There are several ways in which we can create a custom xml node set for delimitedString value.
Among them one of the way is through XSLT.
Consider we have our xsd structure as :-
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjIAAACPCAIAAABvZaaMAAAQG0lEQVR4nO2dP2/kuBmH9ZWMbXa+QVKljftYxX2DIC526wCq7zbNtperPU1cuLgyHjdTzQI2DCNuFnGucRGkYApJFP+J0mgoieQ8Dwh4LIl8OXyp9yeS0qj49/v//vXbf0kkEolE8qc//HX38+4/c6fi4odfSSQSiUQak/7+8Nvcqbj44VcBAAAQB8gSAABEBLIEAAARgSwBAEBEIEsAABARyBIAAEQEsgQAABGBLAEAQEQgSwAAEBHIEgAARMSwLBUAEB/LBAiA5RklS8tUBQBGgjJBxiBLAOlRn5Wcm5AlyBJAesizktMT8gNZAkgP9azkDIXMQJYA0sM4KzlJISeQJYD04MY8yBhkCSB5iqJ4eHhYuxYAYYhAlg7Vpig21WFeKwD5UssSygR5EF6WtmVRbo/JMLMsHaoNmgd5I2Xp5eVl7boAnEpAWTpUm2aau5al7v9CESpla6MWtSxtNtpG7ch227YsimJTlvLQbWXmUo3WG81qAWSHKkvv7+9rVwfgJILI0rbsVl7b2K+MgWo16T7Wh8iPtW5sqkPzqdw6spdbaWdTHaTYdJtlrkahFEsusQLICGQJciKALLkn4VTdkGha4civS5U2SCq3mr6pRZkV6FTSqpWzAgCJgyxBTsw2WjI2K+Oi0bKksakOw7KkaKF6LKMlyBtkCXJixrUlY4fUiqNHS5IhWVJzORSOURJkCrIEOTHbnXhuCRkQE32VSL1nYVMdRsqSuQzFnXiQPcgS5MSczy0pk3iu++scS0PaaErJ3mwaXltShkYly0hwLiBLkBMRPE4LAKeBLEFOIEsAyYMsQU4gSwDJgyxBTiBLAMmDLEFOIEsAyYMsQU4gSwDJgyxBToySJQCIHGQJsoHR0rzQerAAyBLkBLI0L7QeLACyBDmBLM0LrQcLgCxBTiBL80LrwQIgS5ATyNK80HqwAMgS5ASyNC+0HiwAsgQ5caQsHapN8F/llmUeqo3xm99zmFuW4dbTvv7ILytf1rHkWzu89ZvyLY42MuVQf5vHz7iqIkuQE9HJkiZMCYWPHmaRpVVUaaQszWlkyqGpdyFkCc6Po2RJvgFJVRFFSQ7VZlOW3YvR2+M3ZdmFT70Q5d+b+gxsXiPYFij/sc3VUblqjbRvVS+099oa5vRt3cZtWZRVY0HJ7TCq5u/7Us7Wa75OqR0qM/7u97IdnJVRm0I20bYsrv7W7ThUG3n8tiw+/vnPE3aZOqc60X4XluodQ1wneMf/r6c+fZ7Ve1fbOW/U2nZ1dLlY67q2me5FYN37vpSXgB3ZXYf87u1myBJkw+TRkhLAembhuiO2pfr2PtcJrEW0Tpj85lR7yotp1TPZYc5ZvPqGwW1ZDBk1SndZ6Wu9/obQvqxdmQ5VlcqtNnZS22BTHabtMmzZ710c48SJ3hnwnbs+VsP0Vcza7fRIT9e128TqVKpnJnRXl9+HGqQGWYKcCDKJ156N5pWdOuqRZ5s6wtBzqedn3/mnlaxGUfWztOIy5xoR6OHfOTXm/I6GOeNbC+FpPftb6+GpvzLWFF77d1tuqqq2f9ouR1Or9RvpxEnecV6ImEJst6btCKvN/Y1vmra7rtOKLoS2gmnHjGkQy+8DDdKALEFOnCRL5mvNjZNce1O68lb0Dv3EU7I3Gfzmxp3npjmhTrDYWZp/7HmT7jv2TXOZZXpbb0CW3JXRvmhXE+VSvSnEiOPH7up1dytLY5w4yTvG0KF3r6tlnJ6dIEvurjvk7oMyF2oeN0Gn22/nb5CWAlmCjDhlEs85JTI4WrJGP+7sh2qzqbZec6POc3uwpaBN1thFDX5H+5uObL3xsmSFRdfIoVmUkCOe6tRdrq+mjpbGOHGSd9xDFn99XPjmSE8fLTnMbsuiLOWeyd3VOmCgQRqQJciJqbJkns/ui1nP2tJA4BDyyrff3PB57vpkzIWMWjkxjJoRx61untZzfmvjutgxcGo2OKKUsipxUJYtpu9yO9GqlM+Jk7yjNJGzVZ31sep6oiy5u667TbSeaGvJUd11oBP6uxmyBNlw7OO0XfhS5kvae6LM69d22qGs9JPQmIVoyrwxs9c7FAkwzI0IfC5z9uxKk6W+T0s90mXUWabDiqP13EGw/frdB1dlDtWmOcaOcfoMkrpCMW2XOWwd0QKTZMnTGbbuva766IHb8qyrdw3JkqPrOvf2S8ek7trr9x67HcgS5MQiv/LgnW6JA+v6MxCTWm+uysDRLNp1p/sdWYKcmE+WuutF9w1KcYEsgWStrossAQjBb+LNDa0HC4AsQU4gS/NC68ECIEuQE8jSvNB6sADIEuTEKFkCgMhBliAbhmVJ8vz8vN/vH7zI0wMAlgdZggxAlgDyAVmCDDhCloQQ379/f/FSFIX/AACYFWQJUuc4WRJCvHspisJ/AADMzUzBAmAZjpalgeK48QwAAE4AWQIAgIhAlgAAICKQJQAAiAhkCQAAIgJZAgCAiECWACAxVvqBp0hZ2xvhQZYAICWKovhQ/kSSKb+oiywBQEogS8jSkcVl10AAEBXIki1Lmc3mIUsAkBLIki1L8sPazgkDsgQAKYEsIUtHFpdLuwBAnCBLHll6fn5e2z8BQJYAICWQJY8s7ff7/X6/totOZWVZmv+e/nMhoBNzYm23TGTtZouaYqosXXx5FELcfflxdSGZT5bk2yDX9tJJrClLk7sXydk1A/pROijp8JpuB5u16c7WrWclS0m/dgtZyiSFDRahos+6USzdDjZTo2Xp1ourX76+CrG7NT5f3rzJLE83v3xQZKn+UG+83gkhHq+vfvxQ/nTx+f6pyfH29XMy6oUsDRWHLK3XNUOtdgaPOGuFsHQ72BzjkozdennzVkvLxdXtXS08n++fWmmRwuOXpVqTbK2KPyFLQ8UhS+t1zSCrnfNdp89R7KDR1f0y2ZvyQ6imCFLOMsUOGjWaS4rQxZdHdaBTy48QQnR7e2Xp8uZN5k1rug9ZGioOWVqva56+2jn3ksZ8hfdZXN0vk70pPwRph9MLWaXwPotGc9Vzd083v1zevInX+8t26FPrzfVOjJYljfqA+BOyNFQcsrR4jwy4Lp19/Io8zXSXwTm49fLmTexur3eNlqhDn5GTeGqWtBKyNFQcsrRsdwzliwnHT2DhEJZWBwvrzdMzRmXCMGe3Xjs8anSlHvrcfWlWm8zRUruM1O4115bSkihkaai4BGXJP4+s3JxTo/XvJar3+f5pd9vXHUP5ou/4T58+1Vfrnz59OmW7NPHw8HBUrU5hZAfL0pv+jPm5tbkH7/X+sr6nrv5XCCHE3U4bJNWOvt7VOx/v1DvxurWoZBaWPiBLw8VlKkvGLPNigay5mltJlupgJIpC6CHp2O2qiSWf9YtNlk705rRAc7ZuPZ+ELA0Vd7Is2Y8ONFu6ZxG0cXqN+lzC0+6xKeH1/ro9xnmA8TSDx7pHlhxZhqrhM6TUTb3ik5eBRwUyb/MPH98EIyHUkNQFqRHb7QLr02aZc2ZsB0vEm6FkKUu3nnNCloaKOxJnyLAfHWg/dxebnucS6nO+Ea3drf8AdWjvtO6XJXeWwWr0GxKv95dN/Oqew/BfXzsbdoIvnOFGKEk7ctz2E7vH6YzpYLl6U82et1vPPBXIUkjb7sfiXNewzcqkMJ5xcz6XYI+BZLHaAXLZsz3Sad1cW6pvP/VnGaqGx5AZ3XKcxFvstBnZwVLxZuSTeCu69cwTshTUtjtqaMhhSr1EaU2bOJ5LGJQlTep2t3pUMq37R0vuLKMCmc9QJLIk5lkbX1uWNKzrEvfeGLwZSpZEdm4984QsBbXtvZjVZKA+yV+NhSX3JF6Q0ZJp2idLVpZjrq+dhuKRpbBMPW22ZVFuJ5kb08FS8WZAWQrL6m4984QsBbXtnfrvtKS79bO7B9TzXMKgLCkluJ9m0LKMXltyi5+zGkOGVpGlaVmOKvyh5YjTZlsWRVEEil8ef8XvzcmBJnu3nnlCloLadt4oZT06IBXog3Lp6nkuYXi05LkTz7JuPbdkPgDhyDJUDY+hnts9hLGopvbIPqZ5ZEKu8YUfH78OVbUV4lBtZPzalpvqUH+8aULbjRDfqo9FURQfq2+6xTEdLAlvnhJosnfrxef7p1V/WbUOR4PPGDjreXrlkaWgthe/6lFDTGYpVI+cKYSpwev4SqrxS/Kt+ljeiCaK1YGr3dQZXd0vk72JW8e7NWlZirC3rA6ylEkK2CODhzA7eIWJX1f1RfS36mN9bY0sDXjhlOzOAmNwq3qb7s87ZbT6ev/HP/3jTjx+be5JUX5ZvOfOXpm039arn0jpBsRdlq6c18e7VzkPbP9mhDKFK4QQj3/59M+n18e71/azfKjg9f5rM57uRE634lh6R5aC2k42akSYwvbIydOAznIedOoanhy/2hme4mP1TfmoW1/dL5O9iVvHu1