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        <p>Connection designed to Eurocode (BS EN 1995) U.N.O. All source references refer to thisdesign standard U.N.O.</p>
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          <li>"026-2563-89"</li>
          <li>"027-2563-89"</li>
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          <li>"029-2457-11"</li>
          <li>"030-2457-06"</li>
          <li>"031-2457-06"</li>
          <li>"032-2457-06"</li>
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          <li>"035-2502-06"</li>
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          <li>"037-2443-35"</li>
          <li>"038-1661-47"</li>
          <li>"039-2532-06"</li>
          <li>"040-2532-06"</li>
          <li>"041-2532-06"</li>
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          <li>"043-2930-06"</li>
          <li>"044-2930-11"</li>
          <li>"045-2930-11"</li>
          <li>"046-2930-11"</li>
          <li>"047-2431-89"</li>
          <li>"048-2431-89"</li>
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          <li>"052-2598-89"</li>
          <li>"053-2598-89"</li>
          <li>"054-3581-26"</li>
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          <li>"057-1664-11"</li>
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          <li>"059-2796-07"</li>
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          <li>"068-2770-07"</li>
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          <li>"096-2892-06"</li>
          <li>"097-2892-06"</li>
          <li>"098-2892-06"</li>
          <li>"099-2737-90"</li>
          <li>"100-2481-59"</li>
          <li>"101-2421-35"</li>
          <li>"102-2420-47"</li>
          <li>"103-2966-06"</li>
          <li>"104-2966-06"</li>
          <li>"105-2836-06"</li>
          <li>"106-2898-11"</li>
          <li>"107-2898-11"</li>
          <li>"108-2862-06"</li>
          <li>"109-2862-06"</li>
          <li>"110-2966-89"</li>
          <li>"111-2421-11"</li>
          <li>"112-2427-89"</li>
          <li>"113-2850-06"</li>
          <li>"114-2781-35"</li>
          <li>"115-2425-89"</li>
          <li>"116-2753-35"</li>
          <li>"117-2421-05"</li>
          <li>"118-2420-11"</li>
          <li>"119-2416-47"</li>
          <li>"120-2420-05"</li>
          <li>"121-2557-89"</li>
          <li>"122-2447-05"</li>
          <li>"123-2753-11"</li>
          <li>"124-2414-47"</li>
          <li>"125-2414-47"</li>
          <li>"126-3442-07"</li>
          <li>"127-2720-11"</li>
          <li>"128-2416-23"</li>
          <li>"129-2817-07"</li>
          <li>"130-2486-06"</li>
          <li>"131-3158-07"</li>
          <li>"132-3158-07"</li>
          <li>"133-2892-89"</li>
          <li>"134-2892-89"</li>
          <li>"135-2892-89"</li>
          <li>"136-2411-06"</li>
          <li>"137-2411-06"</li>
          <li>"138-3147-35"</li>
          <li>"139-2685-35"</li>
          <li>"140-3147-11"</li>
          <li>"141-2868-59"</li>
          <li>"142-2898-89"</li>
          <li>"143-1663-11"</li>
          <li>"144-1663-11"</li>
          <li>"145-3001-89"</li>
          <li>"146-2507-06"</li>
          <li>"147-2507-06"</li>
          <li>"148-2781-06"</li>
          <li>"149-3099-89"</li>
          <li>"150-2685-11"</li>
          <li>"151-2389-05"</li>
          <li>"152-1663-05"</li>
          <li>"153-1663-05"</li>
          <li>"154-2568-35"</li>
          <li>"155-2960-06"</li>
          <li>"156-2924-06"</li>
          <li>"157-2748-89"</li>
          <li>"158-2363-05"</li>
          <li>"159-3223-59"</li>
          <li>"160-3223-59"</li>
          <li>"161-2568-11"</li>
          <li>"162-1663-41"</li>
          <li>"163-1694-06"</li>
          <li>"164-1861-06"</li>
          <li>"165-2753-89"</li>
          <li>"166-2307-07"</li>
          <li>"167-2307-07"</li>
          <li>"168-1694-89"</li>
          <li>"169-1860-06"</li>
          <li>"170-2960-89"</li>
          <li>"171-1731-06"</li>
          <li>"172-2334-07"</li>
          <li>"173-2334-07"</li>
          <li>"174-1716-06"</li>
          <li>"175-2327-06"</li>
          <li>"176-1812-06"</li>
          <li>"177-1400-06"</li>
          <li>"178-1791-06"</li>
          <li>"179-2743-90"</li>
          <li>"180-2414-71"</li>
          <li>"181-2414-71"</li>
          <li>"182-2414-71"</li>
          <li>"183-1705-06"</li>
          <li>"184-2276-07"</li>
          <li>"185-2276-07"</li>
          <li>"186-3031-89"</li>
          <li>"187-2168-07"</li>
          <li>"188-2197-07"</li>
          <li>"189-2056-07"</li>
          <li>"190-2056-07"</li>
          <li>"191-2056-07"</li>
          <li>"192-1610-07"</li>
          <li>"193-2250-07"</li>
          <li>"194-2414-06"</li>
          <li>"195-2414-06"</li>
          <li>"196-2145-07"</li>
          <li>"197-1716-07"</li>
          <li>"198-2122-07"</li>
          <li>"199-2363-07"</li>
          <li>"200-2363-07"</li>
          <li>"201-1935-11"</li>
          <li>"202-2101-07"</li>
          <li>"203-3353-89"</li>
          <li>"204-2080-07"</li>
          <li>"205-2080-07"</li>
          <li>"206-2935-11"</li>
          <li>"207-2935-11"</li>
          <li>"208-2036-50"</li>
          <li>"209-1427-11"</li>
          <li>"210-1418-11"</li>
          <li>"211-2850-89"</li>
          <li>"212-2090-89"</li>
          <li>"213-2286-89"</li>
          <li>"214-3425-06"</li>
          <li>"215-2640-89"</li>
          <li>"216-2640-89"</li>
          <li>"217-1518-89"</li>
          <li>"218-3320-11"</li>
          <li>"219-2389-23"</li>
          <li>"220-2378-89"</li>
          <li>"221-1716-89"</li>
          <li>"222-3353-11"</li>
          <li>"223-3389-11"</li>
          <li>"224-2380-89"</li>
          <li>"225-1731-89"</li>
          <li>"226-2181-89"</li>
          <li>"227-2283-11"</li>
          <li>"228-2924-89"</li>
          <li>"229-3006-11"</li>
          <li>"230-2183-89"</li>
          <li>"231-1504-89"</li>
          <li>"232-2208-89"</li>
          <li>"233-3262-11"</li>
          <li>"234-3291-11"</li>
          <li>"235-2235-89"</li>
          <li>"236-2177-89"</li>
          <li>"237-2349-89"</li>
          <li>"238-2006-89"</li>
          <li>"239-2006-89"</li>
          <li>"240-1755-06"</li>
          <li>"241-1769-89"</li>
          <li>"242-1965-89"</li>
          <li>"243-1965-89"</li>
          <li>"244-2351-89"</li>
          <li>"245-1440-89"</li>
          <li>"246-3325-06"</li>
          <li>"247-1832-89"</li>
          <li>"248-1791-89"</li>
          <li>"249-1856-89"</li>
          <li>"250-1780-89"</li>
          <li>"251-1803-89"</li>
          <li>"252-2610-90"</li>
          <li>"253-3377-89"</li>
          <li>"254-1812-89"</li>
          <li>"255-2297-89"</li>
          <li>"256-1799-06"</li>
          <li>"257-1825-89"</li>
          <li>"258-1985-89"</li>
          <li>"259-1985-89"</li>
          <li>"260-1412-89"</li>
          <li>"261-2212-89"</li>
          <li>"262-3358-06"</li>
          <li>"263-3132-89"</li>
          <li>"264-3132-89"</li>
          <li>"265-3523-89"</li>
          <li>"266-1922-89"</li>
          <li>"267-1400-89"</li>
          <li>"268-2321-89"</li>
          <li>"269-1822-06"</li>
          <li>"270-1860-89"</li>
          <li>"271-2389-07"</li>
          <li>"272-2389-07"</li>
          <li>"273-2389-07"</li>
          <li>"274-1849-89"</li>
          <li>"275-2323-89"</li>
          <li>"276-1900-89"</li>
          <li>"277-2344-89"</li>
          <li>"278-1389-06"</li>
          <li>"279-1452-89"</li>
          <li>"280-3394-11"</li>
          <li>"281-1614-90"</li>
          <li>"282-2259-90"</li>
          <li>"283-2259-90"</li>
          <li>"284-1987-89"</li>
          <li>"285-1441-89"</li>
          <li>"286-1512-89"</li>
          <li>"287-3325-11"</li>
          <li>"288-2996-89"</li>
          <li>"289-2286-90"</li>
          <li>"290-2857-32"</li>
          <li>"291-3493-89"</li>
          <li>"292-3705-11"</li>
          <li>"293-1775-89"</li>
          <li>"294-2650-11"</li>
          <li>"295-1872-89"</li>
          <li>"296-1881-89"</li>
          <li>"297-2326-89"</li>
          <li>"298-1430-89"</li>
          <li>"299-2775-89"</li>
          <li>"300-2775-89"</li>
          <li>"301-3358-11"</li>
          <li>"302-1397-06"</li>
          <li>"303-3672-11"</li>
          <li>"304-2615-06"</li>
          <li>"305-2615-06"</li>
          <li>"306-1903-89"</li>
          <li>"307-1798-06"</li>
          <li>"308-1617-89"</li>
          <li>"309-3689-06"</li>
          <li>"310-2020-89"</li>
          <li>"311-1846-06"</li>
          <li>"312-1651-89"</li>
          <li>"313-1894-89"</li>
          <li>"314-2213-89"</li>
          <li>"315-2298-89"</li>
          <li>"316-2924-90"</li>
          <li>"317-1638-89"</li>
          <li>"318-2675-32"</li>
          <li>"319-3036-89"</li>
          <li>"320-1869-89"</li>
          <li>"321-1627-89"</li>
          <li>"322-1627-89"</li>
          <li>"323-1442-90"</li>
          <li>"324-1442-90"</li>
          <li>"325-2327-89"</li>
          <li>"326-2363-91"</li>
          <li>"327-2850-07"</li>
          <li>"328-2568-89"</li>
          <li>"329-1622-06"</li>
          <li>"330-2241-89"</li>
          <li>"331-3425-59"</li>
          <li>"332-3425-89"</li>
          <li>"333-1999-89"</li>
          <li>"334-1418-89"</li>
          <li>"335-1844-06"</li>
          <li>"336-2680-89"</li>
          <li>"337-1844-89"</li>
          <li>"338-1844-89"</li>
          <li>"339-2579-06"</li>
          <li>"340-2579-06"</li>
          <li>"341-1956-06"</li>
          <li>"342-1417-06"</li>
          <li>"343-3320-89"</li>
          <li>"344-2414-07"</li>
          <li>"345-2414-07"</li>
          <li>"346-1867-06"</li>
          <li>"347-1867-89"</li>
          <li>"348-1867-89"</li>
          <li>"349-1957-89"</li>
          <li>"350-1957-89"</li>
          <li>"351-1934-06"</li>
          <li>"352-1979-89"</li>
          <li>"353-1979-89"</li>
          <li>"354-2259-92"</li>
          <li>"355-3291-59"</li>
          <li>"356-1912-06"</li>
          <li>"357-3769-89"</li>
          <li>"358-1927-90"</li>
          <li>"359-3389-89"</li>
          <li>"360-3737-89"</li>
          <li>"361-2537-11"</li>
          <li>"362-3353-89"</li>
          <li>"363-2971-06"</li>
          <li>"364-2971-06"</li>
          <li>"365-2016-89"</li>
          <li>"366-1427-89"</li>
          <li>"367-1470-89"</li>
          <li>"368-2604-89"</li>
          <li>"369-2056-74"</li>
          <li>"370-1898-05"</li>
          <li>"371-2579-11"</li>
          <li>"372-2579-11"</li>
          <li>"373-1900-05"</li>
          <li>"374-2680-59"</li>
          <li>"375-1457-89"</li>
          <li>"376-1442-91"</li>
          <li>"377-1442-91"</li>
          <li>"378-1457-06"</li>
          <li>"379-2369-06"</li>
          <li>"380-3737-06"</li>
          <li>"381-2615-89"</li>
          <li>"382-2615-89"</li>
