I recently did some advertising on LinkedIn and wanted to analyse the demographic that I was hitting. The Campaign Manager has an export button, so I used this to download a Demographics CSV. The data was typical CSV, what some would refer to as unstructured. This analyses the data into eight segments, there are eight segment tables in the CSV data, my first thoughts were how to split and combine these segments into one structured dataset for further analysis in PowerBI.
Let’s have a look at the table:
![](data:image/png;base64,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)
That’s the Segment that I have highlighted, the data underneath the segment we’ll call ‘Category’. Note the word ‘Segment’, which we will come back to and use to identify this row of data.
The tables are separated by a blank row, followed by the next segment header:
![](data:image/png;base64,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)
These are the segments that we can extract. There’s an empty ‘County’ Segment as well, that gets ignored because it’s empty.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcAAAAFOCAYAAAARn83bAAAgAElEQVR4Ae19Ta8lV5Ul/6WqfgXY/gUY/DG0QTaM8MSeFCMs4VE7VQxJD+3sHpHu6gHV9gBQeWBUcraMWkqV6UG+ZoKz1IDAJr+cBtK3tR61kvV27n3i40bcGxF3hfR8Is7ZZ3+svc9eN+7LdH7p7Oxs5x9j4BpwDbgGXAOnVgNf+vWvf73zjzFwDbgGXAOugVOrgS/tkuu3v/3tzj/GwDXgGnANuAa2XAMlASa86CkjYASMgBEwAptBwAS4mVQ6ECNgBIyAERiCgAlwCFqWNQJGwAgYgc0gYALcTCodiBEwAkbACAxBwAQ4BC3LGgEjYASMwGYQMAFuJpUOxAgYASNgBIYgYAIcgpZljYARMAJGYDMImAA3k0oHYgSMgBEwAkMQMAEOQcuyRsAIGAEjsBkETICbSaUDMQJGwAgYgSEImACHoGVZI2AENoHA2Y0buycef2z39tWrm4iHQTCua9c+4NR5jIgVa32vP/z+97tnn3l6c/jE+EcTIAH6h7//u53+KPDR2NafcZheeeXl3b1797YequNbKQKo0aHNcKWhNt0mUayJANFX0F+03+Je88m4tA+PyTn7+5rwaSa8WBxFgAAXwCvI0I/nOFfY3eT0pUuvmwA3mdntBDWmGW4n+vVGgryh52aEdPnyDx++3WUEOCZqE2CBGoFBs/d1EQET4EU8/LQ8BEyAy8tJl0dDcmYC7ELz4vrgN0ASYPZJ5KLqvz5lr+3ZW2Im9957752/USnZqn34wK8D9GsAyHMe32NjT3bpfsirHchrMUVZjYFytMlRZTL7njMCh0YAdaxnBfYxh3OCfwwVI+uX5yHWN+TjBVl8PYezpl/TRVuVPdXJM04/Mh3UQxmM8dcP0W/Vw7XsjGr/gN6sh9BH+A0d6ofGQpxoj3LqC2WykfsynS15jQt7WzHQJ4y0o/HRjvZoymGNPlJP39io95jjYAIkCBmgMRCCyIOEdRaLAkg5LWDOAVTdr/PUoT5BR5xXvfQROjUG6lVZJvbFF154qBP7oR9+aZFhHjp1P215NAJLQQC1GxsU61nPA8/pq69+b/ftb7348EMk57Paf+bpp3b4wbnhhTOR2cMczpXKYg/PHM8w5uif2oznFz3gyltvPfz9e+bnu+++89Ae7ajOrAfAfhYDZRED1nnRrvrPObWlvnBvNkKP5iWT0bksrkwHfVI/ERNeOnAxPl3PcKCeMbGp38e6H0yAcJQgR3KKQQCwjBDiPJ6zJNMO1nkxMVEvZeM8EhMPYDYH/XG+0kkf1C/sj3HRZ49GYCkIoKHF84C56gNdnOeHzaz2oyxipryeS9rT5qqyUTd1cJ7nL+5XjLvOIs+2Nm7syfoQ7WsM9CHKZ7Jdvqjf8X7o3iwu4KR+0vcWflEGsll+h/oX4zv28ygCpNMIHqDgB/d6RQB1TYmmJcdiUt2U1zno5nxMalYQ2KvFTN+iDu6NOulX1FHppX6PRuDYCKCWMwKMc/ATsto46XtW55jLZDM9mQ+Q43lTUqJN9aU6f5SlzSwmykRb8exTjqPaxxzlEXe8IhZVvHFffGacmY0oy+cYF+aj79p/uS+OjA978ZORH3W3cI56l/a8FwEyGAKkB4CJIEHGkaBRDjrilRWAJkblq3nq56GizuiPPtOXuFftoShNgIqI79eAAGqbZ4/+Yk7Pbtf80NqPNit7OKN6DuO9+qiy8RzCf/YD6IjxYj2e7fhMDDhG0qB+xBKvGB9lK1/ifj6zV2XxUSaOWRzRn0jQUQee6TO+4oXfWZwqNzS2zOYx5iYhQDhO4Plphc8kniq4lhwLgDqhg4mJCanmo/5M5xjfhjaByobnjcAhEcC5iYQQGyT9qeaH1n7UE59pL5IM51sjdKH5Vk2a5x/rSiScZ3+Kz9Fm9K3qN9hXxUcb0ZdoS5+BtRK/rmX3tMG4IBP9yfIXdTE+/E4X9aLYRVk80+6Q2DI9h56bjADhuAJLAAF+62rJcQ16eXEu6q3mmRgtCPWTerMx20u5TEc2R3mPRmAJCODczEWAVaOO5yI2ZOLSOm+UqUbYiHGpLM6/kmS0VfUP6og+t+SjLHVwjL5wPhspq/0rk+NcjAvz0Z/4zL06anzUCYy7LvoLG2u4BhMggMEfl86uWOh4rg4F9/ONLPuEQTAVeE0MdWCs5pk8LSDq1TnVxftsL9dirJjvEy/3ezQCx0AAjSkSRdUQq/mq9kEw8UzxXOoZrvS2ekEXVl1nOvqRne3q/NIvjYH6EEu8qvgox72qj2vZWPmVyWZxRX8ok/lOnfSRMsS3y2fu65KjnWOPowgQpBYDBFDxABDoSG4Ak8ACAMqpTszxj1XrPAHW/dBRzVO3HkwWdGwE0AFbWFe/dO/5Qnjb5Rzkok6ueTQCS0AA5ybWKOayD6rVPM5IPNOYw/lX3TxnUXelF/jgDEGPnnnMYw/PYTynWI8+6f8dhXrVt6wvsIdkscUYKAu/4hXj6/Il7o/PxDH2V8hhDX9VBfHgyuKK/kAOc1Ef9uKvZ+DK4uMejLz2jY16jjUOJkA4SnAAIH9igTCgvrJMnOq7efPm+UHTw0B9mgT1Kc5TLw8P/cLIQ0ubGFWua288KFGn6lK7vjcCx0IA50OJAH5gLju/1XwkG+jg3PXr18/180xlZ6TSS0x47qgDo+phD6jW6Y+ux5hpI55RJRvuV9v0kT4glnjF+GKfib7E/dUzfKVPOqq+LK7oD/Vn+ohHFR9jISZ8pj/qC+0seRxFgIcKqErCoezbjhEwAv0QIAGCQHwZgbUgsGgCxKeRtX2iWEvi7acRmBIBE+CUaFrXoRBYBAHiFT1+lcBX+Th/KGBsxwgYgf4ImAD7Y2XJ5SCwCAIk2fF7ZI78Pno5cNkTI2AEMgRMgBkqnls6AosgwKWDZP+MgBEwAkZgewiYALeXU0dkBIyAETACPRAwAfYAySJGwAgYASOwPQRMgNvLqSMyAkbACBiBHgiYAHuAZBEjYASMgBHYHgImwO3l1BEZASNgBIxADwRMgD1AsogRMAJGwAhsDwET4PZy6oiMgBEwAkagBwImwB4gWcQIGAEjYAS2h4AJcHs5dURGwAgYASPQAwETYA+QLGIEjIARMALbQ8AEuL2cOiIjYASMgBHogYAJsAdIFjECRsAIGIHtIWAC3F5OHZERMAJGwAj0QKAXAf7v/7fb+ccYuAbWVQP/95N1+ev62u1u/H6bOfuP2z3Y6AgivQjwCH7ZpBEwAkbACBiBWREwAc4Kr5UbASNgBIzAUhEwAS41M/bLCBgBI2AEZkXABDgrvFZuBIyAETACS0XABLjUzNgvI2AEjIARmBUBE+Cs8Fq5ETACRsAILBUBE+BSM2O/jIARMAJGYFYETICzwrsc5X/4/e93zz7z9O7tq1eX45Q9MQJGwAgcEYG9CfDatQ92//D3f/fIz6VLrx8xrHWavnfv3u6VV14+/8H9lNchCBDkCv+n9n1KHKzrtBE4u3Fj9+1vvbjDecgunhP2tCcef2yHPfFCrVNGR+172If9uq73le5oa4rnPv7CToyf/la+Rr3ggzVdowmQQOGtIhYTEn/58g/XhMMifF07AeLwmwAXUUp2IkGAzTrrWRBnT4McL9xnzR/zY2ud51zJkvbmGvv6Swz6EBn8VyxJ+IrfXPFMpXcUARKkQyZwqoCXrIcHY+zBasXGnM1ZnCbAVga8diwEUPN8k8GoTVt9yuqXZzL2ukxWdbXuQS4Zqbb27LvW11+SWBcBVnLAusJ33xjm2D+KAAHm0CBZSFqIWaMngGdnZ+c2KM8CJPCczxo6k42mDxuUrYoO8pTBmMVGv27evHlBZ5RtYdNaQ3KJUcSF8cA27NHXKMcCIdlRDnGjoLFX8aJe2NULstgbDwH2UidG2o85oQz3087169cffiX0P/75v5/fqz/0gfqyNcp4NAJ9EUAdsVZxH88s9PDMZDWX7UFN42foxTM+Zu9QWyrf11+cvWeefir92lf14Wxn/bSa171Luh9MgK1CqQJjQ9OksxBiMaLY0EB1HqBi7tVXv3fh+3vOY9QLdpDEmEjMx6Rhb+YXDwz1wi/sffGFFx4WRxZD5VMf3Kgv2mY8+rsL6ouyGdacA4Z6wKE37ke8WQyQ1ZzA1ytvvXXh932Vvsz/KlbYzxoO8+DRCOyDQFVbPCOxl8AW5rRvsHZR10OvqGvo/jHyQ/zt61+FV4XvGL8PsWcwAVaBV84S/KzRsolrIQFANOpYiJCJ89St++FHJot5yme+qP9ZEdAvjHpBVv3KYoJ8plP14L7yr4oHvmQHM4uPfqr/0NuSxR5cjEn3Rt/xXOnr6z90EAPs8WUEpkYANawf5Ki/dT7jGmsU515/eF6oM47cd+japl31VXuW+okYolzWI7An9p+h3KB2j3U/mABjMXQ53gVKbJoRVOqvCjfuhzzmsiLHWqWHdjBmPld+URbrvDIbmZ+U58hCjQVXxcNi5cGjL3ymXowZiVU+Rb2VX6of95W+yv/Mp1YM0Z6fjcBQBLKzCR2oef0wqXr71CT0gji0D6iOLhtRdu7nPv7CB57RVj9Vwsx6z9yx7KN/FAFWnx4yR1qFBflYkPGZOqv5rOlmc6onK3Ts0UTGGCv7LBCs84oHhjJdxVERTRVPtNPCmj6on5Ve6Inxcw7zkaAZd6Wvmse+uAb/Kv2049EIjEWgOsets9NaUz8q3ZSJtc75Y41d/tKvrHdwDjHxqvoX15c4DiZANl2A1+fqKp6YhPhMG9V8VlTZXKUHetHUNZGMEb7zquyzELDOi4VAndBTfYLiHozcFwmgiif62cI687PSCz2RAOkn8cK6xoz1Sl81jz3qM+OPemnboxHYFwHUVnYWcZbinxmgLa1RzmVj69zw/EFmKVfLX/WR51L7UnWmGedazvBgAszAULDifWzScT0CWRVoNR/3Qz/msiLnGhNZJSvzubJf6VB5+IOfrqvCNosRuqKf8VntcQ1+8apw6nMwsDe+SVd+VvPwQ/GDj1UTos8ejcA+COi5VD1ahzqPe+xhz4hr+oxzE88E17FW9STKHHps+au+sC/hHOOKzy1ZXVvi/WACRBBZM62CI1hZAWVFVxVoNZ81V8xlbzC0x0QyDhSCXrAV91f2qRPrelH3u+++c1740YbK8r7CKosRe2iDuukL46NejIxJ/cR9dmApS72qh/dYixjBbnbIK/+pi+v4U6VZnVDOoxHYFwHUdlaj0Ms6xDnkxTOp54ZrcazqH3KZ7rj/0M8tf9UX9hnFoIqHPUhlVdfS7kcRIIJgA8waFtYAEC8CqHMsrLi/KtBqPksE5tCctbnTnhY/k6U+MK7Y3Cv71JElHH7gr02ofmKSjfQxymcxYj9xhc+86L/6gzm8WQEPnafv0M+L+zV+yEEG/vHKfMJexbwlyzWMiAP+4Qc6fBmBuRCozjHs8TzpGUGda8+gXPw/XWGPnhn1n+dM9er63PeIq6+/kIM8L/oeexKx0t7B/hXxoq4ljqMJEMEwYCQ+/igwkCWQKhdlIFcVaDUPHTE5nNO/eA27UQ72mEj6BRnu02Zc2WdcWXGTTLI12I4X8Yx+Mh4lIOyl7+on5mlXY+Jfoo++UIfKvvfeexcOM2OkDMboI2OBr5SjX5X/3MO413Rw6LvHdSFQnWNGkZ2H6tyxzjG2apc6eR5o61Aj7ffxV88v5WPPoN9D+gL3LG3ciwCXFgz96Wq4lJt7RMFnb0Rz212bfhIg8ubLCBgBI3AoBEyAMyHtpt4fWH9Q6I+VJY2AEZgOARPgdFhe0ISvDfz2dwGS9IFfo/jtL4XHk0bACMyIgAlwYnBBfPju3OTXBpbEB6xMfm2svGoEjMA8CGySAOeBylqNgBEwAkZgSwj0IsD79+/v/GMMXAPrqoE//elPPrcr611bzdlf/vKXRfJmJwF+8cUXu7t37/rHGLgGVlYDn3/+uXO2tpzdv7/JnP35z39eJwE+ePDg/O/w4Xc2/jEGroH11MCd27d9ZlfWt27furXJnH322WcmQDfP9TRP52r9uTIBri+HJsDD8mTnV6B+A1zfITJ5OWeoARPg+urABGgC3ORXACal9TWjtefMBLi+mjMBmgBNgCv7vcXaiWKr/psATYBLqW3/DtBN3cTuGjhoDZgATYAmwPYbpX8H6KZ80Ka8lAN5Cn6YAE2AS6lzvwGaaEw0roGD1oAJ0ARoApz5DfBnP/3Jw3//jf9+FMbXXvv+QQ/7UhK9jx83P/5499JL3znH86033yzxw9pTX3ty96uzs1JmHz+8d32NM8uZCXC/PKKHtc4hMf/Fhx/uvvmN53udR8g+9pUvl/1xaX8Ipsvfvhhs7g0QzRdNOGvEAO0HP/gnN+eBbzxKgDgkwJEFpqMJcL/Gplhu+d4EOK5O2NvwQb6LALEOuawPZrUFUm29ICyNALv8RYx9MNgUAbJA/JY37oBlBwNzJEC8BeJAYcRclDcBTot7xHcrzybAYXXCvgaC4k9FgGz6lOtDgHybWgsBdvk7BINNESCIr0/CtZGwubNgMGYNns0d4MMG5Um2mhSsZQUKWehGQWOkjuqtCvKUwZjFRr9++dFHF3RG2RY2rTVgRYzg87/8+MfnPmXx0RfEpxgPiWMffGEzNosKW/XP98Ma8r54mQCH4c2axq91eJ+dP+QF8+xf1XnU/PFsv3H58vk+nFVd5/1S3gD7+DsEg80QYFdhMJE6krQ06QQ4EghAjSTE3zN+97v/eOG7ds5jVHuw8/Unv3r+A9tcw3xs1Nib+cXi5l74hb3PP/fcw68msxgqn/rgRn20nfkLf7IDNySOffFlPuGH4gO9MRdc9zisGU+BlwlwPOZ9zitzlJ1HrnGkDD9Aa8+hDMalEGBff+k75YEb53TcDAGy+fVtdLGpKygsMi0GAJk1UsjEeerW/dCfyWKe8iQY9UXvEVskSvqFMcqqX1lMkM90qh7cR/+oK/rbVWzUm9lkHDF/GWb0R/HN5tR3laUfHsc34n2wMwGOx51nL573LB9d51F7ZnV+qHcJBDjEX/rdhcFmCDBrqgQhGxXMbB0NUxs8gIzkg30VwHE/ZDEX3yxpu9LDdYyZz5VflMU6dWQ2Mj8pz5GHQ/Hoq586dOReJbsqjsxn6Ip+Zzpps9LBdY/jG/IY7EyA4/GeigCpB+cIOeQZ53PM67EJcKi/9L/r7G+KAPWNhwBUYxdhRuDiM/VW87FBQz6bUz0ZwWIP4tKfSBwZqbJg4B9tRJKgjOqjrI48HEqAWIdu9bnCArJj46h0RiwRg2IU7zOMNEbfj2/KQ7EzAY7HmmdWz3WFf3V2IB/PD8845jN9xybAof4yhhYGkNkMAbK59ykMBL5EAtQmjTjQxLUgGaMSVpXg7KDEIocetcmiiSP3RQKM85kv+8aR6YR/8UB05TPG5OfxTXhf7EyA47HPznWVj+rsZPM8y9pvVO8xCXCMv/Q928s1jJshQCYwNmkNVu8zMtH12GArIKv5uB+6MVcRjspXRZ75XNmvdKg8bOJH487uW9jSJ+hV3dBT+cA9fYg86qR/ihfmMp2U9Ti+4c6BnQlwfD6qM5XlKTs73B+/IYnPejah+1gEONZf4pFhwDWMmyFABMMmiKA1yOy+1dQJuuqpgKzmY4OGD5hDocXioj2SEeOIcrAV91f2qRPrGj91X736o3MyjjZUlvctrCADG/gqFH8aVgmetqKNIXFU8UV8u3xkLB7HN9+psDMBjs9Bda6z3FRnJ5Pl+WEPijLHIsDoB5+7/KVcFwabIkAEjWYLksjeBLGmCWaD1jkCG/dXQFbzsUHDN8zBN/29Ge0pcbDI1QfGtS8B0g/8tQnVz4LJRvpYyXMdvk0dxxB8iZHmE/FAB9ay2Dw3vhmPxc4EOB5z9gbUdBf+1dnJ9vEMx7NDWRNg+//dOfXqXv8aBJOJhhx/YoJZUCoXZVAEVTFV89ARCYNzP3///XMSpM0oB3skZ5XhPm3mlX3GhXUWMUcSRbZGGR2JZ+Yn5eivEiDWOD82jio+Ygnf6ENmD3Zbfute349vzEOwMwGOx7l1rmMOqrMT5fDMM571PqybAKemuLa+vQgwS/AS5qqmfWjfQID6Fnpo+7Y3vgFuATsT4PryvzQCnOocbO4r0KmAmUPPEgiw65PeHHFb5/oa3pw5MwGurx5MgO03tqlX/QY48F9s6Nuw8LWI3/7W14D65ncNcibA9dWfCXBqimvrMwFOTIAgPvw+zOS3vuazBlIb4qMJcH01aAJsE9bUq5skwCFNwrLraxLOWb+cmQD74bSkejIBTk1xbX29CPB3v/vdzj/GwDWwrhr446ef+tyurHd9+sknm8zZ3bt320x0pNVOAoRfDx488I8xcA24BlwDroHRNXAkjmua7UWATQ1eNAJGwAgYASOwQgRMgCtMml02AkbACBiB/REwAe6PoTUYASNgBIzAChEwAa4waXbZCBgBI2AE9kfABLg/htZgBIyAETACK0TABLjCpNllI2AEjIAR2B8BE+D+GFqDETACRsAIrBABE+AKkwaX3756dffE44/tzm7cWGkEdtsIGAEjcFwE9ibAa9c+eOTfAsT/C/PSpdePG9mKrWeYPvvM0+f/Hh/DMgESCY9GYFoE7t27t3vllZcv9DWct9aFfpd9IMUHVMzz3+k8Vm+Ef+pD5qvG1wcDYKI6eb+m3j+aAPH/z0NTjo0ZICLply//UPH0fU8EUDwZpleuXLlAgD3VWcwIGIEBCJCwlPAw9+6775RauCcjFezDOi/KHpIk0KvRP/SC/cxfyNDHLgywjg8KIMu1XqMIkOR3yCSuFeAhfvPND6MvI2AEDosA+5o2/j4eoA/i7acilKgD+vvKxr1TPTPW2MM53wcD7D1JAkTg2VtKKznZK3UGHoCH7rOzs/Mxvlbz0wnns0QxMUimfpVRFR3kqQ9jFhv9unnz5gWdUbaFTWsN2IH4Kh8jtvQHMeKKMWg8ESM86zr2+jICp45APFN98MCZRQ/Am17fszvknPfxYYwM+3E8+0MwwN64f4wvx9wz+A1wyCcEBkbSUrCYgEggbM46j4JBw3711e/tvv2tFx9+Fch5jHrBzjNPP3X+A9u8MB+LFHszvyI5wy/sffGFFx5+pZHFUPnUB7cMJ/oex65CzXyDDsSq2NKvGG+052cjsGUEeF60F3TFy7ODs4hzH3tLtR/yxz5v9F175xAMhshWOCxhfjABskkrcK1ACFSWcCZBiw7FAbKL+iET56lb98OXTBbzlM980RiyYqZfGPWCrPqVxQT5TKfq4T3tqE6u6Qg5JTJdwz31KI6VD9V81OlnI7BVBHhucW54dnAG8YPn7EKfYS/pe4b6ymX2pppjH4x9cwgG1EGMOCK+NV2DCXBoArsIU4sIwKHYsk9SmM8aftwPHZjLZKm/WmPiMp8rvyirhyTzNfOT9uLIQmwVVWaDeugTbOpV+UB7GoPu870R2DoCPAP4hkfPQXWWIKN9qtUXce54lkmYh8aTcdCPjKiGYhBjACbQr/hFmaU9jyJABJkBmAXXKgzIAywlpPhMndV81tSzOdWjhct5LdKsSCr7LBqs82KxESPK8JlyXaN+yoJ/elX+cI9iin2cZ2zZqDGoLd8bga0jwDObERTOhfYMyup57upzxI97MzuUOcTIfqcxtHyLGFQ+Vn2pkj/2/GACJEh9m2VXYUTA4jMBquYzssvmKj3QCzJQgmGMWhyVfZIb1nmRbKgTeiIhUbbPSB/7+JPJwkb0qY9dyxiBU0EgO8eMHecOPQJjJYc1JUnuzcZKRyY751zsaS2/FIOWT33lWjoOuTaYANlI+36CychEA4xkFZNC2Wo+7oc85irCUfkq4ZnPlf1Kh8rDJn7GXpkN1U+99LuypbFzj0cjYAT+9gER5ypeSm5Yz7490bmu3sgeWp3TaH+uZ40LNuhXFwYtf6LOluwS1gYTIJxmo82AikER1Kwo+jZ26IStjNSypo45fmJTf2iPhcc4kDS9WOQ6X9mnzogFdeOPR8Nv1aW29B5/9QP64pXZiP4Q5wwj6oMPGS5c92gEThkBnKmsT8WzlmGEs7X2N0DEtQ8G2I/e2upBGXbHnBtFgHCYzTQrGKyRZCBLMtA5Nuy4vyq2ah46ow7ModFrQdKeJofEovsZVySKyj51YD1e8AO/VFf9UUafaRsjr8xvrEV/8Bx9pg6O1KW4YA0xwFes+zICp4oAzzLOAq/sTHJNR8j1OVe00bcnqI2x9+gN2lOgp+oX9K8LA/T0+H/7qnSO9fsQ+0YTIJxjQ0XjjT8KIGQJrMpFGcgBRCUpglDNQ0csJs5dv379vChpM8pBN8lZZbhPi6ayz7iwHi8enmwtyvKZe+gPxi6cYgy6N9sPfVFGY6UvHo3AqSEQe1oktQoPnJ8oG3XxzA3pB5W9IfNZT8l6LHVGv2NckMt6TksndS9t3IsAlxYM/SEBIpHHvLJDcUx/bNsIGAEjYAT+hoAJ8G9YTHrHT1HZ29ukhqzMCBgBI2AERiFgAhwFW/cmfM2RfXXQvdMSRsAIGAEjcAgETIATowziw3f9Jr+JgbU6I2AEjMDECGySACfGyOqMgBEwAkZggwj0IsBbt27t/GMMXAPrqgH8Hto5c86WUAOff/75IumzkwAfPHiw+/STT/xjDFwDK6uBe3fvOmcry9ndO3c2mbPP799fLwHi77r5xxi4BtZVA3du3/a5XVnvun3r1iZz9tlnn5kA3UDX1UCdr3XnywS4vvyZAA/Lk72+AnUjXN9Bcs6cMxPg+mrABGgC3ORXACak9TWjtefMBLi+mjMBmgBNgCv7vcXaiWKr/psATYBLqW3/DtBN3cTuGjhoDZgATYAmwPYbpX8H6KZ80Ka8lAN5Cn6YAE2AS6lzvwGaaHoRzVtvvrl76mtP7n71n/847lIK2H7s10yR18e+8uXdLz78sFcdTIG3CUOuJGcAACAASURBVHC/nE2Rg6E6/DvA9hvb1Kt7vwH+7Kc/eeTflsP/C/O1174/+0G/+fHHu5de+s4OzWVooQ2RR4yHIqUxBIimiubKf2+MI7ABRkNinVsW8R3CL2KC3LFOiIuOh6hTYGoCXAcZ4YMnzjprpFWrqB3KYaz6EOZVrqVzLgKMPtCfrvrHehVXxAo6cd6yHrK5N0AGnxEDms8PfvBPKRAZOGPn6EOVoLF64z7oz+KMclM8D7HFxp69WQAbFO/SCBA+tRrAFBhCh+JInKJd1k+cn8qHY+vxG+Aw0uWHJu0nqNd49rN6yvYi/3E/90adrJU5CXBInfNsVMSexcuXIcWPcW2KAAkOkssAjzHSjwzwKf3RZjql3kxXX1s8SEOKOrN36LlDEGCsixZWOLTZB4hD4zKHPRPgMALMajPWEvJUnVHUUiS2q1d/9MiHUJJH9rY0FwFmsWU1x3j5htgiwJ+///4j/b+ysykCRJAx0RmYOscmpMBmzZvF9cuPPjp/U6B8tAc5rnGMMvxEwvVoD3FgLRYi5tEU3/vXfz2Pk/s5wjZiw76sebKIoEcxoD3qif5ClvFDh+6N95DLbEe5+NzHhyFx6WGOOVFcKcfYOVIGfiE/OFSIC+v/7b9eOb8n3hoL9WVr0KnYsvZi/qGPeugHbeCZPmLM9kI2k/uXH//4kdzAT/WJduhbly3u7zoX1IvRBNifAJmHeGbjfHxWvHnuYy2pDO4pl9XunAQYY4t+qW+IoeVnthdzrNPYvzZDgGNAYZPRBLCQYlMAgGiAzz/33MM/MFDJtnyhHthGYjIdnNPmRl+1iKukQiYjIfql8UJWnzPbrQLSguNe1afr2T190lghBx0xhiFxES/kCzjRNu7R1BVH2os+cP7rT351981vPP/wDwAxzky+ygn3KDacq/TE+KFb57g/q9UYI+PW/Ygv85fYZb5mtqCzz7lgDkyA/QmQNRhrhOcG+YMMa0FzRryjLOfj2JKbgwBbPkff9Lnlp8rpfVbnWN8MAfLQxsamIOg9wY+FBRkCrMXEBsKCoy7Yi82G+6Ns5WM2r3OVr1VShxAF49Ax21/Z0n1V3CoT74FxbKqQyWLO/IIs7Wq+iF/MbyYLHdgbZTkf84t54BHJhD6rH5DFD/wBkWLkHOWjXdaU1g/jwRr3Uy/84DzldC/l4Vf0Oea18gk6MuywH/hEe4yBftEHjCbAYQSY4Z7Va8wlMW/VBGUwYn+sD67PSYCoH/3JaoZ+YCQeseZURu8pn53LzRAgQKuSp2DwnkVRgR0LrCoO6tFkEHCdg108t5p9TBB9yL66aumrsKBf0Q4x4ciYFJvKd+7BmO3T9XhPfyJOlIs2h8RFX6LuqsETa6zTPkbMZznLfKdNxY26Mv30RQ8/7iMhQkfEgnqpgzmt5CCf4RflWzFAR4wD+7NzRz1Yp68cTYDDCBC4sd5YK1mNUEbXMIdvL/DhK8sFc4LagO5KZg4CpG0dYb/lh2JR+ar6eD6yMwy5TREggMuajwLC+6wZcA0jwFXQ4jNlWXSajGwO8mgeLOBsZBOLuquCqHyqYqNf0U7lm2JZ2aKvGFtNT+V4T3m1wzWMMY74TNksrpbu2MShJ5trzWdrwEibT/QvxsnDqXugI6tj+JfVDOeYU4xat/QBY4ZfzGsmozqifHymLHOCdc5xNAEOI0BgGD9kIE9ZnRB31gVqAWcBY5YL5IS1Va1D5lAECFvwo6phrDPGlr+QYw9o6doMATLYLlAADH7mPOhVglBo2uzoSzVST1bo2FMVShUb9bFZUgf06xyxhB76VtniOsZMv67H+8yOysQ44jNlM7st3Vkesjnor+axpv6QzLL6q7DjnlgTsBkbXssP4jDEX+6JvmlMlNExysdnyjInWOccRxNgfwJs1XGFPXHmyFwgt5zDyPlYayrD+0MSIPysep76ndUW/cVa7Gtc03EzBFg1Ew1W71uFBbnYcKpiYxFpMrI56Kx0qF96Tx/euHw5/URU6asKiH5BL+zwWX3HfIZNZUv9xT10tz5xqXxlnzLRZt+4sD+LgXqJK2qmNYe1TJZ71H/Yi7/jgxzrMmKsa5EAqZd5gmzEgj7EsSWHtdjsonwLN9iKeMT99IcxYJ1zHE2A/QkQNR9zRhxba5TBCLl4JpnnWHu6T+8PTYBVzPCpVVtYR422CFTj2gwBIigmNTt0GjTu2ZiyAsgAHnLQuV8b2FD/tNlX+uBTVigVDpynX3yGLcUHemMBVfHrPtxXvkY5PsOXeDixxvzQV8zRX/jC/TqfycbYIA+5mPfKj0xWbXMdH1KiTsjBfpYjrDHGbF/MQRW7+kJ7MXdqK/oS89ryiblV/ON++pPJcs0E2J8AmfesjivsibPmXXPWyrHu1ftDEmB1FulPq7aAU1b/3BvHTREggiMAWVPBGsAlCCwunauKoyq2KhlsjNBHexgxHxMEGcxDF2SoU/1iXBipj/7rHNewV4mFOmGbejmnWNFO9LGKn/Z0pF9qn+tY++53//G8+WMu8wHz0X/uj/Pcr3FBlj5U2GjMkIdcJAf6EWXpC+3gzQ8/0RZriXjrPtxzPdOfrUFPzEusHeiFXIwFc/irCnE+yyuxU78zf2Ar24955gXreNYfE+BFPBSb7D7LJ8+p4gvM33jjjYdYVzljfmO9ZrY5NwcBwo/4f+ZCPLHG6QPHVm0Bq+w8cW8cN0eACJCJB5DxRw81ZAmmykUZyA096Ko3EgGTrDZZyPQ9NqpqXnVRR4YB9KHg4YvGx8NAX1A8/EvfekCgO8YBO60f2KFeHWOBMraWDO1E2a64NAbqgF/RB6ypv9xXyVIX/cmwAbbZ16Jxb+YLZOADMIEP3KP5Jl6ad8ppLJCDDPTFuqryqvVLO+oH7XTtz3wzAbbPDbHVETgyDxxZo5TLcpbhH8889XHMankuAkQ90i7GzDbj48g4s9hi3atu3Mc9myRAAuVx+EEzZsMwIwFm5IC5ityOgTMOf58GM7dvJsBhNTZ3Pvron4MA+9idW8YE2PEWM3cCrH99zUBzlr1VYZ2fsuOndN17yPsWUR/SD9gyAa6v5k2AU/+DR219e/9zSIc+1La3vkO9b874VUz29rev7rH74RPeOjGqDvi4hLc/+GQCXN9ZMQG2CWvqVROg30wvNHBt5se+J/HhdwpLIj/iAp/i7z6W9FWsCdAEyFo99uivQE00iyWaYx8O25+nUZsA58F1znr1G+DU73htfb3eAH/zm9/s/GMMXAPrqoFP/vAHn9uV9S6Q6xbP2e3bt9tMdKTVTgI8kl82awSMgBEwAkZgVgRMgLPCa+VGwAgYASOwVARMgEvNjP0yAkbACBiBWREwAc4Kr5UbASNgBIzAUhEwAS41M/bLCBgBI2AEZkXABDgrvFZuBIyAETACS0XABLjUzNgvI2AEjIARmBUBE+Cs8Fq5ETACRsAILBWBoxLg21ev7p595unz/0PKUgGayy/8hVfEfunS63OZsF4jYASMgBFoILAXAe5LYPvuR1zQEf9/jHy+du2DRuiHWbp3797ulVdePvdTLZoAFQ3fG4FlIMBzyR6Cs4szHC98cKUMxicef2x3duNGFDt/7qsz3TzTJPyvfB7ib+y/a/tAvwkCrBI5U+0MUstiQqH4MgJGYLkIgMDQS/SsoqHHb6lwpq9cuXIhkIpQ+uq8oGzmB/qU9U2udWEAFyGj2LDXrYkETYAzFxuLQgtqZpNWbwSMwAgE0LjjG1/f80u52Pz30TkihF5b4FP11trXXxJl/JYNzxmx9nLsCEKzECDB0a8IMgLQTxBMCvdEYCtsoKML8Cyp0AcbsKe26NPNmzfPDwP90U860RfsoRxGysZ5XeOBgUy86JfqVB8hr/ujfKYz2vCzETACf0OAv6pAr9CrmlcZ3Gdy2VwlG/XN9Yxegf707rvvPNI3h/iLHsM+p75qX9L5pd5PToBs+tqwSYixuCAL8nrm6aceISE0f9VRAUgdsFFdQwkQPr34wgsPv9NnYcSEV/Pvvffewz/YUxVENQ9fI6GT4BArL+6Hn4prJss9Ho2AEagRyPoEz5mevUwD5WLP2kdnZmefOfqIWOBn7DPQ3dffTA772ROxvoZrUgIk0WXFwsasBQI5EF0mXwEcQcXeLJEqV+ka4lMlG0lR7eJei07XsvnMBvfEOLk/2mcBxq9yqMejETACOQI8U9q8q96hGnjmdB/Xx+rk/ilHjQW9JuubffxtxdtamzKWqXRNSoBo0rEh01ECq2QXmzplMVYJUhncQ4d+Vch79UMTr/szwql8iuTeN9FZ3PAhm6/8hDztw2fdnx06zGn85xv8HyNgBDoR4LlkH6k+SPI8Uo7nMjPQV2e2d6q52Nda/bXL367e1+pjU8UzlZ5JCbAVeAYaklI16oycsqBjYjOZyq/MRuUTiwLruHgA+JzZxVzcR7k4n+FD2UxP3K+yVQwq43sjYAQuIoBzE9+Ksh5xcddfn9BjQIaQ12sfnapnn3v2KvUN9zFW2Ojjb6tXtdb2iWGuvYsmwCxBEYgsYVFmTgLUoop28VwRVZzvKpwoH5/VNjCpPlionO+NgBH4KwIZSRCbvucpyk2hkz6MHas+kRHgEH/RU/ETr64+FuWP/bwXAUZiiQWgwWWJgHxFci1dqrelg3LwMyMEFEH81FbZjf7HZ9qKYyWXzUc8VVcszmw/5asYuO7RCBiBiwhkhECJ1hplMEa5+NyS1bUp79EL+DVtNfJr3iH+Vj2GfQm61nCNJsCM6dmkAU68MnCZnChP3UxM1KXP2FuRKOUqGdrXZGEuI0smFuu8KmLlOkbug6xenFd98CMSMvdEv7L9lSznPRoBI5AjwN6lvYCS8exxPo5Rbgqd0cZUz1k/HuJvJQu9Wf+cyu+p9YwmwAxAOIciiE2cYGFNL8pGeZBFF6lRD3R0yZIslITgPz8R4Z4X9GUJpA6NgXORqPF/icAaL9iNMtyr+iCfxU5f1c9qP3RUMdAfj0bACDyKQOvs6TnFvZ5FaMJc7GOY76vzUW/mnYH/Wd8c4i9ktVdWfX7eSPbTPogA2XSR6Aw8usKGTYLJCgOybNRnZ2fnQFJeQaXOaoSOli/cx+TQBggJf18v+kaflMCgg7FjXS++rVIvxorssMbYKn3QDRuqL4uvaz/tqK++NwJGoI1APHs4h5Hssv7WOm99dLa9mn61IkBYGuIvSFB7VcRqes+n1TiIAKc1bW1GwAgYASNgBI6HgAnweNjbshEwAkbACBwRARPgEcG3aSNgBIyAETgeAibA42Fvy0bACBgBI3BEBEyARwTfpo2AETACRuB4CPQiwFu3bu38YwxcA+uqgbt37/rcrqx33dtozu7fv388lmtY7iTABw8enP8VAPyxe/8YA9fAemrgzu3bPrMr61u3b93aZM4+++yzBg0db8kEuLIDYgJaDwEdO1cmwPXVignwsGRoAjQBbvIT57HJZwn2TYAmwCXUIXzwG6CJxkTjGjhoDZgATYAmwPYbpd8A3ZQP2pSXciBPwQ8ToAlwKXXuN0ATjYnGNXDQGjABmgBNgH4DPGjTWUrB2Y/1Nb+pc2YCXF8N+A/BtAlr6lV/Beq3En9A2GgNmABNgFN/qBqrz1+BJk3mrTff3D31tSd3vzo7W2UThv+PfeXLu198+OHk/r/22vdXjc3Yg+J90zVtE+B0WB6qLv0GOPU7XlvfXm+A+xLYvvtZlCBQEKn+u1S4/9lPfzI5MdEmxkMTIOJZ8wcGxc738zdnE2B/jPEhFh9mYw/hc/ZBF+ef6xjxoTWr6yj30kvf2d38+ONU9lAECF+zmOB/7KeVnMYK/L75jefLl5lNvgHuS2D77kcCQAoovkh2eI5zmrA13k+B1xrjts/9G7liZQIch5tiCKICYUVyi2eRpBHl8KwfWqlP59TeIQiQZJ8RG+NAfPQL95msrqMHVzFBzgQ4w1egTFYsOiZma2M8dFuLz/Hs37AVQxPg/njiQ3Rs/iSQ+AE7k7169UePvO1V+5G7QxAg+iUIK8YF+1iLb6gk7dhn0Y+ghz8mwP8kOSaYwGDUTxQ8pNrQmRTuicXFPTqSADPdKsd7JpI2MEY79OmXH310XgiUzZJLWfhBGxgzO7GoIMf9wAv6YYuxaCEyTvrCEbKQy3yD/taa+uv7/RvlEjE0Ae6XV55jnCPNL89tPPc8pzzDukfvW3JzEyD6HfoFiDkSYMuvLGbMsa9l6xrzybwBAgg0aCUWEmJWSEjC15/86gX5TIeCyXsWaEUAlMPI5KoP8FFJB3KwDZ+ef+65h3+4pbKTJT2LtbU/2qLP8JPFxbnMHmNQvDVe7OF+j/s1xLXhZwLcL984U5EkUAPZ2cQ8z7n2mKxm2IuyszknAardLDb2rthLEEMmr7FlvUnXT4IACWCWWAAYiRFykYAIWlVkXOdIm9DTKrxKX5yvfKr8V/LlAYjEBV9ZfOpjZQvy0S/MQV7tVXox31WwkPHPtjEwAY7PL8+ynlecl2q+a03PGs5xRqyQmZMAtadk/SGbo9+tNchkvYl7MZ4EAbZAIAFAhsC0CqELcOrgiOSCBDMizGxzX7RT+USijf4rIVEGOqlfRy1AzFe2sBZlKa/2qBt64ny2n/IexzfGNWFnAhyf59gXmPcWAUKm69xBb/WhH/vnIsDYa7L4sjnG3dXbsh7EvRhPggBbyc8KpwUaCwWjAtl1D50oMCUEJo8EGUf9NFb5lJFolG0VEPyO8vFZY8uwrOQZH7Gir3xWvb4f3xTXhp0JcHyus/OH/Gd9jHXRWoMMdLbIDzJzEGDsD7CT9apsjrG11iBT9SbuNwEmf5y4BVoX4AQ2G5lwFBzW+QydmbzOVT6RVLBO+Sjb5XOUj8/UizE7gJV8PHjwQz8AqF7fj2+Ka8POBDgu1zzrVb/A2WRv0ZqI55Br1KcftLkWx6kJkLbRO9RW1qvQJ/HnMTCqLO4zeZWpehNlNkmAsUm3QMgSAfmqKFq6CGprVN8y29Xeym6mI8p2Ea36BPtxv/oUZbvkVRf24kf1+X5cM1wzbibAcTnv+gCpZ03rgz1CiZM9IftzAbqX91MTIHyN33jFZ/pG/7GH/nDEHOU4p2OFCWU2R4DZpx0mOwMw+wQBuewrAepuAQ5gkbDs0wrWIoHguc9bUZXIrDiibMvvPvtZLJn/mIO96gMDsccfb0aceghVr+/HNcU14mYCHJfr2Dti7nnW4hnDs/aYVj+IOvk8NQFSbxyzfgyZLHbGgf4T9fA59kLOc9wcAVYAAgiQmhYHCyYCSNkojyRUjZ6AYiSpQF7nqTfzIZIqZNQv3GsRUy9tdckyVvWJBRRtV7ZgMytE6ta46B/34K9vRDsq4/txTXGNuJkAh+c6O+dZ7nE+tU/wbGp/4Fx1XjO9xyZA+qxxxFgzv1u9DPKbIEAWBwirRVBIOGT0JysCggbQUUyU18LKwNY59alrfx9Z+gTZzI4WRpcs/cGohEi91X6sZwSIeeyhXvUFa8Q9ztOex+ENcc2YmQCH55sEkPWrWAs4ozyLGOMe6lIZvc/63LEJEDFGv/t8oG71MujcBAHGAvDz8AM2J2Y4gK0PJnPatu5l1QLyYQJcXk66zsmhCLDLj6nXTYD+i9cX3iinLjB+zZq9aU5ty/rW0VhNgOvIk54nE2D7ny+aenWvfw5JE+f74x42fAXht7/j5mBpZ8AEuL56MAFOTXFtfSbAlb+ZgvjwewWT3/qa3dyEaQJcX02YANuENfWqCXDlBDh3E7X+9TVR5swEuL7cmQCnpri2vk4C/OKLL3affPKJf4yBa2BlNXDrj390zlaWs08//XSTObtz506biY602kmAR/LLZo2AETACRsAIzIqACXBWeK3cCBgBI2AEloqACXCpmbFfRsAIGAEjMCsCJsBZ4bVyI2AEjIARWCoCJsClZsZ+GQEjYASMwKwImABnhdfKjYARMAJGYKkImACXmhn7ZQSMgBEwArMiYAKcFV4rNwJGwAgYgaUicFQCfPvq1d2zzzx9/j+JnhugS5de723rkH7NHbf1GwEjYASMQI7AXgS4L1Hss//evXu7V155+cK/x6X/1hbvr1374DzyjACxlhHwPn7lMHvWCBiBNSCAs8/egRE9Br0mu6Isekx2RbmWzmz/oefObtzYPfH4Yw9xyHqk+oQ+qph1yeveY9+vlgAjcPj/HwJ4FFvfC7JZsqr5vnotZwSMwPoQiB+S+SG7T49g/4kkOETnEhAjmfHFAT7FGNTPbO3KlSsH+VZP/Rh7bwJMvoI1AY4tJ+8zAutF4N1333nkbY9vQ0oI2RyihgzenLDOq69Oyh9zJInHlwh+EIjzW+iTsxAgC0RfiyN4SLQCiE8SKq8F16coquRxL/TzqwfKqj3c00f1i/sxxn2x2FXW90bACKwfAZ559gZE1NUfVDZDINOZyR16LiNw+oCY2D8xt9QY6G/fcXICBFAgEyUwEiJISC/IgkSeefqpC/KZDt2X3XclRAmQ+2Gnz9cbkGcM2MNrjJ/c69EIGIHlI5D1layXIBK+KcU+F6PMdEaZYzx3EaD2ypbsMXwfa3NSAsxIgo4BsEiMJBAlFcpXRcb1OHYVVaYPdjWp1Bnnq8Ku5qnHoxEwAutGAL1Av+lpnfnWmqIQderaMe9bPRT9U3sle+TZ2dn5PL9NU5ljxtLX9qQESFAAZLwycFuFMPQTRqZffdiHAEns8ClerZijrJ+NgBFYDwL80I4zzquL5LI+w70YM526fux7xJq9qLz4wguPECC+ufv2t1688AdeEL9+YDh2PF32JyXAVvKzwmmRBwslI50sqDkJkL7wU04c1/apJ8PPc0bACPwNAfQynHMlP6xmfYy7WmuQqXRy/1JGkiD7HJ5jr2YssT+zD2N9DdeiCXDIJwkCHwuWSUBC9Je4mI9JpWycR5KH+EI9Ho2AEVgXAuwjrfOOXpI1+IoA++hcOkroido/Y4+k/8RAZbm2xHEvAoykUoGCwFkEkOGF+6rQWrq4X8dMv65HX7FW2Yjzra9A1YbvjYARWC8CPOddzTv2B0bMHqRvRX11UscSR5Ia4uaFGLNvviibfUDg3iWNowkwC5TJVqAYbPYWBbnW1wxdhUjdGFl8mW2sVwSYETB0aHIZ6xB/1DffGwEjsGwEhpxx9jklOkQXSWGIziWjE+OCr+y3EQPOV314aXGOJkAEXpEHSE2BYcFEUPDM75lVHmSV6W6B1wV8RoD0S23DRiRAzEEGvsZPNpCN+1t+es0IGIHlIVD1gspT9AH9kMz92