1. INTRODUCTION
Some days ago, I had to help others to solve a problem with SQL. This issue was related to convert fields in a result set into values in rows into the final desired result set. So, we are talking about making use of UNPIVOTING functionality. Finally, I thought, why not writing a little tip about?
2. BACKGROUND
Here it is the original result set:
![](http://jamuro-blog.azurewebsites.net/posts/files/Images/UnpivotingOriginal.PNG)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAioAAABSCAYAAAB63v82AAAgAElEQVR4Ae29d1hUWb7vfZ73vM977/POc+68Z849p8/tO2dmema653ayc7Jzmum22xww22ZFUVAxIUERBEkqYk4YMaIiGDAgiiQRkByKTFFVUEWWbv/5vM8qKSzKoqhSaClcf+ynqnatWnut3/f7/a3vXmvvXf/U1HYfuckYSA5IDkgOSA5IDkgO9EUO/FNfbJRskxSL5IDkgOSA5IDkgOSA4IA0KnJGSc6oSQ5IDkgOSA5IDvRZDkijIsnZZ8kpz6bk2ZTkgOSA5IDkgDQq0qhIoyI5IDkgOSA5IDnQZznQrVF58/0PkZuMgeSA5IDkgOSA5IDkQE9zwJoZM6uMijUV9cUydY3NqLT1NLT+3GedYl+Mm723SeL+bE0VC30LnQvc7Z27sv339TjKvN2/NGwuJxsMjzWcl0ZFTvf1u+RuThTWiEGWsc/kKI2KfeLWld6kfvsXngJnc5hKo9JuPkRwaup0ckblGTNjEvf+l+i6GtTEfmFUhM4F7pbKye/sgxdSv/aBky16MoepNCrSqDzTCducKGwRlSxrX4lSGhX7wqs7fUn99i88Bd7mMJVGxQajUpETx81jvgQF+uLh3cW28zSbrpRQWtfSswagtZEmTQa34pM4dDKDXFUjmq5mP2ryKU0+yaZNIe3tDMDDexf7YtJI0txH0/oUyG1L+7vqVy/sNycK0+RoL7hrStPIjN1FSIjA+yE/t5yM40JBIzVVVvKnF+JsGlObPteXU1mURMSxJK6kllPddp/6x2yjNUZFW1dD3pUdROx8GEPjeOrfB27G41gqF3I0Patz0S9r+mtNmceMkU3YPOVj9Av9GnJjzBE2e/vibaRdwTW9fovvU9P0K+VtQ3usGWt6AX9zmEqj0h5oc8ExFWz2xY3smf8yA997mRde+iv/9cIf+P9+8xy/+/c/8PxLL/PHl17mhWGL+SYkifSK+q4TWGsT2vo6FOV1VNY2oWu7T2N3gDepaCraz2a/DQyfuJ+YfBXlpr9pvUdTg4aKm0c4u24yH3z0Dr8XbXrxDV74yzcMcwojOL6aLHUrtb+2WbGm/ab9+RU+9wfcG1tb0dVWkxkTxo7F3/D++2/wB4H7S3/jhZde4Muf3Fl64DbJN3YT4G2BP79CvE01ZdVnZQJZsRsYM2YD3tsTyG27j/Yx22qNUVFV5HE95EfmDXsYw+f+/Xl++5v/5D9eePGBpt77ihfmH2L9xaKudX6vjaYWHUpVHcUVOjTNbTRY025r+mtNGeNjPU7OMf59T71/3Jh0cfz+oN8mQ250HsPb//pfvPDnlx7o98WXeOEv/8VnU71ZclpHjtpK/nQRK6u0Jn5raI8YaybsIya7mBxbOfwEbTCHqTQq7QE1FxxTYOvUFZTkJZOYmkx84ikij/gx9cUpzJ8VwubEZC4kJhOfUURKmUhKFu4e0mRQkHSIpUsPseNEBkXWJF5j8nRlVHRKmpK3s3HxMr74agVuJy5yWLQp/grxp4PwcVrE6B/cCblWpp9ZMe1fr362pv1PQO7HbXt/wF2rLqPojDteyxfx+dQgNkZd4ZzAPTGO+MRdbFw2k1kf/50VfqsZP18ale6uUWlobqSm7C5ZGQ9j6DdrCQ4vzsXrSMwDTaWmE5+npFBt4VqX5jqays9xZO8hXNzOcaOkTj8b1C1XrTEh1pQx1tPj5Bzj3/fU+8eNSRfH7w/67TAG3t4MGuTN5lOxD/QbH0v8aW+8vIIZ53yOK8VW8qeLWHXLO8PvjHO1w2Ziru9ni60cNtT1GK/mMJVGpT2QtQ1NKGt11Le2dX2G1CnoeRSmR7BygCvrPM9woe0+NZ2+tzBNZ2uSEfUak8esUWlCU5FJ8sYFeDl7McbjAtGlWkrFb1sbaFKlELd7PWumzWV02A32pPXClLWl/nfbfgvxslTvE37XH3CvKUvj0uoJLHP1YvyWFBIqG1Dr4yIG0SJSYw5z0HMVBw8F4eT6bBsVoW+hc4G7dYlbR1NbHEc9Q3AasJrw9HLSreXc43LemvxgTRnjdtpa3vi3Pfn+cWPSRRvsX78WcntrLU2q0+z1DmHyP0I5kVVNQRdxsI7LVuZYY4zGbCAmdgPelmbye7hN5jDtcaPSeO8+jfd+satNgKypb6Rao9UbFevan0fBnSOsGOCKr8cZzt/7BaWh361tNDbrUFZXUVhQRE5BEdkF5eSXaKhuaqKm+BKJxzwZOtiTxeujuVapo6q5jVpdLdUVReQXifIPt8LKWio1KnQFD5d+ovNUlBmOJ15bqyi5e56Noyfgs24ve0p+oazJBIfcc6QcWc6AueEsP5xKja4WRUkVpdU6app/ob5V1