WKwcWXRznd2v3kXfdQRzeVaqiOWeDV7V3zoKRUlCavmkWWY/9QiDNLV8/P90/afK/5ANzFl0f5zLVuBVma23ayUSPCFLxH7vd7z1LHSB4sjr+mFr2LEEOk28HmCzRZurWL7Fe3d6/3l1c/Xu/qu6WatwJ+aObZ5MZ2UVARDyPVS9qNHihZOqNKXnsSz51FUyD1lbj9G00ryNLctpONGhGmOXqkHX1ORAYvfqVm0Ju4tQ+vLNWBuxEnQxuud+q9uxL3L4WrvyPT/qsdbywUXe/MtSVPliNk6fP9k/b7s8jSAuYhEGqMCNgjX15eAkauJYNXzdpumcisVxsicbcW3lseLm/e7naP9ihHHy0N33dwvRN3u0d7ik9Or/lHS+4sjJbGsbIs1Tw/P+/3+yDnCQTvke/v7y8heG8JWLeR2IEslTRfoEnXrX5ZUkc56oNivas1rp/NbccorZIph/Wv+uiTeK4sE2TJsoIsLQWyFJCZeuR7CILXaiTIUh8putUhS9rv4f7y9VUOL27vxNvdznMnnnsGTw59pKK0D5wJ/U689ulJ1514dhZZT3n33RhZ6mq7u2e0tCjfv38Pcu0GL4n3yJlYYyouAHNfbaRI4b3IUF+06LzvIN3U99hTgSzNR5ALN6hZ25mRku64PPVAExCPLBm/T5iBLGmv6er5LsgSQMIgSxngHy2dYUKWANIm3enipANNQJAlZAkgN9acXT2NtVsuCpAlZAkAIC5WuPkkYlR9QpYAAFajYNhkDZuQJQCA1UCWkCUAgLhYdfIsOrK5bxNZAoC0Sfe+/5lAlgAA1gRZMkCWAABWJt3H0WYCWQIAWJn1HieLlLUdMh1kCQAAIgJZAgCAiECWAAAgIpAlAACICGQJAAAiAlkCAICIQJYAACAikCUAAIgIZAkAACICWQIAgIhAlgAAICKQJQAAiAhkCQAAIgJZAgCAiECWAAAgIpAlAACICGQJAAAiAlkCAICIQJYAACAikCUAAIgIZAkAACICWQIAgIhAlgAAICKQJQAAiAhkCQAAIgJZAgCAiECWAAAgIpAlAACICGQJAAAiAlkCAICI+D+uWoDRCSGnAwAAAABJRU5ErkJggg==)
![](data:image/png;base64,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)
Below are the screenshots of both input and and the resultant transformed output.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl8AAAD5CAIAAACWB8eQAAAgAElEQVR4nO2d248b133H5w/qwwJaFIgRO05DNzGK+NKnOvQW0AqRk/SlrVCvHty0W0S2oK7QOtILq0Wbm8nsJllLKuNmVza8juw1vUE2tqWs9gJDLpK4EPchiZMALW2SfZjbuc6cmR2SQ/LzwwcSd3iuw+F855zz4/l5fQzDMAzDZPNG3QAMwzAMK52hjhiGYRimGuqIYRiGYaqhjhiGYRimGuqIYRiGYaqhjhiGYRimGuqIYRiGYaqhjhiGYRimGuqIYRiGYaqhjhiGYRimGuqIYRiGYaqhjhiGYRimGuqIYRiGYapJ6tjrd/u9/sfB636/3/X/6/eC/wXrakcwDMMwbEJMHjv6KtjztbHb7/c/7nejt6KD/b7/otvHMAzDsEk0dWa11+v1+t1+v9vrd/uCIPb6/V6vFylir9frMXjEMAzDJtT0dcePxFnUXu/jfr8vHekH48iP4zTDEsqDi7Oe53neqR8Opz4MwzBsSk2dWfVXGj8Wjvj/RgrY6/Vefvnl+z953/2f+ONf/vKXw2pnv98/ljqGWUMrUmB/eMrzPG/24kFxRWIYhmEjNdkrpxc644Sjxm6/1+t3P+p/1O/379zZf+KJJ/5yrnru3Ll6/bv/+Mzfv/iDtcceefTs0wu6004pzZexwoeeqCOGYdikmeKz2u/1u/1u/9Xnf9z82o8Cj9XAH6e/8HdPP//8pX9brj3+6GMvb7zy7cbqJ++7v/FC/W//+m+++R/fkIsNdejixdlYOKTxmyBR8rgueMOYONYhRZGC1El5+6o6BqlmL170DyvNnJ0NC1GOXzwQWxKUKSfFMAzDxtuUdcduv99/5fkf/+R7t7//9PU3v/WTrW+81frmzts/2On1+rf3b/3ZQw9vvbF9882t8187d+7cua2t1ptvvvXAAw98+OGHcjm6Zohypr8WFOvUD00JtNeSPIriaMtrqivST7EAaf5WKMGsjnotGIZh2Nibqo7r5199