uM4t6b+gL+4D795se9lMSBW7dNrJPxBBEiSARFo4ASLI0EjuWGsAEQRTfFHaembFiD9wZgRIOYhTz+5F6MWN/WwoCmP0W+FRMejEVgvAtnZ1nOe9QP0FJWJPW6MzmMjqP0QsWVxq4+x18cXBJVd4v0gAlxiAPbJCBgBI2AEjMAYBEyAY1DzHiNgBIyAEVg9AibA1afQARgBI2AEjMAYBEyAY1DzHiNgBIyAEVg9AibA1afQARgBI2AEjMAYBDoJ8Isvvth9+umn/jEGroGV1cDt27eds5Xl7M6dO5vM2WeffTaGn2bf00mADx48OP9Lj/hrBv4xBq6B9dTAndu3fWZX1rdu37q1yZyZAFdWiG7062n0zlWeKxNgjsuS68UEOPtL3wUDfgM0MW/yE+eSm9yhfDMBmgAPVWtddvwGaKIx0bgGDloDJkATYBcxHWrdBOjmd9Dmd6jCtp3lNlkT4HJzU50bfwV64RvK2R/8FaiJ2cS80RowAZoAK6I99LzfADfaZA5dSLa3vqZ2rJyZANdXK34DnP2l74KBk3kD/NXZ2e6prz25e+217/uNxx9GTqIGTIAmwGN9+Ip2N/UG+Nabb+4e+8qXd7/48MPFNZKbH3+8e+ml7+zgoybBBLi+ZqD58/3w/JkA+2OGXoaepv+8kd5n/Q49RmV+9tOfXOg5Y3Qe6g0QLwJZTPGcMYbqxaELA+ozAR7orYNEFwmQifDYvykYq3VjZQLcP3/8QB0JAM/4Rgn9BueERNGn71Q6oecQBEhf+xAg4gTJx/jh6xAMTIAmwAufDk0u+zcnY9jG0ATYxqdP/eCtLhIFCSS+8YH8lBQr/ZlOyh6CAElqMS76wJFxZgTItb4YnCQB8pOOfk2ArycxT5B1JKgqrwAzcVyPxRZfxyFHmdabIWxQJ0e1Cx91f5Tv86lP4/T9/o3JGHZjaALsxqhVR+xf8e0H5z8jj2pebVQ6KTM3AcJH9MSrV3+UxkA/6Ocbly+f/0ppXwxOjgBJZgocQSUpEWyMJC8kiPPQ8fP33z9/xnymKxKqEhX1YKzmoTMWM2yBCJXYuP/555674Ecmq3Z9v18TMn7j8TMBjscOdYezHXsD5tnbsK71iX6R9TaVqXRSZk4CZA+Dn11+MJZffvRRSoBDMTgpAiTRRXJCkpkEJbMKTBZFNWZJpH4lL7Wr89gPosMYbUBOi596Y4G3Yo06/bxfQzJ+w/AzAQ7DS+uL51r7lK7H/tCnh3XphP45CRCxsCdnvZPxaSwtn4dgcFIEqAASVB01EZgHkJFYVL66z+yQqKBT92Xz0Q+Vj7q5PzsQmBvjv9rz/fhmZexy7EyAOS596qVFENyPHsNfmVQfpCmLsY/OuQgwklXlS+xzLQJETH0xOCkCrMBlMQA0EgYB5icTylQjyEaLLhYeEwgbqiPO025GaNgX5eOz6tZ4dN734xuQsdsfOxPgeAzRF6qexF6gvYP9pNqDem7pZL3PQYDxwzxsVT06+si4NFbsH4qBCVD+FKgSRgUwC4Ij9oDsNBFZYpkYE+D4w0/MPa4bQxPguPyxh4AksjMQSYIy3Bd7D9a5VumkjqkJkHajTxkBQoYvJvSn6s9DMTgpAsyIiYBijODFZ5XFfZXEzE4lm8237Ebd2X76mRUO1zyOa0LGbX/cJ6ru4QAACYRJREFUTIDjMAQ5RCJgPVaEgPXWWksndWOcmgDRm+I3ZvEZb62//Pd/P485rsVnxNGKs1o7KQIkCNnXARmRAFQAjVGLgfeRjDjP5Oo+6ge5UQ4j57GH8y27kdSy/dQTZTnvcVwDMm7T4GYCHIdj64MxarNab/WIak+s9akJMOrnM3qf/iE/zseRvTz20yqeCoOTIkCASNJS4AhmRoyQiwlBkvBDUHUfySsjziw51KEECD8ru1FvtR86TIDjGk08bH6eFkcT4HA8W+ec9dnqbdmbYx+d1L0WAhyKweYIML4a81kJhonnGkYlRCadI/aqrBIiAec6yBB/RxAyIEPqwKh2WZCcU/+4p2WXMl37aYfyHoc3H2M2LWYmwOF4ss/EnhJrk/2A/QijfkBX+b46sWctBAhfh2CwKQLU5Pp++CEzZsbsEDVgAlxfnR2KAA9Rf2rDBCh/ClSB8f36Dqlzto6cmQDXkSc9TybAC/9c3+wPJ/PvAWqR+X59jcE5G54zE+BwzI5dZybA2TnvggEToN9ML/z+9NgNwPana9omwOmwPFRdmgAv8NPsDyZAE6AJcKM1YAI0AR6KuLvsrPZ3gF988cXu7p07/jEGroGV1cDn9+87ZyvL2f2N5uzPf/rT7G9zYwx0vgFC6X/5N/8YA9fA2mrgf95wztaWs3/+P9vM2f/6jzH0NP+eXgQ4vxu2YASMgBEwAkbgsAiYAA+Lt60ZASNgBIzAQhAwAS4kEXbDCBgBI2AEDouACfCweNuaETACRsAILAQBE+BCEmE3jIARMAJG4LAImAAPi7etGQEjYASMwEIQMAEuJBF2wwgYASNgBA6LwKYI8N69e7tXXnn5/J9UeuLxx3ZnN24cFk1bMwJGwAgYgdUgMIgAlWD038HK7i9den0wCNQPEsP90Iv74Y8JcCh6ljcC20Hg7atXL/zbotqjsBavTD6Tw4dq9BbVh/tr1z6IKs//F4PPPvP0I7KQxzz+92FjLtiK9lv9Fmsq37Iddffpo4pJhsOYGA+1ZzEEiGJgsZgAD5V+2zEC20QgNn0lACU2/dCsMryPvaivXqCqxEB9HFsk1MpIy37UqT2VdjlmxNbSnRFbFl8m14rn2GuDCDA6qwDEQomyXc+arLG6tJizBHf54HUjYAS2gQCbOcbWxZ6hPUd7EQhDm/rlyz+88KsVrJFUIgGxP07ZixCP2qH/9EHJXd9qOU+fIK8xZ/M6pzaBp+qmbYyKVQv3pazNToBaIAQqFiWLlescFfRYlJRRwLUYpiy6pSTLfhgBI9APAfaU2GvibvSMd999J05faPAkj0eEdrsLX3Nqv4IsCWTKXgRf4bNe2mMZr/bC6BexUb84h76qPbWaJwFCtpJRH5d6PysBKjAkLI4V+FzHqIlr6WLCNOmqf6ng2y8jYASmR0D7QIu8WpbZ4NGH2F8yeZWLtrAv9rFMx75ztANb9EEx0D4KW9HnIbKZr9qbW1hle489NxsBKsj6qq3J0nl9w9N5AhS/euCnKySd8ppIEyCR82gETgsB7QPoD/zp2xO0t0TyAJLa8KmbxKNIa6+jHEbsn+rSvhnjUz/pn8rDF8zrXIxXY6CO6LvaMQHuduev6CAlAByTosWpa5oEEloEWp9VD5Omc6pb9/neCBiBbSOgvUSJh/dVIwcq2vAhnzV0bfjUyR6kyMIO1+OYyevePvdK1NAf44rr0QfuUbxi71U8on76qHhkeFFuieMsb4AKaJboDDDdE5MA4FrJpA0T4BJLzD4ZgeMjoGTEfhG90r4EcujTzJUgKr20oz2O5MO1oaPG09IV+yZ665W33npIzNCjfsXeq/GZAEOWFFwFTgHNioKFpm9pukd1waTaQbLjD22YAEOC/GgEjMA5Aq