NOMVldLScf+Nuof6UspeSVKKnSt1DY365exSipUKMrKUZQqyC1UUlKtoUanQVFSQr7oS/ZtsuNCWLPKjx8m7ONcVjE5ai2KygdT4vX6PrTHzXi/vj0aSgz1FBTrY1ls3GbjONjwvt/gnnWBjROm4Lc+nPCSXyg3xV3EpFFFY+ED/gwdt5vI5HTSSk041vALutZf9Ph3ycP6NnRNOpRqDUVlSkrLFBQqBLdVVOvqqOjE+SKyC0vILtVQVtuMtrWNBktc0vPPjHZSTnHh8Bp+HB6M5/YEcu79Qp0NOD/U8329voXOhd6ty1U6Gu/FcdRDGBUv9t0pJ9342I/wU0F2gZISlQ6Vrpzq1FACVnny9xEb2XejkLsiDi0taFRllBjFX+g9V1GGorYFdXkCd42Wusz2t9qozNarZNZrKajQUlpRRUVFEXntOeRBnQ1U5JvPOfWPtN9YX+3atwpro5zQ+gsNra1o65SUlZd25LL8ciXFlQoqkzc9GpN7v9BgHFcr3vcL/Yp+GmlTLOt35PZWLY3NlznsGcLcd33Yn15BplV4aSku11BZVUKxEcf044g1Gu8Ya4IZMsKfY8dXs8KIw2mCY1Wl5FXpqNS1doz1YtyoqS5DoW5A2dDWsf+h/kzGIzMYm2IqPoutx41KfevPaFva0Dbds4+t+R6izTV19ZQp1WibWq1sfzY5qYdY9voSvFdFcq7pHuWGPuvUaBVRHPJzZsxHn/DxR5/w7kdTGTR2M+FZaRw94oX30Bf56x9e5PcDZ/KdWxQxhWoSYrcTvvQTBv1dlH+4jXPbzoa4agrv7GOjTwhDx+/jbFY1RYbjidfqZDLPhzL9nbks8TjGybp7lDaaYFByldTj3gz6YCXOK0KIuLIDp1EurPI7xVHFPUp0op40cq7sYKlhf76aknzTvgzn21EeBFwp4WZ+Gjk397F0aSALpk/FZeJ3fPnFSpb6hRFxJRSnUYP5XvTlgw95952X+dP743ht9CaOXwln8+6DuLhFca1QTanogyFuxvv17QllqaGej77m3Y+mMMe4zcZxsPZ9f8L9yjamj17D6tCL3Ky7R5Up7iIm2mq0uQ/48+0/vFi77HtmTDbh2K17FKrvcdcSD+PVFGZFcWh3GNOnr2TF9O8YN2Qqg0YFEn5lHwGdOP8J734xmHcnhuJ9LI08nRrVI7ow4lK1EQeM63n/LQa8+wH/9pE787bEk9F0jxprcTYqp9PnpVa9zpV1OvSfm000YlT+QQ6rRdt0hUOrgpj3uie7UktIMS7zCD+/492PVrI07AxRBVcId/2GUe+/yL/+8WP+NjoEz2NppJXlcTlsAkuN4i/0/uXQCbgcySM6MZ60CyGMHhWCV1f9LTcq47+DCzcP4rz0IKsWOxOw9BO+bc8hXw51wOXIdYICzeec0kfab6Qvg/atwrozjqqqEvIiPfBeMLwjl32/wIM5YYfZOPvzR2KS13QPlXFcu3vfX/Qr+mmkzU65XadEqzhMmHcwo4du52RmJflW4XWQOXNC2egxmDlGHNOPI9ZovGOs8eTLL6Yzb8xbfGXE4RmCY94j+Nb7GBtiizrGeZE3IvwccNp1nUMpYiztTlsm33fCVKPXZ68ZlQfJ4B61ja12s4k2V9fqKKmsobaxRR/g7tufRVbyQVxfX8wat1NENbZSqu+zjoqyNBL2OLJm4TQGj3Zh+lwXpjpMZ/zI2Uzce4Z1W73Z6vQ1b73+NR+O8mTBrgRulNVyJzmK6O0uLF/qwpwFLsyZ58icqYMY7+TDDL8r3Ly+Fb+1wQwZt5fTmZUUGse47Dq3z6xn1MBVLPWN4VpjK+XG34v3NUmkXwpl+svOLHPZyO64/Sz+8XNmOvuyPFZNVnUTlRmRxO5w5LNvFzLH9zjnMjK5tMOD9UudGD/VhVnzXJgzay6zZy9imk80e08dI+6sN8O/mMyIodNxWrmcuc4b8PRYwnpvB0aPn4fDZBfmzJ3NnNGf8u63P/HnkcEciQnG07QvtZXUZu8lRL9/F6cz87hxNYITPo7Mme3MT7NETBYwZ+oMZi4NZemeOySWaak07aeVn/sN7jHBjBoZjGfYde40tlJtrv+G2K5YyBfvODBn8TycVphwLPgONxVaMqzh4QpnPn97HDMXzGee61qcFwcS4jeJhUacnzNrPOPHDeXFL7xwDrtIYlkm1/ZY4NLVXPLK0og30c6cySMY8+NX/Otn7sy01Edz/Tbap22+R11jCyVVKqo0OrRiFtPoe/Pv1dQ2XuagWyCOr3uwM7mYJP1vmqhtVJN9dRdHvR0Y387zWbPmM/G7cUxYEci8o6c44DOWmT9+zV/ecGDIiiNsv5JPTmUJSZHr2LKuXedC67PGM2P6OIa7niH00DHiYoIZbglToXcD7muDOX3WmyFfTGTUyGm4eLkw18VQ5xiGu4azzG0VgU5f80ZHzrnBjbISUizpa9sVEm9uxe8RrEMI8RN5qouccPUOGTlxHHSczaLJUxk2z5HpUwcx1MGRbx28WbtkGKNNYiJyWU23WHQeU/qFfkWfjbT5+bsTmLVsDSv8Almz1pc1yxfitGITThtucENhLV49pPG1a/jm7wvwcPmRkUZ4+YR4stV7GG99782isHjuNtZT3VjEhbC1rB4yDKf9NzmaXWeFtjrjKfTXgWmVCl3LvY7l2R6fURGzKXVNrWgaWuxiMwRHJK7iCiWahmYr23+Xu8kHcH1tMWtWniSqoYUS0WddKXnpJwke+y6LlvngcaWF7OoWCuN2c9zPgb/N3snSLbtIigli5MggPMLiuNPQQpX+tzpqVDUUFhaTlVtERmYKGVeC8Vzhw/cjg4iMCcJjbRBDxu3RG5UC4xiXxpEaHcioIf64b7pKakMLlcbf6+vPIDMhHJfXFuG18iQRhemcXPsJi5a7MHJzJkmKWrIvbGW/xwhed9nPqpPXybsTRfDIYSxf6s/aK0VczywiI/EE0fs99Rd+Lffy4+gxLwa/OoKfFu5mZ66OQtVdoja7sHzIJ8zbm87RzBY01Qo0sWtY7rqKv40MIsJcXzSVaLL3ECL6OHYrp9OvE75xNSsHjWTp/mvsTzSKydLVfDdyKxF3ysnV2c61foV7TBCjTLlkir0htk4j+Oxvn/DT1nZcDPuNeaWzgodOjnz92nRWncnjUql5zmsEJw1t23yC2DtR+FniUsgRolNP4muiHU36aW7ucua1IeuYY6wX0z5289lgVBSVNVSqtYjP4sTEcq5So2mI5cDKAOa+1m5UxHHqdWi0j/K8uiyPzPDpzFm+gtdcDnM9dhPBxrHV/7YJjbaWsvJycnKLyBRaF5o66MWgoetxWxvE6ZgghljC1Di2ovzJFQx57RWGTnmYczrF37TOeh1Vov2W9DXYh4gzAbjNM8G6u5ywcRdnbh3C5a15uDnvZF/WHVJT9hGy2Ifxn6xkzxl/FpnGpBvsTDHqN/oV/TZo0GkEb/z2P/n97//If/7xBZ7/4ys8/8fvGbV8P3sMedUqvHpI4wKjkQ+42GncKb9F2plgJr85G+dVEZxQ1aBQRbN3VQDT3vNhb4qC2zbiKfA1xlRoVBoVoyCK4IgL7HrMqFQmcedyGNNHL8Ut6AwXK1oo07agzDvPjaMefDduA6v8NxATE8RQ00RUeZu7l0NZOnoogz7+jPcHDuT9917hBbFcMjKIo+YGd0NfROKK9GPUW0tYtPosFxpaKDN8Z3itTCAtKogJ/2cBi1ee5LRSwd1ra/Fb48PQOUeIyc7g7J5AAiePY/7BJI7cus6daF+mv/Mqb//lZf783me8PfAz3v/gbd4YMIB/e+47hk1fgPee9Xz7rTvLAs5zvVpJecFxtvn5MHbMWvbcVHBb1YJGXY7mzlbWr/bj65FBnDLXF4NghUBGh3D68g78Fo/ly+f+Ny8O+IBXPjCKyV8+5i/vzGNVdAFXK7sbbB79vl/hbjADlgZxQ2w93Rn041p2xrfjYthvPHBYw0NPb34YHML+5FIyS81zvtNA6RdGVLQvkyxxafZSfA+HMWpYZ+1oii6THOnD9yMCWGGpjwaed/EqjIm2qUV/QvLERqVWiaboUZ6ra0qpTAzBd40f304I5dz5YLyNYyvaVluDpugsB/1cGPvxZ3wqtC409Z5Y3lqFo6mpMJzIGPfL1Kic82PI94tZtO5hzukUf9M6a5VUifZb0tfr41i1fQ0zXEyw7i4nLA4i+NIpPAZ9zPD3BvDmD6MZ7X+CkKOpJFxJIjd1O36mMTHumxXv+41+RV8NGvR05+9/X8X6/Wc4cukq5y7Fce5SEjcyS8mtVqIUedUqvHpI4wIjc0alTkVh+mV2z/kM97X+eMeWkhMbhOfaAN6fe5KL2UoqrMDQnPk0jMWKSqU0KsYBEmdUOr1R0VJUbuOMStLDGZWzhhkVkUCiH57hphmSjPF+kTSiH54xpTXoqGooIvVcOHsXOzLrp/lMmubEjNmzmDHpOz4bNJt3RwZxLNp4RqWCTjMqynQyL+9i4SfTWeZ5kEOVLRRpTQbo/PMkRrjz5d/X4hJ8heQ6FZVlMewLCGDmqGXsvhSBr+965o9ZzpbrRSTkxJF6wp1Rf/uCzz8Yyo+OTkxxdGKGflvEDEdf1m8KZMehIL4f9mB2KE1TQVVW+6yIfuanvZ2aCjSG/YL85vpirozjZD78j4F8M246ozuOLdrgjrP7bvYnV3BbadJPK0TSr3C/vo+FY1zxCo4kurKFElPc9cnQKP5d4TJuO6czU7hkKw+NuR0WR5ecP+HOEFu4ZE47xvVbgbOx1vUzKiZGxfh78+9NZlSSikmyNp5meV5NaVEC5wPdWeM4j3GTnJg224kZ0xxwGDOEv37hxcJH8kP7jKtxf41j3lV5S2UMOrWkr2WB7D8ZxCI3wyxuBQWizu5ywoEYItPTiNzixfoVTsycv5BZS1ewdM12Nm45zfUboazuMComecy4jxbe9xv9WuKScf8NudFWvB6p30aNm+VwC5WKLJLDhrNqnTdDA69zLtCRNSEbGBOeRap4PIdx2618b4ypWN3Q9urST/t0qrq+GXvYRECFURFnWHqjUi/WnlusaHsmmXqjsojVK09wtr4Zhehz2Q1uXwhh3Chv3DddJEHTTLmumZqiyySeXsfQ0SG4+4Rw1tio1KuorI9l/8oVzPjbFDxP5XC+rBm1uhx1xk6CvAP0Sz+nxODu/SBpRGZUkN8pxlUU3r3MrqnjWOMViv8NFRnKRpSijK4RdV0dZTcPER3mzBtLInA7mYO6Xoe6voiL2/zxHf4dK4NcGeO8niGTD3BWXAMj+hK5nnGvzmLBighOaJop1jWj1oqHWKkpLK5BkXWRW9EPl7HSNJVU5h5gk896RowNJeJ2GVl1zahU5SjvbCNgtT/fjwrm1IUQvLyDGD56JyfTy8kT7TTur77MJtYsWM7gN5cSfKOQm3VGfalQUahQUV7b3sdOseiee/0J94LMWHZMdsBrdSjrk+rIqmmkRh+PJj3GFZXVFOVmUJSyA//VJvxRV6DO2kOwnlebiMw4xiZbedgF59UlcaQYTLtPCKcj1zPKEpdyLpN4IYSx5rQT6cvQEYG4CaNS30yljXiLXCSWpOuaWvQ6r1DV6S+cFzywnKdUqPXaFEs/7uxIKiJRHFtTidoSz70DGDQmhDMxwXqei+XaB5oVeWM3rq+NYtG8HWzNbaZA04xacZXks+sf9NE7iMhO+cFMf41j