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    <title>topic Problem With S123 Custom Reports in ArcGIS Survey123 Questions</title>
    <link>https://community.esri.com/t5/arcgis-survey123-questions/problem-with-s123-custom-reports/m-p/830212#M18204</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;When I try to print output from a multiple choice question it does not show up in the custom report.&amp;nbsp; See screen shots below. All fields print fine when using the Standard Print option.&amp;nbsp; Is it possible to get the code used to generate the Standard Print report. This may help.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;The "Condition(s) required for approval/disapproval" field&amp;nbsp; won't print using my code in the Custom Report.&amp;nbsp; In creating my custom report I am copying the field name directly from the template.&amp;nbsp; The field name is definitely correct.&amp;nbsp; It's a response to a Multiple Choice question that allows multiple responses to be chosen as well as an Other option.&amp;nbsp; The first bullet is one of the multiple choice choices. The second bullet is the typed in Other response.&amp;nbsp;&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;Here is the code I used in the custom report:&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;Here is the output that I get when the custom report is run:&lt;/P&gt;&lt;P&gt;&lt;IMG src="data:image/png;base64,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" /&gt;&lt;/P&gt;&lt;P&gt;It does not pull the data I the "conditions_required_for_approva" field.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I'm guessing there is some additional coding required to get multiple responses to print?&lt;/P&gt;&lt;P&gt;Thanks for any help.&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Wed, 18 Sep 2019 19:05:14 GMT</pubDate>
    <dc:creator>DoriBroglino</dc:creator>
    <dc:date>2019-09-18T19:05:14Z</dc:date>
    <item>
      <title>Problem With S123 Custom Reports</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/problem-with-s123-custom-reports/m-p/830212#M18204</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;When I try to print output from a multiple choice question it does not show up in the custom report.&amp;nbsp; See screen shots below. All fields print fine when using the Standard Print option.&amp;nbsp; Is it possible to get the code used to generate the Standard Print report. This may help.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;The "Condition(s) required for approval/disapproval" field&amp;nbsp; won't print using my code in the Custom Report.&amp;nbsp; In creating my custom report I am copying the field name directly from the template.&amp;nbsp; The field name is definitely correct.&amp;nbsp; It's a response to a Multiple Choice question that allows multiple responses to be chosen as well as an Other option.&amp;nbsp; The first bullet is one of the multiple choice choices. The second bullet is the typed in Other response.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;IMG 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uUFM/DAhNH4CT7CmpV5mP67P6G8tY8tb/8TPJAnpzYt9X8F3LtzXn0vaWhmmbi+RvkrT2N63l9QVS8rXRckPvhrpHVv1eWzFtKn3YJO/YYguduXYmB/APW6qx0WGYiU/wm/m/4i3qw6rqwblTgJT6Rd6/loI6dwqPYkrou/RtS4FlCuZOZiwYyHMGHczcDf12Nl3v/gd6+U4fC5iyn/AvqHTvG4LTnGc9Wt3j+wdB0uwyu/+x/kvVkFZdJl1E/w4BN3obvyQSIiIvo+mCww8g32tm/7hxiuBTj5Gbb+tQLbqk4iMrYPBrSvw2d7D+nOTDfgVP1JMeC+GtZuP1KXhRBhRZ8BUTj72V4c9G5A/XyzXY5r+/RuHNC5TqNeDAbbX2NFN4MleXb/V5AT6/x0vBZJdjuGTcjGohlp6H6kAqW7j6pvNuCbr77CWb8rY03RzprvQUWlHDQ3ZulmxTWBeavuS0gNR1G7P1gwG0z4NERcG6R8w6XBT9uUievA37D+76eR+MCTeDBtGOz225B01RnUHg0Iv+vr4XuKvFqPusehd1etTPyv6LlO1YsBd48Qj8Y2mHZlamgPMbB/FxvL9gB9kvFTebXDdRAfrP876hIzMOPBu0Wa7bAnXYWTtY1qlkfAY7pblvfyyZG3iO9KwYTsuZiRZsORv7+PnR9tM5Z/YfPHJb7/dEB6RBb3i0VXdZFe0H3w6x9kYKZOZz30IbZuFGlFPEb8tKfYk7M48EEJ/l53Mx6Y8V9Ik/lnvwlXnfwKWqsjIiKiC89kgZHQMQGj0+VTr17Bi6v+hn3KaFM+ne1vWLVoJSo634qMsQPRSTvb++ZqrP1UTtv5Doc/3Yg/v1mLbslD0C/s4647o99tg9DtUCn+vOlzEYRpnw813Ui9l8d1Eie/DRwgagFdLd7880Z8Kq/muA7j07Wr8eahGCTfFm/gTPyV6N2vB7C/Fl+r40PX1w7Mf/hxzFm9U71CdhL7dlaJwZl+wHgGX9ceChiEN0VL62lUFP2feuVJ7nsR5jz8MGZsrIHLm7frsKlGDCS9+6INZi9DZJfLgH+V4wPt/XUbsM1oXNQmaQinLcpEbEUJEk+j5qNqTxmcqoFj5XpUBCajUT06jD4jkrzT2oB9Ih3voEbUZ9fhnVj751Ic1QKZRoymvQN6DRwoBvY74PgYGCgH7/L7tCl3NbvUP4gs6o1jLYoqtAdO6Kn31ugf092svP8OXzsW4uGH52C10g6FU/ux87PDSp28oe81xvIvbP6ca5yeozeogUwQBvsHS68BGNz9K2x1fCoy8Gf4yVXyhIoWuP8LH1UeEZ+V/c9WrCz66CK6Gk1ERGQ+EU8J6s+XpCNHPI+4jokxOjmqHX50VT8MGXgVTny6AX/802ps3PgG3tpahYiBozF54l0YKG/QloHKjQMQZ/knNi9fibUb/4LSCjG2GZeOiaP6oXM7txiD7UDpLmDA8MHqjd/6ZT/FDdf1xU1xEfjnG8vwpzVvoHRvFAb2daHG2dHzGTFYe7/0M7Hy7UiOjcLlkRH46sO3sPH/3sJnUTfjFnzq237nq3HjTbGw/PNtLF+5FhvfKEWFZSDGTZ6AUQlXop0YEPq2FansqRwk+pZ1RtQVdSh7dw863vxTxHeOQLtOPdGnt0jf5lVYufZ1kQ+b8d6RWNz9UDr+PS5K5JTgOoi/rXHg2OD/h//o28WzTC/Y9/6ou5LW9s6teFWmVZd3999xAzq10/L2c7zxyp+wRtmX69DfchhfXn4jhif3Re/YXmh/tBwb1hSLff0Ah68biNj6fXAq718H6PPeLx9bmoa/Ym/XBPQ9W6t+h+cR534C91X9jmaVSaAOVyE29jtUbliLdRs2YuNbVeiQlIz4hn+h5l8RuN5+A86WvYddluvRu34z/lT4umc/Jj+AiT/rJUIXrc5Z8OPeR/F/f1qJDaWfwjLwF/j1xCGwdRAl1kQZhUy7Zy20i7oMJ8s+QPWZAUibcKtne7gcPWJ74HTlW1i3TtabUnza4SbcEd+APTVOtL/+p0jq8qX6nT9BjxoH9vYeqas/4fJeX75DcGPfG9Db2w5lHu3Akd6j8FBGCuKu7BEm/waiS22ZgfyphOXHPVH/f8tRuEHmxS2Y/Otf4Ge2y0V6T6Lm/a3YhX66ehGuf1BWEhnYEVec/ARbq124Oe3/4VZle+3Qocd1iD39KTasW4cNsv/5tAOSRL1s2PM5/tX+BtiTOqNW/53ycd2Pz8Zr9XFIHXBV8GCNiIiIWuTMGc+tBCb7O0Ym53LCkTsf78Q/GvxvEgWh/O2j57/AiKcfhl05232+BPzdFnUphcsX9e8Y6f7eFekZyJ9Gf3OJiIiIzMSkf8fI5CxXY9CoQWjwe8xzU47hwzffQ0PyCAw6r0EREREREdH3i4GRqVjQMeHfkZ5ci6LXKxs/fMKP/AO1m1FUk4j00QmNp5UREREREf2AcCodERERERGZFqfSERERERERqRgYERERERGR6TEwIiIiIiIi02NgREREREREpsfAiIiIiIiITI+BERERERERmR4DIyIiIiIiMj0GRkREREREZHoMjIiIiIiIyPQYGBERERERkekxMCIiIiIiItNjYERERERERKbHwIiIiIiIiEyPgREREREREZkeAyMiIiIiIjI9BkZERERERGR6DIyIiIiIiMj0GBi1AVd1AVLbtUM72yMoPnhWXSodxpbsJLRrl4TsLYfVZS3hwvEt02GT35FagGqXXHYWzrKXMMkmlvktb6XjW5CtbHMcCqq/VRe2njePAl9Ds1GwpRon1PXofAlfX85/PT6PwtVb1x4UpNp89U7/sk3C/LdZB5v2LaoLxgXPP/lqq/7nfAtZDwZg0vzNqD7xfeyE1r5sSC3YI3r778MPpHy/V8GO0xch179QnDlAlKt/f+5ylmF5dqq3zG2T8vB29XH13UAXQ51tAe04YZuOLcdbkWqXE2V5kzxlfanlAYXFwKgtOYvx4p8/boMBlhjEVhRj/vRVoTvX49uwYPQjKHSqv7eQy1mB4vn/i+VtGAQ1i2MuMoePxWPF/7pIOhYDeX8hiQ64ojgP05e3suNtTn1pk3p8keVjU5yFmJYyFYsrjqkL6FLV8v5sNwqn3Qn7sw6EGgq2mbZq0yb0/R6vLtY+rTnpOouD6+fhkYLd6u8qESytn5GJyXNL1AWyW5yKFPvzrQsgfpBEAOx4EaOnFqKVwy+6SDEwalNOOKY90+oBlqt6JSYnjcW0Cq3ztyB62GzUut1wb85AH32pWXNQWtfQeLkRrj1YNjkNY6ftRIO66LxLyUdVg9gPuS/uOlSV5CLduhsFjyyB4yLogBvn/ffpW1QvewxJY+ehoq0KyFB9aX09vrjyUe9e5FedVuufpw5W5mfAik3IXfPh+R8UX/KsoglXosGbf+qrJf1PW2tWf6avBw2or1wm+iFR8+cuxrrzOugO1qZjMGxOuUhHLTZn9P2eD8o/lPJtexdrn9asdB3fhhceeanRgN61txRLZLBknYKiA2fgbqhBUUZ/0SBKsLn8qLoWBbJmlaLuomi31JZYlm1piB12qxhgvbwFB0OO8V04Ub0FBd5L1jYMzV6BCqdn6pKczjQyPhPKeZuSTMRHyMvdh/wu0e/ZU4DUzsMxV/ZuzucwvHMvpD4/B79tdIlYmx4R5FKvnFIychgyS+RG1iIz/grYsrf4DwzrK1GspXPodBTrL6ufqMbb832XkvX7YFw0+tzxa/xu1r0BHfBxVL+d55v2NTQbyyucavp90xVsvy3A28uzMVRJwwBMynsfTu9OBmxDrq+fGuC9pD4Jzz+v7Uc7RDTK+/3eKSby+zZrl8/F5/LKRJpO7PHmUaOpB03mkW56WvF7uvVSxe97cEIpu3TEZ64V6zpFchIQEfLyf/g61ai+NHXp30g99ts3+fJNRQpXh/X1zDt9T5l6oivbSU/j+Un66R5hyrPFRB1M/hkGiJ+cH9fgS21/w9TvwGknynS84gpd/Wu6TOT7rcsPeZZ4BbKHatPCRL1ZXhbw/ZsxX/lMsPcDPy+/Yz6Kve2spZqx3+HK2K/dC/JKi7e9y5esc8WebRvpz0KyILLPYNw+QERGmiD9g2d7BuphYDq9+xGqTR8KMi2J5Wu4fA31s2Jbzz/t+e5Q/Wiz+zTfNLTQwpVT4PsyfaIv0U3tbaqvaV66jqFiaS7mYjTSJ4igR8fSIxY36aq/T2/E94pUfw7lGKqLp6vlJvZPOX5pmlFfWtAPhu+HQzmFmh1a+whMkxCyTsk2/At0Hv6cElw65w5HZ+/07XD72kRdDHO8oQvMfYnbs2eP8moTDbXuHbnpbtE/uK3pi9w7as+obzStoSrfnSI+g5RZ7vznRrmBRHdW6dfina/dpVmJut8b3PXluW67XDfwZZ3iLjpwxrct70t+9it3XWmOki6k5LsrKwPXsbpT8h3uEr/vkl9X6c5PsYpl97rzq057lmm87/m2Y80qddfVlbqzrPL3RLfdfr3f+/K7qxrkZ2vcRRn9/d+TL3uuu7xertCYL4/UbXg1ePdN+X73GfeBoimeffV7jXLPK//Gb33/9+XL6rbP2+Gubyqfte/37mdTL5mX+9xV+fcGeU+8rKPd4gDjv8xwHml1I+B95SXL65vG32vNcZfWBeZvS+qUrC+V4pP+jNfjb9zl8+T7+m36tvtdmDrsKWcP/3oRrGw9nzVenkHquhSyLdS5K/Mz/NMVruyCtB3Pq787o6hG5Gv4MhEbOQ/5odV/sZ0DRe6MRvVb936jMlJf3vQFOh26HXjztHn77Xtf7tOBMO0+9PdbM4rcB74L0Z/JpOsFrQci3ZXL3Okyv7Q2FqR/sGaVuA+Eq4ch24bcD2eINv2V2r60dhkqH1m+fstl+baknw3aj7akT1OPs166fVfrQ7hyctfvcM+zB+tL1DwP09cYS5eklZ383I7GYwVx3K3dscjTBrzbSnFnFVV60tmIlq9W9xD7kIBybVl9aXY/WOII0w8H0dRx39u/N1WnTgapp3J/TxrY1xB18egXzR5P0flx7Ngx5cXAyKtx4wt6YA3CrxHXqR2dUqm1A57WAWkNo787PXebu1bW+YYD7tKcFL/v8+8UlG9