          <li>"383-2935-89"</li>
          <li>"384-2935-89"</li>
          <li>"385-3273-44"</li>
          <li>"386-1412-05"</li>
          <li>"387-2675-89"</li>
          <li>"388-1935-89"</li>
          <li>"389-1935-89"</li>
          <li>"390-1935-89"</li>
          <li>"391-3769-06"</li>
          <li>"392-3511-04"</li>
          <li>"393-1817-07"</li>
          <li>"394-1856-05"</li>
          <li>"395-3705-06"</li>
          <li>"396-3672-06"</li>
          <li>"397-3325-89"</li>
          <li>"398-3797-06"</li>
          <li>"399-1765-05"</li>
          <li>"400-1851-05"</li>
          <li>"401-3825-06"</li>
          <li>"402-1832-05"</li>
          <li>"403-1787-05"</li>
          <li>"404-1807-05"</li>
          <li>"405-1827-05"</li>
          <li>"406-1809-05"</li>
          <li>"407-3672-89"</li>
          <li>"408-2016-06"</li>
          <li>"409-1393-05"</li>
          <li>"410-1627-92"</li>
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          <li>"413-3358-59"</li>
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          <li>"415-2389-06"</li>
          <li>"416-1793-05"</li>
          <li>"417-2971-89"</li>
          <li>"418-2971-89"</li>
          <li>"419-2036-91"</li>
          <li>"420-2389-17"</li>
          <li>"421-2036-89"</li>
          <li>"422-2411-07"</li>
          <li>"423-2579-89"</li>
          <li>"424-2579-89"</li>
          <li>"425-3581-91"</li>
          <li>"426-3502-59"</li>
          <li>"427-2056-06"</li>
          <li>"428-2056-06"</li>
          <li>"429-2056-06"</li>
          <li>"430-2080-06"</li>
          <li>"431-1935-91"</li>
          <li>"432-1935-91"</li>
          <li>"433-2579-71"</li>
          <li>"434-2731-89"</li>
          <li>"435-2036-06"</li>
          <li>"436-2101-06"</li>
          <li>"437-2363-06"</li>
          <li>"438-2645-89"</li>
          <li>"439-2414-04"</li>
          <li>"440-2513-59"</li>
          <li>"441-2537-89"</li>
          <li>"442-2122-06"</li>
          <li>"443-2168-06"</li>
          <li>"444-2334-06"</li>
          <li>"445-2543-11"</li>
          <li>"446-2610-11"</li>
          <li>"447-2610-11"</li>
          <li>"448-3076-11"</li>
          <li>"449-2743-89"</li>
          <li>"450-2912-89"</li>
          <li>"451-2543-89"</li>
          <li>"452-3215-07"</li>
          <li>"453-2543-59"</li>
          <li>"454-2610-59"</li>
          <li>"455-3109-11"</li>
          <li>"456-3104-89"</li>
          <li>"457-2966-90"</li>
          <li>"458-2574-11"</li>
          <li>"459-3076-06"</li>
          <li>"460-3076-59"</li>
          <li>"461-3138-06"</li>
          <li>"462-3138-06"</li>
          <li>"463-2737-06"</li>
          <li>"464-2610-89"</li>
          <li>"465-2610-89"</li>
          <li>"466-3109-06"</li>
          <li>"467-3109-06"</li>
          <li>"468-2918-89"</li>
          <li>"469-2574-89"</li>
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        <ul>
          <li>"ID"</li>
          <li>"001-2438-11"</li>
          <li>"002-2438-35"</li>
          <li>"003-2438-35"</li>
          <li>"004-2438-35"</li>
          <li>"005-2435-06"</li>
          <li>"006-2438-47"</li>
          <li>"007-2431-06"</li>
          <li>"008-2431-06"</li>
          <li>"009-2563-06"</li>
          <li>"010-2563-06"</li>
          <li>"011-2563-06"</li>
          <li>"012-2435-11"</li>
          <li>"013-2435-11"</li>
          <li>"014-1660-06"</li>
          <li>"015-2525-06"</li>
          <li>"016-2431-23"</li>
          <li>"017-2431-23"</li>
          <li>"018-2431-23"</li>
          <li>"019-2431-23"</li>
          <li>"020-3223-06"</li>
          <li>"021-3223-06"</li>
          <li>"022-3223-06"</li>
          <li>"023-1660-11"</li>
          <li>"024-1661-11"</li>
          <li>"025-2563-89"</li>
          <li>"026-2563-89"</li>
          <li>"027-2563-89"</li>
          <li>"028-2557-06"</li>
          <li>"029-2457-11"</li>
          <li>"030-2457-06"</li>
          <li>"031-2457-06"</li>
          <li>"032-2457-06"</li>
          <li>"033-2443-11"</li>
          <li>"034-2502-06"</li>
          <li>"035-2502-06"</li>
          <li>"036-2443-35"</li>
          <li>"037-2443-35"</li>
          <li>"038-1661-47"</li>
          <li>"039-2532-06"</li>
          <li>"040-2532-06"</li>
          <li>"041-2532-06"</li>
          <li>"042-2930-06"</li>
          <li>"043-2930-06"</li>
          <li>"044-2930-11"</li>
          <li>"045-2930-11"</li>
          <li>"046-2930-11"</li>
          <li>"047-2431-89"</li>
          <li>"048-2431-89"</li>
          <li>"049-2481-06"</li>
          <li>"050-2481-06"</li>
          <li>"051-2598-35"</li>
          <li>"052-2598-89"</li>
          <li>"053-2598-89"</li>
          <li>"054-3581-26"</li>
          <li>"055-1660-89"</li>
          <li>"056-2447-11"</li>
          <li>"057-1664-11"</li>
          <li>"058-2796-07"</li>
          <li>"059-2796-07"</li>
          <li>"060-2598-06"</li>
          <li>"061-2598-06"</li>
          <li>"062-3087-90"</li>
          <li>"063-2764-07"</li>
          <li>"064-2447-35"</li>
          <li>"065-2592-06"</li>
          <li>"066-1664-06"</li>
          <li>"067-2770-07"</li>
          <li>"068-2770-07"</li>
          <li>"069-3093-89"</li>
          <li>"070-2457-89"</li>
          <li>"071-2532-11"</li>
          <li>"072-2868-06"</li>
          <li>"073-2495-06"</li>
          <li>"074-2790-07"</li>
          <li>"075-2427-47"</li>
          <li>"076-2425-47"</li>
          <li>"077-2966-35"</li>
          <li>"078-2966-35"</li>
          <li>"079-2427-23"</li>
          <li>"080-1664-47"</li>
          <li>"081-3126-89"</li>
          <li>"082-3229-06"</li>
          <li>"083-2737-07"</li>
          <li>"084-3126-35"</li>
          <li>"085-2427-11"</li>
          <li>"086-2966-11"</li>
          <li>"087-2966-11"</li>
          <li>"088-2841-06"</li>
          <li>"089-2841-06"</li>
          <li>"090-2731-07"</li>
          <li>"091-3126-11"</li>
          <li>"092-2525-89"</li>
          <li>"093-2421-47"</li>
          <li>"094-2898-06"</li>
          <li>"095-2892-06"</li>
          <li>"096-2892-06"</li>
          <li>"097-2892-06"</li>
          <li>"098-2892-06"</li>
          <li>"099-2737-90"</li>
          <li>"100-2481-59"</li>
          <li>"101-2421-35"</li>
          <li>"102-2420-47"</li>
          <li>"103-2966-06"</li>
          <li>"104-2966-06"</li>
          <li>"105-2836-06"</li>
          <li>"106-2898-11"</li>
          <li>"107-2898-11"</li>
          <li>"108-2862-06"</li>
          <li>"109-2862-06"</li>
          <li>"110-2966-89"</li>
          <li>"111-2421-11"</li>
          <li>"112-2427-89"</li>
          <li>"113-2850-06"</li>
          <li>"114-2781-35"</li>
          <li>"115-2425-89"</li>
          <li>"116-2753-35"</li>
          <li>"117-2421-05"</li>
          <li>"118-2420-11"</li>
          <li>"119-2416-47"</li>
          <li>"120-2420-05"</li>
          <li>"121-2557-89"</li>
          <li>"122-2447-05"</li>
          <li>"123-2753-11"</li>
          <li>"124-2414-47"</li>
          <li>"125-2414-47"</li>
          <li>"126-3442-07"</li>
          <li>"127-2720-11"</li>
          <li>"128-2416-23"</li>
          <li>"129-2817-07"</li>
          <li>"130-2486-06"</li>
          <li>"131-3158-07"</li>
          <li>"132-3158-07"</li>
          <li>"133-2892-89"</li>
          <li>"134-2892-89"</li>
          <li>"135-2892-89"</li>
          <li>"136-2411-06"</li>
          <li>"137-2411-06"</li>
          <li>"138-3147-35"</li>
          <li>"139-2685-35"</li>
          <li>"140-3147-11"</li>
          <li>"141-2868-59"</li>
          <li>"142-2898-89"</li>
          <li>"143-1663-11"</li>
          <li>"144-1663-11"</li>
          <li>"145-3001-89"</li>
          <li>"146-2507-06"</li>
          <li>"147-2507-06"</li>
          <li>"148-2781-06"</li>
          <li>"149-3099-89"</li>
          <li>"150-2685-11"</li>
          <li>"151-2389-05"</li>
          <li>"152-1663-05"</li>
          <li>"153-1663-05"</li>
          <li>"154-2568-35"</li>
          <li>"155-2960-06"</li>
          <li>"156-2924-06"</li>
          <li>"157-2748-89"</li>
          <li>"158-2363-05"</li>
          <li>"159-3223-59"</li>
          <li>"160-3223-59"</li>
          <li>"161-2568-11"</li>
          <li>"162-1663-41"</li>
          <li>"163-1694-06"</li>
          <li>"164-1861-06"</li>
          <li>"165-2753-89"</li>
          <li>"166-2307-07"</li>
          <li>"167-2307-07"</li>
          <li>"168-1694-89"</li>
          <li>"169-1860-06"</li>
          <li>"170-2960-89"</li>
          <li>"171-1731-06"</li>
          <li>"172-2334-07"</li>
          <li>"173-2334-07"</li>
          <li>"174-1716-06"</li>
          <li>"175-2327-06"</li>
          <li>"176-1812-06"</li>
          <li>"177-1400-06"</li>
          <li>"178-1791-06"</li>
          <li>"179-2743-90"</li>
          <li>"180-2414-71"</li>
          <li>"181-2414-71"</li>
          <li>"182-2414-71"</li>
          <li>"183-1705-06"</li>
          <li>"184-2276-07"</li>
          <li>"185-2276-07"</li>
          <li>"186-3031-89"</li>
          <li>"187-2168-07"</li>
          <li>"188-2197-07"</li>
          <li>"189-2056-07"</li>
          <li>"190-2056-07"</li>
          <li>"191-2056-07"</li>
          <li>"192-1610-07"</li>
          <li>"193-2250-07"</li>
          <li>"194-2414-06"</li>
          <li>"195-2414-06"</li>
          <li>"196-2145-07"</li>
          <li>"197-1716-07"</li>
          <li>"198-2122-07"</li>
          <li>"199-2363-07"</li>
          <li>"200-2363-07"</li>
          <li>"201-1935-11"</li>
          <li>"202-2101-07"</li>
          <li>"203-3353-89"</li>
          <li>"204-2080-07"</li>
          <li>"205-2080-07"</li>
          <li>"206-2935-11"</li>
          <li>"207-2935-11"</li>
          <li>"208-2036-50"</li>
          <li>"209-1427-11"</li>
          <li>"210-1418-11"</li>
          <li>"211-2850-89"</li>
          <li>"212-2090-89"</li>
          <li>"213-2286-89"</li>
          <li>"214-3425-06"</li>
          <li>"215-2640-89"</li>
          <li>"216-2640-89"</li>
          <li>"217-1518-89"</li>
          <li>"218-3320-11"</li>
          <li>"219-2389-23"</li>
          <li>"220-2378-89"</li>
          <li>"221-1716-89"</li>
          <li>"222-3353-11"</li>
          <li>"223-3389-11"</li>
          <li>"224-2380-89"</li>
          <li>"225-1731-89"</li>
          <li>"226-2181-89"</li>
          <li>"227-2283-11"</li>
          <li>"228-2924-89"</li>
          <li>"229-3006-11"</li>
          <li>"230-2183-89"</li>
          <li>"231-1504-89"</li>
          <li>"232-2208-89"</li>
          <li>"233-3262-11"</li>
          <li>"234-3291-11"</li>
          <li>"235-2235-89"</li>
          <li>"236-2177-89"</li>
          <li>"237-2349-89"</li>
          <li>"238-2006-89"</li>
          <li>"239-2006-89"</li>
          <li>"240-1755-06"</li>
          <li>"241-1769-89"</li>
          <li>"242-1965-89"</li>
