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    <title>topic Problem with Hierarchy in QlikView</title>
    <link>https://community.qlik.com/t5/QlikView/Problem-with-Hierarchy/m-p/177539#M45108</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hello everyone i have a problem and i want to now if someone can help me.&lt;/P&gt;&lt;P&gt;i have a table with this fields: SonID and ParentID these are production parts and i want to know how many sons a parent can have so i used Hierarchy and at first seems to work fine but only worked for some ParentID numbers but not for all of them, heres an example of the data i get from an SQL table&lt;/P&gt;&lt;P&gt;&lt;IMG 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4Zf1whNvM1y1/Vv2N2k3Iq6ndly5k4VPIP1tI/dfd2xdO9JZ31XTnfAfaMe/p7N3qm+6/0nHlAHDB/yPPzxaHiw+nHqkNOwzBPUk+mRptGsMY9xhafopzMTTZM5U9RnFtOKM3zPmV/Qv2R+JTCrNec9f/r1+IL422PvwWL2B8Hlx5+yV2y/in+nXV37+Xl9aePj1rff/pcCPZAFNIVwR3xEBiPXUOlodnQ5RgXzCN7RbtEU43Rws/gjtIq0rwi5xD3EZboL9HYMtAy9jCeYvJgVWFAs46xVpHg2K3Y+9lWOh5xlXPHc1jzivBDvNN91/jyBIEETISGhbXgf1SJaIBYtbiMhLrEpOSJVJZ0gYyUrIPtFrkv+pIK3oqziulI3PD/Yq7KrzqiVqpM1BDXmNEu1PPdw7ZnUPq1jrUvUHdUr0qcYSBt8M2wzyjS2NGExmTGtgOcLRbN1806LI5bWViR4P1FuTbWRtflu22qXam/sgHcYcjzp5ODM5jztctHVx03c7ZP7LY9D+809SZ5v4H1AJtnZR5qCoEz73vDL9w8NsAiUotJSPwY9Cb4RUhAaF+YSrhnBFbF14FVkV1RFdFYMNdYqTiGeFL+RMJ/48GBzUnHy4ZSIVI9DZmmq6UIZTJlQ5pfDb7MWjiwe/ZT9NedH7q9j2ycQeZh83EniKYbTLGfYznIW8J4TKBQ+L1YkWSxTonBB+aJaqdYlnTL9cosKSmVaVenljurpK2tXSbXKdbb1oQ05jdXXeppmmzdvsN1UumV9O6jl8J2y1va2ifYvHYR7op16Xfu7D94/19PQ29f3ov/7AP1DuUeOg4cfdwxjnniN9I9ZjM9PlEzFTSc+v/wKN1f35ty7kQ8xn/O+663X7fr/T21pd03AqAJQpQsvCPC6YV8OQEU7ACLq8PpRBYANEQAHDYBwSATQyxYAuZ7/Z/2AAArQwDUUDiAClOCqhxNc40iHc8mbYAR8hughBcgBSoRzwIfQKoILYYAIQpxGdCCWkOxIU2Qcsgb5HMWAMkElwznZCpyHBcK51wJGBBOIqcV8xqpgk7F9NAw0HjQ1ND9xe3EluK94M3w5fovWjbaFwE5IJLwkGhHr6Eh0aXSf6b3oRxlMGO4yqjI2MckyNTDLMV9n0WDpZrVgnSIFkNbY8tkl2Xs5fDghOEoNuBa4c3jkeSZ4U/nE+cb4UwSkBJ4JHhXSEFoSviBiK4oV7RCLFZcXX5aokQyQEpNakq6XiZLVkEPIDcoXKvgqKikhlcaVL6skqtqoiaptq09qNGue0AreY64tqUPQ+aQ7pteif8kg2zDayNvYysTQVGevhpmyuYKFvKW8lcI+RWtVGy1bfTsze3sHL8dQp2TnfJcq13a3SffV/SRPTS+K9wlyh89XX3E/iv+lgFdU3iBKcH0oCHMPv3dAJrIqWjKmLc41AZN4Pyk/JeSQR7p7ZkBW5tG6nBfH2fOcThafHj27VshfZF2SdbGnjKbCtqq8+udV+7rmRtampOuvb1m3tLVJ3D3fie9O6lntTxnYGTwwNDoiNEZ+mjdZ9+zOzI0X5a8OzTm85n3z6m3Re+vFnQ91H10+o1Yavrp8R602/SSvs/wa2MzY1v89f0BwzYEWrjjwAzmgD3s/FByBqwhdYB5Cw7UBO7gOUANNIjAIBTi3z0W0IpaRfEgHZC6yB7mN0kTFoW6j1tBa6FR0L4aIccKUw17Xxh7HztIo02TTzOG0cOdx63h3fCetGG0e7S9CIGGKaE7soFOla6SXpq9lkGFoZtRk7GGyZZpjjmKhYSlj1YK9HQ9nmA/YYzlEOKY4j3MZc21zt/Ek8mrxbvP18B8TcBIUEvwidF+4QCRY1FCMR+yX+DOJNsmLUnHS1jKSsljZ93ID8g0KZxSTlajKziqmqhpqsuqiGvya3Fqce7i0+XREdGX01PSNDBwM/Y0SjfNM8k3P7C00u2hebdFk2WE1uO+F9RdbtB23vZqDrWOEU75zs8uE65a7mIft/lTPRq85MquPBeWw7z2/jQCtwCTqvWBUiGXo2bC5CPkDaZFj0eLwijQTr5ZQkLiW5JF8P1X6UGE6JiMu80MW+cizbIeckWM2x8fzXPNnT1HPaBeIFjIXIYvXL3wt/Vz2tWL9MuoK61