpXuNmvzZo3H7XJ7VooCIs2DFTU1+ghgJjDnNc9xsRYbbc2xWc2\/BpIi4JDWkuIAGsk8ig5Ucs8UIvNKyMc73ALOE9XirjwR5pqMatPbw5Ps32DtU8OD0ERzGnbK\/lfN4bj7SgnirqSY2iqoHnmbICp1UkwyglblfRwEf4wqzqGqoPDwyVz4xtpZnEtP2XHWD8EGoir0VZHWw6SO7XNOV7HanMdzFWEFOmlmqqiSUPDYI3ujDLXLiNRJPJrVxUqhlDROdWzlsVjcuLiBf1bLqvnrsU8kHUVIfPcPpXjsHmj161bn4Kv7QYs6m0lM2CKpjfGRIwPIcwcpOogBW8BrJJqNtPUhzaqBoDg7aW+a73fFTDCaNtM2Bsdow8POvW8jX4R5V2rqDhLmTwvMNVF4ko5uYjlCguIsxuKvpvBxOmfAR\/dYC+M9txs9qmGMYYRcV9NbtlAQXVBW1cdFSvnlOpo1AbXHkA7VUdjVM8ltG2Ssk5oW3HtdsCU9FPPUNq8SLS9muKButkfb2u7UEuE00kFKXzj+YncZZewnk9gsPYo6jC7SuqKCTgtQdthdj\/tN\/PatFEGWK2Ke1Hi1O2GV2xr9ccn2XfltWhBTw00ejgjbGy97NFgk8EVTEYp42yMO1rhdZ2hrcM\/pi6spR\/aefpGD6p5fUVdGqioQ4xRzyQxxvOaVxZYixa4C9nDaCoZHSYtUSQRPdHRRHLLI02dI7laDyDnKgmmxemjlMMWkqZhtZA3Nb1nYF0\/iNYdYwmotyXkYD96vQQRU0QigjbGwbGtFlIgzhjMDHhlXFNSE7DMyzT\/5C4WgCHAEG4OwhHsa9pa9oc07QRcFZMkbsFdpoLuw8n6WLbovrN7OcINdFw1wc0OaQQRcEcq5QEVejqHVTHSCPLET9G69y8c\/YrCtmAuCQASTYDaSuVlVQOJ15ogf5SCxqLee47GerlKg5\/iFRWktwuFpjBsamW4Z\/wCI2u+5dv4dVya5sVqM3\/4mNYPuK0WtDGhrQA0agByLlBmmixCEXp8SMlvMqIw4H2ixC7U+JnTtpq6E01Q7xdd2SfZd+W1aChq6WGsp3QztzNPvB5xzFBMiz8LqJc0tFVOzVFPbw\/SMOx35HtC0EBERAREQFVxGsFFTGQNMkjiGRxja9x2BWlmW4V+0BzD6OijFvtv5fYB8UElDh+ifwqqdpqx48J52NHRbzBX0RAUFXSQVsJiqGB7do52nnB5CpgQSQCCRt7FygzqGeanqjh9W8veG5oZT\/cbzH6wWjsFys7HGWoeFMH0tI4StPYPGHtF1de1lRAWuGaORuvXtCDJpJZJsf4S6MiGWJzIXHlAIN\/brW0uoY0ZbNAyizdWxHSMY5rXPa1z9TQTYn1LXV0U8UqpIWx09LY1VQcsd9jRyuPqUtDQxUMOSO7nuN3yO1ueeclVaQcIxusndrEAbAzs1ZnfePctNZBFDVVLaZgJa573HKxjdrjzLrQ1Jq6fSuj0bg5zS297EG232K5c0SzRRzxOimY18bhYtcLgrOoXPoKz+HTPL43gupnuNzYbWE84+5aizceblw\/hI8ele2Zp9R1\/C6g0lhspX\/wAcmfEx7ZNM175bnLkyjwbbCSbrRGKYeR\/XU3+1vzXP8ToOvU3+1vzWuevHRaWZid6uqgw1pIZIDJOR0Bye0\/mpKnGsPpmsc+pY5jjbNGQ7L2m3IoMMmjrMWr6mKRsjA2ONjmm4tYk\/ErI1WtDWhrQA0CwA5Fyiy8VpTpGVYrBA1jgXaR5DTbYNRCvM2jURQ0czqikimezI57b2Uyl9DLrxwCtixBmqN7hFUDkIOprvWDb2Fd5sTMkxp8NjFTMNTn3tHH6z+QUuMRCbCKuM7DE77lJh7I2UEAiY1jDG0gAW5EEFNhgEwqa2Q1NSNjnCzWfZbyevar6IgIiICidS07nZnQRE85YFKiDhoDRZoAHMFyiICIiAiIgwf2loGvEddG7RzwkZHMHhPeSA0E82ta9FTMo6SKnj8WNtr855SqmOW0FMT4oqor73zWkgKGSobHUQw2JdLe1uQAbT8Peplkxzzfx+VjqZzm2DGv1+C21ydltZ7VrmaNZcOaHtLXAFpFiDyrlFkZuCkxRz0TiTwWUsbfoHW34G3sV2qjdLSzRxuyvewtaeYkLLEdVJjVdwKoihsI9Jniz3OU9o5LKw6lxU\/wD1OJvqpfm5BxhtJPFO6WZujGjbGIxIXjVy8wWkszgWLf8A3dv\/AOq35qTgdcW2OKPvziFgVt26LHDINPJBpBpY25nNIsbc\/aquAtJwxk7tclS4zOP2jcfCwWRiOH1VXWxwQVk808JBdKWNa2MHkuBc3HItjAH5sGpm7HRt0bhzFuo\/coNBUZcVp4Xlr2VA8LLfQute9ttleVCpon1GJwSOdJoIxmLc\/glw2avetc5+i+iIsjNrRosYw+dv9zPA\/tBGYfELSWdiJzYjhkI26V0h9QYfmFooCIiAiIgLNw7ViuKNJ16RjrdhYPkVpLLrDwLFoaw6oZ26CU8xvdh+JHtQaiIiCpFG9mJ1DstopI2HNzuFwfhZW0RW3RUxZzWYTVueLtELrj2KpT0OI6GMnFntblHgiBmrV2hd8XdwmSHDI9bpnB0tvNjBuffsWmoM52H1jtuL1A9UcY\/9qo4tg9TLQvzV1VUvbYsZlYDm5NdtXrW+iDG\/Z2KWmdW01RKZZ2SNc952uuwa\/gVsrLrjwDEYq\/ZDINDOejr8F3vuPatQaxcIOHtzNIva4tccipYbh38PYGMqJHst4Qfru7ld2XV5FduYCz8ecGYLV386MsHrOofetBZdW7h+JxUbNcVO4TTnkuPFb79fsUFpmH0YY0Gkg1D0YXbgFH1SD\/WFYRBRq8NhkppGU9PTRyuFmvdEDl7VTw2kiwnFn0kLcsU0DXN7XNJDvbrBW0qWJ0klRGyWnIbUwOzxE7CeVp7CNSC6uCARYgEdqrUFdHXQ5mAskabSRu8Zh5irSAiLh7msaXPcGtAuSTqCChjshZhUzG+PNaJg5y42\/NXo2aONjB5oAWQIW47Pp5Q7gMdxCLlpe7lf8lJbEMN2Zq+lHJ\/eYP8A3feg0KqojpKd88t8jBc5RcqKlrdPJo5IHwvLc7Q4g5m8+pdW1tPW0Mz4JM4DCHAA5hq2EbbqrhOmqODSyxyR6Gn0bs7S0uebX1Hmt8VuSeOq1kRcEgAkmwG0lYRyizXYo+oeWYbTmpsbGVxyxg+vl9iaPGXazUUcf1RE53xug0kWaZ8Vptc1NDVMHLA4tduu2+9WqOugrWF0D