21V5S2UMOrWkr7w8ytN3EWicc6zJCRUqyvX5oZKiilry8tKJXvs5Ez/9jJdecWT9MR/mG9f5GFj2H/2KvGesQQNPTHKYgW+24iVi26l+GzUuLjkwN+5UFaO+7M0KX1/+NGEDHpNGsWHrLnYY+PyEmOqNSnNvXqPyrBuV2iJyUo6w1uErlqwKJiChmVxlM8U39xMZPIUB07ezLHQHN6ODGNG+9JPWYVR8mfOqK5uuF3Kjthl1tQL1VR/clnnwuriuwxxhOghRT3VpFtn7lrB8+iIGjtnJnvRyMsT3tUrUhVEcWrOMad9OZfruJA5n1qKuFwOZloyzm9kz9yMGDnyNV0e4MsI/mZuFtVSLviQdYu2PA1no6o93QjPZymbUFWKJKpzlY4MJ9A0gPDqIHwx90dVSqUrmxEZXXIYNYumRTE7nNlNdnk92xDwWOC7gdYeNRKTsJ9g9gOkfPFjTTBXtNO6vQxgRKRfYtd4Z579/zcJD6ZzINerL+q04T9pJRGZ7HzviYCLwLvb3eKJ7iriXFd7hmv945jm68NmyKKJylRTr+y0wTuLcltV4DhmC53ovxjtaY1Rs5GEXfe9kVDYe4WLSITwscSn0IMdTjuBmTjv+4xkwaA2OfcWo6GpRW+L5ilW8OX8/Vy5tJKDToCyMyn5cX3PEfekRjqnazX/mWW7uW8LbQ/1w7Mp4GHPZkgkxGDlLZQw6taQvB38iYgJZatx+a3LC+q1EXN6F89gleKyP5HB2NXfunGKP+xLmfjMSnz2rmbrMhIfGfbPiff/Rr6mR6MKoGPhmK14ilmaNipUa78qo1FWjLj/BVvc5fPWXTxnwqRPOYTFcUzVTJk5mrcDQtIwxptKomARQXDwrrjQWMyqF5dVobJlRSRRLPw9mVM4YZlTq1ZQUJhATMI5VC+cwesFGPNZtxMNtOQudnRm7+SJ7YqNIuxzC1K+nMmncOtbuuczV0iSOh21gzaApzFnth2vwRvzXrcV/wWC+GT6LF0YGcbjdqAzWn52Vm8yoNKNWVaO+c4qD/t78NMaJqd4BD+oJCMTfYxEL565kxoId7EkoJ6XqIZlKUiI4t34k7/3p//DeaA8WnKkko6IeteiLIpGYLbPwWbqQmQs2snrdRvzXeuC5ZAmTJ20lMHSLfknqR4NRqa+nsr6SlKgQdi/5kYmOa3F024jPOm+WL/yBb4fP5J1xWzmacZ0I0/4G+OHvNYWhE515Z9wOjoo7ji5tYZ/XWBzn+7LYbSP+HX3xZY7LKSJzqskxwdRUAOY+9yfcq6vKKbi8g82+Kxk7fRELfQLxEPwJDsA/2IXF8x2ZPW4hQWG+zHIOohN/xCzW3QczKoPHbSXSHC7d8tA85/3XLmGZ8xTe/NabxWHR3FAkctYSlw7EcbUwgTOPaGcOM38axItfebLgSY1Ko5hRqcYwo2KOG533mcyoJLbPqNQLfZjjuT/LF85mxprNzDtyg/SM/Wz1Ws6Q92fjtCqC8KvxxGecZ/P4ubjOXMyc4I2sEVi5zcVlyo8895UnM9qNyuAOTXU9o6K/IL+r8u1GRV8mIJSzl0OY0JFzrnG1tIArlvQ1fzeRl0Jw8zbmjBU5YftxzsXtx3PMCKZMmMMYjxA8AlbjusSdBU6ehEeHsXKpcUxyyaxvpsoGHfcn/epnkjs0KIyKmdxu4JvNeAmj8gQaHx1CZNw21nXisMBLS1X9Xc4GOTL33b/w0shgXA/doaC+mWobcDTWmjGmYnVDLNX22u3JonLhjFS6JrvYRKCEURGJq7CsSj/LYF37s7ibchT3j1fh732Wc7omFIY+qypQZR9g82IHPnrueZ5/7nl+96YDb804wPG7FRToxG934P7xO3z63Le89rEvG1KKuXRtL8dXfc1br/6Z34nfGDbx2ymhHL8Yim9gKGNnHCBKX08XMU4/y80t03j/rZfb6xD1fc2QxXvZkd1Evsrkd6U3SD3tx6T3HZj1SBkVKt1VIrxnM+655/mTvk1v89L7s1l6OpeL6TdIvRjKpCmh+O68QbquiUoRB32dnkx6/w1eEb/505/53Rdf88r3Czvan2LaXzNlOsdKxKSbvhgw6Oa1P+JeYBrPdv58OsMX95gK7qYcYLMpfwxcNdr/CC7W8NBQjzHn/+f/5Lf/66/88/srmBkWR7pORaUlLpU2oTJXz5tv8/z3Dnz0vV9njnWDsWkOqtPf/tqi13l5Ta1+KUjwwLRc588G/m9i8ce+7EspJtn4uI/w/A1+94UnC/RaMO7vy/zpuWlM9j7L6ZJcEvbNZsGotx9qXK+R9t8GhhJ1MZSxppoyPa5Bd12VF20zlNl5gIspO1hhknOSO+UiE32lV5CfboYzOkNMusgJpU1UluSSbtLHV0YtY9K+O6SWXGzPJw9j0il/Gvezi/f9Sr8GzhtpsKCLfqseBy8z9Vuv8e1E3Y1kuz7/G+PViEKn4+YhD4JnvMngdVFsulbZjZZMxh2TPnbCtLwKbXNr7xmVB7cmN1OjbbSLTSx/GIxKQakIdKP+FuXu26+mvKKYpNgMbqeXUqBtpMrQ5zodNcoi0lNvEX06mpOnozl2/hbnbhWRW62jUit+W0BSbCwxp69zNjaLOxXCKBWSmxbHuZgYjonfGDbx24Q8ckvySM3M4+qtIvL19XQR46pSFNlJnLtwob0OUV8csamFZCobqawz+Z26itLiLOIu3iL+kTI6arSV5KSncO10NJH6NsVy+mIKicUaCquqKC3JIy4hj9TcKsq0jShFHPR1ZhJ38RJnxG+iYjgWG8eZq7c72l9i2l8zZTrHSsSkm74YMOjmtT/iXmkaz3b+xNzKIkmho7yyiHRT/hi4arT/EVys4aGhHmPOb/UiePkEfj95KwsPpFImrh/Q5JwAAB0YSURBVG2yxCV1I+J/eB7VTiwnr94i+mpWZ451g7Gpho2NSpmyVn87pDAlpuU6fzbwP49bsVlkVdRRYnzcR3h+iWOxmSTotWDc3wtEnk4iLr2UfLUGRV4KCddjH2pcr5H232bmkV+Sx1VTTZke16C7rsqLthnK5BZRWFFAoknOKemUi0z0JZ48WmWGM1pDTLrICepG/ZOLy0z6eOb6HeLyVJSqy9vzycOYdMqfxv3s4n2/0q+B80YarOyi3zWPg5eZ+q3XeAH51SVk6vO/MV4aqrRJHPfxZfEns/E+d4fzZYIXJmOLDZ+NMRWTBr1uVIQzepIG/5q/FYlKXF1cUVOHwajYU/t/zVj1p2NJ3B8/oTzKgyoUilQu7tvH7o2bCTBs7q6sWjiXr3yjCbqseOo5QVwkX9vQrNd5mVKjv2heZUMifbTfPRlDWZct8ZX6fYp8KcshL/EEO3auZN5Md6Y47ONEehlZT6glY0wLyyp72ag0tqLWNaGsa7CLTSQqsVwlpoLzSyoQn+2p/fYS577WTol7T+ozk4ykbbh98BYD/+0/+B8d2xv8+Z2ZLD6VTYyiJ4/3eHUJk/LAqFRQWq2htqFFb576Gjdle7rHV+q3+xj1Go/uRBIfNoW3B7zIS8OWMH53HsnFtU883htjKiYNenVGRZy1CGdUXVtvF5tw8Qajkqcop0bbYFftt5c497V2Stx7Up81lJbncismhqjjkRzq2GI4Hp3IzYIa8mt68niPV5e4WE9s4oSktFo8H6VZn1z7Gjdle7rHV+q3+xj1Go8qiinMTOB01DlOXknhcrYKhVL3xOO9MaYFpRW9a1RKqmr0T34sLK/CHjZxB0BptYr8knLu5hfp7wgQt0bZQ9tlGx+fYxL3x4+dvfJOPJZbPPEyK7+IPPFPxZU1er3ba3+e5XZL/fY//RpjmltUon+KdK/d9XM7Mxu5yRhIDkgOSA5IDkgOSA48Dgfu5hVS19jce3f9VKnrsNetUlVrt22315j3hXZL3O1Xs4/DH4l3/8Jb4tm/8BSaVtbq9P/B12szKrUNTdjrVlReycGjJ4hLSKK4vEq+f0bioKlvtFvO2qvWnma7Jd72m6PN8Ubi2b/wFH8cKv6csPHeL3JGxdyZ2LWbibz21ru4urkj3z8bcVi0bCUllUrkWVn/Oyszp3G5T+IsOdC3OSDMqGEmxfD65vsfIjbDZ0uv/2TpS/GdqEiQQK1r0F+xK24vspdNtDlfUcahk1HE3kwmq6icgyfk+/4eh4VL3Zg+xxGxJmovXJXtfIK80tSin1a2xxwlcX8Ud4GjWCYQZ+EyPo/Gx65i0q7NX82omDtQdybnaX8v2iyuNN598CjRVxMoVurk9gzEYOueA8x3WUJecYlVbv1p81Qe//4T4SSmlMXTb+0xR0nsH8Ve4CjwFLjK+DwaH3uKiSVt9sqMij0mAdHmqzdu8fKAt3Be5i5NyjNgUoQZLVGKf3uulYmuzb6TnLUJ2VIytLYOWa7vcEUalb6DxZPqwpI2pVFpT9CC8HmKUvYfi+RCfJI0Ks+IUQndsY/Z8xeQW6SQZ2TPgFmxlAyfNNHK3//6g6Y0Kr9+zHuL55a0KY2KkVHJLS5l35ETnI9LlEblGTEqYbv2M3ehi1z6eQZMikiwlpJhbyVgWW/vDabSqPRebH9t3lrSpjQqRkZFLP289OoAFri6SaPyjBiVshqtXON+RkyKNCr9Z1AzDKLSqPQfTPuwURG3IWUTHxHFzkXHuKzQUPSUkqYg/OPPqORz585FNs/bya5dcVxS6shtH+hz87K5tGshns5j+GFE++YcyIxdydzMU+oNUU+VMXcBcOKl/YR7j2HixPZjT5zDD96nCb2U32HGrCljru7+sM/2GZVKKhQX2b/IiUVjxzOyY5vPtIWh7EmpJr3OmjLmE0xR4jHOBo1n1rT2uqc5MTLoIvsTK02WpvqOdgyDhj28WkqGltpvDS7WlOn6GIIzN9m/aD/HI5K53XafWjO5sLamlNsRruw5tJfAKzUo6u6Z8MI8r7o+rn2Xt92odK/Nm8mXSTiwgrmzfzLSt0HrMxk5NoRAE4zM4VKTbXs9Bpys4ZI1ZQz12cOrJW0+hRmVn2lqa6C8II2kCwc4fnwtix0WMWrAanaml5NuRpy/RpAF4W27RkVFniKf+POnOHo4CF/vxfzwx9nMd40gQqnjrjAq5QpuJ0QR4PgjE4d9xRdDhvPtkO/5cNhsvnTcxsGEYm4X91CZcpO7lKpUFJfc5cRWT5xHfMB3Qwfz1ZDBfDV0BANGuLN46yXii1XkFXdTpkRHXpVJ3f1otsX2a1TyKEzfzcoBnzP4tc/5ZJQDP4xyYOiouUyev4FdydXcqbOmjMkA0dpCk07B5QO+uI0dyNDRw/l+1HC+H+3A22O98Thwk1zdz2hb+552fg199tQxLCVDc8doaKpHXZTEqT0eLJj+DaMdRjJUj8so3h67hOW7Y0mtaKFW0x1299G2mmDe1oJWW0luQgyXzm4mNGgFI16YzzLPM1xou0+NaS5sUlOWEc32aa8yxXEhY/YpyKpukUbFprt+utfmjaRL3Ax3Zfb0iQzVa1vo24GhQ77lm6+/5PevLMEx+AqpBjPZBS41WTbWI/C2Jg/UtaCtexy+mfKvb322pM2nYFSEsEq4unMRS97/Df/7d7/hn//bR/xhwGo2PGWjYttdPwpup5wgyOE1vvzzb/jn//48/9f/M5phxkYl7zJxkesZNsyPZUEXiKuoIrsinaNB3rgNG8+qyAxOJvVQmTwTM1FeTHHaTvy8/Bk0eisHbxWSUlFI8q2zrB89GjevMIKSirmd1E2ZNB23TU1QPzIqtt/1IxLdEVYOWIKveyTRLfeobLmHTmytbTTc+4XGNmvKmCSJJjVNxQcI89/AiIn7OJdTjaKlGkVOLNsmjsPffze7ilsob+p72jE3wPfVfZaSobk2a5VF5IVPZa7bSl71uEJicS06PS5RbJv4Oq7L1+B2UU1henfY3ae8yQTzNjXl+dHsmjyAf/z1N/zf+hwyFoeujIryFllRbox9+Q98OEgaFYGX7TMqVmjz3s80trZRb9C14bUinvRrmxm97CShp/JoNBjJrnCxtR5RnzV5IFdNee7j8M2Uf33rsyVtPgWjImZU6inNTSLh7C4OHvLAaaQzwwesZsdTNiq2PUdFzEbkEhd1hIN7ffH0WMg//jCLecZG5XYkl8JX8M7UrSzalUi2so5CZRXnd7mzfupnzA9PIfxMD5W5bWJUSgoojvVl2Ro/3nI8wdk7ZeQpVWTciWOP4ye4rVnLijMFJJ3ppkysjqQSk7r7kVGx+Tkqdankxm9n+nfr8Nlw9eFZlSFpiVdryhiXF+91VTQlBeEdEMIHi6K5oahD29ZClSKFU4s+xy8gAJ+knynW9T3tmBvg++o+S8nQXJsbGnWo8m9wPfU2x9OqqaoXSy0tqMrTuL7uRzx8/Jgefpfci/7dYHefYp3pwNBCXV05WXGnOXc8mKB1rgz50zyWPmJUxDFVZETvY++8UUz74R2+mbtazqg8jlF5HG22a7Uo/jgxoYtwO5pC5F0dTW2Ph8uj9Rjxwpo8cLWK4qvd5QpzfDM6jmn+6QOfLWmz14yKeE5/Q6vYfrawaWlovUaEezDzX/dib1oZaRbLW6rryb7T1Dd1PJn20o2Ujus3rLsO4zaJcXtZ8KozbkZGJT9uP1Ghs3lz0SGWHs3sqDP+6Bq2LRrIhNDrhOzc3SNlNsepO+oXbS4szCYnwhkXb1/e8rrGpcwq/ffZmcmc8fqEld7uTN+ZyuWdCy2WmRlRTUJhXae6rYuJfZibjdv36J9Ma/XtycoEsi6uZ8x3TsyYH8DmE5EcOBHJ6fh04osbUTf9TJM1ZUwSQ4OmFE30UlYFBfOBXzK3yxv0U/rq8mzi/T7HN2gtC6IbydcIoy8SjkiUcRz1DMFpwGrCn6LJNzfA99V9lpKh9W1uQV2ezs2AIXiu8+OnnancPrTIBuzMDRjiTD+ClQNcWWdqVFp0NFVfJyIsiJnDJuE+/xsmeQVIo/I4RuUxtKlfjqkv4cqB7QQ5L2ZncglJdfdpshUXsaxjrh6jXGBNHnA6kkf6Edcn5Js5Dj7dfZa02StGRfxJlLaljbqmVmobLW0aahsvc9AtEMfXPdiZoiDZYnlLdT3ZdyptQ8f/+yxa4WHjwGzeqKTFhHFk7Wi+8z6H77nijjpvnwvlkPcIBq2NZsVanx4p4xej6KhfGIn83Axuho1nufdaBodmci1Hpf8+Lyed+FAHlnt7648v2mepzNCwLOJyH/y2PxmUjr5UqSmrVumXbqwaqESii3JjzMt/5g//77/w3/7lt/z3f/ktfx66hAkHSshWtjwwKt2VMUpO4rgPlhim4B0cyOi9xR3XHmiri8jZO4m1wQE4hJeQJeqXRuWxr8uwlAytwl8fe41+yWb3pNdwXb6axccLuRpmC3bmBgQLRqWugqZra3ELDOGl+Xs47juCNUHSqAi8bF76sUa/Jtp8sBxziC3rNzBq0j6i81SU3RMzpzbiol/WMVOP0fGsyQMjQq5xPmScDbnCHN/63j5L2uwVo6LWNaJtbtObFE1DC11vajQNsRxwC2SuMCrJxSRZLG+prif7rkbbQE6Rgh3hhzl3+UanQb9jUOtyyaMLoxK9mcPeo/je+xzroh8alTSj/cIw9EQZ4/ofGJV0bmwepzckQzbf7TAb+bkP94t2iWOLNnRVxnh/93Gwj1kU435s33eIhUuWka8otW7wK7pA2uHFDPxyGj9O82Dd7t2E7Q5h9aqFLFrgTMjFEhISrChT3jlRCEOSu28y3sGdB6Cu9ssZlc7xs9ZkWEqG1tahyr1AXPhihg6bhlPQCU5lFJG80xbszLW9K6NSRWXhFQ5PX8ka74O4X0zg2pbxj/DE2rb3t3I2GxVr9GuiTZ2mlLKY5Wzdug3H7YXcrmqmrs12XMzX05kLXendeP/w4KvEBI99hAPGZezxQmtL2uxFo3KP2sbuzEO7UVkZwNzXnrJRqasnv6SMiNPRXE64LY2KGZNjPMD3l/chW3fx08w55BQWW2dUShPJvbiNGauPsyE6h5K2e+jalCQedmfjtE+Yuj2VA+fjuy+T3trpeF0lma72S6PSOcFbOwBbSobd1dHQ3ICm5DZXI4LwcZ3FD4vDCYzOoaC6iLs2mUxzbTdvVLSqW6THbsBpUAABofHcrC4izcyxumt7f/3eZqNijX47abOemtJUYj1nErplP4Hp91HU38d2XMzXY4pLV3o33i+Nijn9PNxnw78nixkV+zMqcQlJvPHeByx285JG5RkxKoUVNSgqqq1f+mm9R0NLM+qGFuqa29qv/P+F0rgdnAtwQEzLbolXdl/mhkYaFaMpb9OE3Vufn8So6KflD87CydGRVybt4XBmJUXNbdTZPBv2MKk+7Kd5o1KRsJcLGycy0v8Sm68p0YilQGlUOrRjs1GxRr+dtFlAYfox3N9Zgp/XaaJb76O8dx/bcTFfz0P8H3DC2JAYz4oY75dGxZx+Hu6z2aiIJR91fbOFTYW6PpYD+hkVd3YkFZFosbylup7su5q6enIKFWzde5Co2PgeMSp518I5s2kmby85wvKjWR113jy6lh1LPmXcpjiCt+3skTKh12o66hezHYUF2WQdXsAib1/eW3OdS3fbL6a9m0LUms9Z6e3BT9uSubRtnsUy0w5XcrOg/15MK5b6XJauoKCkrCP5mSYPaz6Xx+/ST8eKJLI5Xm22LktlGtQlqM4uwT0omIEBqaR1XEybw82Ar/AN8mH+2Xry1PJiWmvw6KrM4xoVVV4ct454M2eeK3N89rMxtoDsWrEEcB/bsXuYVB+209So3KOmTU3qUS8Cx/yN1z8fzEeDJzN+wlhGfPEyb380kL8NWYhTeBoX8urN8u1h3eaO1z/22WxUujDHXWlTlRfFzSPL+GnufkKOZlPcdg/tY+DyaD330ZppizVcmnswm9sHXWzIFfaBtSVt9tLSTwPaplb9tSnWGJX9fcCoKOvqKSgp53jUBa4mpnUa9Ltf5jB/jUpx6iku7lvGm9O347I7iVxlHUVKJRd2uxM4fSCO+5LZF9lDZVJNrg9R5FN8wRvXNX684XSKqDvlFCjVZNyJJ9zpQ9zWrGZZZD6Jkd2UuaAjUWFSd5fX6thfueCwHUyaNpPsgiKrkr1WXUZpfioXMsvJrBR35oi/l9dw9/Qmwl3GM3nbLXZeze62zL40cdeOUQLRVtJ0az2rA0J41/U8CQot2rZWqhW3Oe36CX4B/qy5dZ8ireE38q6fTvEzjqWF95aSodn6Wptpqikg4XAwPo4T+GrhbnzOZaNou4/OcBybsTNgaPxqzqhUc/vcFsIcf2DU0B/4+vsf+Oqbr/n4zT/y11df4w9fTmRCWCKRmSZcMrTrGXi11ahYo98H2hQnBE3kX9jGMc/x/LTjFg/2i1uSbcGlq3qMsTd6bw2XYispirUlVxjV34c5YUmb0qi0z+AIoyKWft76YCCu7mt6xqjkXOLayXX8OHw9yzZcJkGpIl+ZzckN3qwa7sDKk+kcT+ihMjkmJkE88C11Gz5e/vzdYRdHUhTcUZZwOyWaYIfhuHltYn1CMakJ3ZRJ1ZHajx/4VlBeTWFZBdrmzteMmB202u5TcWs/Z4Mn8YbrYbyiCttvE77JSe9VzB8wGc/TBRyP6r5MbNUvnY1Kk4qmgn2E+m9gyKSDnM9XU9Em7i65xu5JY/D338m2gvuUdTw0TBqVrjCytN9SMjT7u7pKmq774zltHi+9447/rSKSm9poME74NmNnbuAwNSriybQ/U9/USG1tLdXqWipVtSjy00gKG4ubjzcjtt4lqbQBbasJl4zb1s/f22pUrNHvA22Ku+tKidsVROD4yfhcLOChZm3BxVI9ZnhgDZeyVJRl2ZIrzBynD/LCkjZ71aiI2RSVrsnCVoNKd4mOGZXEIhItlrdU15N9J4xKdmExm3eFc+ZSXM8YlbJCUuJPsXb2SKY4DGXI5KmMnjyWbxwc+cfsjeyLLyK5sIfKlBWSnn6VHa77CT9wkytVNeQW3+ZImBfzR3zFyEkTGTF5IiMmTeLDEctZEhbN5cIacgu7KVOsI7cfP0J/14EIlqxYZfXST11FDhmX9+K+bBIzZ41n6qwZTJ01nNGTlzDJ+ThRmRryirsvo2ispqo0iaMexzh76g7prc3U1eVxYd86lo39lvHTpzJu1lTGTZ/GZ2M98NwXR3rdfeo6HsMujYpZY9FNAraUDM3VV1eVT/rW4cz89g1+8+8f8tGYyYycNZep7ZtLyGE2x1VQWp7dDXbN1LXmkXjqIvs9znC9tE4/K/PwmOaMyqMDjPG1CsbXMDys59Hf9OfvbDUq1uhX0XifpkY1TdmH2LwpmKELt3M6Q4l+fxf86hKXbut5jDygaaZOY0uusA9OWNJmrxgVla5B/wwVdX135kGDSpfEua2HWD95F6cyykh/WkalVkdBaQWnYmKJS0630ajkcDv1HIETN7B58yWilTpy2pdHcnIyid78E0umfsPAL9q3qV6M3pzA9Zxq/XF6psxtEm+Es+D95XiuOkWkUkeWUset6O3sXPYNg39oP/YPYxm4LIKA6JyOPlpTpvvlL5MZHTtZHgrcvI3xU6ZZvfQjkr64oDFxz0w85/yDL759sI1athnP89UUacTUsDVl8ijMPMrKjzwI9Ikhru0+qrb7FMSHc8zrH4we1l73sIl84XWW7fGm19A00tSWzpU9x9kwLZzoAhUFXSTR/jxQ2do3S8nQXF3msDZgLl6NcbeMXbux9All4UfricisJLsTXmWUFVxh+7RtHNiTQKLgUKfvHww2Ok0livPrCD8a0Ylv5tr+LOyz1aiImJjD1BhHfdzqVTSlhbP96HEm7Uknu1roresBv0tcuq3n8fOAZb513VZL/Xia31nSZq8ZFXFrsphNqdE2WtgaqNFqKa/SoChRUa6pp8pieUt1Pdl3ylod128l8e7AT1nm6d0xiFs3QNdSWKkiO7+KnBIVBUodRe0DdVFVLQUlJWTmF5Ga3b7lV3CnRE1hlVZ/nJ4pc5vEpIMsGB7E+qCLXFfqyBMX1ZZXk1tURFpu+7FzFaQWKckur+3oozVlrIuD/ZmV/NIq/TNUtE2GB6l1L3DxPyBanQalqobSqgeb4K6y8WfqxYOg2u7r/yvEcpk8CvNOsXLsZrZuvakftMSFmfVNDdTW1lBe3V53tZrS2ibUTeJaGOO2ien+VrS6RlQ1DdS1/kx9p++Ny8r3hthZSoaGMsav5rA2YC5ejXG3jF27UdkazuKx+4gVDw3rhFcbDa3NqGvq0eha9BdadvyXjHG5e22Ix/qLh2oa8824zc/S+8cxKuYwNcZRH797P9PU3IC6vpEKXSv13S2vdYVLt/U8fh6wzDf707wlbfaOUdE26J+hIkyKsq7BLrbqWp3+rFo8Uj3ywtWOQdx+BugysgoziDyWSGx8gf7fmwvtZFbjacZ4z6FjLHf3pLC03MQI9LbQ61