XJOqMG32tHmq/deHWb8c7etsy7vZ203Q49F/teDZAeGT8OHE4eyRxLfRo4afiMOD3wPOYly6vyOeH54jfYBf+3He+Ji/ZLZz8MfUR9Uv3ss3Lsy7Wv49++rTL9kPlpukZeP/jr1EbN5r2tie2l3/5HwF8/ExCAv31zuOqYDsrhqtEyxArpQxFQOTQB13h0ETGIesR7pCjSD3kFuYxSQiWhHqBJaH/0HQwdxg9zD8uFTYT3nDo0lTgi7iDuE56Cf07rQjtJcCfME0OJm3T59BL0fQxURkbGu0zhzKLMcyzlrAEkRdIWWzd7DocjpwjnGtcQdw3PEV4qnzW/uoCoIJsQQRgjghRFi+HFWSQEJJWkLKSpMtmy9XLj8puKokq2yikqtarP1Gk01DT9tM7u6dVe1RXVc9HPNeg0/GEsbRJoenXvR3Mli2TLgX3s1kE2HXYs9qEO/U7Czukuc26G7lX7cZ7hXhNkHZ8aX5Jfhv+3QD9qf7BASHLoTPieiLJIbFR49EysWVxrgkxiRRJXckEq86HT6awZRYcFs+qOqmX35TodWzpxKJ/jZPNp/TNtBSrnms/LF10vUb3QXmp46XG5W8ViVWI18UrFVa3aifqoRqZr15udr2/fvHzbpmWrtb7ds4Pp3kBX+v09Pd/76h6EPFQdhB4PDV8YoY4pja9ONEztn0bNlLwQfVk5yzYXNz/4hn3B5m3Gu6r39xYfLQ1/eLB892PZp6zPLiviK9+/NH0N+yby7cn3g6vCq3d/OP1Y+Zm2hls7uc65XvyL6VfOBrSRsLGwabV5c4tn6/DW4rb+dtH2tx2rncu7/o/yV1LcXT0ARDCAy48vd3a+iQKAPQXA1smdnY3ynZ2tCjjZgP+BdIb8+V+xK4yBa+4l/buor6dheff678d/ASz/fzOAzlCzAAAACXBIWXMAAAsTAAALEwEAmpwYAAAPAUlEQVR4Ae1df0wb9xV/THZjpzUppEYZpMItSQdZbFRQFNIVWkNVBVWrUZuoW7CVsGgYVVWA/Qgla6wJqrqO1iVEVQVIKTQhKFHQFtNVdFIACTQVpNpq7K2gBYrpatqaxk7tNL7Ulrzv2cbBxhx39M7c1737A+774973vff5vnd33+d3XwjFH1arNb4Cv1K6ivATEA5MNJCB5iAmrP7o2UxwcOnqPRLE5HkxKQqCA8TGWAWo0gAqwt5cnBE5dO39C0F2RCIWpqcXfGFat3vVGR1WDwAxeKIyOlJxTXv/eKSZjfEWB07UREU4O05XAsKqydBYbyO+7mmguKZ50LrABkvrp0FhVYHrNpV5yumwmcFQq32HnaePG31FRW9/GuH325twlzwLOD4YbTXbXE7HhKnSUFvx5IkRumqlFNwz3nnQKJtwul0zY09u+s5P2Xl5oxe835PlqAacM7aTT3yjKc07S06sDTsooEI8bd2uyM1XPv+nTvXoVZtncTJmZ6c+nEXN0726jOIa0iJ0/QQErb3N0Sl86kMCNRNWfbHuRHPYYmpOzQfB3qVTtQAYyzIyaqzxtvPgdoU8N3/v/mNeS4fN+LolvnV96vF63AAPbcnOkheU6/X7ZQC+6UFd1H4reycXEVk7EqFSrwv7D33X5IopQmogt0B54PiFoSZo/IOZDb7WJw1QQwXf+YPBRfv5hlGVukDq/a643eINhWbMTS3V/UjQwF0f2Mw1w5aZPz9N2M+V1l0fdvhD/qnNLdXddlKor219n/70NZfLUm9uee3qbNHhs0NtKmgyO909u5Dm4o6olmQ796pg9BMHCzrJV/+mHs4USTNO9I6EzWHWUKRxmobcfvdYR2Zd2e+m0ZhIhNHuqm6HY6yju6F15RQJBKJc/kJnglHvCizjZOC0IKKgngejFdlisoPGNPPHcokEXhRZ/9nbu/C/bwDmPvPB5rteaB07VlmCuli7hgBuXrt89mO4NQFwY/TGsZ3gBfVfjlXKJfBKh1r72TciSUHelq2qTdtzs7IA0N0g2SEWb01WvZ46mbIr4Hqpr7Oqrsp4vsN1efcZUE8c258lgfL6VlVj2cTMO6V3vSqT5cjefAiq1XCVYhSxWELRmoImKqtygmrY6Q/4A6GrxwsksDDSnqkotd7N3r3nSUAoIKsCUD14f5RLBBs898xTT+3bV909YenR7YrUx2YlAIn60hyNXrTsX3TSEA7bKKj3KBKNbllPJqcieeWRkyGnGUbPTX3+OboyPPWiFLKl0nv8BO+dJh3g+tA5UG+imtpJL2OvkgoqdK+6XyYRSaLsffXxAGgvGvTP534/D5CZwMPDj6sBJmDbrvLy8kcf2hyEOKHuqYG4abvl8vh85M1s2XHrlsvnW5yeHPhVUR20HlexgdT0YFf/5KyP8Nk/vo5keeBnZVoYPX3JGgRi8tLbNqh/LC+OyWXsxE5vetwez+L8eG9zWYvNZHyBDb5ixJmdrMnrPXIq7WlNXpW0rxZUqFIjFsfNUHl5k7nNUqWIQKi6MjNZkEdeG5nFsbn8yDPNUFqdbVRPeAc3oTtFuEtumaqxaoeRPFe1dg736CsZsEVelfyQ3ueqLdsRblN1DA+WPJD/+nCHoqq0rw7VqXsslwtFYE9+aaRWnAe2akU2WVBpL445Du2VU3Xnui1hiSXpksayPgG/37+smHhKNlN2IC9AnQKJF7JYjheB5Ch+tIDXm1DD4uDskIoXIUqT6fQVSZb8YdI5tEZz5BrUKenFnFSu5EgkkzGVmhPOmBKlvlcxpSb051ADQhCEQ+WyTDrBuSb1kgl9eF5MVxEEB8jy1OeOnAAVd7plmTLmUBHz/SiAUtPFwoohy4qlSc432B4N0+i71gjTYPnYGlUDYa+RqsyooH6JpmL41m1+0KAxwLDDrbw5lFNase8Z/xG0grfKgbNViba/5fD6pzphNLzosYqEfK72fjmnMhkq87PkJYeuaOH8tRsU3GINVVZBvixwB1ecIqjYWgbsHoLwzN7ejNbZ7q2VrsQMZwcYkSa2vLhSON7XKA+/2Xa5SJUdXv5EjryDimOcrSosF85IAUgKT46EAuQapdsEUPb4wxRYYW1VQZ8v6F78FmCT2+cDsRRFbChE5WFT0Lfg9MnycsTW/ldbQGPbQ7Vyj7NVETZdplRRZQBoUWRmvnxphodgULPkd7yvyMsUi6WltXfMUxeUqz79kWQwm4ZxkktKroZCcTW4FWRKfShw2BcEGY1gA85Q4QZMcn5FEpoxGZwdYHLR07ZWCILgA21CRCNdIwgJYvK8mBQFwQFiY1UCVAJUKdCAb/pU5MfmGRntA5S/EksBM+sbwmdfioFknFhLBIytyueYmH3s5IzLOdypNRxsTMhXWJ/qUnyVz2H3Vw453W7LxXrjwcZJyrAbxu9VMuWRLiWp24IXDkLDSapF6RQjQHs4mfLQG2ERZIU/R7/zp17PxBiqmELsf3sX/Vx+2wb+RjnGCuOT4GT/O+Z//8do7FaZJkooRcDYAUbUQkz3qxrMponmfMZq4sUFW7bl7t69r0kNtpZ3J6kz7RLeMJI+0Sf04U8x4BhCv5/X9tiWs4SXCEucO5qQIFdmIsWkIuBsVZ7JA4pqm/ai6UXF4uKih9jANLV1Guj8SH//OMpVIRas/zoDsOfRHApCGEPlm/uE/A1MX21eZmZOTs7TZy0UcvKzafP9vtqKHZlSaV5pbX3HcD3lzQrjxwpZiT4U0vMTA5pcyfeSIhAEIUJZbGtBsVY7zTGFbj9AAxIawSpEHmMH+AOUg+WlQhAEH9iWHhaj/5M+Jib04XkxXUUQHCA2ViVAJUCVAg0wiSCkgJ31DMEkjoOxVTGKIKxHj9xfwyiOg/F7FaMIAvdqX88IjOI4GEMFwCCCsB5FpvAaOnEcjB0g0iSDCEIK9c50KLpxnISXJDxfStaOICSIyZ8i/TgOxlbFKILAdKanqD+TOA7GUDGKIKRI9QyHYRTHwfixglEEgaEOU9SdURwHY6gi6qQZQUiR7rkcBmMHyKVa+EhbCILwEZXkPCU8tuL5sB4nRLqKIDjA5DOYh7UCVDwEJTlL+EPlmSQ3JND1Uv40P7nwG18bnD2xtPEKkoE6QwL3h/Xgh231fUjlTjw/3xP8dsIGPZYZ9Rbwg5T64/J4Q0VMn6s+UzY8drTqFTyhIu1aXbSrIJ/yixUR68faAS6eLWqoH3q9Qr4JbBFxcPtLZhqNlkmRBy9u71+5eUycOBhb1ezAay2qDu9+edCOrUnJdl12OtG2AV9ZBlTVZTlKr165auIOvlB5PjjYjWZdZkZjZO5l6jK9F46sKmjcBOVPQSLPzUXcyPe/3KNu/GjODatDha8DzNI5HeThdNqGWgGaLH99ETecYNE6Mj69QASJ+clzdaNQ8kh4U4tVJhK+VgVZuflZYamIm9tAtWmnHDuk4M4X1yo0VRFomjonjq5uUqgPxlDFJp9EeSx0PVbC6ST/+TdCoTaCCK7cDmOlGOkA1UqpsKqhAxMpEL73KqzgYINZIQjChhZTQyMufhAKpWsEIUFMnheToiA4wNRYBAujCFCxoMTUkMAbquCiNbanem94J+LUaI2tUcgNpJcdui4rBWWsoVow5pQai684vX7XzJR6u5RCTn427dSYpqZm0OGYGdYgFmVbKPjE+L2KsL9vgCbH6QPkIpqskEJI3jZJsnILwysuhP2aGTSWXxZQsIqxVfnJ3UDOKCIOpKbdTv2BIgodbHwTcelkA7T9nvILIzi/An/xyQhA/fCUy+uytc0ZtBeoHP3Gw7E6B8H5f9SZwXx03+pdyBaMHaBiTyXaYuKJQrkE5M/VqgxzLmpReds61nUQNBefzV0DC4wdoHQrukk1XLIuBj32Cy02TbGCt2BQMeYZbzZCh6F6zZD9GkhSjbHRbaL8mrHO+orSHHKfc22nU4vlk8W0+S0bmH5dEonnUOkUY6iQ9y7Xd4WOdtCLIVBpYQPbCo9cDR2hNT7WUIUlpBtDoKUOPnfC+F7FZ7VywZsQBOFCq9zQTAgHJF1+T+jD82K6iiA4QG4sgAOqAlQcKJUbkjhDxSSNghvtsUSVXjILzg/rTNIoWFIqF2ToJrPgDBWpN7ppFFzomBWa9JNZcHaATNIoWFErB0QYJLPgbFVM0ig40DILJBkls+AMFTBIo2BBr+yTYJbMgrEDZJRGwb6eWaDILJkFY6tilEbBgmI5IMEomQVjqBilUXCgZzZJ0klmwRiqsKp+NCEQIROETdPgmJYQBOFYwSyST4hopGsEIUFMnheTooDxwzqL8xULUgJUWMBEMokxVIzSKHgKCJNtTTCGilEaBT+hYrStCcbvVYzSKPgJFaNtTTCGakn7kTSKMeo0iqXOfPvPYFsTjB1gROs00yj4BlGMH/rbmmBvVTTTKGKq4dmJqLDyAPqt/aFDashQvD18fO+BVbPhMLcq2mkUPEMoyg6jbU3wtir6aRT8hIrc1qRsR4S3dN4YHUlIP42Cn1Ax2tYEb6viJwBMuaK5rQnm9yqmWsG5vxAEwQe9hHBA0uX3hD48L6arCIIDxMaqBKgEqFKhAd9ge03kYzD6rvFgKkZkfQxi5Kw+IkJlc+8CpQwYW9X8oEFjgGGH22W52N1Q0TdLsK5IrgkS0+9VNX49Rn7Py7LzTF2fherjQxhD5f1yTmUyVOZnyUsOXdHC+Ws3uNYs+/TJDAm4TyqTyLdsBpCIqV5zMYYKCWlrGbB7CMIzexsJejcsN/vq5JCiRHl4qHWuLBu5wB0jrUMvUwZyMIZKefjNNrVRlS2VZu+oI/ecwPAgvv7vpzZQ1zdpwGb8+0cLVD4cY6hAUnhyJBQIoNc8twmg7PGHscPK/l5dI/R4R7pOX/Vf1HZX9FF92Z/KOfJc8qBvwemT5eWIrf2vtoDGtkfOc4ZXshdAXzT0et0EyES+78lt7cQr+8RqMLYqv+N9RV6mWCwtrb1jnrqgXPPTXzGheXNSoutog0YF2r9KnFPnbbP9toSCNYytSqbUhwKHfUGQSTBEKYJJlhL58Fa0KQisnSeBMVSksCKJDHMJwkJI6AiBsQOMzMsfz18hCIIP1gkRjXSNICSIyfNiUhQEB4iNVQlQYQPV/wH1ez1WRSiPtQAAAABJRU5ErkJggg==" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;so, what