bbm19/rdO2+8d+f19/fe+MXBzfdfu7L99X/4erX6xGfu/9SNjVcf/uznXvzB2uVLz//5Y49fe/Fq5cFP/9WXvyKXo81hygpiHQMmJ5beOIiHpcJLe16tVTa1k44Lb6COGIZhU2OSOv7i7Q82/vm1g5vv33nj7t7rdw9u3vVfbH3r7c/80YOtrbfeeefWC436+a+d8zcKePLJJ99+59Y777xz5coVuVhVHVWnmHBIKc+IpiQ2DhijQkTNNOXVWoU6YhiGYRaT1LHzh49e/OpLt28c7r/+iztv3D18/b/3Xn//52/c3fr2Tz9/32OPP/rYF09/6Ucvv1p58FO/+91v7/x89+HPfu7GjVeqT3zhoYcekotNGTuqCRPHjtY3AlU8dWpWU0CzVOVQR+EP1BHDMGxqTPFZ/fj/fv+/Vxf/6/aNwxuX3nz566+/8vyPX31+8z//aePX//P73/7uN3/yyQc3bryyvPzvjz/62JNfmLt69Wq9/t1HHnlEK1b3DjWMJoWFPeO6oy2x6osja5Mtr6muVHU0pLGtbvIrTAzDsMkx1We13+vfe+/oO1/83vr5V/vxRqvdXr9/9umFy//6Lzdu3HjmmWe23vzJyzfWnzv37NZW66kvnl5bW5OLNQqG7TeH6T6rJk2SEqVWZD9kU0e9nfo7mjMuA0gMw7CJMIPPar/fP3qv/d7N9/3X/mZy3X5nbe3q/Z+475HPP/yVL325Xv/uM8989ezTC5996E8/ff8De7t3htrqgZq87ohhGIZNoSkzq8GOOL1ev9fv6jvEbW9v//bXv3lx7ftPfmHu8ccf397e3t2786tf/WpYrR2KoY4YhmFTb+o+q93+x9HGN+G+csEGOuGuAP0PP/zwp29tv7X9RrxDOYZhGIZNkBH9GMMwDMNUQx0xDMMwTDXUEcMwDMNUQx0xDMMwTDXUEcMwDMNUQx0xDMMwTDXUEcMwDMNUQx0xDMMwTDXUEcMwDMNUk9TxD/t/4dPttH04whGOcIQjHJnCI5I6Rm8DAABMLagjAACACuoIAACgoqqjOPcKAAAwtaCOAAAAKqgjAACACuuOAAAAEnjlAAAAqKCOAAAAKvisAgAAGEAdAQAAVFBHAAAAFdYdAQAAJPDKAQAAUEEdAQAAVPL7rB6s12q1Wq3W2L432CYetRqrrcNhZiw9Oxv+uV/ZPBp9YwAAJpP86rixL/0ZmqCX9zZX9YOddrdzuL1ilNWdjZpUbLezs1FrHuQpLXfGlMYftRrB4fUd25mJTO6LsYMKapPMJ7bT7u43UUcAgMFRiDrubER36viufbi9EqYRbuWhuuiydLi90lhdkcVjvxmKUMbScmeMG2PJlaJJh9vrYYJ7m6uRQts6KGBqkvHEmv4EAIBCybnuqIwdBcIb+r3N1fj2rQyJDIM2v0B9SBr8mau0HBkDzLmE8aiS2KiysoAZOmjImDCcFZRSKxwAAAokv1eOTR2PWo1g0JZFlqI1QuuQNJvI5c4YYswVz7XWarVavKipi9x+U1kXNHcwizrGJzaqAnUEABgMRaujeMt2l6V4FlQqVnKryaW1WTPG2NQxPrizkeqRFM2sWjpowtIkXQtRRwCAgXEsn1XlLq+uyTnLUuznIg3L5CwZRC53RoF0dUzVuTijpYNJWZJOrA/qCAAwSIrzWVV9OM2OLeFbZlmS1gulAp1Ly50xvfHCQXHsKE6QirWrXjnaeXOYWTWdWGNfAACgSIpQR3lBLv4lg+lHEdJASru/R8UaRmZupeXOqPbR/IuO8LeGNZvIHW6vWH6DYT5viU2yndgO6ggAMFgK91ktBIt36AAzjhuoIwDAwDiWV45teAQDhr1yAAAGC/usAgAAqOT3WQUAAJhgUEcAAAAV1BEAAECFdUcAAAAJvHIAAABUUEcAAACVMvms7i7OejNLu4MopLV0wpu/1u5eq3onFvdGfdItFNTI6AzYzue1qud5nufNXxt5l0d6egu53gosZ7SkXjbHP+EA40ZGddxdnPVEqzZH3QGteYbvdvPkGHxRi2lkym2uPl9mXRyk0qinF3UsthdaCWPxpQNIIIc6xt+BvQsz5RJIqzqGgnGyPvpGWiimkcnquLs4W6rPy+3jG8jpRR2L7YVBHcfgSweQQMZ1R+U7IN9t9y7MhGNKJU1gsxda1pRhyXsXZjzh69Q8mZgrTCOYw5fcr+tCVR0BS8f9g62lE2Eq8RHYsVNyyrgE48H0Nks1CtUZTqPpfif0xas2HTu7uzjrzcyfnImqjuqNOp5+YpNbG6SfmT0hJDmxuKeWJo16rZeQ1KOUayDql+UaUMtJuG7H7KJS6rJcNmknOfpQxEvL+ZIGKDHZvXLkL0/zpBcp2d6FGfmL6t8IxKm8+vzJujVlXHJ9Pr4l1efD6izl68cd1TFuefOkJ8y2eYo2S8mC186dEtrf7bSWTiQcTMZQo0g8iE8fO4q3OYfO7i7ORjfra1VPeq213HZik1ortMHw7CW8K9Rov4SkHqVeA5EIKf01diHluh2ni0qry3TZOJ3k6EOZjDE0QEg+dfTkx0Yf8cvZ7nZaSydmlnaNqw6WlMK3K1ix6LS716rCvcOUS1lIy6COphGw4bgpmXunzOt82Rf/UhdvzDfrVHV06KwtS2r5YiGprbVmN/6Zfgm5XclCYttd3qxJpkrH6KLS6zL0wu0kF+/OA1AKsvusxt+B1tIJcW6tPu+pNn9NfvxMTCl9u8JvbyyTLrk6zl9Rx2+45c8MnerEPqKeOBVpPGjHVGNbnc4qXh21cvKoozigsbc2Pbty43a4GAq+BtIqHZ+LylCXWR2zfONQR5g4juGVs7s4K87PGL8b6U/EppKDNOYp1m5CafnUMWnckO8x36HSTA1OrbGcY8d4LjSttdY2uIwdM57MTNeArQt6OWN0UeUZO6Z9KKgjTBzH8lm1LgV12t3delOdBTKtpkQp5ZIDRxthtcZSvrb2mVkdW0snxDUnKXvOJSKx+/HB6HZjPJiMfaEo7vjx1DFp3TGfOlpPrKG1hm4m6YrLJVTENSAcT610nC6q7OuOtpMsjzXL+2MhgOwcz2c1kDFBIGOThpjSvJAxpcMcqbl8YQpo9mTVeewomM0rpNN2cS9M6pTsTxulNB50b7Nheu1k9bhjR1tnM6uj6cSmtlb/iCOfVcslkX4J5b8GLF1IrnS8LiqlLstlk+l7Kn12Lh8BQImZ1p3kmAXixBbehQnoOwCEoI7AiS2oC6Xru8GtxvO8cm3fAVBWyrTPKgAAQGlAHQEAAFRQRwAAAJWpXHcEAACwM61eOQAAAHZQRwAAABV8VgEAAAygjgAAACqoIwAAgArrjgAAABLl9MrZ2ag1D0bfDMf2GN8tWxcAACAD5VTHgri3ubqyedRpdzvtg/Xaxr787n6ztr5TREWoIwDApDHRPquCOnb3m7Xodafd7Rxur2h6mRPUEQBgAimDOh5ur9Rqtdpq67DbaQvSsrNRa26s13wT3zUeDNXIfx2UWavVaus73c7h9kpj+15YYyycQrJapJeH2yuN7VazVqvVas2DuHBj4rT23NtcrSnvto9ajVqtJgs2AACUiJGqY6Acgm512rI6hiJ0b3NVP9jZ2Qjy6uoojx077aNWQxSn6LXcGEEF43lX00DQtT1iXlmhrd0HAIDRM8h1x9cWK5GdvnJXfvdg3TZ4SpYWSasO1v0BWbo6Cn9GGtbudtrd/WY8HozVUVQsoXBD4sT2SOnFEaeIIsYAADBiRu2Vkz52TFfHjf22kzpGiUV/nP1mTc9oU0dz4sT2JPv+MHYEACglo1bHgKR1x0R1FGcyQ42JNCye/AzZb9bWdyT/VbNS2tXRkNjWHn3etX3UavivWXcEACgz5fRZTVVHw0RloDe1Wm29GeU6WI+8cqKSazVZMg9Chxoho3Vm1ZTY2B6zV45SNQAAlJYSqmMy/FgCAAAGDuoIAACgUoZ1RwAAgBJREq8cAACAEoE6AgAAqJTTZxUAAGDEoI4l4aXnKos3Oy89Vzn1wnvFFlupFFCmX87izYE0tT5/vtoc+Bl2qUXpWn3+vOcNum0fLM6e92Y3W67Hp4dRnYFSnPmhXHvjzYDumTFTqY7aNjolwP+kf/bCaV+BCix2QOpYYFOHo445PgXbHco/PrP0gfHPbDTXzDdB2/HR4XczImd/856Z1tKyWLt4ZsSGuRyPCvfmb6XU6ydT/1yrx4Wv1f1ce5szwmlJvnJijA0QUo7qAsh9SR/ru5CRAd0zY6Zy3bGM6vizF569cnc81LHwppZHHZWuDUEd6/PCHdbh+Aipzy8v7vmvP1icHfi9WzkDraXlsLpbVe+85wWN8VVzZumDsFUpxyMZs4mTXm+oglK9kc6JcpiojtpJa66VVh2P96kNSR0HdM8MGDuvHMOec1r0qNSgVI1VKbiV/NF61fmTnm+zF/ypldbSCS+y+WvmlE01V7u7uzjraQddCVTtqdPBLu5PfednwQVxuiJYIHs3nxXThPu/P/uSqo7vXXlKy2srU0sfqaOVvc0Z4ftcnw+mp+rz56vzwTO4N7vZagqvw5R+LjWlX2yUPv7WfbA4G762VKrnyqHBwR1qKbyfzm621EHM2qL8ZzSqmJld1rup3e9uVc33aPm43xeh9mozTOOt1Y/zrlipe0pFbwxvqePLUKs2BYHxS7YN72xnRjmTToooHO+I7Uk/8/YeCZ/yWn1vc8ZbnplNVkdJXI090q8i5dozJFauLjF9/BwQfHzK+DtBw0SRs7ZEfM7wznvzt1rad8FWo2vvwpYbu6xS7A6d46OO1v3K9ehRSi5TUCrr2LE+H+nf7uKsp91M44NKSj1Xfd4TJoVOzCzttruhjEn27EumLouq5quXNv4LpGvxZvQ6CIQiphfLUWZHTWqnl5mcXmNvc8ZbXtzrtJaWo1tMfT663XywOCu9jkWxaUgZ3p2jW/OtqvBu/N02VGrIFauj86cQfCdDjY/ud8ljR/FP8b6s3zFbS8vG26V2PL6xxoX796b5W8d7V6zXJWUkaeZxrX6W/NfyXXJ5cU8aSLmfGaWdqnjH86W242L5BnU017tnvYlXm+EJmb9lUBTT2NEqtLJWJV57kup74eUdpg8rEvJqQpgy+tf7orXE+NiUMHY0fOKp3yyhTEOXLRQU3aE0PqvHjXUVJAuGj6lBqZLU0SBp3WvVePBoED/TaymLOOh0RFIjaWhoGc/5aZ57LUwQ3O4FdYwHlHJ6W5lSeld17EpDkPCcSGM7/bX+ot3ttJaWhUFA2rBPrdSQK//YUfveuqijtFJlftrN4I8j3IuXq/PL0RBcVpc875r6655SOW7VJG30JqXUSkvwiwlv/fFjUIHqaKlXG4SJbY4ENU0dhXqF8VayzGjXnjrgTtAY8blEnHQR8wo6Fz24mK/25JbYld5YY3KZyqmwdjn5y1tAZMByqGMqKbGu2l0xQFVqUKpM6nit6hmE0EEdTxoerjOOHTXlCx4jTOO5UMwk2XNRR0uZd79zKp86+reSwtQxTpz0zKhVqufKPXYsQB2Nzd7bnDE+ZRuPN9c87/zM/NpMMFm6VhUeqI/1rnstAvpcZbvbKUwdbWdGHnO0u52CZ1bN9cr3d3FGxOQElKyO6hUbL2dmUkfDJ+KgjoHM2MbremmJ6qidGcNQ1VpjdnW0TSToFBcZcEzUMcAW66odz6y6BKXSg1tF14RRHSOdi5UyTR3FqddOe+/CzDHGjhaFk2Y+29LyYTz+dphZtZUpzdY6q+OtqmlmNb867m3ORLewvc2Z4LYoz6zqlZpyFTh2VO62yp/Jmiotkbr740iTe+HTtL4ClP1dqVVJKcXJauu8qNsIpqOol9uZUUaN8XWSpoiGVVKjOhrrjVOGJ8emLinquLc5IxYuPDokzKzariJpTVooxEEd/TZknllNmPkUn03lD9pao+Nzp9gYvcsqhUcGHJN1RzPmaFYOQan04Fbhx2CaWY08bryTVdexY0fyyvH0JcwUfDWKLRwLCuOe06eeUhQrnKCOErt55VjLDIaPseX3yjn2zKonPT+meuUYchWojupUm/xnXXIrsI023PxxYkRtCF4b5q+yvyu3KiGl1YnGXII84WYYayo+HWlnRj2r2olVWmU9rtYbXVSmeoWfcLTjeVHBayZRHaVammp/DVMj2lVk1CTT9Kzbc0nsqhb4EOVXR/U0qr9sCY5YakzonX4qbF0eLOPjlWNmguN1ZJjJjPHVUVu4heGSPqvW9e8atrlN90mkyUCeOhvVGZjGMw92UMfSkkMdg5lVYeAII8FBHdkfx/br/qneHwdKRGl8VgEAAMoE6ggAAKCCOgIAAKiM9bojAABA8Yy7V870kMP/aExdlnL87mIIENlK/IBS+27+VVwpmzqduHxAA48PVXJQRyPqjyNLQLLUSb/7DH/6OSx1LDjgyTDVUdmOJwEiWyl9dFfHopQyRzmZ1DG1/JJIfiG4q+MA40OVHHxWVYLdForYhahQUtVRfxd1TEKOxpcKka2UPg5/7DhydZwkXDo72PhQY8GkqqNLrCthVx1JDrWx473N1ZqyEZ1U1FGrIW/u6h83xtJSW3KwLhVlaaogdVrt6epoyZLYDKdcUh/ljYdGEs0qQ65OO8vYUSG47U5JZKvwJJt+nijvbCL3SB87Gs6bfYNvz35uE6MaWZuqXJzixiu20EtiyK2UjogfUHLtxpYHl6gciSJrECjtZCZfcubtaYYTH2osmDh1TI11FW2yKu/IGm1El6aOohTFKY9ajdrK5lHncHulJhQlluDnUlqitcocliuq1Fh78syqNUtaM1JzNQ86SWPHUUSzcs7VaevqSGQrc2Sr5B0yrdGUbOqYHGXJpUx7spTAWMJJSwm9pIXcsnVErMWldmsH433JrXFdbEGgkk+m9ZJLPuEWitvju/yM27pjAbGuwnt98DHro67EdUcpPJY4KAxGovHYS02sq47xtTEsV3jQXHvi2DE9i+l1ei7hNNofJ4cezSpTruOOHY8fu2M