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diff test-data/Rpal_01-mzRefinement.mzML @ 9:dd4ba10d0c45 draft

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planemo upload commit b4871f9659a924a68430aed3a93f4f9bad733fd6
author galaxyp
date Wed, 07 Dec 2016 16:43:07 -0500
parents
children 9d5de24e6ef7
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--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/Rpal_01-mzRefinement.mzML	Wed Dec 07 16:43:07 2016 -0500
@@ -0,0 +1,6128 @@
+<?xml version="1.0" encoding="utf-8"?>
+<indexedmzML xmlns="http://psi.hupo.org/ms/mzml" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://psi.hupo.org/ms/mzml http://psidev.info/files/ms/mzML/xsd/mzML1.1.2_idx.xsd">
+  <mzML xmlns="http://psi.hupo.org/ms/mzml" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://psi.hupo.org/ms/mzml http://psidev.info/files/ms/mzML/xsd/mzML1.1.0.xsd" id="Rpal_01" version="1.1.0">
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+              <cvParam cvRef="MS" accession="MS:1000519" name="32-bit integer" value=""/>
+              <cvParam cvRef="MS" accession="MS:1002313" name="MS-Numpress positive integer compression" value=""/>
+              <cvParam cvRef="MS" accession="MS:1000515" name="intensity array" value="" unitCvRef="MS" unitAccession="MS:1000131" unitName="number of detector counts"/>
+              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aRIvv0IvNs7zL+vjpm1gCFoOEiBZzjO/w0Jv21Emx7QjWMBQCIT3IiklIVJJyRQ1OBgt7EgTwMRgBOv78SkyY0KBzqEo4rgihX0CMQwbAGiGnxKa3rErRoQS7eIhOK20JHGmEAxbZRIlS3giPm1hJzlJEjY8USSujCAMfc3hKP9gUvav8ik1HBNEbkMxFqAE0s7xJd5aIvS8AiGF8CIJq1E/eMQAorz+Eg8A3i/aBrK3g2EueKgi5foRAM97nhIJUrcvwJMy8CyCK2EVErhHgQCCYlEi5h2UKf+cIoLzMTvw6TmXlQBJc9EiKm1pKbJZEo1vojsGyCyFsxAAt1cSJLx6QlV9wTvj3TStCDLmHADC6wMiHv2CPRD1JN4dEgzrCzqvNgBAC7EivqxxJ+BHEpZqkTQ/Oz9OtQCIyF8RwokhEridRCxfDjLgdaEhEUQQDIPMAi3UzVI8e5IiEtEi+BsyN/fFAIV3ISK9v9czQBcuHzsSymOxOgQzAGE1XxJRElEibIsSj8rzIhbuEo8xEQCkez0So2okKt7jE3D04m49ATDZaABiB/0S024hPCvsLOnkE3p/o4QHQATECcEtm48ieQtENkV9Imb3E09okApQRcEn8t0SdZIRLnF7Is9lYT4qiADv1BwSqL4mPDKGNFALOwoKMFacAIv4zBJEXQEqIP4T/IxjnoqzkZvAAMYuoS7CxSKVuNMhdqsiDkBjLTsHIAaeybEmbBcSgV7DOuPNOYe1N/zTAMQ7mhNupqOwjCNbx/OC63OtCGAKWtWhLkG6IwqyUu0nUTVjjyYrxRAEic+BLmoBM587s3C5ghwXkjiW3QDFbcgTLijDG83iEws4PmkkOZx6AMu2qBL+P/E6ZpggKB0TejiCWaoxACVN1hLpcjQktVUS+xaiOwj0PCClAMi6WRI8wEIvgpYTKsbzwDGDx8jADjJnkTUeTjFwmzb+WDnZVyoLYCAMnx6BKkocIz+mgrxbMSPauTOSo2AE3CehLYX8E5xWQ8E848/34zAqcABg/MEkPywT2ASzDfkjF1iSTx4BAGSIvBPk59LDMxUsojESkoohNSrjAG73SRLpzjYryBtSwkaWP6QdJJwREA5BqIEgoFoS/YeBMBzVK44hE2SwgA7b+3Ej0HAyWwoCK3YqE+3kst6FcQAHe1oSvFYSMrKuJOK9ImluEzp/gQAnibsS74vBOhdLJWr9Mx6vw80fMAaccYEly6UjncnicIDjO+fiMCwyACFcmBNlyvKoplE24EkvtCmD1s3QApWAsT9ZNiRRNiNS1TO4mpMOYUAOd4SRN65OMAc4PneoOK8zOZsOAMHiWBPok7J8boI814I/R1ww5TcAyr+IEqJnYzsA2ihmXBPFYoPQOiAKFFqRIMf9Mt1n4SV4AhPFGnKVb2EAgr8IEh+AQj1DHDnNlSXOdBNzKCAKpp5hKIYlM9H3IszwsSFHMRKtqAEAQWj1Ek8kQSB3PhP9OFMcmbJrRBIATMa1EirbpDPO3iqjMSJWmUMlUUMQDnytQTl1vzXoOy4rVNMpcZNu0dAOWQxBLKc/Eq7Y4i6oTTPq+4NWoNAIyRpRK6jyE/cp8hi+MjIoUzLixgALfeYSeFKxOj6FPdrUOSV5PuKoAAKK4xKIqiMuFKki/sEDKAN8E40qsAiYRlEz6MsinVIjB67jx6xzCM0QAmeSQSP1YkLa7PImQAxSnXdxMUoKAARVVBIMSsEid1Nj4PszELXzbx5wBo8ggTqGBjnytiBweBOV1LMtT1AK9ZZRKik6MqhUEzTXOiJxdBMCMpAAEmBxJa3ZEpHgAS5QYBMQ+PNiTIACPB9BLq4LEragUTuQ/Dwt/SJshRAK9Q1RP/FMK6TRE+fiw3Nc0xnT0ACmvlE5UH85KYko68wT0kfzDZBgChV1cR5QmKE57EYaInAxN2jYOn1UAK/iaxNL5IOrPMIaXAIx+NYpQTkQAmuZgTwUDSYTeiMBzrJCF8E5AxUAZDiqE1fto3gzkugc0jMV5DqfJAAOhmcSBYSSI+sBE/YRQ+RME8R7sA4HIYEhNZ8SyCmRNULjMkNBOGP1AMZYihKP+/c1PS428QY4Z2czTmQAC2LXEvtkkiNfDRMwjzPxB4JJoBEAA/UHE4y5glE7ojYj6za3fDVQ6AAh9pUT30aT/OEj0SnT+0mjwCUQDvmLURLtxfEtIP0S5xSCJFssJHgfAGKW5xJLm8E8jAc6amk447s2myoAQJ1GEgumQS3X4BK2KwE4nAY//KYARX0XEgvuIiqwQEJtQBEozLwT6zRwCKMTcSTNdyM7WmLSEQEz7XY/15IAxWcoEqH5wya+qCMbmKO/xaNL6UAGde5hOwTJNcm0O7dYJUnYEwZhMAoCZIEpussSd3MyPHd8IF6RE/rIUAqsUWEY1WKBIuUeMiqTOSJQlBM6iRAKE/uRK9d5E/LK0hCibjjwxj8+ZQCg6zcT353zSg6zRidzWyFj8QtgAou1sTmSNTxIzDNSlC8cyBPWExAKLM6BKJ3mErHKkjuL3TGriy2K0TAO4CdxIOGCgzF6Q69OYz2eVFBJAOndthJJYWMjsXEjBz+T1C+D/mQQAvFtYTV1ZizzghJtgdEo8XETga0wDngIcS1gQBMjEHOMi0MzryMDnZAGlPtBJ5zkMsWDgSoFHxMeAUPRlYAK1LJRINJOM01FsuFjgSFisRNxSuAOboJhJDgJM6zsMzYHc0J4kwCwQAB9U2El9xRid/lCN7+1OTVTKUrmEAATzFEs0ZBirQpiIxa1Q3raozRPMAAYQlEieE4i0FEBLnahE9A3Q9RsUAZg6lEgDrUTeWXCXvemPK2UODqoAEMHxRL2RMQsTZkj3S6jBP8zZY9ABjUwUSE7UTLvdVM1XhU86BU0mmIAzCj2EjoG8SjMexM5i5LY01E18o4A4Km2E/9+Q9G+I93lUzfWQwf