im trying to do is if a SonID shows also as ParetID get that ParentID's SonID and put it as a new level like this&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;as you can see i found the SonID(9) in the ParentID column and create a new leve with that Parent's SonID, and also a SonID can at a time convert into a Parent and give place to multiple levels like this:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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4Zf1whNvM1y1/Vv2N2k3Iq6ndly5k4VPIP1tI/dfd2xdO9JZ31XTnfAfaMe/p7N3qm+6/0nHlAHDB/yPPzxaHiw+nHqkNOwzBPUk+mRptGsMY9xhafopzMTTZM5U9RnFtOKM3zPmV/Qv2R+JTCrNec9f/r1+IL422PvwWL2B8Hlx5+yV2y/in+nXV37+Xl9aePj1rff/pcCPZAFNIVwR3xEBiPXUOlodnQ5RgXzCN7RbtEU43Rws/gjtIq0rwi5xD3EZboL9HYMtAy9jCeYvJgVWFAs46xVpHg2K3Y+9lWOh5xlXPHc1jzivBDvNN91/jyBIEETISGhbXgf1SJaIBYtbiMhLrEpOSJVJZ0gYyUrIPtFrkv+pIK3oqziulI3PD/Yq7KrzqiVqpM1BDXmNEu1PPdw7ZnUPq1jrUvUHdUr0qcYSBt8M2wzyjS2NGExmTGtgOcLRbN1806LI5bWViR4P1FuTbWRtflu22qXam/sgHcYcjzp5ODM5jztctHVx03c7ZP7LY9D+809SZ5v4H1AJtnZR5qCoEz73vDL9w8NsAiUotJSPwY9Cb4RUhAaF+YSrhnBFbF14FVkV1RFdFYMNdYqTiGeFL+RMJ/48GBzUnHy4ZSIVI9DZmmq6UIZTJlQ5pfDb7MWjiwe/ZT9NedH7q9j2ycQeZh83EniKYbTLGfYznIW8J4TKBQ+L1YkWSxTonBB+aJaqdYlnTL9cosKSmVaVenljurpK2tXSbXKdbb1oQ05jdXXeppmmzdvsN1UumV9O6jl8J2y1va2ifYvHYR7op16Xfu7D94/19PQ29f3ov/7AP1DuUeOg4cfdwxjnniN9I9ZjM9PlEzFTSc+v/wKN1f35ty7kQ8xn/O+663X7fr/T21pd03AqAJQpQsvCPC6YV8OQEU7ACLq8PpRBYANEQAHDYBwSATQyxYAuZ7/Z/2AAArQwDUUDiAClOCqhxNc40iHc8mbYAR8hughBcgBSoRzwIfQKoILYYAIQpxGdCCWkOxIU2Qcsgb5HMWAMkElwznZCpyHBcK51wJGBBOIqcV8xqpgk7F9NAw0HjQ1ND9xe3EluK94M3w5fovWjbaFwE5IJLwkGhHr6Eh0aXSf6b3oRxlMGO4yqjI2MckyNTDLMV9n0WDpZrVgnSIFkNbY8tkl2Xs5fDghOEoNuBa4c3jkeSZ4U/nE+cb4UwSkBJ4JHhXSEFoSviBiK4oV7RCLFZcXX5aokQyQEpNakq6XiZLVkEPIDcoXKvgqKikhlcaVL6skqtqoiaptq09qNGue0AreY64tqUPQ+aQ7pteif8kg2zDayNvYysTQVGevhpmyuYKFvKW8lcI+RWtVGy1bfTsze3sHL8dQp2TnfJcq13a3SffV/SRPTS+K9wlyh89XX3E/iv+lgFdU3iBKcH0oCHMPv3dAJrIqWjKmLc41AZN4Pyk/JeSQR7p7ZkBW5tG6nBfH2fOcThafHj27VshfZF2SdbGnjKbCtqq8+udV+7rmRtampOuvb1m3tLVJ3D3fie9O6lntTxnYGTwwNDoiNEZ+mjdZ9+zOzI0X5a8OzTm85n3z6m3Re+vFnQ91H10+o1Yavrp8R602/SSvs/wa2MzY1v89f0BwzYEWrjjwAzmgD3s/FByBqwhdYB5Cw7UBO7gOUANNIjAIBTi3z0W0IpaRfEgHZC6yB7mN0kTFoW6j1tBa6FR0L4aIccKUw17Xxh7HztIo02TTzOG0cOdx63h3fCetGG0e7S9CIGGKaE7soFOla6SXpq9lkGFoZtRk7GGyZZpjjmKhYSlj1YK9HQ9nmA/YYzlEOKY4j3MZc21zt/Ek8mrxbvP18B8TcBIUEvwidF+4QCRY1FCMR+yX+DOJNsmLUnHS1jKSsljZ93ID8g0KZxSTlajKziqmqhpqsuqiGvya3Fqce7i0+XREdGX01PSNDBwM/Y0SjfNM8k3P7C00u2hebdFk2