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zomux/longbuylongsell.txt

Created May 17, 2020 12:35
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longbuylongsell.txt
{
"result":{
"IL":"8Mk2kEDuOeeCjjrPf7sqag==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",
"metaInfo":{
"_metainfoVersion":50,
"defaults":{
"filledAreasStyle":{
"fill_0":{
"color":"#B2B5BE",
"transparency":1,
"visible":true
},
"fill_1":{
"color":"#B2B5BE",
"transparency":5,
"visible":true
},
"fill_2":{
"color":"#B2B5BE",
"transparency":5,
"visible":true
},
"fill_3":{
"color":"#B2B5BE",
"transparency":5,
"visible":true
}
},
"graphics":{
"dwglabels":{
"labels":{
"visible":true
}
}
},
"inputs":{
"in_0":"V1.11",
"in_1":"hlc3",
"in_10":false,
"in_11":"KeyCodeForBgLineAuthorUseOnly",
"in_12":false,
"in_13":1,
"in_14":1,
"in_15":false,
"in_16":"Strengthmeters",
"in_17":false,
"in_18":false,
"in_19":false,
"in_2":true,
"in_20":false,
"in_21":false,
"in_22":false,
"in_23":false,
"in_24":"KeyCodeForAuthorUseOnly",
"in_25":false,
"in_26":false,
"in_27":false,
"in_28":true,
"in_29":false,
"in_3":false,
"in_30":13,
"in_31":"ohlc4",
"in_32":21,
"in_33":21,
"in_34":false,
"in_35":"5",
"in_36":false,
"in_37":"15",
"in_38":false,
"in_39":"30",
"in_4":true,
"in_40":6,
"in_41":3,
"in_42":3,
"in_43":80,
"in_44":20,
"in_45":true,
"in_46":"60",
"in_47":4,
"in_48":5,
"in_49":true,
"in_5":70,
"in_50":"60",
"in_51":5,
"in_52":12,
"in_53":4,
"in_54":"",
"in_55":"ldn",
"in_56":"right",
"in_57":"RIGHT",
"in_58":18,
"in_59":"bt",
"in_6":170,
"in_60":"pr",
"in_61":"Thanks for using the Great Indicator",
"in_62":"24x7",
"in_63":1,
"in_64":1,
"in_65":2014,
"in_66":31,
"in_67":12,
"in_68":9999,
"in_69":5000,
"in_7":true,
"in_70":-1000,
"in_71":true,
"in_72":true,
"in_73":0,
"in_74":"fixed",
"in_75":2,
"in_76":9999,
"in_77":1,
"in_78":"USD",
"in_79":0,
"in_8":true,
"in_80":"percent",
"in_81":0,
"in_82":false,
"in_83":"FIFO",
"in_9":10,
"pineId":"",
"pineVersion":"",
