tag:blogger.com,1999:blog-37689460832065212422024-02-20T05:49:18.079-08:00How ToiOS version of iPerf and iPerf3asolutionhttp://www.blogger.com/profile/16222743389687569208noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-3768946083206521242.post-82961047952823334052018-05-28T09:10:00.000-07:002019-02-04T13:28:52.177-08:00<br />
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<span style="font-size: large;"><span style="color: black; font-family: "segoe ui" , "tahoma" , "verdana" , sans-serif; font-size: 16px;"><b><span style="color: red;">Contact asolutioncontact@gmail.com for a</span></b></span><b style="font-family: '"segoe ui"', '"tahoma"', '"verdana"', sans-serif; font-size: 16px;"><span style="color: red;">ny support request.</span></b></span></div>
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<li><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "calibri" , sans-serif;"><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">!!! New iPerf3 Automator tool<span style="font-family: "calibri" , sans-serif;"> !!!:</span></span></span></span></span></span></span></span></li>
<br /><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">Just released a new tool named <a href="https://itunes.apple.com/mx/app/iperf3-automator/id1450677452?mt=8&ign-mpt=uo%3D2" target="_blank">iPerf3 Automator</a>(https://itunes.apple.com/mx/app/iperf3-automator/id1450677452?mt=8&ign-mpt=uo%3D2). This App test Wi-Fi network throughput by using iPerf3, it has ability to keep running iPerf3 test with configured interval(e.g in minutes, in hour etc) and send test result in JSON format if "-J" option being enabled, if the throughput is lower than the marked threshold, the App sends alarm gmail to the configured email account.</span></ul>
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<li><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "calibri" , sans-serif;"><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">!!! New WiFi Network Survey tool<span style="font-family: "calibri" , sans-serif;"> !!!:</span></span></span></span></span></span></span></span></li>
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<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">Just released a new tool named <a href="https://itunes.apple.com/app/id1291497248?mt=8" target="_blank">WiFi Network Survey Tool</a>(https://itunes.apple.com/app/id1291497248?mt=8), this is an all in one wireless network tool, the tool can monitor the BSSID being connected with while running iPerf3 throughput test and measure the WiFi roaming time both during iPerf3 and iRoam test, also it can interact with AirPort Utility to parse the air scanning result, e.g RSSI from different type of APs, the tool can generate the floor map based on the performance survey result.</span></ul>
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<li><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "calibri" , sans-serif;"><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">!!! New release home iOT tool<span style="font-family: "calibri" , sans-serif;"> !!!:</span></span></span></span></span></span></span></span></li>
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<span style="font-family: "times" , "times new roman" , serif; font-size: 14.6667px; text-align: justify;">Just released a new iOT tool called <a href="https://itunes.apple.com/us/app/monitorcat/id1385674787?mt=8" target="_blank">monitorCat</a>(</span><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: 14.6667px;">https://itunes.apple.com/us/app/monitorcat/id1385674787?mt=8)</span></span><br />
<span style="background-color: white; color: #333333; font-family: "sf pro text" , "sf pro icons" , "apple webexp icons custom" , "helvetica neue" , "helvetica" , "arial" , sans-serif; font-size: 13px;">A lot of smoke/CO detector can NOT send internet notification other than generating loud or pitch noise alarm, the App use your smart phone to listen to the alarm and send real time gmail notification, by which, we extend life to our old smart phone to be as wireless assistant, what's more, we don't have to buy expensive wireless smoke/CO detector and pay monthly fee, the App is free!</span><br />
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<li><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "calibri" , sans-serif;"><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">!!! New iBeacon Stability Test tool<span style="font-family: "calibri" , sans-serif;"> !!!:</span></span></span></span></span></span></span></span></li>
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<div style="font-family: "segoe ui", tahoma, verdana, sans-serif; font-size: 6pt;">
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<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">Just released a new tool named <a href="https://itunes.apple.com/us/app/ibeacon-tester-performance/id1250527309?mt=8" target="_blank">iBeacon - Tester Performance</a>(https://itunes.apple.com/us/app/ibeacon-tester-performance/id1250527309?mt=8),</span></div>
<div style="font-family: "segoe ui", tahoma, verdana, sans-serif; font-size: 6pt;">
<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">How stable your iBeacon signal is? Does your store' iBeacon coverage being well enough? Well this iBeacon RF survey tool is for optimization, from network administrator, tester or even store owner whom wondering their iBeacon deployment good or not will need it.<br />The tool automatically detect the iBeacon interval, by showing statistical data of interval and RSSI values while user either standing or roaming from different angle or from different place to different iBeacon hotspots to evaluate the RF signal stability.</span></div>