o1OF6G7i3k2/cwTTeToBggwRvxyHSmL8r4CDsWU/brnLAUrarDS5DdcpNpSUg3VqadB2nNmjx7JcuL6wZ7vxKuaeiUy99ytMpBT3o6fZBe1+3n55O9Dt3fb1v33zp1B2w7U+5S2WwrDuYaXng/Zy6/fB55OskrenL3JV+HbI2QNK+O3gg42GsTnn3N0T+SH773mQ9DuQLZo3UYW+a5FK/9fRlq5Z/gzjgnGyc3tDlqavLeiEHGOrLW998aQpZdmHz0kiZtCY/tPLwDQD880M7eOsGCPW73Pnpom4p738X9LubZmTg3Lz99tun+k/DtHtt26H7mOBBT4Am64FuwBqifwgUsh569yOwbQRr09q+act8+cjy1QlSvmHbqne7vnUa6uvdJ+WqTTLSpwXS7buyjpanocopyEa8xwCjfY2RdAnqMcuTB8HyWncM9b505dyILl9DHr+aV1/0ddVQP1hbEjZvGvG26xR3jgjWlSSJ7eQox3NPfoSvU8HSbGRfg9fF+rDfRxeKFhhxKl1bi7wJ9z06BlbHPExf85n/XOjjn2DzigrRb6RhUuatsMrct/SEffJ4iIbhP5Wn2SyItqdjVooVzhXvoPz4Kezd9hZK5Jzx8UMQ1+ySTsDtyXGQF9Et1n74mXeaybfqdkV6C8aiV4S89NsZCZkFcKICKzZ/4r0c3hINe7djtZwu4XwJY3tdJrYdgaiEycpDAzz75csg68T7cU/faPFTB1jt4zFR7Duce1HzpXoJ+kQ1thQXo7j4FeT88hEUyGvfgURZ3D/iGpF77REZebm6MDjroJ8jydoB6BiNruIf0ZFi4v23oafIW/+pCM3JIysG3D4YfSLlRjqhS8xl6nKDzledaqoeK+S0AYfIW5G/BTPxy7GN5623hnXiGIzoKTLZ0hGRHdXKa6Q8my0FWfkbUV6RizHy+4yUXfQtGDd1lFhBTkuMEO+nIrtgHYq1pyuehzLxy49zu73b99RdufkxyK91w107G8Mi92Hb6m1i6W4UjI1FhJyeETUAmYW7xZfLKavHED1oNKbaRV+hTAUR78unQxa/ji1hpyYGuwdlDTL6iLbTzP3W71PH2r+FafddMGjc/bCLMpg7/Crxvpxu8oqoC442epKcqAfL1mPV1EFKn+cVrH8IWQ9dOF7+DlaI3737JvqmnmMWKfeH1s4ZBtlbhaXLR5ZvU+XbnH5W11dHRqKjutRfG/dprpow5aSbOr7ldfG961CQ8wDG6h+MEK6vMeQYKhY/g2lVY7DombuUPAjkOvgGZvzyKTjsuSivb1DvMQIKpz6GBY6mpgzqj19Xo//PEtTlwvnuB60/aXneWBMxIsnqaVvWn2PyxGTxUy0+rtmP6paMb5q1r/q62B6153E8RS0ji48UMrB4FOtz00VTF/U7fRHWP55s7EDmRxwIR0/DooxuKJmxECsPnFGXXwCWWCSPFw1cdro7ytROORnjk2Mv4oI+iy9r9opOQHQWqT9GZ3Vp64gDXEUehkbZ8eyOI0CX2zHz9ZXI8gYuFxMbboqNuQjLp6l6LA608+9GVPxz2HFMZG9yDl4vzVHajRG+g4QopwN7sUtZ2pS2LE/tpnvtoQslmCsOaHXqu8Z0QeKTG1Bf9S6KitYiPwuYm3kvxg63I21+WTMGLB7Nz482EDkIT767B1Wl68U+LEUWViBz7GgMj5+A+Rfl0/ksiEx8Au/WV6G0qAhF+RNFpotB5NihiE9biIpmB0eBD+HYjDmTBnkGNCFdQv2K6cu3uVrXp7XYiTLMH9oX8c9uFymIQfLMFSjNSlTflNqgrzn+IdbkbhIdjRaUXoXhc8UgXg1Cbdlv42BVOd6UAf2ggbjBL8i5cIPz5veDbdsPE2kYGOlZrBj0xHLP2b3lUzBIXh1oCcs1SHk4A3bnehSu0p/9+TFSJ4pOz7kRy/M/8Nwg6DoIx7LVYnhmhf2O/rC1qkQuR1zynUiRndnsp5Evz9Cl3InkuKavhDRPB/SIjVODx2WolGeXvIOLZpwVVZyFsywf/ztjrdhYClKTuvquvFgzkF9Z57dt5WxptC+DnCtexbo9sssWHelHb2KF3F9rHGJ7nEDZmlfhQDf0HpyC0cNiUV/+HspadfqvOdoyj8I4n3UqVD3WDrTWGzA49S4MizuJ8ncqwpxdFQOfXnHKQw5wtg71p0RCXU4Dn5OOnofyjEbfjDxskcGR4ykMn/CSOvgyWnbyhn07xoy5BxlzNqOhKl+0OyccuetRhv4GyqQV+aEv83WfeQYAygBL3kg8DgV7OyH2JptY2B/p+btQr0u/212OOcNi5CeEaPQZ9h9iH/4Lc979AlX594plrXg6XyvqouF2H9kHw8aMwZiMOXi3oRL58iqx41WsKbsQT84KVw8tiE4agYkiSX59kwym5NUCo3/bhuVrsHzbsJ9tUZ8WhiUmTDl1xfGy9ch1OGHtPRipo+2Iq9+Jd8pqPZ/3aqKvCfownpZzlr2HcnnTv+sr7H6/UiyxYkC8zf8qqlGG6ktrjgtSC/NG17ZczvewbIU8iSxPUvaErSV1qsVt4wKOFcg4kfmXtDZ9+EIL+c+HVRfq5pP65vI2cTOidv+K5J0HK1/ys/4PX1C+I9TcY7859OHmqOrTCM88WO936+bpB87t9s4l9nzO99JupG3Mm0dBX7o52Lq53f7raPP/dfONQ67jv1+el/owCS2/QuVfo7z3PXzBO5/Ymx+6/A3cXtg80tKoLyNtmTZHO2Bfg86lbmadCroND8P12C+P1NcQu9sulnnzqFE+hvic9gqYS+6buy01ozxD3V8S5P4EhbecdPeXhCu7kPvhq6PNb+cBrybzI9T2ffvgvSclcB3lnjHfPSiN3g/Zho3c72Zkv0PtU7h2H6wOqC/vTcr+6/hvXxWqHgTSysavvRioh00+fEHma7A23VYPXxAvs5Vvi/rZIIK1RSN9mh9d2ap9aPPLSXuYQbg+01cXwqcrUJA8CZWP3nvCAmnb0NeXwDp0nvtBI3kTKOx3iXXC1qlg6TGyryHqYtjvowuF9xiddzGw/2Y6RKeoY0Fk4mPYWFWK/Cw581Sywp5ViPJVORimXaGKTsKvZslpPlIPXNW5vfKTIZbeSH1wjOez6lWY0Lpi0K8eVf5+h0xH/FWRIoUGWK7DmIVFKJnnmXaosGdhWfkrmJrYRV1gjDV9HtaWFmHhmOvU75Zz8mfDofx9I2WBEHz+vzVrLXYU5UB0RoJ+nRgMm7kSRVoeW9ORu2Mt/jDxFsD5CT78RxPnSxvl/Y+Un5qtTfLIguhBEzArXX20avxV6NyogAzWqRYLUo+j7ZjpKEKWGDVIctrpjjULMHGAFc6ynfiHvPISrA5HJ+Px9Yu85So/90HpIlFy4bSiPMMR5TT6mafF/un+dlO4slP2X5/fkr7+GW3nLc0Puf0pWFVe6C0D5fvzV2LJQ0lKG7H0HI2FjrcwT6s73u+fgsTI9oge9t9wlObrPi+0sA37tKYuhmv3sg6sQml+ltreJf0+yYbRwv7MMCP1sAsSp76C8mW6dIp8zS/NxUNKvhpt0yxfQ+XbVseilvZpYRgqJ+8xrD/Sc9dizR8yMQC1KPvwC5wI29cIrRkvaILkozU9FyWO2eq9ly1xnvtBI3kTivUx5L+10FuXlDQt+6Xnb3W1qE61om20VR2mNtNORknqz5ekqqoq5d/4+HjlX5LP/J+BvsOfA7JKsecHdyn2h75/RERERHQh1dV57jZu2xNq9P1z7cc7r26E9jADBg1EREREROExMPrBkH+ReRzaRcRibIENWctexuN27SZcIiIiIiJqCqfSERERERGRaXEqHRERERERkYqBERERERERmR4DIyIiIiIiMj0GRkREREREZHoMjIiIiIiIyPQYGBERERERkekxMCIiIiIiItNjYNRqLhzfMh22du1gy96C4+rS8+MwtmQnoV07G1IL9ohvbiu+fWiXWoDqttvw96gF5XJ8C7JtIg/ajUNB9bfqwubQ5WPIV0u33XZczgoUz5+kS2cqsgu2oPrEhSh49Q8R++WJ7nWp1j+l7hhtl2oe2KZjy/Fm7KxrDwpSbUHybQAmzd98YcrPSBvxprMt6/ql3kcFpv9C7c/5OmZcbLT9