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uRsPeIo31dj9IbecTtv6i1fDIxPZXe6ZHOJ6Q1wvK+YnqKPAcA/4Z+7HBLLgO0dS0ny0apvA63jfAKy1YizbMAAEhWjMMceUBBY4AqVJLT872na8cwQ407X9xSQiM8DxjCMl/7392F4sbzC9NfGGn+zx21YiCK/YCEE6gubF5D6ppvHkA3UIyUUKQqYLrn2kG0sT04qGNuFzQkaL8kB0tqba7VemJm8WAI6mpG6Dl+Pu+qwORZ03mRhCWRRrTrqWO+PJp189YasZ29Nc+OCx4tcSGqOL48OAi68CiTi3MBcxOvauprBffKaGHXot5nIz9Gv0ZQbqyDtlIJeN1K4QmY73rtXIecb0Ksce6qNd08ToJfouL7BtQpKCuMtIYU3QFTPVuXrFI6JcM4uilIvSIzjzfjojQ+R4Ab7nWZDoP5jwhOAibukBVwsCjZ3OP3rT2ceki57TjPoKUYYadrc9zmeiklXtiw5z9nJOhYhuGK1ItwLNsKXB4Bw2H+6YNVN6zelFH8ynnG4pJCmhwc4MuN1mkK2wcCwxlHQegGXjT+pvSCxWvQarZeDD6f9NNs8hxCf1KgVfANUyD5g0GnVpDS9reFqTey+6mmr7frsN2OeVZt0LoG61VuapoLGZto8szoL4au09nnqP9yDR2uvha/khE35tVPl+TCsA9Of3WYzp2ZU3dpu9+EyjjNIxe9JM/1oLXuUB9IqhZU2PClFtOH7dNkwbbzjrYot0bQaKtMGoHUGjg2nCg8U+rDxwMcNgI/BYTF2YcDvTzWDwaETfyotJXd80LCbv/tA50MjpUfX3gnKrMhJsJ08pfpNZA9xmYMN4OZ7EBRFf7UKLjfZ8l605Us2NlaME6Lp5Bd3DNF6mwifsxfORfbxXpMMFuzPmZ7LsKae27fY7yERhUWKe4DOwFrIW47Y3aSuCEbuMx5YWwc28uMT1nyIXLEE+MpFlVx4aJhuu2PcWaKNti/V2Y0d+n5+7YrWy9GmRY9XSkYuChYOH/Rmp+vk1WznBQbd6qxitk7aa6GVb9pCDCn/qvJ3zloY4+mczSFtWJJjfmK3HqaMMXIHiXli1rxtKIxhObAZqgizbJlt4kXT3zOGb2IIc7itNxWoL3pJs7IMi8WTbcd/Y5yMdx4/lqkBqdvWkiFwZV8p9qw3WUFQ/iTpoguZNiC49/UyWlTKaieNsmQ0yDOyagJ/2e4JMYyNkbE6uBhh9Tk90fXAU0TGZ6boBbzA6lzCAo1NIdZ21cXNSiiixBSaxQmkl58bWP1qEiCigeXwjabmQtZVzTRGK2ZWFwHEhS23EJVVvTXPiHsAcPP+bzWXlF8gB8HXlJY98l+Wj+xRE0NODtxudUKAJMPxEg0sEbjDXvox1twC3HGkOd635ZpoDnzhLHQNocUNTwHMfsftzNVeTdhcDQO4BdnxxfEk0ZALG8WVVjXJeb40smg3k0SX+nO0ACKaAcF6CFt49ADekB/IazRZAQWpWPGSnOau9/2SdYfgJ/HUnHlc83uZulbFK36lbsKalM3dKxhWGiQwL3rbOdttq8lb6zS6TB1JVAii8LfevXCvgEotPNO/IIXFUF+fbJA2gLkfmNMfcaDmvaKKRYzMX8islMXHmK28cyW5/Gea2YZyK1tgxBD0Qy68X21aHZP39RgL72FY7vocn8vk4crUyyv0xW5lclKMH4r523ZoM0vUSxgItlj0vAxBsR9uSJjbyMkgmLbIxvahyc+YcGgkh074V6sKEt+vDu9UD2FDm7gJH0/eUoVhZXH8wgqjCMmtK3RYeOSw1+f5+Mwq4z7cU8Puuz6T8E138bPyBoj0h4XJiaU78cu46UTrWk2XneF0bDxwS8YoNl9gOvixTzHSnCOnglvrpvf2JS68JGJSTCDDnKXVuPoeVguS575yOMgQfsfIzx0TdfmNsk6kMCnORx40bZuG6rUInn0luc7acryur1RgBk2irAt95VJ6E3JlmREqtMS5nCHT0Tqh+uDDOqFxz1yM+sbMzzB2UWGXemIPpUagAV886TBU9fH3S7akMlqylRpkOoxoExE2IZ+0Gv9c1smNNUSPj4TCaWqe6KyQYS7AJ0dDS/iBMB6sgy6BrhIyAPM2jlBsf/D5kQFP7bwo3e+jothbDcvM8VoAjvLKlsvYqKmbh6t4vL9IUANkXILb2f3dLUkJV3IT/StudWSMcnEhVADKpN9Hm6T4COUiT3HenC81Zi/hN8GjziINFNTTfgcqMSbB9sR+mzRim90Dm1m3HRnAudGIz/wjaqwsRcIY3HAmJsXrTG4TSwntMv6ULaZrZ5xVyEemDdlHKG63PPW4CzRe7HLx76XsBsNQD50rsUzB2gaa5FW/z0hDcdMRdG5Db8WVGbF4oJf3hDkz9/UU57fmOizyRLlJqBPygz+gWugFXnsQtpRmPNROly0vzJ6uLRVYYEbIVv3cpwSgtmQ1cW0QgWk8crCYspEP35dXtCEg3RQvPVCohCUenfDlr4AsNsGjda+w3nUrEN3qrzSjvZfLh/A99wyH4jAy2/7yKERFMQPQWXhMVgpFSrYvxiavrv2qxD0o6UIH3RD+8+MKnpy8ZhUahuL5jarl9jG4r1zkhIiLRTghTa8vHfrxiKL3m4CM5Cqtdc/1L8WtN6y2BYG7zkq6C2pM6docmzcbGynNRKLOzBdCd7VnK0I9g2/xZvgMlZGiYLoZ09CgeFs99emE+IYVeHcuZtSldQF/6CveJpZYjbf0jrnQT5qZBiJjhb+A/zNbIoDLA0GxdBzAMKxje3SYef+MuNN9hL6wD/LZz0Np6QQtdwBUKZjdxUxJsFwPjvvq3YkPUD3NZwRknpWQomoJh/L3NfyTaQm/ya5RYSncYIs2HMPxiHBRZqM6C4G0QgLHDNLRfelj+bHLko/54+WA9epjQDwxYiLi5obB6R3WntUapI9vEsSl7i9JSr/DM0ie3DisyfQRDu3d7Neh1VSZT9vUDUFMlk4m+Gfj+AVhvGTZXjr/NNLr6Lh5i6Uv2kMEfVgeA7CzMvSGaHWP+z+Ri355DQWZ/ekTA+oWL2LYkYyXKrURXI7/GN1sTgXnoefGmG6atKhKRcMeZm1CJVm/O0gUVzmqsMPeTaQfUFWY6QNVAtmqSQa/w8G/Bu4HfQ3A4it/Excoftu4YYOHVIbBWdxtNll5GU3ZfpqasITjGI0sC0gCrVZTyTr8LQvGCff30GowcnOGAJNLcG5Fj0naHc1DgwIjNwFQ8NoHXG3BNb+f4PiJbM9j0Vfw9Li7RekNlIrhzHLICpTB3eo7BLq2GxxHW8h3QgBOubKW8Usaodg/FA5g6nrqqUn9Ttdaz55a0De12+ArLr5c+he0dgWnF+ryIx0deSp+EGARTC09SNOn5SKNFqcrIYqzVf0sgJ1n3zUpX5onW96Rh+eVQ5Qz0VBkf7vr1aZsbAbKzK7h58dc3WZ6/d4UJdFS+0sgyoVc5UEWbZVYADS3/2q/ksRzadvE9QGKMuEP8oVsUQcRr2T12ToHecbAQNmSF14ellJVD865225XhtxybJmOzkON9C96NVXQ12P1tmWqZhe5EatOt0DT9CLDsquSfdig7EJ4cfmNSfHAMetuBxL7aqOAzR4BZ1WH7d3N1ooQaNK4SPi2pkbTOkoBEvjSvv1B5TT3Y+J5SD6iEWYvfewMzHyY7gc4NSkNfumLqfN4C2T1tlrthEd0tt0i0g3czu6Cr51rH1vr4Kt1GT4dw0F44sWK4kB9KESzcqszut45+Ynz9DU5nsWbPMKtdgo0yzOJsTE8yqQYssbPoenfCVP9nI2lbawr9U37cYwdHUkk96OId/Pvf+VKCInkYMO55bi6wdbWkOuFh/BG/0H/tJagjlOPgK3jRfME43eu+EjdvW7sbOEsxeJ+d1HR6SN7x6UBBhRH8kqlIUwQ5E4GsAV/85pJtbw0ld1n93ez78Am5iemrwCEedkrjpeafzaD4ElvMvwgyMWnr9uRaKM9fh7b8KJXEoC8AmSkeunMBAZKhfOSugxBG5V8P2F63MxnJyQzlJBT7JblKdBQs5h0gK524ibbp5pY5S1VgQWIBxOggbcv0n0V7/S1pCo2YVCr2QSIgmi2KA0N2LIiAyrTjXAS8lTid1JB06TO6J6vKkv97LtMkfQHKdGIT5pni1P/vpIQWpAjD3Zx/mmULqLJEZpAnpzohe1hfYPUYrr1Y/5a+HMDsRkKVq8hvpFORknZqrThNS9DZx3G4jOyLv3V3/iw6KXipxPfWita5W9oeLEGPo3Fy2RRpSXbfD3aVRvo09lL6VaarCjMmJoxe/AzUoEOCQsgvF75wciZGavga2a9Gp8oCOYo+ONsd1ecsfKSz1tAgodMay8SlDc/KxcbNIBfKODCDJITAVgUigMw7nm+iqGrlt3tTGgfGu6DX5ivg8niK5LJ/LuY+FsgwyIg34Jxd4LpxrZPPCCuYwBEZbQBzLCFawj3U3W6n8O066xG0T/cgdXeDAvbHb02raDq2My/i3+QWRPgXtLnHYAXy4Ui3QXL5ZxjQgD3pMZhVcXdt4aSTTtbffPlkB47244MNAJ5dnPGVjCHKGWuzVCboSWMhVfHqm+QsRn7lI1YfyBvtAtBaNdLvd+NPQi9rVlHChvi4Oqc8lI4X79zJeP+sVjq0h01lg/m113mjkRAd6OrV3vOkgKAIhqndoE26HNMUG+q3ft87HOnVqO1KqeVVSSopaMIQbyO1BGdUgSWUvff4yFAJ7WG+RZFimIqoUcd9NcGVtJFBTkTSisWF1lbUiYrnGxEKnlk9y8rlfFRR9su7iUj0fWXToIxstG8uSXP56KlKVUMmYNjHWT4SUsLKSeuFiJE2/Gte4ZHue4ZCsmozW1PhxScvStdoJLXWlG0jhuqgwiS/WJXs8WvjyhbY7tFZfQUVwwjimPzwX58951Jl4ikv7wvC9qd/baYr349N4XSu0VaEKGMI4hPzqQaS3vf/tPfK4dvKwYGL/1RgcA4qVJeX4vdb0/E20gUv0qR5Ji93rJLSFe3G7iQlMpezdF9m3QCK+6QX//KeuGtksowN4AcvD7gIoHIOSwQPRJYKt9FYyfB3LauwUBVHorKDZ19eTcFs385JphBnCS0eCo8M2xpnIJrhonFrMGZAlLiSnJjrzAf49PBZn2lSDJvnfOZSwzlNmeXp1rMYzaoWtvH7QyldSz6O70yXFXBQJkV9pldg5zxTed84ZyGo608etQtKQ1kkIGtx092jzDDlA/7oR5JlX11e5v90Xig0UGURx0XfneWJZr/Pab8TQxCw2kB8Xa5FbCw5krc2843HxdyqaV/lQZefORU4R21Tr54q2nj6JXB/KKpn/4Ibbbn1fZohs5uQx3Y02WcK4Hyj2kMjIjfZB187skybuED+jmpuY/4F0/SDLVI0zCYDMkiEnfh2eWlaORZyPXQ+YewPXWWSc7+YkU0m6JUxiBAY3lBRhxaEf5OiRT64B1XXpGKm/Ty1nBA6VUIWQxrwPYbidhULJqihdXl/7BFz/c83KkebR0ZVAT0vKKJXLecwG91L1mgk7CIVbri2QiuBjgaX7lmKBIC7C3naDB86MPFF/KTCEp9qzlRb/2WejyY3uhQU+RA9GTxlTpq4Pj32n8btd/LSUHuZf3CFvpOoGF9mPrkmgWOorrQPHzGdP6qOq1f7F7nfQ8+PI5dBguUxONgqSgwuZpgfTr1ye0LqYpV6dw4fSoc80bq2yeDG9quoA02Mz3tLLjwRIlGLC+h1XZNdsAea+LBNehugun/+X90iLJzsV9uFmjCB6uB/h/2iy/Hddlhk6K4SjJ7T2FmOj+vNE3wdPAaL+1aqWQcrf7pYFoSi16Vcu7p/SZkYw4jEVfSV7TrJEhKuoOVxYGavrlEwZ6ljkB2szAK1+ZpVNVfXq1wvn6ScSjASDigntEmdeSbnoIYFy1qA9EYZ3Xi2W1RbC5pKzZtxArIW0TjO9U2rknOv8b5RAko2xsiTbHX7HBrL3DH5bsoKVBRAsp8a9YFBRvMkBo9i6pMt0ocqrzlFJVE3xgX1/X4zpRZAqrznv+jYjeiy5F7TnenL4vtu6Mvyp15q0ghtkdW2qwJzZhfulynryQaT1/DPC0zf/EKh2fnudHXT7ooGr1K7fDBXRkKo/sQk4JYI18Pake/smI7RYOcgxTIDVOFP5ZPF45kpUMCuul9uT4nVdZLFRae6qZk6hUytAw4boRA1o2Mm179OrWdfJhfRTS1ak9skih8YZHz4c5gvFdymbj6AItGzrWAmag6o6VZqrzfQ6G0f0n8KsVTnd7z17woEAj3DkkjOLvdWCxkLVvl2xz3tZz0N+tBmXoxQidX3FG2HjxyDv6PKlZXZ75cbdx/Fm7bBvchcj2efqieoURU4B8cp55PMBh5LOLHL5e5GkhbEP4LZ9tTooap580Hh648DHFcacT9SC9rfyJTQrJ+iTurEg+3X/YfEuGAVC/G/cQb0GwLW6yiELz6g6XvPt9yotKIXgZl8jWk5ZZzkVmsye4j6E7el/pyyeGS3sC1hVIhR1rO8ak/dscwF6GgJGXH7KWeI6Lxt/xyhdFX8pc546DZ3/FdpdqNHTb8wpmSoRkjCs4c3aHLwceM+BnKbl9PTmykv5SNw0CbWNz/PZivEg8folXXYZxzXvDHLL6uv8/1nY7zIrHPAueptrI4f0T5D9jxGc3nCEu+XpapUE62zuH/Er+nfmw2Iosl3kTeSJH7VRnkyA+raqNQh9RnNBmEa1QVeeG9ZIqzrYMCaHwAvwJxT+r2GxkfALfbWvkf7wEjJau2Knw5cGgVmCSs9jiWp7StGxtKhzDjMSiaqRSPbTKV0FepvDMy/qG4G7zZGSjmqWtGE6TpKkuuIze3jikecNggnZ4HcnHsJxzxX6aHYt5DPQY0X6Q5RGh7m0JhDNaJwBdJ0nNZYo6pv7UNgVsft9edTtWbI6wS/MX+UEpiVbM621uHkf9iwRtjcRlK5CULJ8JY2WHt0toWsxXU4Owcg24kU9qq18ZhFxps/L9p8BPLfPKmSJ/SXim0SPCE15z7Jz/BgY7YHYCwY9HUvU07S5lIpPf6aILJEcQ8fxs/kPPv65Ot72wDi5Q2DkfiXud8jLzE0u8Sx6pu76tLNRkXoz+JxyRwDbZU/JN6aNRCcwvlEKpneunFz1qc6b4LYQUnX8ih0Iss6wTyUCagek1p+3Admv7Ld16DAWC2DFj+mPtdCXKDWcUCwL9uQTHP10BaWCQt+oHlOM0+A/hKyyc/7ODHPMue6tkohZ+e0oZ1gCbwIRT40Bm8Nics5LCWR6WTCyDGl1g/np2Z7/lgrbpkJ0mBVheNJ1VFI7gkoUOWjTumMA68B5WILItRw2rtFuSC7YnE4NBcXEIyiUpfb2ItL0S+jRIPDpxAPUMIwfAbzEsAZJgZMXXWGkAZue2vPLhOq4NkMK/WPwG4c8fKF+7ggVgeHpjZ4xKDs1Uj1XEh4CYwX1nn2jCVx0XpNiReP903ilUpFpKu191a3/cpIIbcPGrCc/tcuvx2G+bhuNXsFSnvOlR5ibTzv3jBURdcYzgS/0sQZWZwA8cqmqsAA+0KQAzwUYCgzQBgSW8SYVwDiM8JrXljwssY7v8gkisnitDRr7mMk/ZB7Zhs2D/MsZVJrGGTmMt883usR8QdtgUkL8weTXAXC/uVKkD8kkzL4/5GU7nfTvz0viK4H/X3jpawzDyPNOneDOMfPzADHVZ0hFkl80aF/VQMj9iKXzqcK+qm0L77v0FXxVVEcyxywRh+rF4F1I6OLbSJKVGM5H5qD61oLqD2jphgDTtf2vHUWKndWcrh7i60xOYj4cwpF0ooOc6QFEK2S9xdd/QmlE/i645Q73+eEXf0Vu1TmSWol48YhqA3phg0HvZUlNGMTfHpjBdyU6R0dNlZ936y1m3v3JHztQeXB44oml4Zsurvz9Hfi+nvCzfcRJwsKMgqkARVtJU1ffzty4R6rn1ua/r72Aq4vX9pbm0aVCrTV53TAeRSf+15rM9q6i75zqNvzor0dSVmNsHsIu35tvA4Kt8nKzkyvPMyV/ve3q7MsXeIGPwuo26ZQKKYKU5SvN63VuktwlolLo7MDyNsyR4Y++X1Px8xnT4SQajPEF+QNWQHjMeYzgliS+3fmg2bmUFkufXwOciNrp4K+bQ5HW3zZGNvT3weS2mU7bvffhm1tGYBWNZne9a5dUpg",
"id":"text",
"isHidden":true,
"name":"ILScript",
"type":"text"
},
{
"defval":"",
"id":"pineId",
"isHidden":true,
"name":"pineId",
"type":"text"
},
{
"defval":"",
"id":"pineVersion",
"isHidden":true,
"name":"pineVersion",
"type":"text"
},
{
"defval":"V1.11",
"id":"in_0",
"isFake":true,
"name":"LBLS STRATEGY VERSION",
"type":"text"
},
{
"defval":"hlc3",
"id":"in_1",
"isFake":true,
"name":"AutoTrade BGSource Input",
"options":[
"open",
"high",
"low",
"close",
"hl2",
"hlc3",
"ohlc4"
],
"type":"source"
},
{
"defval":true,
"id":"in_2",
"isFake":true,
"name":"OPTION1:Disable to Get New Ver,Default SET Classic LBLS Indicator",
"type":"bool"
},
{
"defval":false,
"id":"in_3",
"isFake":true,
"name":"BACKGROUND Vertical LineBAR on Candle for BUY or SELL Trigger",
"type":"bool"
},
{
"defval":true,
"id":"in_4",
"isFake":true,
"name":"STRATEGY TESTER:Tick CANDLE Startegy Tester: UnTick for background based Strategy tester",
"type":"bool"
},
{
"defval":70,
"id":"in_5",
"isFake":true,
"max":500,
"min":10,
"name":"BackGroundSetting-I SET \u003cInput 1\u003e 100 to 500",
"step":10,
"type":"integer"
},
{
"defval":170,