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<li><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="TextRun Underlined SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px; margin: 0px; padding: 0px; text-decoration: underline;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">How to<span style="font-family: "calibri" , sans-serif;"> calculate <span style="font-family: "calibri" , sans-serif;">throughput</span>:</span></span></span></span></li>
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<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span style="font-family: "times" , "times new roman" , serif;">T</span>he typical iPerf(iPerf3) throughput test setup would be wire</span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"> to wireless for downlink throughput test or <span style="font-family: "times" , "times new roman" , serif;">wireless to wire for uplink throughput test</span>, or wireless to wireless throughput test<span style="font-family: "times" , "times new roman" , serif;"> by seating <span style="font-family: "times" , "times new roman" , serif;">iPerf<span style="font-family: "times" , "times new roman" , serif;">(<span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;">iPerf3) client and server i<span style="font-family: "times" , "times new roman" , serif;">n different radio band(e.g client in 2.4GHz and server in 5GHz) to avoid interference.</span></span></span></span></span></span></span><br />
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<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "times" , "times new roman" , serif;">By tuning up the -b <span style="font-family: "times" , "times new roman" , serif;">option, we can ge<span style="font-family: "times" , "times new roman" , serif;">t the highest <u><b>throughput</b></u>, the same <span style="font-family: "times" , "times new roman" , serif;">for both iPerf and iPerf3.</span></span></span></span></span></span> <span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="LineBreakBlob BlobObject SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;"><span class="SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"></span></span></span><br />
<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="LineBreakBlob BlobObject SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;"><span class="SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><br /></span></span></span></span>
<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">e.g option "-b 300m" being set, iPerf sender(either sever send or client send) will send in </span><span class="SpellingError SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">300Mbps</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> bandwidth<span style="font-family: "times" , "times new roman" , serif;">, totally </span>357M Bytes being sent within 10 seconds(</span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "times" , "times new roman" , serif;">the default total test time which is configurable)</span></span></span>, final results shows </span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">59% packets were </span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">lost and 41% passed through</span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">, so the real <u><b><span style="font-family: "times" , "times new roman" , serif;">throughput</span></b></u> would be 357Mbytes *</span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"> 8(<span style="font-family: "times" , "times new roman" , serif;">one b<span style="font-family: "times" , "times new roman" , serif;">y<span style="font-family: "times" , "times new roman" , serif;">te equals to 8 bits)</span></span></span> *</span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> 0.41(</span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">41% passed through)</span> / 10 seconds = </span><span class="SpellingError SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">117Mbps</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">, so</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> an over populated -b option will not</span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> <span style="font-family: "times" , "times new roman" , serif;">get</span> higher throughput<span style="font-family: "times" , "times new roman" , serif;">, by <span style="font-family: "times" , "times new roman" , serif;">testing wi<span style="font-family: "times" , "times new roman" , serif;">th different -b <span style="font-family: "times" , "times new roman" , serif;">value<span style="font-family: "times" , "times new roman" , serif;">, you will ge<span style="font-family: "times" , "times new roman" , serif;">t the high<span style="font-family: "times" , "times new roman" , serif;">est <u><b>throughput</b></u> of your network.</span></span></span></span></span></span></span></span></span><br />