          <li>"243-1965-89"</li>
          <li>"244-2351-89"</li>
          <li>"245-1440-89"</li>
          <li>"246-3325-06"</li>
          <li>"247-1832-89"</li>
          <li>"248-1791-89"</li>
          <li>"249-1856-89"</li>
          <li>"250-1780-89"</li>
          <li>"251-1803-89"</li>
          <li>"252-2610-90"</li>
          <li>"253-3377-89"</li>
          <li>"254-1812-89"</li>
          <li>"255-2297-89"</li>
          <li>"256-1799-06"</li>
          <li>"257-1825-89"</li>
          <li>"258-1985-89"</li>
          <li>"259-1985-89"</li>
          <li>"260-1412-89"</li>
          <li>"261-2212-89"</li>
          <li>"262-3358-06"</li>
          <li>"263-3132-89"</li>
          <li>"264-3132-89"</li>
          <li>"265-3523-89"</li>
          <li>"266-1922-89"</li>
          <li>"267-1400-89"</li>
          <li>"268-2321-89"</li>
          <li>"269-1822-06"</li>
          <li>"270-1860-89"</li>
          <li>"271-2389-07"</li>
          <li>"272-2389-07"</li>
          <li>"273-2389-07"</li>
          <li>"274-1849-89"</li>
          <li>"275-2323-89"</li>
          <li>"276-1900-89"</li>
          <li>"277-2344-89"</li>
          <li>"278-1389-06"</li>
          <li>"279-1452-89"</li>
          <li>"280-3394-11"</li>
          <li>"281-1614-90"</li>
          <li>"282-2259-90"</li>
          <li>"283-2259-90"</li>
          <li>"284-1987-89"</li>
          <li>"285-1441-89"</li>
          <li>"286-1512-89"</li>
          <li>"287-3325-11"</li>
          <li>"288-2996-89"</li>
          <li>"289-2286-90"</li>
          <li>"290-2857-32"</li>
          <li>"291-3493-89"</li>
          <li>"292-3705-11"</li>
          <li>"293-1775-89"</li>
          <li>"294-2650-11"</li>
          <li>"295-1872-89"</li>
          <li>"296-1881-89"</li>
          <li>"297-2326-89"</li>
          <li>"298-1430-89"</li>
          <li>"299-2775-89"</li>
          <li>"300-2775-89"</li>
          <li>"301-3358-11"</li>
          <li>"302-1397-06"</li>
          <li>"303-3672-11"</li>
          <li>"304-2615-06"</li>
          <li>"305-2615-06"</li>
          <li>"306-1903-89"</li>
          <li>"307-1798-06"</li>
          <li>"308-1617-89"</li>
          <li>"309-3689-06"</li>
          <li>"310-2020-89"</li>
          <li>"311-1846-06"</li>
          <li>"312-1651-89"</li>
          <li>"313-1894-89"</li>
          <li>"314-2213-89"</li>
          <li>"315-2298-89"</li>
          <li>"316-2924-90"</li>
          <li>"317-1638-89"</li>
          <li>"318-2675-32"</li>
          <li>"319-3036-89"</li>
          <li>"320-1869-89"</li>
          <li>"321-1627-89"</li>
          <li>"322-1627-89"</li>
          <li>"323-1442-90"</li>
          <li>"324-1442-90"</li>
          <li>"325-2327-89"</li>
          <li>"326-2363-91"</li>
          <li>"327-2850-07"</li>
          <li>"328-2568-89"</li>
          <li>"329-1622-06"</li>
          <li>"330-2241-89"</li>
          <li>"331-3425-59"</li>
          <li>"332-3425-89"</li>
          <li>"333-1999-89"</li>
          <li>"334-1418-89"</li>
          <li>"335-1844-06"</li>
          <li>"336-2680-89"</li>
          <li>"337-1844-89"</li>
          <li>"338-1844-89"</li>
          <li>"339-2579-06"</li>
          <li>"340-2579-06"</li>
          <li>"341-1956-06"</li>
          <li>"342-1417-06"</li>
          <li>"343-3320-89"</li>
          <li>"344-2414-07"</li>
          <li>"345-2414-07"</li>
          <li>"346-1867-06"</li>
          <li>"347-1867-89"</li>
          <li>"348-1867-89"</li>
          <li>"349-1957-89"</li>
          <li>"350-1957-89"</li>
          <li>"351-1934-06"</li>
          <li>"352-1979-89"</li>
          <li>"353-1979-89"</li>
          <li>"354-2259-92"</li>
          <li>"355-3291-59"</li>
          <li>"356-1912-06"</li>
          <li>"357-3769-89"</li>
          <li>"358-1927-90"</li>
          <li>"359-3389-89"</li>
          <li>"360-3737-89"</li>
          <li>"361-2537-11"</li>
          <li>"362-3353-89"</li>
          <li>"363-2971-06"</li>
          <li>"364-2971-06"</li>
          <li>"365-2016-89"</li>
          <li>"366-1427-89"</li>
          <li>"367-1470-89"</li>
          <li>"368-2604-89"</li>
          <li>"369-2056-74"</li>
          <li>"370-1898-05"</li>
          <li>"371-2579-11"</li>
          <li>"372-2579-11"</li>
          <li>"373-1900-05"</li>
          <li>"374-2680-59"</li>
          <li>"375-1457-89"</li>
          <li>"376-1442-91"</li>
          <li>"377-1442-91"</li>
          <li>"378-1457-06"</li>
          <li>"379-2369-06"</li>
          <li>"380-3737-06"</li>
          <li>"381-2615-89"</li>
          <li>"382-2615-89"</li>
          <li>"383-2935-89"</li>
          <li>"384-2935-89"</li>
          <li>"385-3273-44"</li>
          <li>"386-1412-05"</li>
          <li>"387-2675-89"</li>
          <li>"388-1935-89"</li>
          <li>"389-1935-89"</li>
          <li>"390-1935-89"</li>
          <li>"391-3769-06"</li>
          <li>"392-3511-04"</li>
          <li>"393-1817-07"</li>
          <li>"394-1856-05"</li>
          <li>"395-3705-06"</li>
          <li>"396-3672-06"</li>
          <li>"397-3325-89"</li>
          <li>"398-3797-06"</li>
          <li>"399-1765-05"</li>
          <li>"400-1851-05"</li>
          <li>"401-3825-06"</li>
          <li>"402-1832-05"</li>
          <li>"403-1787-05"</li>
          <li>"404-1807-05"</li>
          <li>"405-1827-05"</li>
          <li>"406-1809-05"</li>
          <li>"407-3672-89"</li>
          <li>"408-2016-06"</li>
          <li>"409-1393-05"</li>
          <li>"410-1627-92"</li>
          <li>"411-3358-89"</li>
          <li>"412-3325-59"</li>
          <li>"413-3358-59"</li>
          <li>"414-1957-91"</li>
          <li>"415-2389-06"</li>
          <li>"416-1793-05"</li>
          <li>"417-2971-89"</li>
          <li>"418-2971-89"</li>
          <li>"419-2036-91"</li>
          <li>"420-2389-17"</li>
          <li>"421-2036-89"</li>
          <li>"422-2411-07"</li>
          <li>"423-2579-89"</li>
          <li>"424-2579-89"</li>
          <li>"425-3581-91"</li>
          <li>"426-3502-59"</li>
          <li>"427-2056-06"</li>
          <li>"428-2056-06"</li>
          <li>"429-2056-06"</li>
          <li>"430-2080-06"</li>
          <li>"431-1935-91"</li>
          <li>"432-1935-91"</li>
          <li>"433-2579-71"</li>
          <li>"434-2731-89"</li>
          <li>"435-2036-06"</li>
          <li>"436-2101-06"</li>
          <li>"437-2363-06"</li>
          <li>"438-2645-89"</li>
          <li>"439-2414-04"</li>
          <li>"440-2513-59"</li>
          <li>"441-2537-89"</li>
          <li>"442-2122-06"</li>
          <li>"443-2168-06"</li>
          <li>"444-2334-06"</li>
          <li>"445-2543-11"</li>
          <li>"446-2610-11"</li>
          <li>"447-2610-11"</li>
          <li>"448-3076-11"</li>
          <li>"449-2743-89"</li>
          <li>"450-2912-89"</li>
          <li>"451-2543-89"</li>
          <li>"452-3215-07"</li>
          <li>"453-2543-59"</li>
          <li>"454-2610-59"</li>
          <li>"455-3109-11"</li>
          <li>"456-3104-89"</li>
          <li>"457-2966-90"</li>
          <li>"458-2574-11"</li>
          <li>"459-3076-06"</li>
          <li>"460-3076-59"</li>
          <li>"461-3138-06"</li>
          <li>"462-3138-06"</li>
          <li>"463-2737-06"</li>
          <li>"464-2610-89"</li>
          <li>"465-2610-89"</li>
          <li>"466-3109-06"</li>
          <li>"467-3109-06"</li>
          <li>"468-2918-89"</li>
          <li>"469-2574-89"</li>
        </ul>
        <input>
          <e type="operand">i</e>
        </input>
      </radiobuttonlist>
    </region>
    <region id="12" top="630" color="#000000" bgColor="#ffffff">
      <area collapsed="false">
        <title lang="eng">
          <p>SCRIPTING</p>
        </title>
      </area>
      <region id="13" left="0" top="648" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">i</e>
          </input>
          <result action="numeric">
            <e type="operand">102</e>
          </result>
        </math>
      </region>
      <region id="14" left="0" top="666" width="147" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">p</e>
            <e type="operand">params</e>
            <e type="operand">i</e>
            <e type="function" args="2">row</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="15" left="0" top="702" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Header labels:</p>
        </text>
      </region>
      <region id="16" left="0" top="729" width="500" height="42" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <math matrixOptions="0,0,8,1">
          <input>
            <e type="operand">params</e>
            <e type="operand">1</e>
            <e type="function" args="2">row</e>
          </input>
          <result action="numeric">
            <e type="operand" style="string">ID</e>
            <e type="operand" style="string">N 
(kN)</e>
            <e type="operand" style="string">Vy 
(kN)</e>
            <e type="operand" style="string">Vz 
(kN)</e>
            <e type="operand" style="string">MT 
(kN-m)</e>
            <e type="operand" style="string">My 
(kN-m)</e>
            <e type="operand" style="string">Mz 
(kN-m)</e>
            <e type="operand" style="string">Beam Type</e>
            <e type="operand">1</e>
            <e type="operand">8</e>
            <e type="function" args="10">mat</e>
          </result>
        </math>
      </region>
      <region id="17" left="0" top="774" width="258" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Current values being analyzed:</p>
        </text>
      </region>
      <region id="18" left="0" top="801" width="634" height="27" color="#000000" bgColor="#ffffff" fontSize="10">
        <math matrixOptions="0,0,10,1">
          <input>
            <e type="operand">p</e>
          </input>
          <result action="numeric">
            <e type="operand" style="string">101-2421-35</e>
            <e type="operand" style="string">47.23</e>
            <e type="operand" style="string">-0.74</e>
            <e type="operand" style="string">1.55</e>
            <e type="operand" style="string">0.45</e>
            <e type="operand" style="string">-5.68</e>
            <e type="operand" style="string">-0.97</e>
            <e type="operand" style="string">S</e>
            <e type="operand" style="string">12</e>
            <e type="operand" style="string">9</e>
            <e type="operand">1</e>
            <e type="operand">10</e>
            <e type="function" args="12">mat</e>
          </result>
        </math>
      </region>
      <region id="19" left="0" top="846" width="440" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">DFD</e>
            <e type="operand" style="string" />
            <e type="function" args="1">CurrentDirectory</e>
            <e type="operand" style="string">/smath data files</e>