7lps5jhZzTzEHYgsKtPXwQS6I53ybSyNhcR67bFZWaaV0uLVGZ8rInMjd4GoOtcWJWuZP0aINwDzrlFn1OJgTGmoY+FVPKAbNj7XO5PVtWRB+0NXSx0E0E84hkc0Ojc5ptmBu3XbnCvYfVsrqKKoZse3WOY8o96oy4Ia2J5xKczTOaQ3KLMi+y3n7SuZaebDJ3VNGx0tO\/XPANt+m3t5xyoNZFBS1lPWR56eVrxygbR2EcinQF1ke2KN0j3BrGi5J5Aus00VPGZJpGxsG1zjYLMOkxp4GV0eHNNzmFjUezkb96CbBWufBLWSNLXVchlAPI3Y34Ae9aKAWFhqCICIiAsqJ38OxaSJ+qnrHZ4zyNk5W+3b71qqGqpoqyndBO3Mx3w7R2oJkWU2Svw0ZJo311OPFkj8q0fWHL6wpWY3hrttWyM9GW7CPYbINBcOcGtLnEBoFyTyLPfjlDfLBI6pfyMgYXk+0alGaWrxQ\/zw4PS7eDtN3P+2fyCDnDc1bVy4k4ERlujpwehe5d7T8AtRcABoAaAANQAXKAiIgIiICjqII6mB8MzA+N4s4FSIgyWVU2E\/Q12eWmHiVIF7DmePzWlDPFUMD4ZWSNPK11wpNqoTYNh8zy804Y8+dESw\/8ANkF8kAXJsFnT4swvMFA3hdT0WHwWdrnbAuBgVB57JJRzSzPcPcTZX4YYoIxHDG2Ng2NaLBBWw+hNNnlmfpaqbXJJ+Q5gFcREBERB1kjZLG6ORocxwsWnYQstvC8JJaGSVdF5uXXJEOb6w+K1kQUoMWoKg2ZVRh\/Qecrh7DrUk2I0UAvLVws9bwpJqWnn8tBHJ9toK6Q0FHBrhpYWEcrWAIKbq6pr\/o8NjcyM6nVUrbAD6oO0\/BXKKjioYNFFc3N3Pdrc88pJ51YRAREQEREFKsw2OolE8b309S0WEse31Eco9aibJi8Hgvp6erHTY\/Rn3G4+K0kQZzqrE3aosNa360s4AHsAK6jDJapwfilRpgDcQRjLGPXyu9q00QcAAAACwGwBcoiClV4ZBUyCdhdBUjZNEbO9vOPWoBX1NB4OKR3j5KqJvg\/+Q837lqIRcWOsIIxUQmJsulZo3WyuzCxvs1rNlvi9ZJT3IoYDllsbaV\/R9Q5VmftPBBQUcnApHQzSjNoGC7HW15rebbnC3sLpuCYdBCTd4bd553HWT70FpjGsYGMaGtGoACwC5XSZzmQSOZ4waSL89ll0GJP4NHJU6eRspaBIYg1rSbC3OdZ22WpzbNg11QxCgdK4VVIRHWxjwXcjx0Xc4+5X0WRXoKttbStmaC0nU9h2scNoKVlbT0UYfPIG31NaNbnHmA5Vlymrpsbmp6Fkf81GJi6Q6mEHK425eRX6PDY6eQzyudUVTts0m31Acg9SCvo63FPL5qKkP9tp+leO0+aOwa1oU1NDSwiKnjbGwcjQpUQEREFOpwukqZNK+LLL6SNxY73hRfwp4sBiVcGc2kBPvtdaKIKEWD0ccgkka+okGx87zIR6r7FfREBERAREQEREBdXMa7xmg+sLsiDgADYAPUuURAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREGdj8efBawhozCI67a7DWr8bg+Nrmm4IBBR7GyMcx4u1wII5ws7BpDEyTDpT9LSnK2\/nR+afdq9iDTVbgYdVaaWV8mU3Yx1srD2D5qyisuAiLrI9sUbpJHBrGi5J5AoKD3Zv2iiaPMpXE+1zbfcVorNwlrp3z4jI0tNSQI2naIx4vv1n2rSQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVLEKE1Jjmgk0NVF5OS1xblaRygq6iDMjxdsJEWJxmjl2ZneTd6nbPetFj2PF2Oa4c4N1y9rXtLXtDmnaCLgqi7BcMc65oYL9jLIJKrE6OksJZ25zsY3wnH1Aa1U0VTizgaqM09ECCIXePL9rmHYr1NQ0lJ\/TU0UXa1oBVhAAAFhqAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEXmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPT0XmHGNi\/VqHcf3k4xsX6tQ7j+8g9PReYcY2L9Wodx\/eTjGxfq1DuP7yD09F5hxjYv1ah3H95OMbF+rUO4\/vIPkEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQf\/\/Z\" width=\"308px\" alt=\"advantages of pert\"\/><\/p>\n<p>Since there are no activities that come after f or g, it is recommended to connect them to a node labeled finish. A Gantt chart created using Microsoft Project . The most complete project management glossary for professional. As much as Gantt charts have benefits to project management, they are limited.<\/p>\n<h2 id=\"toc-0\">Interpreting Pert Charts<\/h2>\n<p>To create an AON diagram, it is recommended to start with a node named start. Then you draw each activity that does not have a predecessor activity and connect them with an arrow from start to each node. Next, since both c and d list a as a predecessor activity, their nodes are drawn with arrows coming from a. Activity f has d as a predecessor activity, so an arrow is drawn connecting the activities.<\/p>\n<ul>\n<li>In project management, a critical path is the sequence of project network activities which add up to the longest overall duration, regardless if that longest duration has float or not.