WE1uO+F9RdbtB23vZqDrWOEU75zs8uE65a7mIft/lTPRq85MquPBeWw7z2/jQCtwCTqvWBUiGXo2bC5CPkDaZFj0eLwijQTr5ZQkLiW5JF8P1X6UGE6JiMu80MW+cizbIeckWM2x8fzXPNnT1HPaBeIFjIXIYvXL3wt/Vz2tWL9MuoK61XJOqMG32tHmq/deHWb8c7etsy7vZ203Q49F/teDZAeGT8OHE4eyRxLfRo4afiMOD3wPOYly6vyOeH54jfYBf+3He+Ji/ZLZz8MfUR9Uv3ss3Lsy7Wv49++rTL9kPlpukZeP/jr1EbN5r2tie2l3/5HwF8/ExCAv31zuOqYDsrhqtEyxArpQxFQOTQB13h0ETGIesR7pCjSD3kFuYxSQiWhHqBJaH/0HQwdxg9zD8uFTYT3nDo0lTgi7iDuE56Cf07rQjtJcCfME0OJm3T59BL0fQxURkbGu0zhzKLMcyzlrAEkRdIWWzd7DocjpwjnGtcQdw3PEV4qnzW/uoCoIJsQQRgjghRFi+HFWSQEJJWkLKSpMtmy9XLj8puKokq2yikqtarP1Gk01DT9tM7u6dVe1RXVc9HPNeg0/GEsbRJoenXvR3Mli2TLgX3s1kE2HXYs9qEO/U7Czukuc26G7lX7cZ7hXhNkHZ8aX5Jfhv+3QD9qf7BASHLoTPieiLJIbFR49EysWVxrgkxiRRJXckEq86HT6awZRYcFs+qOqmX35TodWzpxKJ/jZPNp/TNtBSrnms/LF10vUb3QXmp46XG5W8ViVWI18UrFVa3aifqoRqZr15udr2/fvHzbpmWrtb7ds4Pp3kBX+v09Pd/76h6EPFQdhB4PDV8YoY4pja9ONEztn0bNlLwQfVk5yzYXNz/4hn3B5m3Gu6r39xYfLQ1/eLB892PZp6zPLiviK9+/NH0N+yby7cn3g6vCq3d/OP1Y+Zm2hls7uc65XvyL6VfOBrSRsLGwabV5c4tn6/DW4rb+dtH2tx2rncu7/o/yV1LcXT0ARDCAy48vd3a+iQKAPQXA1smdnY3ynZ2tCjjZgP+BdIb8+V+xK4yBa+4l/buor6dheff678d/ASz/fzOAzlCzAAAACXBIWXMAAAsTAAALEwEAmpwYAAAXD0lEQVR4Ae2dfUxbV5bAr1emsZMxKbSOstAKpiRZ0tZmQiaCdhtaO1WVqNoatbCzkxgFphqcjaoA2tkwZjasBFU9RNMNjqIuMGqhDbDpgnbitCOyowAS2ZnCqna3zzMFNdCYmZppTGO3diZ+iS1577MNhG/b8cc7j3P/wPZ79+Oc37nH797HOz6iQCDwySef7Nmzh0AuqAIfrIdW4I8V/ooPoqAMSAAJxJcAOnZ8eWJvSIAXBNCxeWEGFAIJxJeAyGKxxLdH7A0JIIGUExDhzbOU2yAkAN554oMhBGMFXIrzYTqhDEggzgTQseMMVDDdOaxDly0zoNXZyCosdmzWWlcgCpWK5t4Zf3zMys5MTMx4gn3d6lKJjBYXIeylBnV4pILS5t6rodPxGG+2v6E0rMLZq5FqwFo0Io3lFpVrgUBBad2llMxsKoNIVNp8mQ3i8FjbRer26PiwllJRqSW6NkvZfzlw4NCHfwwe9Vv7T1Ok7ZH3yC8V2KvtlChX1HVdkc5qfqngH2vXhVXQRaTCYscmvk8ZpWncbmNMpPGI9q343Fe71r1797nPQhPn25vkDvfOZ/v1sN7EOOy20RZ145GSZxqGInXCUEer/HVdbSs3yEbtTsfkyDOb/uJdpdryw27ivssdDROwTzKnnv5aszf7LPc1lOxynRBT46EL1qBr+u6Q4SCzaKSg6viiqb9C3U3PKSQP0K+6/oo0ZfnvlIQaLgoT8UgF/41PLJmD4/bJ0Z6brVXnrkS6DOGRCsT7p2+fGLU5HOMm0lHVzaw/J5c4NrXvQ4/kZuUoXvpZm2r4IuOaHZu/hp++PEVPT3RViApKuattRS9L/Jau8HdhxengFYa16AoqGuqCV+PS09N+Ym2vUNYTYiimF6El3/gPPpIrz8opOnjCbTYyhtfN93eFCU1Nt8tJyMNbMzPkeft1uoMyQjwTlypC33UiddfYLK1mpSqodRXBtYmufWzZbOUIZOUpyk6eH6glNT8xxUOukHQR/qUuqazWKqu0ndSAaWlzrfzTZ0NCiwo4RVgrVWOIU8h/uaFAfXaMqzdzuUCks4au9XPt6CuFEF7GqJutHk+7WtQwFJrfM80iEffltaTzhbbip3826QtcqFOSZb0uVFr2jk8qiHNOtJ9S52flFb18XElGp79aJu2KB/ikApGVnTxRlCOX53+/mAobyXc2vStO/+NF/3LFa1YR1YjT53Mwejq5mka8k4OdJrM7EJg01RLS5AgEmDYN7dk4aJ6ctLuYNkJUgzZvwDteTQ8ybtoDPa1pGXQ4zPSItm/S53UONClJrcnudHoDnlYFaTE7AwG3URl6ExzXPUovCG20eaxlQQU3Q8elRd85SIehglO5VS0DTq9zxEhF0477wip0jtpsI0Z6cpQO6zU/R577yBMmwB0JFre5haoV7Cd8JHEvCypwVtCYbaNU3CZqjHEK2UglGmmiZDupMA4zPaId9zqocNUmeyBgozqGrGPr0xJVpzdox3ktQhBq+8apegPUrtUD/2ukI/R46efxTtop413eecDc+pyixTyn72J7zR1d8spvFQK+yT6KqWeS6r1q4a0KXttgk16voX5C9LZVxedOhFQQc1PinpJNhksyg9cITcvkP++XSMgrYst/d3XN/OlrQq5/4SGb77iJfuSEupA2srQPEHLzyvtnPybfjBJybfjaiZ3ETVS/OKGWS8hrRpX2i6/FkrzsrQ8pNz2SlZFBCN3FrlTS