            <e type="function" args="2">concat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="20" left="0" top="882" width="289" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">params</e>
            <e type="operand">DFD</e>
            <e type="operand" style="string">params</e>
            <e type="function" args="3">wfile</e>
          </input>
          <result action="numeric">
            <e type="operand">1.00</e>
          </result>
        </math>
      </region>
      <region id="21" top="909" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="22" top="927" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="23" top="945" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true">
      <title lang="eng">
        <p>END OF SHEET</p>
      </title>
    </area>
  </region>
  <region id="24" top="972" color="#ffffff" bgColor="#80ffff">
    <area collapsed="false">
      <title lang="eng">
        <p>ALL CALCULATIONS</p>
      </title>
    </area>
    <region id="25" top="999" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>TABULATED MEMBER FORCES MAPPED TO VARIABLES</p>
        </title>
      </area>
      <region id="26" left="0" top="1017" width="170" height="90" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="48" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">N.f.T</e>
            <e type="operand">p</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">0</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">0</e>
            <e type="operand">p</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="3">if</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="27" left="243" top="1017" width="70" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Tension</p>
        </text>
      </region>
      <region id="28" left="486" top="1017" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[DS R4 .rf5]</p>
        </text>
      </region>
      <region id="29" left="0" top="1107" width="170" height="92" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="48">
          <input>
            <e type="operand">N.f.C</e>
            <e type="operand">p</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">0</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">0</e>
            <e type="operand">p</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">abs</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="3">if</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="30" left="243" top="1107" width="103" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Compression</p>
        </text>
      </region>
      <region id="31" left="0" top="1188" width="150" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="48" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">V.f.y</e>
            <e type="operand">p</e>
            <e type="operand">3</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">abs</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="32" left="243" top="1188" width="159" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Shear (major axis)</p>
        </text>
      </region>
      <region id="33" left="486" top="1188" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[DS R4 .rf5]</p>
        </text>
      </region>
      <region id="34" left="0" top="1224" width="150" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="48" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">V.f.z</e>
            <e type="operand">p</e>
            <e type="operand">4</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">abs</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="35" left="243" top="1224" width="159" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Shear (minor axis)</p>
        </text>
      </region>
      <region id="36" left="486" top="1224" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[DS R4 .rf5]</p>
        </text>
      </region>
      <region id="37" left="0" top="1260" width="180" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="48" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">M.f.st</e>
            <e type="operand">p</e>
            <e type="operand">6</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">abs</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="38" left="243" top="1260" width="167" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Moment (major axis)</p>
        </text>
      </region>
      <region id="39" left="486" top="1260" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[DS R4 .rf5]</p>
        </text>
      </region>
      <region id="40" left="0" top="1296" width="180" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="48" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">M.f.wk</e>
            <e type="operand">p</e>
            <e type="operand">7</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">abs</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="41" left="243" top="1296" width="167" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Moment (minor axis)</p>
        </text>
      </region>
      <region id="42" left="486" top="1296" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[DS R4 .rf5]</p>
        </text>
      </region>
      <region id="43" left="9" top="1332" width="616" height="315" color="#000000" bgColor="#ffffff">
        <picture>
          <raw format="png" 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</raw>
        </picture>
      </region>
      <region id="44" left="810" top="1503" width="339" height="1791" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">loadDurationMat</e>
            <e type="operand" style="string">CO1</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO2</e>
            <e type="operand" style="string">Permanent</e>
            <e type="operand" style="string">CO3</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO4</e>
            <e type="operand" style="string">Instantaneous</e>
            <e type="operand" style="string">CO5</e>
            <e type="operand" style="string">Instantaneous</e>
            <e type="operand" style="string">CO6</e>
            <e type="operand" style="string">Instantaneous</e>
            <e type="operand" style="string">CO7</e>
            <e type="operand" style="string">Instantaneous</e>
            <e type="operand" style="string">CO8</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO9</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO10</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO11</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO12</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO13</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO14</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO15</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO16</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO17</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO18</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO19</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO20</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO21</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO22</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO23</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO24</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO25</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO26</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO27</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO28</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO29</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO30</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO31</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO32</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO33</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO34</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO35</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO36</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO37</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO38</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO39</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO40</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO41</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO42</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO43</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO44</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO45</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO46</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO47</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO48</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO49</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO50</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO51</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO52</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO53</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO54</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO55</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO56</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO57</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO58</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO59</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO60</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO61</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO62</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO63</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO64</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO65</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO66</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO67</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO68</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO69</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO70</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO71</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO72</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO73</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO74</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO75</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO76</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO77</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO78</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO79</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO80</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO81</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand" style="string">CO82</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO83</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO84</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO85</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO86</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO87</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO88</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO89</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO90</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO91</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO92</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO93</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO94</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO95</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO96</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO97</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO98</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand" style="string">CO99</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand">99</e>