TEL2lsPqsktQ2LbzPZVni46NWl9/EdS9Vh/bNRc2/13O95E3aYD4vrZIOxnFwIjITE6UIXdCGsZOK4RTXQSUYG7mcNgfW4+DP9yRkz+XExXFeZi+vC0ObmIAsG4x5jqTMT451kCnejniku9EinMZ5qyrboPv343CaXfC/qzjPJ+YuZDOwllRjPnTV/1ATtRcKMw3ojbTpseJ5joMx4LHMLVwt/o7XSgMjC4pMRg2pxxudy02Z/Rtw8KzIHrYbNS63XBvzkAfs9aK6GGYUyvywL0GGX0uVxc2hy4fxauhKh8pcrE1B6V1Dcqylm+7LbhwvGw9ch0iJLI/hdLaMyI9Dagvz4VdvOsseA2b916oM1JWpORXokHNK+/rgtQ/EcgsewxJY+ehokFd1BrHtyN/xlog5U4kxxkrW0vcEIwXlaNkRiEczblqpLgX+VWn1TwT5Ve5DOlWUX5zF2Pd+T6j2Oo2YoyreiUmJ43FtIof6hnS89PnNs6383XMILqEtKjfCnac+D7aUyKySr8+730u+bCfbEvnarBjeTaGKpc9U5G9vAxO/ZjnRDXe9k5hsmFo9gpUOM+qbwr694dOR/GevwVcVg+8jKubPlD8nm7b4ruL9+CEslEj64Se5mHLXoeyt/MwSbkMLdNcrJuy4xJJ3oz5yqVez3t7Kl5Bqnc76mpeWlp8l4Rd1QWe9b3TirTL77opESJfthRo+SpeQ7OxvMKpnsHRpXXS03heSUuw6RQirXuWe/bDlomCPUHOrQdebtd+t2WjuOwv6n7K7xdlU93Sc/P6vNVN8fObQnHKt85vC/C2t04NwKS893V1Sp//8v0gdS6Uqi/w4Qe7xLoWRCY+gXeVQXZTHa/8ri0oyE5Vvyuw/mplK9L4/NNqPjdzqlgoWjl465RWR3R5qOWf8p3nAvJFpmUS5r9dLeq7/Gw64jNFIAMnSjITEOFN53FUe+u6eBmqZ4dwvPwdrHCKQG/8EMSpParLWYbl3rxSv7+4wlc2llgkj08WSSjB5vKj6sKWEOXXZzBuHyAiI0WY9tBUW/LWd325adtT+5xgU1L0/ZaSz7vReI+aylt/sk8YGZ+JEvlLSSbiIwLbswgGq4uRPVS2l6b6JPldBtqEX78sX/qpibr8DNkWjawTyPcZv75SnqH2fl68AvOpibQGz7fPAo4ZKqN9apP9fwAj/WWwOhYwfcx3THgcBZtfUL9by0tRj4qne9LtbdP+ztW872t7jepZU/VDt99NHkukgPqsfCYPbzfazzDHDkNtJ5xwbUu/z6GO04H5oqWncf6Gpk+HrJd/we6j36nvacKkNbD+K9sp9h8nNdlGQhyH9r8d0G/5xkW/LXjdV1/EPueVyW2FOk4cujDtSWkTP8bwuRXilwrMHX6VrqxEHm4pUPs/uZ1mHPfJGPclbs+ePcrr+9PgrivNcYthiVtmp//L6rbP2+GuV1arcRdl9G+8jj3XXV7fEPx96xC3fYhV/HyvO7/qtNjI1+7SrETxu9Wdkl8pvln7XfcZ7yvwM02to9uHlHx3VUPT++T5bvGpA0XuDKv/+1a73T1E/qxsR6zkR9tuojur9Gvx+2l3Vf696mcD0mvNcZfWiQ3U73DPs8s88P8eoL87o6hGbDFYWuX2v/Iut2aVur+pLXHnyO1YM9z5lXVKahqpK3VnKfujpsX7e5BX0P3z11CV706R62r7otG2q1vuXddA/mt1Klj++9W5IBp/RqyftdS9vrxWKdPgGtz15bluu9/3qC/rFHfRgTNinSD1LHC/FfoyD3xpdSBQQJ1oqHTnp6h1QisHNU9lWdeFrDNy+980/n5lu6fdB4qmBMnzUe555d+ILwhVz/ap29PqtFxVlz6/l1ZnlZXU7fnaU1je7erzSZRN5TJ3urc+fRcinSJtYdvSN+7yeaPE7/p90fqlwDah/h6qX1NeWjrPhMlbf9624H35t2cMsbvtAXW4qT6p6Tah7XPjz3i2aaQtNnOdwDbu7UtCpUXLp6bT+l3QfPtUbZe6etaiPlV7NVFfjfSXQfq+wHrduPy1V3/3hPTRAenS6lhTxzlfPWu6fgTbb11b8GqiPwzcz6bWMdR2Amn7qZVD+LZl6DjdZJ8ZpN03Eiod8mU0raGPDdaMIvcBpbqEayMhjkP7SgLSH66+OEMcJ766MO0p2DFEKatQ+6/PI2qpY8eOKS9eMWpL3ulJZ1Bb+hTscMKRux5lx11w7S3FkoLdYlxeBFF5xTp1qMzPgNXxKtaUHfW+L1aAGLh7trFSHB62++4EaYo1fRkq6xsgOluIzlYs2YbV22p8ZzQEI+s0okuP6NRglWdPVm/HXte32Lv5NRSI5Pm2ewArb+2A7epHG7MgslccBqACKzZ/guM4gQNVX6jvqWk5/gk2r6gABsShVyS8U7+s6Yuwwy9vd6PgkSX+05CsUyAG6SIdWzHzp13VhcKXm/DshEl4zjEAOSufweS+0eobRvVHev4uiIEVxEEG4iADlLyFbS2ddhb9Y6ROTNRdLRB5ue0tlMjpZbqrDgp9ffCrU6fU/O8P0fl6pqTV70J+ejdvnQvG0vMuzFopt6MR25v7AEYn2dBr0nLsCXo2+CjK1rwKh8yH3G2olfVXlHVpjqifzpfwyAvbRFn6aHW8oXo6fhrdFl1MJHrF9/bl14laVO1S24VSDqe8V20GxNsQGTkIT75bK/JMtjOZVq2+f4GqA+fQJ6MQ4qAnflen89XOxrDIGmxeUgynVoe8U9Q2IXfNh37751fPBtVj2+pt6hsqLX1+UyjlS5TPmOsCLtNr7Un91ZC1yIy/Qj1bGIGohMkoFPtunzoag/T57dceuhhoS9G4+e4xSPG2T/j6pRDTBBv3W76pfV6uL4znrWDpk4E3tWmoKfmoaijHnGExynuKf/bGxC1N9UnNaRNdkPjkG2JbWhn5trmrqtb/bHnItqjvgwysE8rxD7Emd5Ov3Lxp0fKp6bSeCppv3ZVN+7ia2aeG6v/V94Nqq/4yBTmlB0Q5fgMxGBS/78aqt3tikVKnKyEGjmKZbNP6UhLtIKfEv4/y5l8z6odf29EdSxT6q+yel3c/d+3FAb8+NHReGGo74YRtWwaP0032mQauGWnp0O2vJ2/lNlRh06qNB7SpY778rc0fg56yawvbRnz8jkOdI9SljenzxVdfPkOPYMeJRsez89SeLH2RIfpgEYSJX9T82JyBPie0/U9H7o5apQ431JYgxy62VDAbLziCXd2k5mqLUQuprIN+jiRrB/FTB1jt4zFRdtzOvaj58rg68BW/FoxFrwg5oOmMhMwC0SzkIOQjHDywF7vkNibej3uUgbtuG2GJAeHtg9EnUhSnpRO6xFymLtczsk4QA36G5D4yPe0R1UUfUPg6sYmTRqGvst2esE8e7zkwh+C5t0I04hXvoHz/R0oQZJ2QjglWeXDfj4N+05KOonxzicgj+R3jMSho3vousVsnjsGInmIdS0dEdvRVbWdhrue+GvwIXTt3akGlT8DtyXFieC42HdUFuiFaC8XAnvmwbwDqqlEH141v3g9aH+R+11apnxGd79hYRMhBctQAZMobNZucniW2M+z/EwF8Odavned3EHYW5uCxNUEeBqAFq9Y0TMq8FVaZQF1ZOz+uwZfeD4myuv825SBmiYxER3VpY+rBRnfwCz2VT31YgdpW9it1pD8mpI8WW5EH7hq1nujzT043eB3FxetQkPMAxsoBSBNce7djdYmoIyLQG9vrMl3AIRbJuqo7uAWvZ70RLyN5KfoWjJsqBnLO5zBcHJCVqQ4F61C8RT8tRTtJ0BZSkLVsPVZNHaTUUY1/Oo8Zakt+7VMG30q/JQ7M2XcHuQ/GhRON+q3AqX3Ny1tDvH2SSH//W3x56G1HzW0TchqRQ9SVYhQXzMQvx74k8qmxkG3Rrw8Kv05wYoCl1GtduYlt9ByzSLkPqXbOMMitGk1raM3rU0P3/01po/7SmogRSVZRoy5HVFdPT+Kr0zGIvcmmLPNnw6ARNwfvo84Zrx+hjiV+5PQpWQ7FryDnl48owUdjofLCWNsJJ3zbOt6M43Tz+kw/3pNB4hhxTz9PPxQZh+TbE5S3pfBp7YJB4+4XAYU6dUyZavaKSI/DN63VUBuRjB6HgueL/zGtKReiPWn0+z8JmYNk2xDJtv4ckycmi59q8XHNYbEWtVaIFk+XFhtuio0JU5hG1mnMelMserRlLfHeW1GJstWvi0YuOpTMbGROTBSd4+tYXVYpOhmjT/cyqj/Ss6aIDncTcl/e0vwnr1njENtDdnhtRz8A3VH+nueA0Yyb91vLIgYd/3HPk1heewa15UWYp5zZC3KW/CLhza+PRV5tEgcicQDOnPUwJlpFsLRpA8o+rvXl34kyzB/aF/HPbscxMRRJnrlCPfN2ocgz+xtQX/UuiorWIj8LmJt5L8YOtyNtflkb5K/+4QvytRlzJg3yDAZby9IH92RPhlUOFHeUeQaS1hSkJgWeNf+hOIaK+XcjKv457DgmSi45B6+X5oiA+2J04dPaov7fSH+pHzDqrwBfEkRQU5GHoVF2PLvjiCiI2zHz9ZXIClYQ5+HYcV58732mpF6Jq69CaVERivInio5TBGhjhyI+bSEqQt3bdglp8/EUnRcsojbkXPEq1ik39Z+F07EaK+RgV+kYI9EjNk45gHkv23oHNfJMxx3oqZ49DrqNi5I6vUmexV++yTMFy3UQjmWrPTf/hqSd/V+PnGkviQGuHHT1QVJqihiMvYRpOet1AUJXz3LlO1ajTLkBU5cv9lsx0Bb+oGPNWogX58zC/HmjLp7Lzd4AcQ1mZy8JPo1O8NUHcTD+6E1fnbL1VM+Y6qYueF8BU4+8tBtObRg6/W31Zs0OsMb3ETktqVPRlJ91vFP/NmJ5/geez3nL2gr7Hf1hO989iZZfJc9iWm4FrBNHIOmam5V0OXNzkCMqnSf/dFMbeg9G6mg74up34p0yETg1wdIjFjcpDVSb6qDLz6BTKFTeM9eBU07k2V87xoy5BxlzNqtPKNRPq9KdMb4gB0ujbcmC6KQRnoBz9tPIF+8peR10/31Xvfz6rfJS/FU30G1x3jaXtyya0Sa8U3NuwODUuzAs7iTK36kQJdVYyLaoG/gaWSc4Ld8DtiEH4PLKhrzx+hvjaQ2tbfrUFou0IV65InIKR+vl1DpZX94T6VDebQPBj0dKG2vfgvoRlDa1uBt6D07B6GGxqG/2PhhrO+GEb1vRBo7TLesz/WjlKo8R6z5TTv7Iv5e36a+VnvcFw/1AZB8MGzMGYzLm4F1tyqRyy8Gx8G1EOaY1hy5fREj40YZiX30x1C1dyPak7yOWI195SITM5/ewbIW8EnoL7hjYQ6xFrcU8bEvOAmQmdBYDz8tgG/6U6DjFYHdWOuzR7RFtfxCLMvrDWTgZCVFyeo1oyMrrLsyvOAZL3HA8KOf06rfxbDWutcue5GIkApzUXyhzpr37FPETPHswBr77V4LTzv4rlHuJ2uumFekDBNERDBqNqXL+bOEjGGyTl9+1vE1BzsxxuFleAjekC26+L0OktwJzn11xEZx90gLEz+FwyGlqk5F9T5/GDdJbHyIQlTRVqVOee0m6w/6b6WJ/dqMwcwCivPVJvIbmhdi/rupUBTFAfy4FNmVKp3hp00msY/Bgau8gnYL2OfFdU5M9n4voheHPiUOIqNcz77+pcTDV5rT8krQATgvOpcZXGbVpqxG2Sfgr/k18StNBPVHh9D1tCEPwm0VTRHCu5beaNzKIbPIqjz4NKu+T23yvCOVpYUHuA/LuixicBHtKWZtpRltSA2Gnw4HtuBezMofopqj4s/S5G9nyzLK+3xr8iDI9xis6udl56x1EBX0qXSii72l2m1Bp03tkvf7rWQTtdkO2RV15GlknFO8UzMBtjMK82WPQR7tNoom0Ns63Q543vNqyT20Bb/C6CdOSrtR9d9vxHY/UPspbh1tRP4LSpuTJfdgo+sLr1eXGGGo74YRtW807TofuM8PQrjTLY4SatxG2ZP+/wRM2rdqJO225eEUkIFMJMO7HuEFdw7eRFlRd35jsSiRN2ySWjMLUcbeI+hLkONFo2u8Fbk/e/S/E1ME2ZTpohC0Fz4kGZM95DPff3EVdkVrjPPaA5mOdmo+3ctPVzsQz73/ZZPVZ95brMGZhEUrmae8L9iwsK38FUxNFZVbeX4uiLHXoJ2/kW5mF28/jybvWsvQcjYWOImQpR+b+SM9di5U5w0V3EoZ29l/khBYE+YKlgAGuvCl0owOl+Vm+jlzJt2WYNaxnsyqwfPDAM7JjdhTg5ZL9ytmW75M3GBZCnZW3Zq3FjqIcdd/97yXx5P9b6jQ4SQzCsgpRvmoKEoN2xnKqwhSsKt+IfLWeeYiym/caSh2zMUaZtx1Ifu4xbKwq1X1O+64cDFPmVZ9/jeuILljyXmUUB6ph/w2HN8889XLNHzJF4F2Lsg+/EAdgeTCbgFlavsVfhc4WOVd9Nhwlubr7roLfu+NPO3jq5ndH2zHToc8rKXBbZ/FlzV5xyG3raaNNMNyWtHvghLDTO2MwbOYqXb8m9nPta5innfhQtCBvo5Pwq1kZ6jZ74KrO7ZWfwml2m1DKSuvDxNqy312zABMHiIFO2U78QzdYbqotaoysE1oXJE59BeXL/MsnvzQXD8ljhJG0Nsq3Hyk/+WnDPrX5RN16fCFytfKRN5F/UIKlfvWlNRIxNX+tb/vKfi3EZPXexeb3mcHIOr/Se6xW9mHHWvxh4i1iwPoJPvyHvJJhhJG2E074thX+OG2kzwxH3YY3HZ58LZo3WnnXI1xaPfnhVy8blU+YNtJsicgqetdXlkp9Ucdkcp8aHSc8P/q5oO1JTtNeharSfG8/4M3DWXe0zXRqgryMeUn7/h/X3TZ8jyj1PR7U+5hN/aNNLxq6R2t603fG+zhO5bHJnhUpJO2RoYGPhPU93pP5eAnQHteqPfrWCO1xrNrj+ukiZaQtsr3SxYrH6eBCHXvJzPi47ouM7+qB9kSWdojoNdbzmM2RSYhvy8uxbcJ3id739K3L0Et5SlJ/jBx8vcGzpOblOrgVrypPe/sh39xuApE/xt3yqUDNeCSx5wlNQMrEked36hIRmRiP00TNxSPyxcJyHUbPWoYi/VQ7eUl7XhE2zrrL8wz/i4zyN3E2ak80U1nTMa9oGWaNDvx7LeSl/qV3JfCNz8KyjY/CbuQeBLpIXY4+9zyELKuBvwumUP9uVaj7yoiI2giP00TN005ePlJ/viRVVVUp/8bHxyv/EhERERERGVVXV6f8y5MFRERERERkegyMiIiIiIjI9BgYERERERGR6TEwIiIiIiIi02NgREREREREpsfAiIiIiIiITI+BEbUxF45vmQ5bu3Zol1qA6vB/1AXiA8i2ifXbjUNBtbE/kElERERE1JYYGFErnYWzohjzp68yFgQZ5HJWoHj+/2I5AyUiIiIiugAYGFGruKpXYnLSWEyr0AIYC6KHzUat2w335gz0MVLDoodhTq1Y370GGX0uFxvdg2WT0zB22k40qKsQEREREZ1PDIxazTd1zDbpaTw/aQDatUtC9pbD6vsqbbqYbTq2HNcurXyL6oJxYn0bUgv2iC1Jx1G9pQDZQ21iuZxelors5WVwah8Jth0RSBSkyvXVqWjedSbh+ecnedKWvUVsOZALJ6o3Y76SZvldns/Mf7saJ9Q1PFeEVgRNj6u6ACPjM1EiVyvJRHyE3O9D3vxQptJ9E2y/tTxT91s/lW7PRygYOQyZJU6x3lpkxl8h0r4S67KTxPv++Sq/P1X7Hm3TREREREQtwMCoDTkLn0JO4W71twDRP0bqxESxUgk2lx/1LHPVYNvqbeKHZIxPjhWFcQwV8ycgfngm5jpkYCCVYO7kwUj8r2IcbO7g31mInJxCaFtq5EQ5Fj/4K0zTp1l8ZlrKDKxRprCJwKniJUxISg9Iz2hMyC3TBU9N6HwLxk0dFbDf+/HOqxtFurT9DudqDE5NgRUVWLH5EzXA+xZ7t70lUmNFyvghiGNNJiIiIqJW4HCyLVmnoOjAGbgbtmLmT7uqCzVdkRQwuHft3Y7V8spIyp1IjrscOP4h1uRuEttJR+6OWjS43WioLUGO3QpnwWy84Ai4ChVWf2QU1YjtfIfqmUMQrS71ihyEJ9+thVtOe5OvhhoUZfQXb3yBqgMy7DmKsjWvwuHdjkjPgSJkWJ1w5K5HeY/JeLMqHylyWyn5qGoox5xhMfI3nS64+e