"id":"in_6",
"isFake":true,
"max":500,
"min":10,
"name":"BackGroundSetting-II SET \u003cInput 2\u003e 10 to 500",
"step":10,
"type":"integer"
},
{
"defval":true,
"id":"in_7",
"isFake":true,
"name":"Enable Daily Open Line",
"type":"bool"
},
{
"defval":true,
"id":"in_8",
"isFake":true,
"name":"Enable Support/Resistance Line",
"type":"bool"
},
{
"defval":10,
"id":"in_9",
"isFake":true,
"max":1000000000000,
"min":-1000000000000,
"name":"Support/Resistance length:",
"type":"integer"
},
{
"defval":false,
"id":"in_10",
"isFake":true,
"name":"EnableTo Get advance Entry/Exit STAR:Above Exit Buy/below Exit Short",
"type":"bool"
},
{
"defval":"KeyCodeForBgLineAuthorUseOnly",
"id":"in_11",
"isFake":true,
"name":"BgLineKeyCode-PassCode",
"type":"text"
},
{
"defval":false,
"id":"in_12",
"isFake":true,
"name":"Enable-Trail/BackGround Color setting,Adjust the below value to get right entries",
"type":"bool"
},
{
"defval":1,
"id":"in_13",
"isFake":true,
"max":1000000000000,
"min":-1000000000000,
"name":"Tbsmooth",
"step":0.2,
"type":"float"
},
{
"defval":1,
"id":"in_14",
"isFake":true,
"max":1000000000000,
"min":-1000000000000,
"name":"Tssmooth",
"step":0.2,
"type":"float"
},
{
"defval":false,
"id":"in_15",
"isFake":true,
"name":"To get B/S as BUY/SELL symbol- Just a Notification",
"type":"bool"
},
{
"defval":"Strengthmeters",
"id":"in_16",
"isFake":true,
"name":"LongBuyLongSellConfirmationIndicator-STRENGTHMETERS[1 2 3 P D Up/Dn PSAR]Settings",
"type":"text"
},
{
"defval":false,
"id":"in_17",
"isFake":true,
"name":"Enable strengthmeter:1 Signal",
"type":"bool"
},
{
"defval":false,
"id":"in_18",
"isFake":true,
"name":"Enable strengthmeter:2 Signal",
"type":"bool"
},
{
"defval":false,
"id":"in_19",
"isFake":true,
"name":"Enable strengthmeter:3 Signal",
"type":"bool"
},
{
"defval":false,
"id":"in_20",
"isFake":true,
"name":"Enable strengthmeter: P+,P-(Assumed as 4th) Signal",
"type":"bool"
},
{
"defval":false,
"id":"in_21",
"isFake":true,
"name":"Enable strengthmeter:D+,D-(Assumed as 5th) Signal",
"type":"bool"
},
{
"defval":false,
"id":"in_22",
"isFake":true,
"name":"Enable to get UP Raise(Assumed as 6th) Likely Signal",
"type":"bool"
},
{
"defval":false,
"id":"in_23",
"isFake":true,
"name":"Enable to get Dn(Assumed as 6th) Fall Likely Signal",
