{"example":"Marimekko: Cell Type by Tissue","labtools_version":"0.14.3","generated":"2026-09-23","calls":[{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":1193,"n":3000,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.39766666666666667,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.38029504819551796,"margin_of_error":0.017502487324251137,"method":"wilson","n":3000,"notes":[],"source":{"kind":"counts"},"successes":1193,"upper":0.41530002284402023},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":1193,"n":3000,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.39766666666666667,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.380153466663449,"margin_of_error":0.017513200003217655,"method":"wald","n":3000,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":1193,"upper":0.4151798666698843},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":435,"n":3000,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.145,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.13285433340300645,"margin_of_error":0.012599657895215333,"method":"wilson","n":3000,"notes":[],"source":{"kind":"counts"},"successes":435,"upper":0.15805364919343712},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":435,"n":3000,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.145,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.1324004648490052,"margin_of_error":0.012599535150994795,"method":"wald","n":3000,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":435,"upper":0.15759953515099479},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":302,"n":3000,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.10066666666666667,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.0904052288767066,"margin_of_error":0.010772124715095949,"method":"wilson","n":3000,"notes":[],"source":{"kind":"counts"},"successes":302,"upper":0.1119494783068985},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":302,"n":3000,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.10066666666666667,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.08989976731191729,"margin_of_error":0.010766899354749379,"method":"wald","n":3000,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":302,"upper":0.11143356602141605},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":176,"n":3000,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.058666666666666666,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. 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Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":176,"upper":0.06707587068936585},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":737,"n":3000,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.24566666666666667,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. 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Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":737,"upper":0.2610709759683929},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":157,"n":3000,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.052333333333333336,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. 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Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":157,"upper":0.06030234504965225},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":1608,"n":5200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.30923076923076925,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. 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Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":270,"upper":0.05795350882554415},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":523,"n":5200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.10057692307692308,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. 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It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.38309736646179093,"margin_of_error":0.02265931788087966,"method":"wilson","n":1800,"notes":[],"source":{"kind":"counts"},"successes":730,"upper":0.42841600222355025},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":730,"n":1800,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.40555555555555556,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.38287296503998675,"margin_of_error":0.022682590515568812,"method":"wald","n":1800,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":730,"upper":0.42823814607112437},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":214,"n":1800,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.11888888888888889,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.1047424478111493,"margin_of_error":0.014958054889274361,"method":"wilson","n":1800,"notes":[],"source":{"kind":"counts"},"successes":214,"upper":0.13465855758969802},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":214,"n":1800,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.11888888888888889,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.10393693972177544,"margin_of_error":0.014951949167113461,"method":"wald","n":1800,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":214,"upper":0.13384083805600236},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":173,"n":1800,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.0961111111111111,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.0833423628757179,"margin_of_error":0.013628869577938088,"method":"wilson","n":1800,"notes":[],"source":{"kind":"counts"},"successes":173,"upper":0.11060010203159408},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":173,"n":1800,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.0961111111111111,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.08249490359041178,"margin_of_error":0.013616207520699322,"method":"wald","n":1800,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":173,"upper":0.10972731863181043},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":558,"n":2200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.25363636363636366,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.23589557166550418,"margin_of_error":0.018170222028880523,"method":"wilson","n":2200,"notes":[],"source":{"kind":"counts"},"successes":558,"upper":0.2722360157232652},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":558,"n":2200,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.25363636363636366,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.2354553645078267,"margin_of_error":0.018180999128536948,"method":"wald","n":2200,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":558,"upper":0.2718173627649006},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":205,"n":2200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.09318181818181819,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.08173400850767441,"margin_of_error":0.01215692388434468,"method":"wilson","n":2200,"notes":[],"source":{"kind":"counts"},"successes":205,"upper":0.10604785627636377},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":205,"n":2200,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.09318181818181819,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.08103500224244826,"margin_of_error":0.01214681593936992,"method":"wald","n":2200,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":205,"upper":0.1053286341211881},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":440,"n":2200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.2,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.18381468192536518,"margin_of_error":0.016708240285509213,"method":"wilson","n":2200,"notes":[],"source":{"kind":"counts"},"successes":440,"upper":0.2172311624963836},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":440,"n":2200,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.2,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.18328537096511907,"margin_of_error":0.01671462903488094,"method":"wald","n":2200,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":440,"upper":0.21671462903488095},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":675,"n":2200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.3068181818181818,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.2878979200062125,"margin_of_error":0.019256992023517217,"method":"wilson","n":2200,"notes":[],"source":{"kind":"counts"},"successes":675,"upper":0.32641190405324694},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":675,"n":2200,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.3068181818181818,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.28754733148873385,"margin_of_error":0.019270850329447975,"method":"wald","n":2200,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":675,"upper":0.3260890321476298},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":112,"n":2200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.05090909090909091,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.04248137923268983,"margin_of_error":0.009210510379952463,"method":"wilson","n":2200,"notes":[],"source":{"kind":"counts"},"successes":112,"upper":0.06090239999259476},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":112,"n":2200,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.05090909090909091,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.041723897010873257,"margin_of_error":0.009185193898217654,"method":"wald","n":2200,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":112,"upper":0.060094284807308565},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":210,"n":2200,"method":"wilson"},"result":{"conf_level":0.95,"estimate":0.09545454545454546,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.08387151524867746,"margin_of_error":0.01228818288416833,"method":"wilson","n":2200,"notes":[],"source":{"kind":"counts"},"successes":210,"upper":0.10844788101701412},"error":null},{"label":"stats.ci","method":"stats.ci","params":{"kind":"proportion","successes":210,"n":2200,"method":"wald"},"result":{"conf_level":0.95,"estimate":0.09545454545454546,"interpretation":"Over repeated sampling, intervals built this way contain the true proportion at the stated rate. It is not the probability that this particular interval contains it.","kind":"proportion","lower":0.08317590575628706,"margin_of_error":0.012278639698258403,"method":"wald","n":2200,"notes":["The Wald interval's true coverage is well below nominal for small n or for proportions near 0 or 1. Use method='wilson' unless a specific protocol demands Wald."],"source":{"kind":"counts"},"successes":210,"upper":0.10773318515280386},"error":null}]}