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nuwan

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Everything posted by nuwan

  1. try this this will add an inner gauge. Dim gae As Gauge.RadialGaugeDim bas As Gauge.InnerBaseGaugebas = New Gauge.InnerRadialGaugegae = CType(CType(bas, Gauge.InnerRadialGauge).RadialGauge, Gauge.RadialGauge)gae.MainValue = 40RadialGauge1.InnerGauges.Add(bas)
  2. Hi Junaz I tried this but it shows only the first lable. Can you please suggest a solution. Rgds Nuwan
  3. Hi frank I have the same type of a issue. hope you can help me with that. I have a string value which should be used as the X axis value,but it in not poissible, So i created another series with numbers corresponding to the text keys,and then added the string series as KeyLable. But key values are not displayed. Please help me to solve this issue pls see the code Dim dtb1 As New DataTable dtb1.Columns.Add("Time", Type.GetType("System.String")) 'this is lable field dtb1.Columns.Add("key1", Type.GetType("System.Int32")) 'this is key field dtb1.Columns.Add("val1", Type.GetType("System.Int32")) 'this is value field Chart1.DataSourceSettings.Fields.Add(New FieldMap("key1", FieldUsage.XValue)) Chart1.DataSourceSettings.Fields.Add(New FieldMap("Time", FieldUsage.KeyLabel)) Chart1.DataSourceSettings.Fields.Add(New FieldMap("val1", FieldUsage.Value)) exampls data time,key1,val1 "00",0,12 "15",15,123 "60",60,456 "60+",70,12 the reason why i need to add a XValue field is to get a CustomGridLine. pls see the image below http://community.softwarefx.com/forums/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVgAAAELCAIAAAATFAlOAAASGUlEQVR4nO2dYZazKgyG3RN7Yk/ZU/aU+YG1jrUUFTXg85x7OFy+aZphbHhNIwwGAI9nuNsBALgfAgEAEAgAgEAAAEYgAAAjEACAEQgAwAgEAGAEAgCw8kCgqjFKjDHGGOIb+vTpO+5LjFFV6wQCEYkxiqiqqb5ao0+fvvu+agi/Y8HvQKCqMUqyQ0tL22L7Uxf8DgSjFjB7R5p3a4wzzngD46ohRtU0sDcQJFsHYxItLe19bdL1+i0WlAWCRYyZ34cwzjjjLYxPiiCxORCEGC+PXrS0tJXbOAsE9kGhIki2VN926dOn31I/fXcwYf8pCgT2tktLS9tkGw/eGqzkCMySIcYZZ7yVcXIEtLS0dRRBsqX6tkufPv2W+uQIaGlpq+YIzIw+ffot9o/mCEZFYGZm6eX06dNvrl8zR/C2S58+/ab6p+UI7GOEccYZ9zpeP0cweyfGGWe8jfFKdQRmb7v06dNvrU+OgD59+nVzBGb06dNvsV8nR/C2O/bnLeOMM+59vE4dQWL+8rklxhln3Pk4OQL69OmfkSOY/SvjjDPexPhJOQL69Om31K9TR5CYv5o+ffoN9ckR0KdPv1aOYDYyN8I444w3MU6OgD59+lXrCACgUWrnCCz15y3jjDPufbx+jmAO44wz3sQ4OQL69OlXrSMAgCOIahQNUeTjo3g2NRSBmU3RZey/DTHOOOMl4zFKiDKEsU3nlF/mT50cAQAcQURDlBA1iIWoIeoQROQ6XVAvR2Bmq/chZ46rqqRW6NNvuP/SAjq8okAamX5Gxyv/rM9X23UEnx4DtMgoB/79JyHK9ANnX+oVFEHqzF97WX/h85H+XIYdtDn55MSO/V8BDtqsOecf9667+63PuYiOiuDd/gsEFa/P1X7bOQIUAfRBjO+7gxQC5lHAmlAE85f9jzenj3+J33vsy0r83unnx5p5sx1brieH5n/u3hE79p7zCtfD4vK93Y7l1vB/46Kv7OD4rUFMUWDuklW9PlfHm6wjmC5HFAG0i6rF13cE8dcXBA0ogtSZv/RfvDlzfOHyEftf71e321/XKffZMZvi5lE79qlT9tqxxZp5wM4/neLDjk1z/uXnRScVoCXzUPH6XB0nRwBwNVF0EgKFl3ADiuC8+5af49yvFo4X3q+WjK/rlF1+PjAvozp+UzhEEd1gv+L1uTpOHQHARUx5wRA3X7gNKIJzHCui4uxULOes5VXF386nKfHn1UkTpapRxozAz7zgKmeXG5MjADgX2Z4R+KQBRfDNxfPGMx7vtv+5Ou32c/EDt9ux73UEO+x/c2+H/c/73n127COfcrsdM0vPEk81AlMUuP36XB1vso5gAkUAbtF5RuDwddqAIjjHsSK4X23aVK95mVdGQEPU134dR6l4fa5CjgCgJqIaXkkBh5HuG2fWEVjp+DAM0/jwosTO6v1q+fvOx1e+p91lxz7uM2+3Y7kaPp0mvND+e84Lfj7/dxznvOx98+OLi/cuO6lSKGUERNYfIr79+lwdv7+OYP6xn1838/43UAQH2TrhR+z3zZQXDFHP+KavAUVw5O3TheIhEDhUcWff2H+b4YUom/+NhmFIImL1Jxcjn/+6oJu8jKgNr51F5oKuikvjW/RdR+AnEDyQ1Rn+/BMsgkLmj5Uf6RLV94MDp35WG1AE3zz8Ob64pFTXA8H08/q6TZoIEoY4DDLQ7mmHtfHho/85MvXnLP718+dpD7RBwtbP16bxO+sIFheSoQiupVwRZP41b7BjRfAWApdcgw0oguNOeLg16OZ+dZOprfI+5Qj2vfaTRvMys2eHcldN5RzBE+oIvmWbfoIiOE4+4WfZ6Fzy2p5EgW7ZU6j2Wz9AEewGRVCIw7XXWptzkfU9hTI/X8Wl0drZioBAAPCTHXsK1QVFkKPvNfOCHMG9pppQBKo7K4WoI7iC5C2KAE7lyJ5CdWlAEdw4Q09bnXbjUO+Y7zlXZ3sKec8RsB8B9EeVPYXq0oAiOMexIh6yOvVqyqFOSccNLPYUutelxCPqCHbjJVxDF6ibjMAnKIIcKIJCHK695mnO5xmBUGtPoUflCLoJBPBYRHUsExA9+/O2GxRBjr7XTJ839p0pgteeQikvuPIZuN6lVagjWIc6AjjI7kqhW2hAEVBHsMChInCod+zWORfRISz3FNphJ/8WtUyZ/xwBdQTQFnrVnkJ1aUARnONYEX2sTmfbcWvqep0SZ08Qrr7E50QZdQR5UARQzpQXnO0z3gwoghwogkIeniMQ1TDWCPx4T59zbv5zBN0EAugStdv2FKoLimCFjMe7cbhm+rxfbUgRbN1T6Judii7thjqCHCgC+MbtewrVpQFFQB3BAoeKwKHesdPmXNWmjMDW39vnnJv/HAF1BOAKkXe94N2+1KQBRXCOY0X4X5082HFrqq5O0cN7CpnXiTLqCPKgCCDhcE+huqAIcqAICuk4R6Cv88iHcHRPIfM65+Y/R9BNIIAW8bPL8NmgCFbIeLwbh2umz/tVJ4rglRHQEDV+eXBgn9kqduqaMuoI8qAInomohvdhxI+4BhpQBNQRLHC4OjnUO7Z3zv/vMqx1vfI55+Y/R3CwjuDncbp5UAQdo2oxSpR3dbA2tadQXRpQBLvf+/O87cwJ3Kvcvjqt4nB18mkqs2ZG0RAkfRcQooQo+V2G+55ze04dwe2BAPyg76eGLYyVgpJ2FmtoT6G69KwIxveY3QigCM6wY63lCJIEGMZcgE66IPPWfc+5+c8RXKkIkn/JzalP21+bAsGUDpieIPLg213t54ezLvcrgvGd7r41cLhmVvztfJr6tspFkeleIGmBVDV4gVc+J8r6riNwlSwEJ+g7U/iOBRVLhhqlAUVwxEM/Xx+SIyjk1Dmf7ykUooQgQ4ix4BGCvufc/OcI2I8AatHZnkJ1aUARnONYESiCpk29K4Vs2lNoZ6VQ33Nuz6kj2AcLRwc85wnCI6AIVsh4vJu+FYHTHIFofJ1BeHCv8b7n3PznCFAEsA9RMgIbQBHk8Bm/Ha5O3kxNZxD+OnmolL7n3PquIzgOS0lz6DwjwF+vmAYUwY1/TnIEhXjQOzrbZTg9Qcicb7DmPEdAHQGUoPouE3jsE4RHaEARnONYESiCJkxN55HP9xQyHzrlJDt1TRl1BHlQBP557J5CdUERrJDxeDd9K4Jb1l5RmzICqy9izjdYc54jQBHAKvMHB+72pQdQBDl8xm+Hq9OVplKlUNIC+XWsb0VQOUdAHUEGFIE3/j1BeLczPdGAIqCOYIHD1ekCvTNVCg1RCieTOd9gzXmOgDoCsP9PEN7tS580oAjOcawIFMHtpnRWL7g1L0hephzqCFbQ8RtEFMHNyCsjEGTl6oGKoAhyoAgKOWPtXT2DcJtXzHm5Nec5gm4CAZTDE4TXgyLI4TN+O1ydqrlklj+DcBN9KwLqCK6D9ehKVC3wBOFNNKAIqCNY4HB1Ov65jbMTB2o5xpxvsOY8R0AdwROIPEF4Nw0ognMcKwJFcLapaYvR8KoZ9rlm9jTnq1BHsAJ1BBegalGMJwidgCLIgSIoZOvaOz+DcPFa5ryQZ+UIugkEMMEZhA7pXBE4Og2Z+1UrOoMQRXC9Keu7jmDx+V8dycOCVRHOIPRMA4qgioe3B4K+V6f8eqK64QxC5ryQZ+UIatUR3B4IHgtnEDZBA4rguBPTZz4fCJJ/+p/5+JFWqlrz1n6bq8UZhBd7JbLuVR9t9evTzuT+OoJvH34UwakoTxA2xdl/pPu/Nfj2v+QIav52s/tV/X8G4db3YM4LeVaO4OC3BnMWgyUWWMu2opxB2CadK4KD+IzfDlenZOpfRmCvcRTB9aas7zqC46AIyuEMwqZpQBHc+GFkdSrh5xmEm2DOC3lWjoD9CJzDGYR90IAiOMexHBmPd9Pf6jQ/g7BiFPC5ZjqZ85NMGfsR5EERfIMzCDsDRZADRbD2qpUzCB2uvdbRnK/yrBxBN4GgDziDsFdQBDl8xu9bVicd6wXX84I+b337VgTUEVwHiiDBGYTd04AioI5gwcWrU8kZhA71jrU85yU8K0dwSx2B/n9I8yGoWowS5f2MAE8QPocGFME5jhXxnNUpioYgIaZ9hCRE2XQGoc9bX4c6xedEGXUEeR6yDqrqa09RC+NZA5J2FuMJwoeAIsjxEEWQJMAw5gJ00gXlb+Rw7TXfc36cZ+UIugkEnkmBYEoHvPpyt19wHSiCHD7jd/XVKYpM9wJJCwxBNj0+4PPWt29FQB3BdTxBEahOmcJ3LIj1ziaHJmhAEVBHsKDi6jQ/gzBECUGGEOP2jccd6h3zOudV7NjTcgTUEZwHTxDCRAOK4BzHiuh1dVL9fQbhxS6dYcqhTvE5UUYdQZ4uFYGMlQLsKQRvUAQ5OlMEqlONgB7ZaPgTh2uv+Zjzk+zY03IE3QSC25F5RqCfXwvqgCLI4TN+b/VKZ08QLo4kusula0z1rQioI7iODpbO+Z5Czf8ycBoNKILrr9+Mx7u5fnXS2RmEq3nBPvROhr4VwbNyBJxrsA9RDTLuKUSVAPykAUVwjmNFNLo6xddzhPmvBnzer/pcMx0qgso5AuoIMjSnCFQ5gxD20L8iWJyAftex6GcrAlUTGWsECvOCfa+9Ro5gkzXnOYKDgWDxmf/W/0YrikDVgkxCoA2fwRU9K4L0UXcSCM5bM+P0BOHGYkGf96sogutN2RPqCJwEgjOYKoXICMBBGlAEBz0sDwT6evR44XGVVqpas1EIjPsIpHBe1/623+4lRly11efcVVt3zr3nCI7XEfSnCFT/bSVwtzvQA2df6r6+NbgzR1DJ1HxPoYM2K/52Pk05/C7D50TZE+oInHx9WIXIE4RwDv0rgiP4UQT63lNIai10fa+91vu3BtQRXIeTZZc9heBsUAQ5bo/fqrOMwPtsUnerk09TfSuCyjmC7usI9pG8vVcRsKcQXEYDiuDGz8Bdq5Pq+p5Cdb26Xe+sgiIo5Fk5ggfuR8CeQnA9DSiCcxwr4uLVScc9hX7kBR2uTj5NOdQpPifKnlBHcIQrFcGUEQicOwiXgyLIcZkimDICJccNOFydHK69Ro5gkzXnOYJuAsH3t5hlBNABcBMoghynxm81E5lOIt70nYK71cmnqb4VAXUEV3B2HYHO9xSiXhDupgFF0F8dwbinUJB9eUGHqxM5govt2NNyBJ3VESh7CoFLGlAE5zhWRN3VaZ4ROGLY4erk05RDneJzoow6gjz1/vzsKQSuQRHkqDI7FfcUquhVRTvmcu01cgSbrDnPEbQeCP7tKVTFJ4ATQBGskPF4i5FpTyFV9bhm+rxfRRFcb8qoI8ize67JCEBbNKAI2qojkLU9haz31cmh3jHmfJM15zmCtuoI2GUYGqUBRXCOY0WUz45m9xSy3lcnn6Yc6hSfE2XUEeQpnGv2FILWQRHk+Dk7Ou4pJD/zgn0rAodrrzHnm6w5zxF4DgQiOj5BSEYAGgdFsELG44lXRqA0L+hwzfR5v4oiuN6UUUeQZ3WulT2FoDsaUAR+6gjSs0NpH4FNewpZ76uTQ71jzPkma85zBNXrCApPQxbVKBqiTBOk055CUufZIQA/NKAIKnoz/xnYkGMEqKk7wKGIDFKlPkuw3veuu/VyacphzrF50TZ0+oISgKBiI4PC73OIA4hxQX2FIJuQREsCVFSFmCI01MDMhwuFepbEThce40532TNeY7glkAwCoHXgwNDkJAOHgHol4oftE/aUwTy+l5gyhGEKCFKRTcAnkZ7OQJLDxGmvEC9KFAx4tYy5dCl7k05dOka3NURlHx9qOkJghBTOGhpvgFc4q6O4C4cLgUOXerelEOXrsFXjgAAbsFXjuBGHC4FDl3q3pRDl64BRQAAzuoIAOAWUAQAQI4AABzWEQDA9VBHAADkCACAHAEAGIoAAIw6AgAwFAEAGDkCADDqCADAqCMAACNHAABGjgAADEUAAEYdAQAYigAAjBwBABh1BABg1BEAgJEjAAAjRwAAhiIAAKOOAAAMRQAARo4AAMwsRjleR0AhAUDDqOrRHIGqxijnuAcAV7BIEOwJBGYmIugCgOZIn/nwEQV2BgJ76YIYY4wxxDf06dN33v8ZBTYEgim6AEAH7A8ExAKAPjikCAgEAB2w+tHeFggAoEsIBABAIAAAAgEAGIEAAIxAAABGIACAYRgIBACAIgAAsz/3k1HayQ57AQAAAABJRU5ErkJggg== your help greatly appriciated Rgds Nuwan
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