8IlvZ4mmkRFOyjh0d4kgkl2lPlhwYq6PntX1Y+saw6VuPZq9dHa7FkxyieLsGgdI3VrVdclqbLe2xU0B8qJIziV456bGuFPELBl5JY0cRccQp4888xOpojqWVWR0lWTLXnqaOKVks6piSy0kdhx7NKlOuY44dC1DHsYhsFcdaUnqREk3pGOqYUqY1mbWpCqmhlwatjpYNXQ3qmCEIlJM6qgPx0cWHKjmTqI4BCbGugtv6UasRKeJRqyGM+VJnVmtixuD1flOdWTXH0sqkjsaZVb325HXH1Cy2ZiTnEofgFvefEUSzcs4lJMh+ddnUcUIjW1mjTakPHHI0pVzqaC3TeDK1ZClNVbXKGnopnzo61W7roGVmNUMQqGR1TJnuHn58qJIzPT6rCTOrNfEjD31WpYMJXjm+5lm8coyxtJxkSZu2NbvY1ExZDLOg5izJzUjNFT9DGMOBjSSalXsuyS8jc2QG201nYiNbWaNNJUVTyqeOtjLVc5ueTGpqXJ1b6KVc6uhQu63ldq8c9yBQ1kcNyyWXcsJhStRxjBjTX/FDKvaJPgEiW00IWWcsB4LTJQc2UMeygTpOKg63qpLujwOOWMJyjQzU8VhM6rojAABATibYKwcAACAnqCMAAIDK9PisAgAAZAB1HCZ43AAAjAeoY25yBLoa07gZAABTB+uOecgb6Ap1BAAYA/DKGWqgq1FFlZq2LaAAAI7JFKvjaAJdjTSq1NRsHwwAcEwm2mfVHutqdIGuyhBVavJDzwAAHJ/JVcdkRhPoaqRRpRg7AgA4M63qGDDkQFejiSrFuiMAQFamdd3RzGADXY08qhQAALgwxV45AAAAFlBHAAAAlYn2WQUAAMgL6ggAAKCCOgIAAKiw7ggAACCBV854QQCssUH+aeyQ4ToBOC6o43DIEevKCHe9cSHfJ8V1AlAW8FkdOHljXRkZ1l3v6plK5cz1YZ+rrctzlUqlevndATQpZ/bEJiVg3vMvibG8TgAmGtTRkUHFujpqNcQ76cG6FoUq3j3OGOIjOSrWeG0jt3V5LrsUjbhJyoURfIjiR8Z1AjCOoI5pDDXWlemp3xDByrYLq20Lda0X7y7NVSqVhTNnK5WzV6UR0vUFP6yJPNK6eiYOeDK3dDvhoIHG2UqlUqmcvRq9EGoMCvGr27o8V718KSj27NWgBHOTjJiapGe/vuDXHrUnOH77UjWo+tLSXFCCuUn2C6Pd7exsxBoz5tcJwBTDumMSw4h1FY8DZFcOKV6Vw13PHN9Kb0mw+ertS9VK5cz1TuNspXr53fb1hcrcpa0wWeOsJEXC+OndpblAdYwHbfhyWJm7tNW9eqay0FCzx+pYqSw0TGUqTbLVYmuSoUdzc2euiymF2dfrC6JgG5pkvzAUf5yxv04AphO8chwYdKyrTvTUv7MR1bLfrCU99bvHt7L24valamWhEclGojpKY7I4mfGgma3Lc0oamzrqBy1NMmJtkq6O4UAwrOj2parctbQmmS8M/WIY7+sEYDpBHd0ZXKyrdtdfqVqXJtyk14a7nn5/NMa3sq4nZVBHSRWCsab5oPXsCWoUHwmyhKPY9nHVMalJiaNh/y3r2NHWJNOFcW9zVdKesb9OAKYTfFZzU2isq04w3yXOccWOG+tNfSgQFxu/a4xvZcFfd4zWAueWLvtLcVeD46FFQlhRx2TGgwHaSDEa0vlTlJ12V1jkm1s4M1epVBYawgJhsCJYWWgoFckepHJFDu2shNPIYUXBlK/fMHndMXhoMDTJfmIFf5yJuE4AphjUEYomfRmy7BXdvlRN9DOywU8pACYH1BEK5valqjyJOj4VxcuWZfthCQAMG9YdAQAAJPDKAQAAUEEdAQAAVPBZBQAAMIA6AgAAqKCOBoYVnI8fAAAAlBTWHXWGFpxvWOp4b3OVPVAAAJzBK8fE8ILzoY4AAGUEdRxScL7wT6Wo5JB7au0HWktcckkhANd3uuyoCQCQxhT7rI4yOF+UMjnknlK71hKnXM2DjmXsSDQGAAA706iOIwjOZw6qlxxyzxbt1j2X0GbrSJFIfgAABqZRHbudoQfnM69lJofcc1DHlFyJ6sjYEQDADuuOwqLdAIPzGYPqiTOrCe/aXqfmEse78WCXdUcAgGTwypEYbHA+Q1A9s1eO4V3b65RcsWAHHj3MoAIAOIA6ivDbfAAAaHen2mcVAADADuoIAACggjoCAACosO4IAAAggVcOAACAytSp47BCUw2aHO61eOQCALgybT6rQwtNNdqOBPv42HeYGyTEAwGAiWCa1HF4oakGTao66u+ijgAAGZhUdRxlaKqjVqMmbW2jRZKqWVuihakyNjU99