            <e type="operand">2</e>
            <e type="function" args="200">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="45" top="1647" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="46" top="1674" color="#000000" bgColor="#ffffff">
      <area single="true" collapsed="true">
        <title lang="eng">
          <p>END OF SHEET</p>
        </title>
      </area>
    </region>
    <region id="47" top="1701" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>INPUTS</p>
        </title>
      </area>
      <region id="48" left="0" top="1728" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>BEAM GEOMETRY</p>
        </text>
      </region>
      <region id="49" left="36" top="1755" width="82" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">b</e>
            <e type="operand">160</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="50" left="198" top="1755" width="77" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Bm width</p>
        </text>
      </region>
      <region id="51" left="36" top="1782" width="101" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">d.pri</e>
            <e type="operand">320</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="52" left="198" top="1782" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Primary beam depth</p>
        </text>
      </region>
      <region id="53" left="36" top="1809" width="101" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">d.sec</e>
            <e type="operand">300</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="54" left="198" top="1809" width="176" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Secondary beam depth</p>
        </text>
      </region>
      <region id="55" left="36" top="1845" width="96" height="93" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">p</e>
            <e type="operand">8</e>
            <e type="function" args="2">el</e>
            <e type="operand" style="string">P</e>
            <e type="operator" args="2">≡</e>
            <e type="operand">d</e>
            <e type="operand">d.pri</e>
            <e type="operator" args="2">:</e>
            <e type="operand">d</e>
            <e type="operand">d.sec</e>
            <e type="operator" args="2">:</e>
            <e type="function" args="3">if</e>
          </input>
        </math>
      </region>
      <region id="56" left="36" top="1935" width="80" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">d</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">300</e>
          </result>
        </math>
      </region>
      <region id="57" left="198" top="1935" width="126" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Total bm depth</p>
        </text>
      </region>
      <region id="58" left="36" top="1962" width="66" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">a</e>
            <e type="operand">0</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="59" left="198" top="1962" width="176" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Parallelogram offset</p>
        </text>
      </region>
      <region id="60" left="378" top="1962" width="341" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(assume rectangular, conservative for S)</p>
        </text>
      </region>
      <region id="61" left="36" top="1980" width="88" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">d.1</e>
            <e type="operand">110</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="62" left="198" top="1980" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Vertical leg depth</p>
        </text>
      </region>
      <region id="63" left="36" top="2007" width="144" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">d.2</e>
            <e type="operand">d</e>
            <e type="operand">d.1</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">190</e>
          </result>
        </math>
      </region>
      <region id="64" left="198" top="2007" width="258" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Depth of reduced cross-section</p>
        </text>
      </region>
      <region id="65" left="36" top="2034" width="94" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">L.sp</e>
            <e type="operand">600</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="66" left="198" top="2034" width="118" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Splice length</p>
        </text>
      </region>
      <region id="67" left="405" top="2034" width="327" height="193" color="#000000" bgColor="#ffffff">
        <picture>
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</raw>
        </picture>
      </region>
      <region id="68" left="0" top="2070" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>SCREW LAYOUT</p>
        </text>
      </region>
      <region id="69" left="36" top="2097" width="58" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">n.screws</e>
          </input>
        </math>
      </region>
      <region id="70" left="99" top="2097" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>=</p>
        </text>
      </region>
      <region id="71" left="117" top="2097" width="30" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10" showInputData="False">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">n.screws</e>
            <e type="operand">p</e>
            <e type="operand">10</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">IsString</e>
            <e type="operand">p</e>
            <e type="operand">10</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">str2num</e>
            <e type="operand">p</e>
            <e type="operand">10</e>
            <e type="function" args="2">el</e>
            <e type="function" args="3">if</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">9</e>
          </result>
        </math>
      </region>
      <region id="72" left="162" top="2097" width="212" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Number of 'moment screws per pack</p>
        </text>
      </region>
      <region id="73" left="36" top="2169" width="71" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">n.rows</e>
            <e type="operand">3</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="74" left="162" top="2169" width="235" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Number of rows of screws in transverse direction across beam)</p>
        </text>
      </region>
      <region id="75" left="36" top="2223" width="112" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">s.sc.lon</e>
            <e type="operand">50</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="76" left="162" top="2223" width="254" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw spacing in longitudinal direction</p>
        </text>
      </region>
      <region id="77" left="36" top="2259" width="93" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">s.end</e>
            <e type="operand">50</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="78" left="162" top="2259" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>End distance</p>
        </text>
      </region>
      <region id="79" left="36" top="2286" width="94" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">l.sc</e>
            <e type="operand">320</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="80" left="162" top="2286" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw length</p>
        </text>
      </region>
      <region id="81" left="297" top="2286" width="467" height="24" color="#ff0000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Used for tension screws only  at the moment (oct 31, KS)</p>
        </text>
      </region>
      <region id="82" left="36" top="2313" width="82" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">θ</e>
            <e type="operand">70</e>
            <e type="operand" style="unit">deg</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="83" left="162" top="2313" width="156" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw orientation angle to grain</p>
        </text>
      </region>
      <region id="84" left="36" top="2358" width="71" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">n.t.screws</e>
          </input>
        </math>
      </region>
      <region id="85" left="99" top="2358" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>=</p>
        </text>
      </region>
      <region id="86" left="117" top="2358" width="38" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10" showInputData="False">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">n.t.screws</e>
            <e type="operand">p</e>
            <e type="operand">9</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">IsString</e>
            <e type="operand">p</e>
            <e type="operand">9</e>
            <e type="function" args="2">el</e>
            <e type="function" args="1">str2num</e>
            <e type="operand">p</e>
            <e type="operand">9</e>
            <e type="function" args="2">el</e>
            <e type="function" args="3">if</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">12</e>
          </result>
        </math>
      </region>
      <region id="87" left="162" top="2358" width="306" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Number of tension screws in half-lap</p>
        </text>
      </region>
      <region id="88" left="1179" top="2376" width="320" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">CO.num</e>
            <e type="operand">p</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">10</e>
            <e type="function" args="2">substr</e>
            <e type="function" args="1">str2num</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">35.0</e>
          </result>
        </math>
      </region>
      <region id="89" left="36" top="2403" width="88" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">θ.t</e>
            <e type="operand">45</e>
            <e type="operand" style="unit">deg</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="90" left="162" top="2403" width="222" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Tension screw orientation angle to grain</p>
        </text>
      </region>
      <region id="91" left="1179" top="2421" width="233" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">CO.str</e>
            <e type="operand">CO.num</e>
            <e type="function" args="1">num2str</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand" style="string">35</e>
          </result>
        </math>
      </region>
      <region id="92" left="0" top="2466" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>SCREW STRENGTHS</p>
        </text>
      </region>
      <region id="93" left="1179" top="2466" width="291" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">CO.full</e>
            <e type="operand" style="string">CO</e>
            <e type="operand">CO.str</e>
            <e type="function" args="2">concat</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand" style="string">CO35</e>
          </result>
        </math>
      </region>
      <region id="94" left="1179" top="2493" width="555" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">LoadDur</e>
            <e type="operand">loadDurationMat</e>
            <e type="operand">CO.full</e>
            <e type="operand">1</e>
            <e type="function" args="3">findrows</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand" style="string">CO35</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
          </result>
        </math>
      </region>
      <region id="95" left="36" top="2502" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p underline="true">'MOMENT' SCREWS</p>
        </text>
      </region>
      <region id="96" left="198" top="2502" width="281" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(screw packs at ends of half-lap)</p>
        </text>
      </region>
      <region id="97" left="1179" top="2520" width="246" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">matk.mod</e>
            <e type="operand" style="string">Permanent</e>
            <e type="operand">0.6</e>
            <e type="operand" style="string">Long Term</e>
            <e type="operand">0.7</e>
            <e type="operand" style="string">Medium Term</e>
            <e type="operand">0.8</e>
            <e type="operand" style="string">Short Term</e>
            <e type="operand">0.9</e>
            <e type="operand" style="string">Instantaneous</e>
            <e type="operand">1.1</e>
            <e type="operand">5</e>
            <e type="operand">2</e>
            <e type="function" args="12">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="98" left="36" top="2529" width="545" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>9mm dia Rothoblaas VGZ (cyl) screw in spruce, density= 380 kg/m^3</p>
        </text>
      </region>
      <region id="99" left="594" top="2529" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(Screw spec)</p>
        </text>
      </region>
      <region id="100" left="36" top="2556" width="111" height="41" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.ax.k</e>
            <e type="operand">112</e>
            <e type="operand" style="unit">N</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="101" left="162" top="2565" width="371" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Unit charactistic withdrawal strength(calculated by dividing load capacityby Sg value, embedment length, in RB tables)</p>
        </text>
      </region>
      <region id="102" left="522" top="2565" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[RB design guide VGZ] </p>
        </text>
      </region>
      <region id="103" left="36" top="2628" width="128" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.tens.k</e>
            <e type="operand">25.4</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="104" left="162" top="2628" width="316" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Characteristic tensile steel capacity</p>
        </text>
      </region>
      <region id="105" left="522" top="2628" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[RB design guide VGZ] </p>
        </text>
      </region>
      <region id="106" left="36" top="2682" width="143" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p underline="true">'TENSION' SCREWS</p>
        </text>
      </region>
      <region id="107" left="198" top="2682" width="257" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(screws in middle of half-lap)</p>
        </text>
      </region>
      <region id="108" left="36" top="2709" width="553" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>11mm dia Rothoblaas VGS (csk) screw in spruce, density= 380 kg/m^3</p>
        </text>
      </region>
      <region id="109" left="594" top="2709" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(Screw spec)</p>
        </text>
      </region>
      <region id="110" left="36" top="2736" width="124" height="41" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.t.ax.k</e>
            <e type="operand">137</e>
            <e type="operand" style="unit">N</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="111" left="189" top="2745" width="371" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Unit charactistic withdrawal strength(calculated by dividing load capacityby Sg value, embedment length, in RB tables)</p>
        </text>
      </region>
      <region id="112" left="549" top="2745" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[RB design guide VGS] </p>
        </text>
      </region>
      <region id="113" left="36" top="2808" width="141" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.t.tens.k</e>
            <e type="operand">25.4</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="114" left="189" top="2808" width="316" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Characteristic tensile steel capacity</p>
        </text>
      </region>
      <region id="115" left="549" top="2808" width="188" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[RB design guide VGS] </p>
        </text>
      </region>
      <region id="116" left="0" top="2862" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>WOOD STRENGTH</p>
        </text>
      </region>
      <region id="117" left="36" top="2889" width="53" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>GL28c</p>
        </text>
      </region>
      <region id="118" left="162" top="2889" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Specified glulam grade</p>
        </text>
      </region>
      <region id="119" left="36" top="2916" width="101" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.m.k</e>
            <e type="operand">28</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="120" left="162" top="2916" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Bending strength</p>
        </text>
      </region>
      <region id="121" left="36" top="2943" width="95" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">γ.m.gl</e>
            <e type="operand">1.25</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="122" left="162" top="2943" width="339" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Material factor for glulam member design</p>
        </text>
      </region>
      <region id="123" left="36" top="2970" width="100" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">γ.m.conn</e>
            <e type="operand">1.3</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="124" left="162" top="2970" width="324" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Material factor for glulam connections</p>
        </text>
      </region>
      <region id="125" left="36" top="2997" width="82" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">γ.m2</e>
            <e type="operand">1.25</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="126" left="162" top="2997" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Material factor for steel</p>
        </text>
      </region>
      <region id="127" left="36" top="3033" width="39" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">k.mod</e>
          </input>
        </math>
      </region>
      <region id="128" left="72" top="3033" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>=</p>
        </text>
      </region>
      <region id="129" left="90" top="3033" width="62" height="24" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <math>
          <input>
            <e type="operand">k.mod</e>
            <e type="operand">matk.mod</e>
            <e type="operand">LoadDur</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">1</e>
            <e type="function" args="3">findrows</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">0.900</e>
          </result>
        </math>
      </region>
      <region id="130" left="162" top="3033" width="284" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Strength modification factor  for service and load-duration classes</p>
        </text>
      </region>
      <region id="131" left="576" top="3033" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Sec. 3.1.3, Tbl. 3.1]</p>
        </text>
      </region>
      <region id="132" left="162" top="3069" width="339" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>--Short term load duration--Service Class 3 (large dome), kmod=0.7--Service Class 2 (DM, DS), kmod=0.9</p>
        </text>
      </region>
      <region id="133" left="36" top="3339" width="130" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">f.t.0.k</e>
            <e type="operand">19.5</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="134" left="36" top="3375" width="109" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">f.v.k</e>
            <e type="operand">3.5</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="135" left="162" top="3375" width="340" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Characteristic shear strength (EU value)</p>
        </text>
      </region>
      <region id="136" left="36" top="3402" width="114" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">f.c.o.k</e>
            <e type="operand">24</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="137" left="162" top="3402" width="418" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Characteristic compression strength  para to grain</p>
        </text>
      </region>
      <region id="138" top="3447" color="#000000" bgColor="#ffffff">
        <area single="true" collapsed="true">
          <title lang="eng">
            <p>END OF SHEET</p>
          </title>
        </area>
      </region>
      <region id="139" left="0" top="3474" width="168" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>NOTCH REINFORCEMENT</p>
        </text>
      </region>
      <region id="140" left="36" top="3501" width="82" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">k.cr</e>
            <e type="operand">0.67</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="141" left="162" top="3501" width="274" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Cracking factor for glulam(could be 0.8, this is an add'l safety factor for shear failure,which is a brittle failure mode,accounts for checking or cracks in solid sawn beams mostly, butis also applicable to glulam dueto gaps btwn lams)</p>