"type":"bool"
},
{
"defval":"KeyCodeForAuthorUseOnly",
"id":"in_24",
"isFake":true,
"name":"SupporLineKeyCode",
"type":"text"
},
{
"defval":false,
"id":"in_25",
"isFake":true,
"name":"Activate to get the SupportLine in the Chart",
"type":"bool"
},
{
"defval":false,
"id":"in_26",
"isFake":true,
"name":"Show PSAR Upside/Also 7th StrengthMeter",
"type":"bool"
},
{
"defval":false,
"id":"in_27",
"isFake":true,
"name":"Show PSAR Downside/Also 7th StrengthMeter",
"type":"bool"
},
{
"defval":true,
"id":"in_28",
"isFake":true,
"name":"Enable to plot ExtraMovingAverage",
"type":"bool"
},
{
"defval":false,
"id":"in_29",
"isFake":true,
"name":"Enable:5min-15min-30min avg strength as Green and Red text in Chart layout",
"type":"bool"
},
{
"defval":13,
"id":"in_30",
"isFake":true,
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"joinPoints":false,
"title":"AdaptiveAverage1LineDualColor"
},
"plot_2":{
"isHidden":false,
"title":"LBLS_1:LongBuyLongSell_CandleColor_SET"
},
"plot_20":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"Up Trending SAR"
},
"plot_22":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"Down Trending SAR"
},
"plot_24":{
"char":"",
"isHidden":false,
"location":"BelowBar",
"text":"⠀\n1",
"title":"strengthmeter1Buy"
},
"plot_25":{
"char":"",
"isHidden":false,
"location":"Top",
"text":"⠀\n1",
"title":"strengthmeter1Sell"
},
"plot_26":{
"char":"",
"isHidden":false,
"location":"BelowBar",
"text":"⠀\n\n2",
"title":"strengthmeter2Buy"
},
"plot_27":{
"char":"",
"isHidden":false,
"location":"Top",
"text":"⠀\n\n2",
"title":"strengthmeter2Sell"
},
"plot_28":{
"char":"",
"isHidden":false,
"location":"BelowBar",
"text":"⠀\n\n\n3",
"title":"strengthmeter3Buy"
},
"plot_29":{
"char":"",
"isHidden":false,
"location":"Top",
"text":"⠀\n\n\n3",
"title":"strengthmeter3Sell"
},
"plot_3":{
"isHidden":false,
"title":"LBLS_2:BACKGROUND Color SET:GreenBg Buy,RedBg Short"
},
"plot_30":{
"char":"",
"isHidden":false,
"location":"BelowBar",
"text":"⠀\n\n\n\nP(+)",
"title":"strengthmeter4/P+ Buy"
},
"plot_31":{
"char":"",
"isHidden":false,
"location":"Top",
"text":"⠀\n\n\n\nP(-)",
"title":"strengthmeter4/P- Sell"
},
"plot_32":{
"char":"",
"isHidden":false,
"location":"BelowBar",
"text":"⠀\n\n\n\n\nD(+)",
"title":"strengthmeter5/D+ Buy"