FWSOhItCwAgjYlbdyxFaKr2UatRW9k86hxuryi708mVOoWpEqXUNfSVfWaVaFkAAClMmldOaUJThY2RB69yYsfNVKWB4MG6X6B7EKu22mWiZQEApDFp6tjtlCQ0VbsbTirG6rjfrKWIn5M6qoEhU4JYaQeJlgUAkMYE+6yONjRVu7vfVGdW5ZnbXGNH48xqchArvctEywIASGdS1VFiyKGpLF45gtfPejPL2FGftk0NYpU4C0q0LACANKZBHcf6h/Bj3XgAgHFl4tYdJw3UEQBg2EyiVw4AAMDxQB0BAABUJthnFQAAID+oIwAAgArqCAAAoDIJ646TErURAABKwWR45Rz7Nw8EXQIAAIGJUMfsURtVUEcAABAYO5/VHFEbjVEVD7dXGtstP+5EY5WQhAAAIDMm6pg1amO8YbdSiD8HK4dSIqwEAADIjIE65oraGIVCNEZVlMNuEJIQAABkxmTdMXPUxnDG1RxV0UEdGTsCAEwrY+eV4x61MZxZNUdV1NSRkIQAABAyduooYYraqDvgGKMqqgGNCUkIAAARY+ezKqL/zJFgTwAAUAzjq446qCMAABTDJKkjAABAMYzxuj3kUcIAAAIISURBVCMAAMAgGG+vHAAAgEGAOgIAAKiU2mc13AenbL42ye0xvlu2LgAAQAqlVceiFUXYEEf7oWQRgT6Smo06AgCMGWVVx8LkKkTcLm6/KW+Fc7i9oullTlBHAIBJoAzrjulxqQ7CF1qAKutBeW9VIY7V+o59n9XUcFfNA2mzVj1xWnuC7Vul/rJ3HQBAqRi1V45rXKpIHUMRindGNUat0tVR3WpcDO4hB/oQ22YKd2UcCLq2R8yr7mbHvucAACVhlOqYPS6VUVqMUavS1VH4U44EmRruSizckDixPVJ6aTNYAWJmAQCMmFH7rGaLS+Wkjhv7bSd1FENcGYJ4iIVY2mNOnNie5MVUxo4AAKWhDF45jnGpUtVRnMkMNSbSMDlMVfDW+o7kv+oS7soodXFiW3v0edf2Uavhv2bdEQCgbJRBHSVMcamS1dEwURnojRS1Sg9T5eeVJNMh3NWOWqCU2Nges1eOUjUAAJSHMvisimT98QM/lgAAgIIZtc9qAaCOAABQMBOgjgAAAAUzap9VAACAUoI6AgAAqKCOAAAAKqw7AgAASOCVAwAAoII6AgAAqOCzCgAAYAB1BAAAUEEdAQAAVFh3BAAAkMArBwAAQAV1BAAAUMFnFQAAwADqCAAAoII6AgAAqLDuCAAAIIFXDgAAgArqCAAAoILPKgAAgAHUEQAAQOX/AVZ2uJEVWcNnAAAAAElFTkSuQmCC)
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)
Also check: Remove Duplicate Nodes with XSLT
Creating xml node set from delimited string using Assign activity
Let us know your valuable feedback.
Happy Coding .... :)
Among them one of the way is through XSLT.
Consider we have our xsd structure as :-
- Bring a Transform activity with source and target variable as input varaible.
- Now open the .xsl file and create a custom template for splitting the delimited string into custom xml nodes.
- Now call your custom template while assigning the values to the variable.
Below are the screenshots of both input and and the resultant transformed output.
Also check: Remove Duplicate Nodes with XSLT
Creating xml node set from delimited string using Assign activity
Let us know your valuable feedback.
Happy Coding .... :)
Works like a charm! I was almost giving up! One suggestion for a next post like this: Please include the code so we can copy it
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