4xYh39fpdiSYEIxrT91rMkIOPNLchPsYpf7kV+1WnUzrkD1ySNwESxyLniHZTLK0+NgkoiIiIiopbjeLINWSeOwYieHUSudkRkx8CstSDano5ZYsDvGdyfCrji4cLx8newQsRJ1omTkDnIqhSOxfpzTJ6YLH6qxcc1h9XpdgZZ03D/iGvEdtojMjIgAPGSU/deR3HxOhTkPICxMmDRHP8Em1dU6LYj0tNzDPLl/UC1szEs2lj1scQNwfhG+52IrOy7jd2DJEUPQease71XnhoFlURERERErWB0WEptwRKL5PEiyJGD+x1lrbvi4dyLmi/Pen4+UYuqXSEnzIV2ogzzh/ZF/LPbcQwxSJ65AqVZieqbbcjSB/dkT4ZVv9/WFKQmBV5Va8rliEu+U73y9DeUcxodEREREbUhDikvKN3gfvbTyPe74mFBtHe62HLklzmVq0Mu53tYtkIGULfgjoE9YIm0IX6AnGZ2Ckfr5X1AZ+Esfw9i9WZy4XjZeuQ6nLD2HozU0XbE1e/EO2W16vuC976ojVi+7jPPPUVKMKV70IMh2r759ts6cQSSDF5x0viuPD2H7HxOoyMiIiKitsMx5QXmHdw7HNgeOJ0sWntQQSGmDrYhol07RNhS8JwDsOc8hvtv7iI2EIPYm2xi5U2YlnSlCFAug234UxCrtJizYCx6RcjvmoS/4t8gwy6Prhg07n7YsRuFmQMQJZ8AFzUY02R65j2JcX0uh6VHLG6SH/A+lS7EfVBqkOXZ73sxKzPIPU8a7z5qT6VTn6jnveK2HY7tIrjKegj3yMd7Kw5ji/LkOv0T/oiIiIiIjGFgdKFZeiP1wTGe4KPRdLIuSHxyFapK85Fl18KTFGQtW49Vs+6AVSmtGNgfX4jcdPmQBEE+qOGDEixVHlbQHPLvDf03HEU5IvCR+iM9dy3W/CETA1CLsg+/wAmxTmTiFKwqL/RPT/5KLHkoCZHy1+gk/GpWhhpM9cBVndsrPzUm0p35sPi0EPa+IBGQ/epRpHsyCfFXRaoV9XLEpf4CGcryRExM/XHo4IqIiIiIqBnaueXjyC5hVVVVyr/x8fHKvxc/+Td8ZqDv8OeArFLsmTOMg/vmkH/zqO9wzEUOSvfMMvwACCIiIiKiYOrq6pR/Oaq80Lx/w4dXPJrvLA6+U6w+ua/59ygREREREYXCkeUF8y2qC8ahXUQsxhbYkLXsZTxuD/ybPxSKq7oAqe0uQ6+xxYjPKsTGx5MZVBIRERFRm+FUOiIiIiIiMi1OpSMiIiIiIlIxMCIiIiIiItNjYERERERERKbHwIiIiIiIiEyPgREREREREZkeAyMiIiIiIjI9BkZERERERGR6DIyIiIiIiMj0GBgREREREZHpMTAiIiIiIiLTY2BERERERESmx8CoDbiqC5Darh3apRag2qUuvGC+RXXBOLRrZ0NqwR5c8K//vh3fgmybyPt241BQ/W3j33EYW7KTLuH8uVjTH5iuiymdWlqSkL3lsLqsKS5RbabDJtqwLXsLjqtLW8LlfB95kwaI79bXwQtF6wvkd+tfNgzNLsCW6tbs2YXS3LJrJZcTFcuzMVTNK9ukPLwdNJ9cOFGRJ9ZrSf0+juq38zBJ6ZfEyzYJ89+uxgn1XcnlLMPy7FS1vFKRXbzH732vE2WYP9TW6FjT6PPLy+C89Do7IqLvHQMjoh+cs3BWFGP+9FXfQ6BuZofhWPAYphbuVn+/WDjhmJuJ4fbpKD54Vl1Gsp0cXP+/SJs8Fw51ibNwKlKC5dOJcix+cp53PeNk0P087ClTUehUFzkLMS1lLB4r/pcnwHL9C+tnZGLy3BLlbaAEc8fe63vf6xgqFj+DaQ5tQyoRLOVOGO3/+cmjMSG3LHhwRUREITEwoktb9DDMqXXD7V6DjD6XqwvNzVW9EpOTxmJaxYW8WkE+icgq/fp7rJNWpORXosEt24V41VehZF46rM6X8MgL21p1RewHxfUFNi8pFmHjKMwr/0bk1dcozUoUgUsxlmz+Qg1K5EmGFchOG904IDHCVY11c5aJ7+iPjKIaUSZncKBoiiih3ShYUoq94ktce0uxpGA3rBlFONDQgPryXNh17yubUa4IjUfStE2eBV7fonrNfCVtns+70VBbghw74Mhdj7Lj/qEVERE1jYHRBePCierNmO+dZhMwpUKbAmbLRnHZX3zrDZ2OYr+pHfppGQMwaf5fsPvod+p7GvldW1DgnVohp9KsQIVTngXVpg3ppoS49qAg1SbW801f0aYHKlOLjKbtRDXenj9JmZLk/52SNkVGpPn5pz3pt03HFr8DdyvS1sppS/5TUQLTLoh921Lgm3LTbmg2llc4PWkUvNMpbY+jYPMLvvLJex9Olyiz4umezwYtc/GZt5cjW06REevYJr2EMv13NxIwNUeXFpmOkfGZUM4dl2QiPkLLt8D6F266TZj62lzavnqnAPmmfXmnr2ll7a0XTdVjyUidko5jT0GmZ6rcpOXYcyLkTgPnarDDO7UqMI+ayEMl7T/G8LkV4pcKzB1+lW5fRXltKfCWb6PteuvBJDz/vKf9ePOkyTZlUGQf3DE1B7NSrHCueAflWv6E3bYaFIRKd5g61aI2oXOu5n1fmwxob021AcP1wtIXGZtrRUD0Bp5M7CISfBLHDp8Rb9hwU2yMcnD0nGRIx9yqociamqJ8rFlO1KJqlwiorGm4f8Q1YpsdYO1/Cwaob8t2sHfbW6K9WjHgZ/1gtVgQefNITBRlhV17cUDWVVG3lk2WV4RqkZ41RQRNeidwoOoL8a/2ebFb1psxYpBNBHgl2Fx+1LMaEREZ477E7dmzR3m1iYZa947cdLc4JLmt6YvcO2rPqG80raEq3y0OmW6k5LurGtSFgep3uOfZrW6Z5f6ve935Vafd7rpSd5Y18D315d3uGfeBoilK+hqvZ3Wn5Fe6G8R/9eW5bnHwbLyOdYq76IDYJ/W7rFml7jqxVW/6dduoK80R35Pozir92ljaGmrcRRn9G79vz3WX18sVvnaXZiX6v2fNcZfWBWRYi9MWmI/q797v1T4fRKiy0dIesuz6uzOKapRt+tLZeJ0J6aMDysxAmTfKNy39oerAKPe88m+CpMOTTw0HitwZjb7L6rbP2+GuVzIhQLj62ihd4fJZfV8r84ZKd36Kun2tDvmVvYF67P1O/Xty+1+py+W+H3DXlj6lbMeavsxdqeRpIK1O6bbjffnyqMk81O+P9lL26xt3+bxR/svVlzWjyH1At99+78k8CNumAp12V+XfK9YJVgZaXqntJuy2Q+W/wfyQ77ekTQQrU+/LU8dD94Pa+6HqRbA88/Cltb87PXebu1ZdtaFqmTsjq9BdXlvXRN42h5b2wHajlovkrUtqnsjfM3Lcy8pr3d9p6fQeE7Qy19Wn+l3u/HRZtq1NKxGReRw7dkx58YqRlwvHHS9i9NRCyAkTzsJHMHpBG047iRyEJ9+VZyfV6S0NNRADE/HGF6g6oD9X2h/p+bsgBhYQAw+IgQdQ8ha27f1WJFGb+uFbRxwEIQ6Cno8qjqJszatwyHVyt0Ec4MV3HUBpjjicalNpIm2IH6CdPT6HEwf2YpfyWSdKVm/HXtdRlG8uEb/1RnyvSOUdj9Bp858OIvexDpX5GbA6XsWaMv+zlt4pH9XT8dPogCrY4rS1lCj3svXI1U1F8ZaNkvbDvvfTF0EEy2LfzkAMtj3TXR5ZAoffmegU5JQeQIP7G4gBsfh9N1a93ROLDojPNVRCDHjEsibKXJkGI9YJkm8KrQ5Yp0AEByItDaivXIZ06ybkrvkQJ/pk4M2qfJEKISUfVQ3lmDMsEns3v4YCpzadR6s33UJPtzFcX42KRK/43r6z2NqZdEmpQ6dwvPwdrHBaMSDeJtY2UI89n1YEr1Nn8OXm5zBh+FNw2J/CyufvQ9/IMF2eWK/Ur4ydah6dajoPT/RBxuZPPFOxtKl0mzPQ58SHWJO7SSQwHbk7apXPaWXsLJiNFxz6Bwxo2/4O1TOHILIZbaq5wrdXX/5r++tp8wbzo9Vtwgp7Tol/ucNTx4+HaQPh60VTduPtjz/G/q88V84sfSYhf85EJFo7KL+3zlk4tzyHX459CU77NMwe18fYlA15ZSt