6QAbRxVE2l7c9R2Ytq0QSePhCLS3gEA5e8lE1cZc3QHciXlESP8sxIphQEA6pY2EiV6kSQ+BRNBHhOXsIRtCgAg7aYThW8TtL3z+T+DAIZDEWVQCrXCYTilPj+ALzmgVD+BjDdKaQBMUhUSsz1vPe75NYtJOq3CJFBMEA5sbUEksTfSW7fkKgQCIsKDATy0GAAsERYSK9MTKa6LE5tu0qK7Qj0nvgCtbFYSw/4BNN32Ox3VK6EREz7pQAbr9GEpCRcjVbDjgMVz89tSwOARAK06eBJRKGU0tF0zs48/dq0zypIARzO0E/4MY0KXQtfdMSI3AxIZd3MAS6+1EkpRAzw+4z7OVTc/GDdd9gCuQFUSSL8iPryeO2FkK/qwExVxcASfJmEkhpEywrszKJTXM091c43j8A6PCWEo0+ND1cPjVvmjC3Xy6TQBACYZ1BLjmoIh/SgTwa0jyz8zQ7wQDs2ZQS7imhNw4VPy6uMzKJR1zAAAExQT7ADCas6xMYCSMJfENuHTAAUatRK4zME8Om8wanI6ltlCOsAKtlJBMsSHPSZ4P6OKLi9QE6CgoAA4okEtFSlTbp3TXz0iJKsxP+ZxAMo41hOKv+IiQwI4NRIxn7o9HXgAA6LaE4jck1AFIxmWUhKxITZcMwDoJsYSIGgCJZr2Ez2BogHYgTGKEgCD4AYTIa8ySxxRPVE2JW90Q+nhYAjSloEsRYqyejuTK5FvMmzqMjZf/ADMqSYS6d4SOd+INOcXKMi6EzXx0AITUXElUkETRQtCSYvRMslVOakqAMuDhhI58OUrUGIyIB/CNw93O+/jAGbWtRKIUNMqeZtCkGkTJfUVEwFcIAJEnnEtB3wSlgUxP2XDPejoP+lUAGgM9hNv7nJINEEg5rUU4Ow5xVEAA17WE8JI8zAL047oU8pRgpovdQBJuSgSgizTLTnJEz9BY8h/MmN3EQAD62gS6wxyPr/GMypzO59EJh8OEAYH7qEv6IEjYyTiXsUBIfTCExI7cArGSnEicaByrPuSKIL8Eky/QjCHFQAHmVgScffxOnlTIgG0Iy5hQ5tm8ATbPoE6MfQ7bsIwiMI8ReI2CgMAJhoqE39UQqepMSpQgxNvWxMnkUAM5kyRK0aEEhfwcjWWpCDLW0PPyCAMLXdxOiAVOX0+OchsNiU0PHQ4AE7n6RJ994gv4+ZDl+1SDVR1P8xxACgM2BLUNAIwIMMgCaETkX0TGp4wDAg0gTVazTnk/TpZ2D9pRzGDeAAHiYkS8YLXIGZWIg8xLiAgX/KTSxEAzd9tE4jPohcEgSSdn3PzkmOf0VAOQMnBMKBFKJkYEvWLODzwvDo6YQDPJWAjFTzDU9rDfd2i9qABNXw1AIaYixHi0+QSLLOhNszpPk/GML53AEtdmxKyWnchiXgSHdbhPn/MMXwDAMlBiRPvP3Ou2SKyVRM701EyHXwAq9nZElADUT7OyzhORC45kFOuCJAKJN2hOoK2LzazMp8m8T/AJjRHigBsW3oTpXiTpmEjNsWkP2kr2QMQDoS9oSS9JSOrNxNIC9M3NGMlz2ACceehKniQwhQF8irSZBKcRiI1C1gARxU6Es0YBChoCRPa73OHe4OhJmAMPb2BLdK+Y+EY8y5eo36W4xxlkAyAB7E4cVwyx9I9PJE5GRcx/AEAxei5EhbYwT6jEiJfhRMe5hPVLOAGEpqRIb/cI4AnknwmsTyvqiQaxyAGe56ROJTyPICyPK1CPvNiM9pRAIyVmxKSCiMp21UyTl0SK56pMrwGUwAHPbkT/7eiAXBBPVErO3rmNofzAKjgWhM24+Oh0yMTznIb+nEwmNwAKEo6Epk9lTnc+i3nVzOBo6O+juAGT46xGok9ESHFExSt/zpUcjwFmAAO7j0SAcfRK8JfEmMswS2AGUMTIbAEF6bBLEzkE1LLIjehYjBgQidywhAORtXBIYGwgpMkty5hNBOSw+MqwMAIa5qxIgnvIlZPgS7HyhJaPgI/DG4AokDcE5Imgz2qw2CXo0BDIndZsQAI8MwTZ7iDzItjpo9yme8BN7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+          </binaryDataArrayList>
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