        </text>
      </region>
      <region id="142" left="513" top="3501" width="250" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[IT EN 1995, Italian version]</p>
        </text>
      </region>
      <region id="143" left="36" top="3645" width="68" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">k.n</e>
            <e type="operand">6.5</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="144" left="162" top="3645" width="200" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Notch factor for glulam</p>
        </text>
      </region>
      <region id="145" left="648" top="3645" width="94" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Eq. 6.63]</p>
        </text>
      </region>
      <region id="146" left="36" top="3681" width="166" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">b.ef</e>
            <e type="operand">b</e>
            <e type="operand">k.cr</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">107.2</e>
          </result>
        </math>
      </region>
      <region id="147" left="225" top="3681" width="283" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Effective beam width for crackingunder bending shear</p>
        </text>
      </region>
      <region id="148" left="36" top="3717" width="108" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">h</e>
            <e type="operand">d</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">300</e>
          </result>
        </math>
      </region>
      <region id="149" left="36" top="3744" width="126" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">h.ef</e>
            <e type="operand">d.2</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">190</e>
          </result>
        </math>
      </region>
      <region id="150" left="36" top="3780" width="152" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">x</e>
            <e type="operand">0.5</e>
            <e type="operand">L.sp</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">300</e>
          </result>
        </math>
      </region>
      <region id="151" left="225" top="3780" width="339" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Dist from support center to end of notch</p>
        </text>
      </region>
      <region id="152" left="36" top="3807" width="52" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">i.n</e>
            <e type="operand">0</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="153" left="225" top="3807" width="152" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Notch inclination</p>
        </text>
      </region>
      <region id="154" left="0" top="3852" width="302" height="285" color="#000000" bgColor="#ffffff">
        <picture>
          <raw format="png" 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</raw>
        </picture>
      </region>
      <region id="156" left="432" top="4059" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[BS EN 1995 Fig. 6.11]</p>
        </text>
      </region>
      <region id="157" left="9" top="4140" width="275" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Rothoblaas design guide,VGZ calculation example, pg 112]</p>
        </text>
      </region>
      <region id="158" top="4185" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="159" top="4203" color="#000000" bgColor="#ffffff">
      <area single="true" collapsed="true">
        <title lang="eng">
          <p>END OF SHEET</p>
        </title>
      </area>
    </region>
    <region id="160" top="4230" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>GENERAL CALCULATIONS</p>
        </title>
      </area>
      <region id="161" left="0" top="4257" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>MATERIAL STRENGTH CALCS</p>
        </text>
      </region>
      <region id="162" left="36" top="4284" width="209" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.m.d</e>
            <e type="operand">f.m.k</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.gl</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">20.2</e>
          </result>
        </math>
      </region>
      <region id="163" left="315" top="4293" width="364" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design bending strength of specified glulam</p>
        </text>
      </region>
      <region id="164" left="36" top="4338" width="235" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.t.0.d</e>
            <e type="operand">f.t.0.k</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.gl</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">14.0</e>
          </result>
        </math>
      </region>
      <region id="165" left="315" top="4347" width="315" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design tension strength para to grain</p>
        </text>
      </region>
      <region id="166" left="0" top="4392" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>SCREW WITHDRAWAL STRENGTH</p>
        </text>
      </region>
      <region id="167" left="36" top="4419" width="120" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">L.s</e>
            <e type="operand">d.1</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">110</e>
          </result>
        </math>
      </region>
      <region id="168" left="324" top="4419" width="279" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Conservative min screw embedment for moment screws</p>
        </text>
      </region>
      <region id="169" left="36" top="4455" width="101" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">L.s.t</e>
            <e type="operand">190</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="170" left="324" top="4464" width="299" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Embedment length for tension screws</p>
        </text>
      </region>
      <region id="171" left="36" top="4509" width="282" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.ax.d.wood</e>
            <e type="operand">R.ax.k</e>
            <e type="operand">L.s</e>
            <e type="operator" args="2">*</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.conn</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">8.53</e>
          </result>
        </math>
      </region>
      <region id="172" left="360" top="4527" width="315" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Withdrawal strength for moment screws</p>
        </text>
      </region>
      <region id="173" left="36" top="4563" width="321" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.t.ax.d.wood</e>
            <e type="operand">R.t.ax.k</e>
            <e type="operand">L.s.t</e>
            <e type="operator" args="2">*</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.conn</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">18.0</e>
          </result>
        </math>
      </region>
      <region id="174" left="360" top="4581" width="324" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Withdrawal strength for tension screws</p>
        </text>
      </region>
      <region id="175" left="0" top="4617" width="193" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>STEEL TENSILE STRENGTH</p>
        </text>
      </region>
      <region id="176" left="36" top="4644" width="196" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.tens.d</e>
            <e type="operand">R.tens.k</e>
            <e type="operand">γ.m2</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">20.3</e>
          </result>
        </math>
      </region>
      <region id="177" left="0" top="4707" width="283" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>CONTROLLING MOMENT SCREW STRENGTH</p>
        </text>
      </region>
      <region id="178" left="36" top="4734" width="297" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.ax.d</e>
            <e type="operand">R.ax.d.wood</e>
            <e type="operand">R.tens.d</e>
            <e type="function" args="2">Min</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">8.53</e>
          </result>
        </math>
      </region>
      <region id="179" left="360" top="4734" width="324" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Controlling capacity for moment screws</p>
        </text>
      </region>
      <region id="180" left="36" top="4779" width="323" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.t.ax.d</e>
            <e type="operand">R.t.ax.d.wood</e>
            <e type="operand">R.tens.d</e>
            <e type="function" args="2">Min</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">18.0</e>
          </result>
        </math>
      </region>
      <region id="181" left="360" top="4779" width="333" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Controlling capacity for tension screws</p>
        </text>
      </region>
      <region id="182" left="36" top="4815" width="184" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">n.ef</e>
            <e type="operand">n.screws</e>
            <e type="operand">0.9</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">7.22</e>
          </result>
        </math>
      </region>
      <region id="183" left="324" top="4824" width="299" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Effective moment screw qty accountsfor group effect</p>
        </text>
      </region>
      <region id="184" left="648" top="4824" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Eq. 8.34,35]</p>
        </text>
      </region>
      <region id="185" left="36" top="4860" width="210" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">n.t.ef</e>
            <e type="operand">n.t.screws</e>
            <e type="operand">0.9</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">9.36</e>
          </result>
        </math>
      </region>
      <region id="186" left="324" top="4869" width="374" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Effective tension screws, screw qty accountsfor group effect</p>
        </text>
      </region>
      <region id="187" left="36" top="4923" width="266" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">P.rd.tot</e>
            <e type="operand">R.ax.d</e>
            <e type="operand">n.ef</e>
            <e type="operand">θ</e>
            <e type="function" args="1">sin</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">57.9</e>
          </result>
        </math>
      </region>
      <region id="188" left="351" top="4923" width="397" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design withdrawal capacity (vertical direction)of screw pack at either end of splice(accounts for angle to grain)</p>
        </text>
      </region>
      <region id="189" left="36" top="4995" width="303" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
        <math exponentialThreshold="3">