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<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><b>The<span style="font-family: "times" , "times new roman" , serif;"> <a href="https://itunes.apple.com/app/id986846572">iPerf3 iOS(</a></span></b></span></span></span></span></span></span></span></span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: "times" , "times new roman" , serif;"><b><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;"><a href="https://itunes.apple.com/app/id986846572">https://itunes.apple.com/app/id986846572)</a></span> has a<span style="font-family: "times" , "times new roman" , serif;"> feature to automatically run through a range of -<span style="font-family: "times" , "times new roman" , serif;">b value, e.g 280M-<span style="font-family: "times" , "times new roman" , serif;">290M<span style="font-family: "times" , "times new roman" , serif;">, to automatically find out th<span style="font-family: "times" , "times new roman" , serif;">e highest throughput<span style="font-family: "times" , "times new roman" , serif;"> <span style="font-family: "times" , "times new roman" , serif;">under JSON mode(set -J <span style="font-family: "times" , "times new roman" , serif;">option to be true).</span></span></span></span></span></span></span></span></span></b></span></span></span></span></span></span></span></span></span> <br />
<br />
<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">The test was done with </span><span class="SpellingError SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">iPhone6</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> with IOS version 8.4 and wireless access point equipped with 3x3 antenna, since </span><span class="SpellingError SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">iPhone6</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> supports 802.11AC, I believe the throughput will be much higher, by keep </span><span class="SpellingError SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">tuning</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> up with -b options, you will find the highest throughput value of your network.</span></span><span class="LineBreakBlob BlobObject SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;"><span class="SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> </span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">So the bandwidth value in the iPerf3 report just indicate that sender was sending with such </span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">bandwidth</span><span class="NormalTextRun SCX48711570" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">, but it m</span></span><span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US">ight encounter huge packet loss due to the network throughput, to find the maximum throughput of the network, we will have to based on the pass/drop rate to get the real throughput value then.</span><br />
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<span class="TextRun SCX48711570" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px; text-align: justify;" xml:lang="EN-US"><br /></span>
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<li class="OutlineElement Ltr SCX191907793" style="-webkit-user-drag: none; -webkit-user-select: text; clear: both; cursor: text; direction: ltr; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 48px; overflow: visible; padding: 0px; position: relative; vertical-align: baseline;"><div class="Paragraph SCX191907793" paraeid="{3beaefea-7ed9-4d7e-a5b4-f2c6e6454c68}{63}" paraid="1576088164" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: 'Segoe UI', Tahoma, Verdana, sans-serif; font-size: 6pt; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
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<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span></div>
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<div class="OutlineElement Ltr SCX191907793" style="-webkit-user-drag: none; -webkit-user-select: text; clear: both; cursor: text; direction: ltr; font-family: 'Segoe UI', Tahoma, Verdana, sans-serif; font-size: 8px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
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<span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">In order to get graph output of the iOS iPerf3 testing result, you need to set JSON support to be "True" from the setup menu.</span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span><br />
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style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; border: none; height: 480px; margin: 1px; padding: 2px; vertical-align: baseline; width: 270px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"></span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span><br />
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<div class="Paragraph SCX191907793" paraeid="{3beaefea-7ed9-4d7e-a5b4-f2c6e6454c68}{57}" paraid="23542569" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-size: 6pt; padding: 0px; text-align: center; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<br /></div>
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<li class="OutlineElement Ltr SCX191907793" style="-webkit-user-drag: none; -webkit-user-select: text; clear: both; cursor: text; direction: ltr; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0px 0px 0px 48px; overflow: visible; padding: 0px; position: relative; vertical-align: baseline;"><div class="Paragraph SCX191907793" paraeid="{fa69894e-0bfc-4422-90cd-95dcf553f08a}{11}" paraid="1669253209" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-family: 'Segoe UI', Tahoma, Verdana, sans-serif; font-size: 6pt; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
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<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span></div>
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<div class="OutlineElement Ltr SCX191907793" style="-webkit-user-drag: none; -webkit-user-select: text; clear: both; cursor: text; direction: ltr; font-family: 'Segoe UI', Tahoma, Verdana, sans-serif; font-size: 8px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
<div class="Paragraph SCX191907793" paraeid="{8e5b3246-a5cf-481d-9b29-1b15cf972b85}{235}" paraid="1977353141" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-size: 6pt; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
<span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">By clicking the "Graph" button, the line graph of the last test will show up(T0...</span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="SpellingError SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">Tn</span><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> represent each time interval in JSON text output, each point on the line graph represent the "bits_per_second" in JSON text output for each interval</span></span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">), the "Text" button will show up.</span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span><br />
<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span>
<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span></div>
</div>
<div class="OutlineElement Ltr SCX191907793" style="-webkit-user-drag: none; -webkit-user-select: text; clear: both; cursor: text; direction: ltr; font-family: 'Segoe UI', Tahoma, Verdana, sans-serif; font-size: 8px; margin: 0px; overflow: visible; padding: 0px; position: relative;">
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<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span></div>
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<span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">By clicking the "Text" button, the JSON output of last test will show up, the "Graph" button will show up.</span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span><br />
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<span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">IOS</span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> iPerf3 being installed on </span><span class="SpellingError SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">iPhone5</span><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> </span></span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;">as client and -b option being set as (97m-101m), the traffic is UDP uplink(from </span><span class="SpellingError SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; background-image: url(data:image/gif; background-position: 0% 100%; background-repeat: repeat no-repeat; border-bottom-color: transparent; border-bottom-style: solid; border-bottom-width: 1px; margin: 0px; padding: 0px;">iPhone5</span><span class="NormalTextRun SCX191907793" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; margin: 0px; padding: 0px;"> sent to AP and AP forwards to iPerf3 server)</span></span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span></div>
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<span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">The following graph shows iOS iPerf3 on iPhone5 </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">got </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">the uplink highest throughput </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">while -b being set to 98m with an 802.11n Access Point equipped with 3x3 antenna(the throughput value shown on the App's graph and text message already minus packet loss)</span><br />
<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span></div>
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<span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">Further </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">clicking the "Text" button, the </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">iOS iPerf3 will automatically find the </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">highest uplink throughput </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">among the populated -b values, in this case, it is </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">26M with -b being set to 98m(the iPerf3 server also seating o</span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">n wireless side</span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"> with same radio 802.11AN</span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">, typical uplink performance setup should put iPerf3 server on </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">the </span><span class="TextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">wire side).</span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span><br />
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style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; border: none; height: 480px; margin: 1px; padding: 2px; vertical-align: baseline; width: 270px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"></span><span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span><br />
<span class="EOP SCX191907793" style="font-family: "calibri" , sans-serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"><br /></span>
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<div style="font-size: 16px;">
<div style="text-align: left;">
<br />
http://boundless.aerohive.com/technology/ipad-3-wi-fi-performance-analysis--advanced-throughput.html<br />
<br />
<br />
<span style="font-size: large;">iRoam is ready(<a href="https://itunes.apple.com/us/app-bundle/id1064800319?mt=8">https://itunes.apple.com/us/app-bundle/id1064800319?mt=8</a>) or (<a href="https://itunes.apple.com/us/app-bundle/id1064798412?mt=8">https://itunes.apple.com/us/app-bundle/id1064798412?mt=8</a>):</span><br />
<div style="color: #942193; font-family: menlo; font-size: 12px; line-height: normal; margin-left: 28.9px; text-indent: -28.9px;">