3eoGvoLewnfaFjP8PeLtJUQsG+MZfa0x7aVxf3c6/23hi7Eq0JMCCsxKSkpQVFkLlV1xRsTYLqwj4mQXVlenROZWnboxEwAqeJgPYG7TtAg/0FBBZ7Tx+0SChDCbAilJZNJdAYR2sf17TP6n7GEPtmNU99GCnTJ37dt4T7Wb4CRWBaVACIVzWviemThKwQtMijDtr3aASMwLYRwAdz/KE5vbTvKMlp31FC0L28z/RmfYjy8Q/uqa0xZDG0v928eXOHH166H/aVgDUO9uvqBYf6OJoAk09OEWwArj9ZsSmQkKWMJkd18J5yatMEyPL0aAROCwFt3OwRHNkriEhXb8E+EkVLr8pRd+xn9CGT5Z7W2GUfekle0NOSVznIau9UP3Hf1Us1TuC5pmu2N0CCoJ+8CGwEn7IxCVqsqgcJuX79+sP/8TXldH9X0mjToxEwAttCIL5ptfqO9hXKxZEEqP1FZdh/IoqZ7n36Uh+y1t6aEWCXfSUzxFjFprHqnpMiQAXB90bACBgBI2AE1oTAXm+AawrUvhoBI2AEjIARUARMgIqG742AETACRuBkEDABnkyqHagRMAJGwAgoAiZARcP3RsAIGAEjcDIImABPJtUO1AgYASNgBBQBE6Ci4XsjYASMgBE4GQRMgCeTagdqBIyAETACioAJUNHwvREwAkbACJwMAibAk0m1AzUCRsAIGAFFwASoaPjeCBgBI2AETgYBE+DJpNqBGgEjYASMgCJgAlQ0fG8EjIARMAIng4AJ8GRS7UCNgBEwAkZAETABKhq+NwJGwAgYgZNBwAR4Mql2oEbACBgBI6AImAAVDd8bASNgBIzAySBgAjyZVDtQI2AEjIARUARMgIqG742AETACRuBkEDABnkyqHagRMAJGwAgoAiZARcP3RsAIGAEjcDIImABPJtUO1AgYASNgBBQBE6Ci4XsjYASMgBE4GQRMgCeTagdqBIyAETACioAJUNHwvREwAkbACJwMAibAk0m1AzUCRsAIGAFFwASoaPjeCBgBI2AETgYBE+DJpNqBGgEjYASMgCJgAlQ0fG8EjIARMAIng4AJ8GRS7UCNgBEwAkZAETABKhq+NwJGwAgYgZNBwAR4Mql2oEbACBgBI6AImAAVDd8bASNgBIzAySBgAjyZVDtQI2AEjIARUARMgIqG742AETACRuBkEDABnkyqHagRMAJGwAgoAiZARcP3RsAIGAEjcDIImABPJtUO1AgYASNgBBQBE6Ci4XsjYASMgBE4GQRMgCeTagdqBIyAETACioAJUNHwvREwAkbACJwMAibAk0m1AzUCRsAIGAFFwASoaPjeCBgBI2AETgYBE+DJpNqBGgEjYASMgCLw/wFueIK6GY9gKgAAAABJRU5ErkJggg==)
Let’s talk Power Query, here’s the finished query. I know this is what you came here for:
let
Source = Csv.Document(File.Contents("C:\Users\mike\Downloads\demographics_report.csv"),[Delimiter=" ",
Columns=9, Encoding=1200, QuoteStyle=QuoteStyle.None]),
#"Removed Top Rows" = Table.Skip(Source,5),
#"Removed Columns" = Table.RemoveColumns(#"Removed Top Rows",{"Column3", "Column5", "Column6",
"Column7", "Column8", "Column9"}),
#"Renamed Columns" = Table.RenameColumns(#"Removed Columns",{{"Column1", "Category"}
,{"Column2", "Impressions"},
{"Column4", "Clicks"}}),
#"Added Segment" = Table.AddColumn(#"Renamed Columns", "Segment",
each if Text.Contains([Category],"Segment") then [Category] else null),
#"Filled Down" = Table.FillDown(#"Added Segment",{"Segment"}),
ReplaceWord = Table.ReplaceValue(#"Filled Down"," Segment","",Replacer.ReplaceText,{"Segment"}),
FilterHeaders = Table.SelectRows(ReplaceWord, each not Text.Contains([Category], "Segment")),
FilterTrailers = Table.SelectRows(FilterHeaders, each ([Category] <> ""))
in
FilterTrailers
This is fairly routine and was all done from the Ribbon, at the #"Added Segment" step, I use Add Column –>Custom Column, typing in this formula:
if Text.Contains([Category],"Segment") then [Category] else null)
That null is very important for the next step, our data now looks like this:
![](data:image/png;base64,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)
That last column is our segment column, for the next step we select the Segment Column and go to the ribbon for Transform->Fill, which gives us:
![](data:image/png;base64,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)
The remaining steps, remove the word ‘Segment’ from the segment column and get rid of headers and trailers, so that our final product is like this:
![](data:image/png;base64,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)
This basically works, I will need to refine the Add Column so check a little more carefully to make sure it’s got a header. The code above is working code that you can cut and paste into your own solution. Feedback and comments are always welcome, you can do that on Twitter or LinkedIn.