Bpiog7n0laRpX+n3Kl0ejtmN/HUjLs3QFeXANVQXZGLlfP51KsadLfMdS7x+z9eD7t9j+OUXnabe58fJkHDPGwpM3eMyoNLfqZFLsxKhqd/qLKMxevcj314f/yPM1BVB6792doAjZtxWHSFLLyrbvrxyAq+Wqfg6ClZCgxtT9M7d+o2F/Me0snlrTZa0ZF09Csn0mprq3HLjbNg6WfDz79ghWrfexwRqX3B/X+aJxyFRX6p9LasvTTW0KV9fZ+0raUDGX8ez/+PR1jaVTsD7OuOGBJm71iVEoqlfrH0ecWl5JbVGIXm3g6qTirDt6yk5Mxl6VReUaWjfYdOYGb15qnsPTTfxJMV4mnL+63lAz7YntlmyzrRBoVy/GxJ/5Y0mavGJWi8kr9oC8GfnvZRJsLyyo5F3udG2kPnyLbH2cRZJ8ezj75bwhj9PiJ3M0Tz0TpP6KXfTGPpaVkKGNmPmZ9OS7SqNgfZl3xyZI2e8Wo1NTp9H+/LUhkL5toc3xiMgO/+Bq3NevkjMozMqOSXVSmNyl1jc3SqDwDRs1SMuwqgcr9fXcwlEal72Jjq24sabNXjIq41Veta7CrTbRZzP6EhG3FeelKlnt6k3o3n/CjJ+X7fhyHA0dP4rbaW3/Hl72YatnOxz8BErf1Vmu02OPJlMT9UdwFjgJPgauMz6PxsbeYiBNGYVhMTU6PGxVBHHvfgkPDGOEwjuT0TOT7ZycO9s5b2X77zz0SQ4nhs8oBMbnR0Gr409XOM0U9blTEgex9q6jR6B+pLtydfF/GsxIHe+etbL/95x6JocTwWeaA6UyK4XOPGxVDxfK1syOU8ZDxkByQHJAckByQHLCdA9KoPAMXEEph2C4MGTMZM8kByQHJgb7BAWlUpFF55MIlKc6+IU6Jg8RBckByQHLgPtKoSKMijYrkgOSA5IDkgORAn+WANCqSnH2WnPJMQp5NSg5IDkgOSA5IoyKNijQqkgOSA5IDkgOSA32WA9KoSHL2WXLKMyl5JiU5IDkgOSA5II2KNCrSqEgOSA5IDkgOSA70WQ70uFExVChfP+y4UlnGQsZCckByQHJAckBy4Mk4YM3s2j9ZU0iWkdN0kgOSA5IDkgOSA5IDT4MD0qjIqcE+OzX4NAQhjykTseSA5IDkQN/igDQq0qhIoyI5IDkgOSA5IDnQZzkgjYokZ58lpzyr6VtnNRIPiYfkgOTA0+CANCrSqEijIjkgOSA5IDkgOdBnOSCNiiRnnyXn03Du8pjyjFFyQHJAcqBvcUAaFWlUpFGRHJAckByQHJAc6LMckEZFkrPPklOe1fStsxqJh8RDckBy4GlwQBoVaVSkUZEckByQHJAckBzosxyQRkWSs8+S82k4d3lMecYoOSA5IDnQtzjw/wOrL/XXJXbDqAAAAABJRU5ErkJggg==)
And here it is the desired final result set:
![](data:image/png;base64,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)
![](http://jamuro-blog.azurewebsites.net/posts/files/Images/UnpivotingDesired.PNG)
3. USING THE CODE
Let's get straight to the point to solve our problem.
To begin with, we will create a table variable and populate it with data:
declare @MyTable table(
[Total Overdue] money,
[Total Charged] money,
[Total Interest] money,
[Total Penalty] money
)
insert into @MyTable
values(1000.00,55.01,20.14,5747.00)
If you execute the previous query, you will get the original result set shown above.
Well, at this point, we will code another query to obtain our desired result:
select [Total Type], [Total Money] from
(select * from @MyTable) OriginalQuery
UNPIVOT([Total Money] for [Total Type]
in ([Total Overdue],[Total Charged],[Total Interest],[Total Penalty])) FinalQuery
First, you should notice use of UNPIVOT operator. In addition to this, pay attention to the new field names given to the new result set by means of the previous operator ([Total Type] and [Total Money]). I have employed these, but you might set up others. Only, take care to use same names within UNPIVOT clause and final SELECT.
4. POINTS OF INTEREST
I think that strong knowledge of advanced operators, such us UNPIVOT, is always very good for any SQL developer. You will gain skills and time.
As always, I hope this is useful for anyone.