<\/li>\n<li>It is aimed to reduce the time and cost of the project.<\/li>\n<li>This determines the shortest time possible to complete the project.<\/li>\n<li>The difference between a PERT and Gantt chart is that Gantt charts present tasks.<\/li>\n<\/ul>\n<p>The program evaluation and review technique enables the project manager to schedule the project very easily. It is mainly active in the case of a large project. Program Evaluation and Review Technique is a project network analysis technique used to plan and control large construction projects. One is also forced to decide upon the extent of splitting of the project into smaller activities and to establish logical relationship between different activities.<\/p>\n<h2 id=\"toc-1\">Different Ways To Create Project Timeline Charts<\/h2>\n<p>A completed network diagram created using Microsoft Visio. A network diagram created using Microsoft Project . A network diagram can be created by hand or by using diagram <a href=\"https:\/\/en.wikipedia.org\/wiki\/QuickBooks\">QuickBooks<\/a> software. There are two types of network diagrams, activity on arrow and activity on node . Activity on node diagrams are generally easier to create and interpret.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"307px\" alt=\"advantages of pert\"\/><\/p>\n<p>The main reason that PERT may provide inaccurate information about the project completion time is due to this schedule uncertainty. This inaccuracy may be large enough to render such estimates <a href=\"https:\/\/business-accounting.net\/what-are-pert-advantages-and-disadvantage\/\">advantages of pert<\/a> as not helpful. PERT provides for potentially reduced project duration due to better understanding of dependencies leading to improved overlapping of activities and tasks where feasible.<\/p>\n<h2 id=\"toc-2\">Simple Program Evaluation And Review Technique Pert \u0421hart Templates And Examples<\/h2>\n<p>PERT stands for Program Evaluation and Review Technique. A PERT chart illustrates a project as a network diagram. The U.S. Navy created this tool in the 1950s as they developed the Polaris missile (and time was of the essence\u2014this was during the Cold War, after all). A <a href=\"https:\/\/www.google.com\/search?q=normal+balance&#038;ei=dBBoXqfiF4ixrgSBg4v4Bg&#038;start=0&#038;sa=N&#038;ved=2ahUKEwin7M-o9pDoAhWImIsKHYHBAm84ChDy0wN6BAgMEC0&#038;biw=1652&#038;bih=938\">normal balance<\/a> what-if analysis identifies possibilities and uncertainties related to project activities, which is read from the formation of critical paths. The PERT method shows the critical path in a clearer manner. The critical path is the path whose activities cannot be delayed.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"304px\" alt=\"advantages of pert\"\/><\/p>\n<p>A PERT chart is a project management multipurpose tool that allows getting a graphical representation of a project timeline. During project execution, however, a real-life project will never execute exactly as it was planned due to uncertainty. This can be due to ambiguity resulting from subjective estimates that are prone to human errors or can be the result of variability arising from unexpected events or risks.