},
"plot_33":{
"char":"",
"isHidden":false,
"location":"Top",
"text":"⠀\n\n\n\n\nD(-)",
"title":"strengthmeter5/D- Sell"
},
"plot_34":{
"char":"★",
"isHidden":false,
"location":"AboveBar",
"size":"tiny",
"title":"Chars"
},
"plot_35":{
"char":"★",
"isHidden":false,
"location":"BelowBar",
"size":"tiny",
"title":"Chars"
},
"plot_36":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"SlowMA1"
},
"plot_38":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"FastMA1"
},
"plot_4":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"Daily Open Line"
},
"plot_40":{
"isHidden":false,
"location":"Bottom",
"plottype":"shape_triangle_up",
"title":"Conservative Buy Entry Triangle"
},
"plot_41":{
"isHidden":false,
"location":"Top",
"plottype":"shape_triangle_down",
"title":"Conservative Short Entry Triangle"
},
"plot_42":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"5minSlowMA"
},
"plot_44":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"5MinFastMA"
},
"plot_46":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"15MinSlowMA"
},
"plot_48":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"15MinFastMA"
},
"plot_50":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"30MinSlowMA"
},
"plot_52":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"30MinFastMA"
},
"plot_54":{
"char":"⇩",
"isHidden":false,
"location":"Top",
"showLast":200,
"text":"S",
"title":"PlotCharDownArrow"
},
"plot_55":{
"char":"⇫",
"isHidden":false,
"location":"Bottom",
"text":"B",
"title":"PlotCharUpArrow"
},
"plot_56":{
"char":"↟",
"isHidden":false,
"location":"BelowBar",
"text":"⠀\n\n\n\n\n\nUp\nRaise\nLikely",
"title":"strengthMeter6/UpRaiseLikely"
},
"plot_57":{
"char":"⇘",
"isHidden":false,
"location":"Top",
"text":"⠀\n\n\n\n\n\nDn\nFall\nLikely",
"title":"strengthMeter6/DnFallLikely"
},
"plot_6":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"Resistance Line"
},
"plot_8":{
"histogramBase":0,
"isHidden":false,
"joinPoints":false,
"title":"Support Line"
}
},
"warnings":[
"line 604: Shadowing built-in function name 'hma'"
]
}
},
"success":true
}
@clientcsc
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where to (how to) use this code? which plate form...MT4, Tradingview?

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