<b style="text-indent: -28.9px;">
Is your wireless network optimized for VoIP or Voice over
WLAN(VoWLAN)? Does the deployment of 802.11r and 802.11k improved the
inter AP roaming performance? Any RF(radio frequency)coverage blind
spot? This is the tool designed to measure and optimize/improve your
WiFi network with real iOS devices, the iOS end users' roaming
satisfaction will be improved after RF optimization.</b></div>
<div style="color: #942193; font-family: menlo; font-size: 12px; line-height: normal; margin-left: 28.9px; text-indent: -28.9px;">
<b style="text-indent: -28.9px;"><br /></b></div>
<div style="font-family: menlo; font-size: 12px; line-height: normal; margin-left: 28.9px; min-height: 14px; text-indent: -28.9px;">
<div style="color: #942193;">
<b style="text-indent: -28.9px;">
This tool is not only for admin of Enterprise network but also for
regular users since it also supports ping(ICMP), with the most advanced
options being supported, e.g fast ping, multicast and broadcast ping,
ToS(type of service) </b></div>
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<b style="text-indent: -28.9px;"><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 13px; text-indent: 0px;"><br /></span></b></div>
<span style="color: purple;"><b><span style="text-indent: -28.9px;"><span style="font-family: "arial" , sans-serif; font-size: 13px; text-indent: 0px;"> </span></span><span style="text-indent: -28.9px;">The roaming of 802.11 is a complex process, </span><span style="text-indent: -28.9px;">the
client(phone or other mobile devices) made the decision when it shall
roam to a new AP(access point) once it feels the signal level has been
lower than the threshold.</span></b></span><br />
<span style="color: purple;"><b><br /></b></span>
<span style="color: purple;"><b>
The roaming time that the App gives is the time that iOS sees new AP
and talk to new AP in any roaming "language" between them(802.11r,k or
OKC...etc) till the time it successfully associated with new AP.</b></span><br />
<span style="color: purple;"><b><br /></b></span>
<span style="color: purple;"><b>
If there is an RF coverage gap causing iOS device association fail,
the App will sense it and will NOT record the failed roaming, from the
report page, you will notice the gap and notice the RF engineering team.</b></span><br />
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<span style="font-size: large;">iPing is ready(<a href="https://itunes.apple.com/us/app-bundle/id1064805376?mt=8">https://itunes.apple.com/us/app-bundle/id1064805376?mt=8</a>) or (<a href="https://itunes.apple.com/us/app-bundle/id1064803597?mt=8">https://itunes.apple.com/us/app-bundle/id1064803597?mt=8</a>):</span></div>
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<span style="text-indent: -28.9px;"> <b>The
only Ping(ICMP) tool supports fast ping, multicast/broadcast ping and
ToS(type of service) or QoS(Quality of service) setting, jumbo
packet(large MTU) etc advanced options, it is not only for network admin
of Enterprise network but also for regular users.</b></span></div>
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<b>Features:</b></div>
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<b>- The only Ping(ICMP) implementation on IOS that supports advanced ping options.</b></div>
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<b>- min/avg/max RTT(round-trip time) output to compare test result of static and roaming scenario.</b></div>
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<b>- Supports setting of ToS(Type of Service) to simulate Voice or Video traffic which has high priority</b></div>
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<b>- Supports fast ping to simulate file downloading sort of high speed traffic.</b></div>
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<b>-
Supports multicast and broadcast ping( simulate multicast video test or
multicast video conference traffic, the broadcast ping will find out
the rest host within the same subnet)</b></div>
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<b>- Automatically copy testing output to clipboard for paste</b></div>
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</span>
<span style="font-size: large;"><br /></span></div>
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<div style="font-size: 6pt;">
<span style="font-size: large;">IOS iPerf is ready(</span><span style="font-size: large;"><a href="https://itunes.apple.com/app/id981750644">https://itunes.apple.com/app/id981750644</a>)</span><span style="font-size: large;">.</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">The following new features and fixes being added to iPerf:</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">1. Added -B option for server mode for <b><span style="color: red;">multicast testing</span></b>, this is an <b><span style="color: red;">unique iPerf feature(iPerf3 NOT SUPPORT)</span></b></span><br />
<span style="font-size: large;">2. Added support for -i option</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">2. Added support for graphing output</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">3. Add support to stop iPerf client while testing in progress</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">4. Automatically copy the iPerf client testing output to clipboard for paste</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">5. Fix crash in IOS version 6</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">6. Add more help message for each option</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">7. fix several bugs</span><br />