<\/p>\n<p>Both PERT and Gantt charts simplify the project management process to increase efficiencies and see the entire project. Whether you decide to use a PERT chart to plan your project or a Gantt chart to track and manage progress, consider using both strategically to organize and implement your project. Find out more about using Gantt charts for project management. See a more detailed tutorial <a href=\"https:\/\/business-accounting.net\/what-are-pert-advantages-and-disadvantage\/\">advantages of pert<\/a> on how to create and use PERT charts for project management. Find the longest path based on the time estimations you have entered. Remember that you\u2019re not looking for the path with the most activities\u2014you\u2019re looking for the path with the activities that will take the longest. Add together the time it takes for each activity together and you\u2019ll know how long the entire project should take.<\/p>\n<p>It\u2019s up to you to make a choice and define. Using the charts, project managers can evaluate and analyze time and resources required for a project. PERT charts\u2019 advantages are evident, but managers should also pay attention to some drawbacks that can be an obstacle for the project realization. In this <a href=\"https:\/\/www.investopedia.com\/terms\/g\/generalledger.asp\">ledger account<\/a> PERT chart maker, you can find the full set of features and design options to implement in your tasks. It works on Windows, Mac, Android or iOS and allows using dozens of PERT charts templates for common tasks. You can choose the example that is most similar to your project and customize it.<\/p>\n<h2 id=\"toc-4\">Working Stress Method (wsm) And Limit State Method (lsm)<\/h2>\n","protected":false},"excerpt":{"rendered":"<p>Content Interpreting Pert Charts Different Ways To Create Project Timeline Charts Simple Program Evaluation And Review Technique Pert \u0421hart Templates And Examples Working Stress Method (wsm) And Limit State Method (lsm) When using a PERT chart, the relationship between the task at hand and the time allotted for said task may not be as immediately [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_memberships_contains_paid_content":false,"footnotes":""},"categories":[28],"tags":[],"class_list":["post-23849","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"","_links":{"self":[{"href":"https:\/\/billfortney.com\/index.php?rest_route=\/wp\/v2\/posts\/23849","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/billfortney.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/billfortney.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/billfortney.com\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/billfortney.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=23849"}],"version-history":[{"count":1,"href":"https:\/\/billfortney.com\/index.php?rest_route=\/wp\/v2\/posts\/23849\/revisions"}],"predecessor-version":[{"id":23850,"href":"https:\/\/billfortney.com\/index.php?rest_route=\/wp\/v2\/posts\/23849\/revisions\/23850"}],"wp:attachment":[{"href":"https:\/\/billfortney.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=23849"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/billfortney.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=23849"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/billfortney.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=23849"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}