0h5a6XAsx2SKdp/jB91tB6oOGN4zOt5/spW67omDGRKyv1qvrCkenXxr7x23ssVcWZRD/CoVubjGKGlpkjXOJvKUm2QXvdmp2VFy7kXzNsKZ0/PZMCHZn//y9Glyhy6dmFmf/KVOze6+j3/xfdLKidJvnX3N2d2tPf66hNxcJNvs9BAh37X0nf5i0x16poPJtR0nNc2fsYfJpTOktkUh8bQv7ZxsWdRFDB/4psK0YUc5qR34+7zIbcojFcSbH8zbtWsr0ZgYw/tDr51UZ61tkqWObSfKQftYSaZYLOFOzQw1Zx9o1LeZnt/3DCHv0yPcAuXBOaNTJycvPv/ss2l37z47WrZ91+OEcHtpH60Upsd9R6y+cAiPztqYYfp1kEsXzvEoYrm68lTghQJR9qnxP9bRHucXs/R9plS6II9/4e2KA3868DZRHV/KaMWq8T7o85I87ZvVVTuqfkK3R/QSTb9CifYHJc9/b8tf7j41aq57XEqkKi2p6utVEI1x8EfX6zr/4z89JuWxX+ZwVe9Zw/tv32IIebXkhaItnJ3MdY9m5KS1kPLzH16W1jNG5m9X7Pwad3ShbKK7bRIdCT6pMNtemtuoMtrPHIxKB/6oIJYXHq6kV9PKogcLil//zT+qK9f2lhX22FtkkpBXU6t+9XE/0fY06l7KujtNSPqCnYPvHt2jImSUbH98//79jz282b/Y8AtOw95kvnG4PB52cftvvnF4PLMTY/3/sLuK6E8q15Z0cdvVPk1cau8dm/KwHuvHn1KH+M7fFGvJ8JkLFj9hxy6cY0j1rux1LXvT5XS5ZqevdtUV1zMthpfjIddq8q55XJz3rwN6+p0XLNK/Libd//PVo3v373/qew9vlkrFRJzzdBPpPlbffeiFp/e/XNZdc8ykOl4kD9W/+aV91jU7MzPrItm7tHS5dWtrEW26a/vmNNpU/kpPdWv5IQPRaxRUvxU6n5fMz1Kczm8JofZi2SU2nK+1yhteqODq1W07ZtKMdFbIXLOzrijvmfBBBXaqt3doxsOyronf9DBElbf+nJxflHPL86V7s4DPPkh3elzhVoMaszfAGFV0HctV5orb1BQ+T2v00d1LsAduU05343M1nebOYBd0N+v59/Ae29tXzfUYLEp9W2g/zLWKrcxvjWwDdCca7tY4yG1GbIPGuSOqTjO9S7Ag2IK+C3tshvpAuCi1PSNrb2diE3blVvMqLEjFVXS0UYE0bRxRp7l2npm2J3QfYDR444DaJeAcod+y2k66kaZ2vEeL4E0EO3c3IVyqe4J1HFx9jXHOlMs6Z8J7bGqpuZb0VbnWHQeequDm7vssFIgq+Cbpfapw0TStfTMqZAVCp8GCPbhJsbz4vN617jdwp9eswPVIK/mW9xy3I4tV4CRaPJrP7V5yJG5Dx6ujxSqs2qvX616q3Kp1l5zw0aaLsSypELiPzrmuUIWlQFf4HLsVgo62tgEXrLDuupR+TYglwf323DfG0td1Toeq00pL2yXu83KJxDJZJJomTqS49SyRrL8KW2UwsWQ9CPfR+SpjrnT4PkbZ0Cosn9Yr0Q0fW77HXqMynkICSAAGAQzbhGEnlBIJREUAwzajwpXAyoIJGEwgo8R3LRgr4FI88ZMFR0ACSSeAjp105DggEkg8AYCOzU730pDP0igjGROPMuIRPJeawxEZuvaIA0sj7j0pFdmhs3NRhJEHQiZFMhwkRACaY7PWUmnuEcMwfSQdaJm+1KhpJIM2p8Pc03GspHsqyme5eKA2O/HugZobI3a312He2VrVbXbxQCgUYREBaI4tfuRNm9tLA56iD1FepHfqPrj/fF3Z0qjOyaAP/9JYrPeuLHkoO3WSRT5y8GnhB6QyiXzrZhoWkCaQZwQiB8D/muAcOyMvR+a7HfUPD/DKEkx9v9VFn/udukXd4s7CM/W8EnINYSSKowP668WZNMx9x5B+4HhhzM/MrDEInrovAtAcO6TsveFa96V+Chorjv68SWVQ0iizzB1VHSkQIA5Dsjc+/4yGIlTXaghj+NVHM/B2E3GAwO8uQDo2ZL+mK9f8U0MBH/fMr5P+UkLxnkf5PUNWkM76blUN6XQPtZ+56O3RdpR000A6LPwiAM6x/TT688YsDSJknR761s8vnBFI4/fMTHM/7chaen9aTzQ/3BcOs4ygKV+q0F9hI263k16n/Z67XBAk7G9avmCNqxzQHJtlKtKluQcaCanPTU8/fmEyrjSS0ZnX9kFudnpamnTvkdum8fOKJAbHxEu9wgpjE6nJlYpEaduq3E3Mj+kPAGDhFwFo9zMlhRcDAX4hjFIamUIX8B31+IksmQFvUQq5TvUMBd1N6Fm6Xooq4midXvF0HAlAc+w4qp7CrtaPPkyhcJEOjT4dKalU1IO2FE8FIxwTCYAjgGGb4EyGAiOB9Qlg2Ob6jJJTQzABg8nBlaBRBGMFXIonaIZgt0gglQTQsVNJH8dGAgkiAM2xPROnw/mrRM391gRBSWy3Hutc1KaoAagKFBAGzyZ2lkTS+1rBs8Ac22Mbndp1atJhH2zTNpbXLMnyFwmMlNfx2Kxe9QDNZGbuqTaU14xF+fP1KZefEwCDZ3lghrWDZ4E5tkxR2X6qLE+epX65nCaygRcYRYhMcfiNEwdpJrOd+U/Q6QHyaUwMnuWBY4dSZ60WPAvMsed5Wv/rHZo2bDvIeEH/WO/ZhgZd+t4aZYsBZMijGINn52diyt6sHTwL0rHZiV7lMVPLaB1NPwexbN2e9eSTT9WqCFP/zhjcXx8BudgIzxfBB8/Ce6TUP325aPcRbSdzci79HDTfFuery/IJOXxYRUS55wZPFpXlQVOBkxeyX4eDZ/X0YXex67Qo8xvAwbM07aZxX4W0pPtHgZNF8xMJ2hXbNVaWe4jR9rS8kjtLEycCDNucHurtvUrzgbIzlt/SvNb7Hts2bww4bzB4NvW2Wid4lsb7R5hLbYUEY0k/5Da33UtU2TIaEgGQCo7RBRWqjYPz6Q4BqUDzgd6bvzKc4hPWRGLmraA1jYcyl3JTCZIVnEwTTZgaKqomxhn2xpAKwJbiskJdIKCb0wbkq7yIU4EmmhbTLOTA8M8Bx+DZORKpfF0zeBbozEolz7iMLYEbjB0X/fnQiaCDZ6HtsfkwIVAGJMB7Ahi2yXsToYBIIHoCGLYZPbPEtBBMwGBi8CSpV8FYAZfiSZoxOAwSSCYBdOxk0saxkECSCEBzbIx5TNLEwGFgEwDm2BjzCHu6ofTJIgDs/9hczKOCYyPjYh6vgXxcORjzeMHbK90NO7VgsqYojhMLAWCOTZPKjPW+Zfr9HwyGDvo8KdiYR+KxoFfHMl+xTYQEgC3FqVYY8xihabHaRiYA7oqNMY8bebqi7pESAHbFxpjHSA2L9TY2AWBX7M1bPEeKd4RMRmMeqyFusrmEoXtNQR1y0+tpzOP5SvqzC1iQQDwJAHNsjHmMp/GxL+ESAObYIUNgzKNwJyRqFh8CwPbY8VEae0ECQieAYZtCtzDqtyEJYNgmX8wumIBBvgCNSQ7BWAGX4jHZHxshAX4TQMfmt31QOiQQEwGYju0aqxCJRBVdEBPaEf9UQwGVPlQqIOYVjGmmYaOkEoD47y7/5abqbkrJDjOOwv/tKEM6zZOqrcRLpLkg048ldY7iYDEQgOfY7MTbh1qLB0dePfAaTMfmrKTa/XhejiQGe2ETJBARAXBL8dmzu49VD7xeIt9EmIg05F0lLvfvcLGULsULmnvH/LyTDwUSAgFgV+yp/n+pVxrdB+V+K9jLtezx9+12mtLuK3O/8lDxNoVbp8DluBB8iVc6wHJs16/LOyi+dFFNCGJ6RbrnfOV3eEV0fWEk8qwsWkt+8Hinquaj606Cjr0+NKwRHQFYS/GMCruNK3Y7M6AnpNb8b69A82oyaxm6OjHD+tnpsberhknhdzOjsxjWRgIREIB1xSYZWTkZQa3Ym9uJctNOObxF7O0vr5RoDoRMU9s2+iperiOYplglWgLAHHtePYniRODT+U+Q3uS89EYg0MSyfrFEApU+JN4bVFacWikxPDp1SrBvoEFh7bE3kGFQVSRwPwQwbPN+6GFbJMBTAhi2yRfDCCZgkC9AY5JDMFbApXhM9sdGSIDfBNCx+W0flA4JxEQAnmP7Zy0N6nDQY5cVXuCmtYsLOZ0vFe2WmAyHjZDAWgTAOfaMYdteQ0Gf3e11TI6rHpGupRwvz+3UtIyPT9JimxzUUAllW3kpJgoFmwCw/2Oz1g8aSa3tTBn3sLUM5O/sSzKy8oNPz7HWKyaiMf9dHuwZhNLzkgCwK7b3Ng3qas0NLWRLm60uXkKNSCj2wqljpOmfIOYyiUg/rJRSAsAc+8v/GyKkenDc4XYwTdcbteehblD90x9WmYjp1adSan0cXLAEgC3Fc/epCdn0dL5cQuQvHlE2XncAtcxIeznR9LyQBYw/UNobUGxgV2zpQ3RzfeyCZdbvsp6vZzQFuSBt5rpaZyDGxkP440ggzQdBaGBXDHFO6UhbdcnebVUUrrbNrgV5/2zC9CZDWn5YGIpAhTBNUEZoBIA5NiHi/br2wKtG0FGP+ZUXA5XQZgrKC4oAOMcO0sWoR1CTDIVNPgFge+zkA8IRkQBEAhi2CdFqKDMSWIcAhm2uAyhppwUTMJg0YokYSDBWwKV4IqYH9okEUkwAHTvFBsDhkUAiCEBzbMGkqgSdMDQRMxH7jCsBaP/uEkiqSuAJQ+M6BbGzRBCA5tgcA/CpKgWRMDQRsxH7jBsBaEtxIaSqhJ8wNG7TDztKFAFoV2z4qSqFkDA0UbMR+40bAWiOTaCnqlwhYaj7fCW8FGRxm4HYUUIIAFuKw09VuULCUPTqhEztjd0psCu2AFJVCiBh6MZ2GRjaA3NsIaWqhJswFMbU3thSAnPsoLEwaHNjz1nUPgICwPbYEWiEVZAAEiAYtomTAAkIkACGbfLFqIIJGOQL0JjkEIwVcCkek/2xERLgNwF0bH7bB6VDAjERAObYQkhV6bE2l4aTbTb0W2OyGjZCAusQAObYAkhV6bFZveoBu9Np7qk2lNeMwUsEvM6UwtN8IADs/9gCSFUpUxx+Q8GZXpb/BCHX0vgwC1AGwREA5thz/EOpKkdgpqr0j/W+Zfr9HwyGDmXLKEwV5uyAr3wlAGwpHsIIPVXl1u1ZTz75VK2KMPXvjAHOBMzXSY1y0Yw5ECEAT1UpzleX0Zxjhw+riCj33ODJorI8iFZAmflMAOAVG3iqyumh3t6rUx6WnbH8tpWQfY9t4/P8QNmAEoB3xYaeqnLzFs+R4h2h6VJtHKzGTTZQ1+G32PAcG3qqSnmRLhDQsSwrFkvE8PDzezqjdHMEcGbNkUjuq0SCSe+TS3yDjQZwj73BLITqIoEYCGDYZgzQsAkS4DsBDNvki4UEEzDIF6AxySEYK+BSPCb7YyMkwG8C6Nj8tg9KhwRiIgDOsT2X5oIede1X/THpnOpG7NBZXShuU13XNQNTh1QzxPHXIQDMsacvNWoayaDN6TD3dBwr6Z5i19GPf6fZiXcP1NwYsbu9DvPO1qpuMz4szj8jwZcImGO7/3xd2dKozsmQFx7u05L3rlyDZwIuryB5QCqTyLduJkSSho8SwLMh/yUG5tgUKFPfb3WxrGvqFnWLO0Ev4T/meySUKI4O6K8XZ9LF+I4h/cBxfKT0Hjj4Nl4EgDm24ujPm1QGZaZUmrmjqiNeEJLbD3vj888Yoqqu1RDG8KuPZuDtJpLLC0eLhQAwxyaS/FNDAZ8vEAg4Wwgp3vNoLEqntI313aoa0ukeaj9z0duj7Sjp/jSl4uDgwiQAbIPn98zYPbLsbWmW3p/WEw2zTw7OLL47hLjdTpbIxJ673A+e4Y8jgbMhAIGBXbG9tg9ys9PT0qR7j9w2jZ9XAIykKKwwNpGaXKlIlLatyt3E/LgQwDRBEaERAHbFlil0Ad9Rj5/I4EZHZSjobkLPsn6C2QWhuQsceYE5NgdWLJEBlHrJlECfXgIEP8aXALCleHyVx96QgFAJYNimUC2Lem1QAm1ePdVcvGfPHsGEqoG2JFqBD+YTgBXI7ziQuBTnw3RCGZBAnAmgY8cZKHaHBPhAAB2bD1ZAGZBAnAmgY8cZKHaHBPhA4P8B3gEJ8/OEo5gAAAAASUVORK5CYII=" /&gt;&lt;/P&gt;&lt;P&gt;you can have any number of sons and any number of levels.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;i apreciate your help in advance and hope that theres a way to do this, also i have the general idea of how to do this with For sentence but i find it hard to realize how to use it in QlikView if anyone knows how can i do this with For sentence ill apreciate as well&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;thanks&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Wed, 23 Mar 2011 17:45:53 GMT</pubDate>
    <dc:creator />
    <dc:date>2011-03-23T17:45:53Z</dc:date>
    <item>
      <title>Problem with Hierarchy</title>
      <link>https://community.qlik.com/t5/QlikView/Problem-with-Hierarchy/m-p/177539#M45108</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hello everyone i have a problem and i want to now if someone can help me.&lt;/P&gt;&lt;P&gt;i have a table with this fields: SonID and ParentID these are production parts and i want to know how many sons a parent can have so i used Hierarchy and at first seems to work fine but only worked for some ParentID numbers but not for all of them, heres an example of the data i get from an SQL table&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;so, what im trying to do is if a SonID shows also as ParetID get that ParentID's SonID and put it as a new level like this&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;as you can see i found the SonID(9) in the ParentID column and create a new leve with that Parent's SonID, and also a SonID can at a time convert into a Parent and give place to multiple levels like this:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;you can have any number of sons and any number of levels.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;i apreciate your help in advance and hope that theres a way to do this, also i have the general idea of how to do this with For sentence but i find it hard to realize how to use it in QlikView if anyone knows how can i do this with For sentence ill apreciate as well&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;thanks&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 23 Mar 2011 17:45:53 GMT</pubDate>
      <guid>https://community.qlik.com/t5/QlikView/Problem-with-Hierarchy/m-p/177539#M45108</guid>
      <dc:creator />
      <dc:date>2011-03-23T17:45:53Z</dc:date>
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