/NiYlWoOsfzn63PMQRGAt6tNY9Ipoh3ZRA5B50d3nRkR0aTDUL1NbkVNqXkdx8ToU5DyAsWJg0lgCbk+OEwNDUThRXRDjWeihm5Yx6Z5+yjqIjEPy7QnK24rjn2DzigrPOpm3KlMrYOkJ++TxymDZ+XENvkQskscnq4PUak+gYR2N9Ali4Cunbxz8yLONlDuRHKe/RyJU2rTpILqDc7vOSMgsEMPKCqwQA0bfYCURE++/DT1FuiyRkeioLvWytDRtLaUFWr50wXIdxohAxe2WQYXF9/6k8RikDJA6wGof75nu4tyLmi9104+siRiRJAcwlyOqq2fvrBPHYERP8TlLDGJvsinL/OjK02L9OSZPFPuPWnxcc1g3dcjDtXc7VpeIOiCCg7G9LhP5HIGohMnKjd1+06T0XDXYtnqb+EEEcmNjESGnHmmDpyan2xipr0ZdjrjkO0UdlPXhI+xXgqD+mJA+WgyB5aC4Rs3nZIxPjoXFSD327mqoOrUbhXNfUm+Yj0bnqPbKT02xDvo5koKVcW1VC/JQBN3Kfso6MAmZgzwD25Bl7J1u1R5iN5rRpprrdPht6/LfkyaZ/WOQL+/nq52NYZH7jOdHS9oEbBg04uag5V5bbbQNhOlrdCx9MrBZDYbj5UmxGW/gYJCm1HKeoEgJ0q0ZyP9DJhLDBelGRdsx0/EW5qknyKzpz2FplswtIiJqrjbqmX8ILOL48ijW56aLgZo8uCzC+seTxXCqjSiPWe2L+Ge345gIKZJnrlDPLgewxiG2R1ucnWyKNkgVA7OyDdgkBkDWiQ9jVmYarGJQs2n1e/jYaUXK+CGI09eQizlt1LaM1tdmsMQNwXgRaDg/fg+rN8mANw2Zsx7GRKsYjG/agLKPa9sw4FVZJ3juDXEU4OWS/Y0CTdNwHUaNzF9rClKTuqkLTU579LX3/qMOuLrXNeL/IsB6sxxVTd2L1iwBQdGWPGT01Y4s6pXUYCdCDPe3FkT2ScWTy+XJHDdqlz+O2+M7i+W+e6WIiMgY9pl6FisGPbEctcrBZYp6daAt6KZr9R6M1NF2xNXvxDtlYqDSHOo0Mzg3Yvm6z5SblV3OCmz6a6XnfSn6x0idKJ+sJNbJ/0C9MfwgHMtWKzf42u/oD5sodc8gFSjJyUGuMxETU2/GNUkjlEFq7rRnxbrqmXvPVsPogB6xcWpAuQyV9Q3KAVp71c4Z1qwAs23TFk5XJKWmiLSLwfnyTeqN+cdQMf8uyBvSUwsO4Wbv+6vVhyKIgY5jNVbIs9b2WzHQ1sp6oitPnPgEG1bIM/HBBzWWHrG4ScloMcCqrPPLZ+VMfrDpQt6z8ropmN6XvCrmd11SaKP6Gki7GljyLKblyoB3BJKuuVmpr87cHOSUiLhIC3gN1uOmJSJr5ULMefpZzLMfCTLtsTHnilexbo+8FqMrYzlAtfVsZh5KFkQr9VZudznyy9QHZDjfwzKljG/BHQN7hKjHbdimXE6ULXwOM8S+KHkefXn4bevz31s31UBCPuhkb6cW5Edz6Nqjt9xFem+Khc3WgjYQTMdodFWioAq8Uy7LRpT57g89U3cHxKFXm1zRceFExUshgiJJK2cndr3/majnYv2P3vTUO4Np8D7kYmgeKkR+eeuXEgR3VdciIiIj2qLnJ43yFDA5LUX/8v9DhdrUlQjbJPwV/6YMTgyz9ME92ZPFZ3ajMHMAosT2I2zJAX83pSsGjbtfuf+lcGoybDI9Eb0w/DkxrLA/iJn33+SZgqcNUhXq/Tpa4CU168y9vNr2IBZl9IezcDISoiJ0+38X5lccU9czqE3TFo5I+6DRmCrv+fCm/UrPY3GV+wD64krv+49gsE1O3bkMNjnQQQpyZo7Dza0eQPnKs13UYM9jge33Y9ygIIOa6GT8ZtEUWJ0FyEzorMtnG4bO9/zdEm/w5H0qndjcb6Yjw6r7Hu2lDqZCaVV9bUS7Gihp9xJpZ8wlfcBrsB4bEXkT7nt0jMizZXh2ablnkB+KN1+1MrYiZVY67NHdW5aH0bdg3NRRYruFmDrYpkw5i7Cl4DmH2I2cx3D/zV3UFQO1pk05RdEneKa3yVeEDYPlvZPWKVj0G3kV3Mi2dfnvVzdFuuc9iXF9rmlxnTLKmzat3HEvZmUOEUFb+DZgiKU3Uh8U9UKEXM8N7yXy6zL0kvf/yHadnWrsirT3iYLBnoYouKqxZrr6948C06t8Rs6ES/c8MVBpaxGISpoq1hdBffbd6GMgDdqVWDimIknkl6d+dUPGogdFveUhnoioOdhrXhBiIDLsv+EoyhEDDUneUL4Wa/6QiQGoRdmHXxg8mKvbKclFujJCtcKeVYiieaOVdz0siEx8DBurSpHvnWfuWa98VQ6Gea+C6QapWqDhDUhaMFVN3pezsMjz91LUReJLsaz8FUyVj8JtljZOWziRgzB11Xos88uvfJQuUe8DkA8i2OhAaX6WWn6Csm/LMGtYz9Y3ImsWinasRZZ86IK3rKaEuAehA3qOma2rA1IKspatx6qpgzzBQnQSfjUrQy2HHriqc3tYeo7GQt19CE1/T1vV18a8gzhvEBSkrBVG67ERIs9GTxOBgHwwQCFKmvgjp9ap+XhLnU6r5euyyX2VMm5eHmq6IPHJVagqzVfLV1LLa9YdnntoQmmzNiXKb95rKHXMxhh5X48Udtsy/6dgVXmhf7rzV2LJQ0lKPWtZfhiViKn5a5GrbVtJ20JMVv4ulIE2YEiQ7bRluxa89wQ2xdIXk2U989ZzsS9FKzHT6FU35fO6vLKmY15JERaOua5N9oGIyEzaueX8g0tYVVWV8m98fLzyL9ElQ55t7jscc5GD0j2zjE8BIqKLhutgMf7rwWPI3pBh6AoPERFdfOrq6pR/2Y0TERG1hPzjq//zMUbl3sOgiIjoB4BdORERUUsof2PoGYzp02bPLyUiou8Rp9IREREREZFpcSodERERERGRioERERERERGZHgMjIiIiIiIyPQZGRERERERkegyMiIiIiIjI9BgYERERERGR6TEwIiIiIiIi02NgREREREREpsfAiIiIiIiITI+BERERERERmR4DIyIiIiIiMj0GRkREREREZHoMjIiIiIiIyPQYGBERERERkekxMCIiIiIiItNjYERERERERKbHwIiIiIiIiEyPgREREREREZkeAyMiIiIiIjI9BkZERERERGR6DIyIiIiIiMj0GBgREREREZHpMTAiIiIiIiLTY2BERERERESmx8CIiIiIiIhMj4ERERERERGZHgMjIiIiIiIyPQZGRERERERkegyMiIiIiIjI9BgYERERERGR6TEwIiIiIiIi02NgREREREREpsfAiIiIiIiITI+BERERERERmR4DIyIiIiIiMj0GRkREREREZHoMjIiIiIiIyPQYGBERERERkekxMCIiIiIiItNjYERERERERKbHwIiIiIiIiEyPgREREREREZkeAyMiIiIiIjI9BkZERERERGR6DIyIiIiIiMj0GBgREREREZHpMTAiIiIiIiLTY2BERERERESmx8CIiIiIiIhMz3SBUUPlKjzywAN4INRrjgOH1XWb9h0OV5aj8vB36u8/VPr9bMBhR57Ipzw4Djd43r6IuQ5XYlvlYbjU379/X8Ex55Fm1LGAfTjswJwHHsEcx1fKe+fDxZdnF4Ng5ebCyfJX8HCostSX1QUot4vbpdVvEBGReZn0ilE32J9YgKVLlzZ+ZdsRo67VlIbKtXgqrwgfff3DDowu2f1sqMRrT+XhtY++hltddMkJ3IcYO7KXLkK2/Wrl7Tb3Q8izC+Y4Kiv+ga79YtFVXRLS+S43IiIiahOcSkdE1Fwn96JiZzQGD7SxEyUiIvqBaOcW1J8vSVVVVcq/8fHxyr/hyKl0j+XtwpAnZmJCQkd1aSA5deZZrMFPcWeXPXij4pBY1h7dEsfh1xNvQ89/vSa24cBZz8roYH8CCyfE4ZvK91GyYT0cn58SS+X6dyN97HAkxPzIM51m+nq4rr8S+z8/iHO4FmkzspB2bQfPRlRyKtPWkg1Y4/hcrCPpt3O0iXQlo9tnf8K0pfuR/MQ0sW9RyqeBYyhf8iyW7rdjxjNpuDZwFOc6jMq3ilC4vgJH5O/tr4d93