<span style="font-size: large;"><br /></span></div>
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<span style="font-size: large;">iOS iPerf multicast downlink test example:</span><br />
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<b><span style="color: purple;">1) iOS iPerf choose SERVER mode</span></b></div>
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<b><span style="color: purple;">2) set -u option to True(multicast only support UDP)</span></b></div>
<div style="font-family: arial, sans-serif; font-size: 13px;">
<b><span style="color: purple;">3) set -B option to any multicast IPv4 address, e.g 239.0.0.116</span></b></div>
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<b><span style="color: purple;">4) other options no touch, leave as default</span></b></div>
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<b><span style="color: purple;">5) After review, click "Launch" button on top right</span></b></div>
<div style="font-family: arial, sans-serif; font-size: 13px;">
<b><span style="color: purple;">6) Now to setup iPerf client, on the laptop that running iPerf server, type "<span style="font-family: "menlo";"><span style="font-size: 11px;">perf -c 239.0.1.116 -u"</span></span></span></b></div>
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<b><span style="color: purple;">7) On iOS iPerf server, you shall see test started</span></b></div>
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<span style="font-size: large;">IOS iPerf3 is ready(<a href="https://itunes.apple.com/app/id986846572">https://itunes.apple.com/app/id986846572</a>).</span><span style="font-size: large;"><br /></span>
<span style="font-size: large;">The following new features and fixes being added to iPerf3:</span></div>
</div>
<div style="font-size: 6pt;">
<span style="font-size: large;">- Bug fix and optimization for iOS 9</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">- Add support to stop testing in server mode, easily switch between client and server mode</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">- Display current SSID/BSSID/IP/UniqueID for each testing</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">- Automatically copy testing output to clipboard for paste</span></div>
<div style="font-size: 6pt;">
<span style="font-size: large;">- Fix crash in IOS version 6</span></div>
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<span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">IOS</span><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"> iPerf3
has been verified works with iPerf3 on Mac OSX, iPerf3 on Windows,
iPerf3 on Linux, but iOS iPerf3 is NOT compatible with classic </span><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">iPerf(also called iPerf2 or iPerf version 2,</span><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US"> popular Jperf distribution are based on iPerf2, there is iOS iPerf can be downloaded at </span><a class="Hyperlink SCX123632699" href="https://itunes.apple.com/us/app/iperf-network-bandwidth-performance/id981750644?mt=8" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; cursor: text; margin: 0px; padding: 0px; text-decoration: none;"><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">https://itunes.apple.com/us/app/iperf-network-bandwidth-performance/id981750644?mt=8</span></a><span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">)</span><span class="EOP SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;"> </span></div>
<div class="Paragraph SCX123632699" paraeid="{ef69a188-0320-4648-8938-dcba0aab7f8d}{163}" paraid="255247584" style="-webkit-nbsp-mode: normal !important; -webkit-user-drag: none; -webkit-user-select: text; color: windowtext; font-size: 6pt; padding: 0px; vertical-align: baseline; word-wrap: break-word;" xml:lang="EN-US">
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<span class="TextRun SCX123632699" style="font-family: "times" , "times new roman" , serif; font-size: 11pt; line-height: 19px; margin: 0px; padding: 0px;" xml:lang="EN-US">Jperf set TCP as default, please change iOS iPerf(also called iPerf2) UDP to "False", which means to run TCP iPerf test.</span><br />
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<div style="font-size: 8px;">
<span style="font-size: large;">iSKI is ready(<a href="https://itunes.apple.com/us/app/iski-ski-tux/id1086481254?mt=8">https://itunes.apple.com/us/app/iski-ski-tux/id1086481254?mt=8</a>):</span></div>
<div style="font-size: 8px;">
<span style="color: purple; font-size: large;">Relaxing for a short while after hard working!</span><br />
<span style="color: purple; font-size: large;"><br /></span>
<span style="color: purple; font-size: large;"><span style="color: black;">Thanks Stephen Berger for great help! Without him, the crash in iOS 6 won't be fixed!</span></span><br />
<span style="color: purple; font-size: large;"><span style="color: black;"><br /></span></span>
<span style="color: purple; font-size: large;"><span style="color: black; font-family: "segoe ui" , "tahoma" , "verdana" , sans-serif; font-size: 16px;"><b><span style="color: red;">Contact asolutioncontact@gmail.com for a</span></b></span><b style="color: black; font-family: '"segoe ui"', '"tahoma"', '"verdana"', sans-serif; font-size: 16px;"><span style="color: red;">ny support request.</span></b></span></div>
<br />
Thanks!<br />
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asolutionhttp://www.blogger.com/profile/16222743389687569208noreply@blogger.com0San Jose, CA, USA37.3382082 -121.8863286000000136.933999199999995 -122.53177560000002 37.7424172 -121.24088160000001