N1IuS0BV1bJvNLv56OYaXsHM1cdQaLdhhrHx57PdPsJJvx6AuzXdlLWa7QP3RIxOn0s7kyIEYNINW9d1+Ca/Z/jn+fao3taFp5Ji9UNMJvO/2s7yjXlFL9SFBVuQMUR+S0dcb19NO5O+RkSrtyLVY/lweFLOJ5YOAHx3zSVLhdO7SvD+j+/ppafzIrhmHzfXRik7pefEOU5quPnYfd9Fe7BbHllUub91hJsWOPA557C9q3f52u8FrgPM23YMHMdMGEmxMeN5dGnG5D/0mbP9kXZ3jYE2L61A8bN/g3sMRFyyx4NlUHzLKFd6PoREywiaGqfZB6o+YbbBoqEfOBZpznvK9OyXsD0Ncdx/TXf4PN/irLqnoYZT92KkyUh0nm6HEumFWD/SH0907eLO9GxSt92pe5IHH0fxt55o9jPgHIT7yr9yKtRyFLaVGDdEZ9V2sdn6CLLqn+l2Cet3K4KU89kvW4iLUfD5Y/WdhIxBDuxVUuPd19C5J+SByHaU8zJIH2InEqYL/qbrzAyWL3367csnu9cJbIgsN4RERFdBOrq6pR/gw1tSHXu8z1wxv8nFixdjAVP3A5UrMHS0n1olzABC5+wo4M6JW/RhHicqSzG7/PWY3+/R8X6S7F0wW8x5NhbyPt9MSpPaXdsnMI/j/XFowsWYfZv78OtvfyDIrhqsGnBi1izfwCyFizG0qUvYfZjw9FlZzFeLNqJk+pqwdN1AFck3IyB7b/Etq1V3nU9Z7ZPo/vgAejVqLTrUfnaC8h74xhuemw2FsvvmxKH/WtexO9f+xRnGu1nP3iGNIewc38sHpRpXJCNtC6fYtXSLdgnd/PUp3jt9/p9yMP0IfV4I+8FvFZZr3xaOvfPk7ju0d9j8ezfYuKtPYNWxFD575JBjJLfb+HYTQ9i9uKlYju/Quz+9Z78PhOPCQufgF1krwxa/7BIDPDPhEnXyQ+x4vlC7Oo6Qdme3K+R+AB/1PYrqIDy7PYPQ/vucRb7Ni1G3ppa9MvKU6ZxLp49BcO7VGL9i/+HD78Nsg9BxpNh82jhe8DIbPG+p2wPbtcGrgEiEoJ8X9P1Qxu2+4TZp5O+dvD59kOInSK3qeXRYmzap0Vl4d4Xzn2FY9f9FxYsno3fTrwR9WuaSGenOCQOvAKHduzCAS0JunZhO/AWFujbrtjmY8OjsHN9AYo+PKZ+QO8sDu79Aq5rrOgmK+4psX9/WIldXUZjhij3xbPvRZf91Z4ALVCYeubaZyQt4fPn3Oc7cTD2V+I7RL2YPgTH3ngJCzbViFqh8su/wehW1UR7OhWJhMS+aH9oJ3Ye0L5DTiXcg3PdB2KgrdZQv0VERHSxM2lgdASOvMf9H7qgvHKwqlI33Os+GCNvi0VHkU0d4wdjSHcREnxWg6Pq2z7H8dnWMhzpPhz3jbperC90vB6j7huO7kfKsPWz48pa8ixq9yGDEd+xA2Lir298xt0Si7RZL+Pl7H9HrHLG/0eISUhEv67tce7YCZz2rBU6XZ1+jJEjr8W5nR+hUhmEunCy8iPsPGcLPuXnZBW2bjuM7iPH494b5dlm8X03puG+kTYc2bYdn3kHsoGuxcj7RnjS2DEWtw6+TiRgL744+h1OfrYd247YfO+jE2JH3YOR3Q/7B2zdf4Lk+ChYYq5HvLyiFkzI/Nfl970DlXy0xAzEvY3yWyPyIVy6Tp/AMRkxdOoE5W1RfmnZC7B0VpCrbF768vw3XFFpcN8VHXBt2gwsfflJpMV6rkhZYhJwa78YMWg9gROnDV7INZJHSp3UyvZa9YMGNLt+GN2n9uiWfBfSlG1qeVSLN9/8RM2jcO9LNgxJvkGUVQziex3FtibTGTiw928X7a9Nw6ylC5CdprZdsc2EW/uhK87g2Ikzcok/Vy127jiOgYlxInVa3eqBISOHKFfqLDEDcNfwG8VeBBGmnlkMpcVA/nS7FXenDRBtQ9SL2BFKXhx6821dcKrLv/gOqGyyPZ1AJ+WkSy127Kz1BFf6Ey7tDfZbREREFzl5FDOhUA9feM5/el1UlGfwIlmuEL+GyC7XMTj3i8P/oY2Y9ZAv0Hpo1kYc8hvQWMQ2rgiT6XIqzXY4HA7x2oAlv5uLjYcCzvGHTFcH9Bo4EN3PfYT1W+RVA91Z3cCrU0LDvmrsOtcZ/eK669IkBl3Wq9H+3FdwKlNqgumEqI7BpsN8hyPOr3AO+7Bx1iO+gPOh2co++A2S9PsQSqj9bHCielc9OvSLQ0/dNizdrLim/Wnsdx7zDN68zoVPV8xPMD6tN+ocC/H4A49jzqoSOLZW4nCo2FChL08D36Gs50+ZdqiU9RZsXPIMZm3cp75jULPySC1b9bdwWlo/wu+TBV1sMZ6Bv6Sm25dH4d6XfHUwfDpdAQP7IO1CmQIo0yxeG5fgd0rbDc51YBd2HL0BiQnR4rdvsa/6C5zr0BtxPbU2JsKV2BtwnfqbHyP1LGxaDORPl6txlbdiRKBjlAhU/YJTXRs20p78rroFO+FioN8iIiK6qAH/Pxe/KLIEUl5lAAAAAElFTkSuQmCC" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Here is the code I used in the custom report:&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;Here is the output that I get when the custom report is run:&lt;/P&gt;&lt;P&gt;&lt;IMG src="data:image/png;base64,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" /&gt;&lt;/P&gt;&lt;P&gt;It does not pull the data I the "conditions_required_for_approva" field.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I'm guessing there is some additional coding required to get multiple responses to print?&lt;/P&gt;&lt;P&gt;Thanks for any help.&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 18 Sep 2019 19:05:14 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/problem-with-s123-custom-reports/m-p/830212#M18204</guid>
      <dc:creator>DoriBroglino</dc:creator>
      <dc:date>2019-09-18T19:05:14Z</dc:date>
    </item>
    <item>
      <title>Re: Problem With S123 Custom Reports</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/problem-with-s123-custom-reports/m-p/830213#M18205</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Disregard this question.&amp;nbsp; I got it to work. &amp;nbsp;&lt;/P&gt;&lt;P&gt;I can't figure out how to delete the question.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 23 Sep 2019 23:14:27 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/problem-with-s123-custom-reports/m-p/830213#M18205</guid>
      <dc:creator>DoriBroglino</dc:creator>
      <dc:date>2019-09-23T23:14:27Z</dc:date>
    </item>
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