          <input>
            <e type="operand">P.t.rd.tot</e>
            <e type="operand">R.t.ax.d</e>
            <e type="operand">n.t.ef</e>
            <e type="operand">θ.t</e>
            <e type="function" args="1">cos</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">119</e>
          </result>
        </math>
      </region>
      <region id="190" left="351" top="4995" width="414" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design withdrawal capacity (horizontal direction)of tension screw pack at middle of splice(accounts for angle to grain)</p>
        </text>
      </region>
      <region id="191" left="0" top="5058" width="193" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>LATERAL SCREW STRENGTH</p>
        </text>
      </region>
      <region id="192" left="36" top="5085" width="109" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.γ.k</e>
            <e type="operand">6.47</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="193" left="324" top="5085" width="364" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(for 9mm VGZ, min embedment of 125 ea side)</p>
        </text>
      </region>
      <region id="194" left="558" top="5103" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Rothoblaas design guide]</p>
        </text>
      </region>
      <region id="195" left="36" top="5130" width="214" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.γ.d</e>
            <e type="operand">R.γ.k</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.conn</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">4.48</e>
          </result>
        </math>
      </region>
      <region id="196" left="324" top="5148" width="274" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Lateral design strength of screw</p>
        </text>
      </region>
      <region id="197" top="5184" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="198" top="5202" color="#000000" bgColor="#ffffff">
      <area single="true" collapsed="true">
        <title lang="eng">
          <p>END OF SHEET</p>
        </title>
      </area>
    </region>
    <region id="199" top="5229" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>STRONG AXIS ANALYSIS</p>
        </title>
      </area>
      <region id="200" left="0" top="5247" width="192" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">S</e>
            <e type="operand">b</e>
            <e type="operand">d</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">6</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">2.40</e>
            <e type="operand">10</e>
            <e type="operand">6</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region id="201" left="414" top="5256" width="275" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Section modulus of gross section</p>
        </text>
      </region>
      <region id="202" left="0" top="5292" width="217" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">S.red</e>
            <e type="operand">b</e>
            <e type="operand">d.2</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">6</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">9.63</e>
            <e type="operand">10</e>
            <e type="operand">5</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region id="203" left="414" top="5319" width="292" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Section modulus of reduced section</p>
        </text>
      </region>
      <region id="204" left="0" top="5355" width="354" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">d.arm</e>
            <e type="operand">L.sp</e>
            <e type="operand">n.screws</e>
            <e type="operand">n.rows</e>
            <e type="operator" args="2">/</e>
            <e type="operand">1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">s.sc.lon</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="operand">2</e>
            <e type="operand">s.end</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">400</e>
          </result>
        </math>
      </region>
      <region id="205" left="414" top="5364" width="258" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Moment arm btwn screw pack CLs</p>
        </text>
      </region>
      <region id="206" left="0" top="5418" width="267" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">M.r.st.screw</e>
            <e type="operand">P.rd.tot</e>
            <e type="operand">d.arm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </contract>
          <result action="numeric">
            <e type="operand">23.2</e>
          </result>
        </math>
      </region>
      <region id="207" left="0" top="5454" width="241" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">M.r.st.wood</e>
            <e type="operand">S.red</e>
            <e type="operand">f.m.d</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
          </contract>
          <result action="numeric">
            <e type="operand">19.4</e>
          </result>
        </math>
      </region>
      <region id="208" top="5517" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="209" top="5544" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>WEAK AXIS ANALYSIS</p>
        </title>
      </area>
      <region id="210" left="0" top="5562" width="192" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">S</e>
            <e type="operand">d</e>
            <e type="operand">b</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">6</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">1.28</e>
            <e type="operand">10</e>
            <e type="operand">6</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region id="211" left="198" top="5571" width="390" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Section modulus of gross parallelogram section</p>
        </text>
      </region>
      <region id="212" left="0" top="5607" width="253" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">S.red</e>
            <e type="operand">d</e>
            <e type="operand">d.1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">b</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">6</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">8.11</e>
            <e type="operand">10</e>
            <e type="operand">5</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
          </result>
        </math>
      </region>
      <region id="213" left="243" top="5625" width="407" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Section modulus of reduced parallelogram section</p>
        </text>
      </region>
      <region id="214" left="0" top="5679" width="127" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">S</e>
            <e type="operand">S.red</e>
            <e type="operator" args="2">-</e>
            <e type="operand">S</e>
            <e type="operator" args="2">/</e>
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          <contract>
            <e type="operand" style="unit">%</e>
          </contract>
          <result action="numeric">
            <e type="operand">36.7</e>
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        </math>
      </region>
      <region id="215" left="243" top="5679" width="398" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Reduction in elastic section modulus from grossto reduced cross section</p>
        </text>
      </region>
      <region id="216" left="0" top="5733" width="241" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">M.r.wk.wood</e>
            <e type="operand">S.red</e>
            <e type="operand">f.m.d</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
            <e type="operand" style="unit">m</e>
            <e type="operator" args="2">*</e>
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          <result action="numeric">
            <e type="operand">16.3</e>
          </result>
        </math>
      </region>
      <region id="217" top="5769" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="218" top="5796" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>WOOD BEARING PARA TO GRAIN</p>
        </title>
      </area>
      <region id="219" left="0" top="5832" width="174" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">A</e>
            <e type="operand">2</e>
            <e type="operand">b</e>
            <e type="operator" args="2">*</e>
            <e type="operand">d.1</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
          </contract>
          <result action="numeric">
            <e type="operand">35200</e>
          </result>
        </math>
      </region>
      <region id="220" left="198" top="5841" width="339" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Bearing area of skinny ends of half-laps</p>
        </text>
      </region>
      <region id="221" left="0" top="5868" width="235" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">f.c.o.d</e>
            <e type="operand">f.c.o.k</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.gl</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">17.3</e>
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        </math>
      </region>
      <region id="222" left="297" top="5877" width="401" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design compression strength of specified glulam parallel to grain</p>
        </text>
      </region>
      <region id="223" left="0" top="5931" width="83" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">N.f.C</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="224" left="0" top="5967" width="142" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">σ.c.0</e>
            <e type="operand">N.f.C</e>
            <e type="operand">A</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="225" left="252" top="5976" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design compression stress</p>
        </text>
      </region>
      <region id="226" left="0" top="6021" width="128" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">UR</e>
            <e type="operand">σ.c.0</e>
            <e type="operand">f.c.o.d</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="227" left="189" top="6030" width="82" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <cflabel error="2" width="72" height="28" tag="0·%" color="Black" bgcolor="White" font="Courier New, 12pt, style=Bold" style="Default">
          <input>
            <e type="operand">UR</e>
            <e type="operand">95</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">green</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">100</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">red</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
          </input>
        </cflabel>
      </region>
      <region id="228" left="342" top="6039" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">r</e>
            <e type="operand">9</e>
            <e type="function" args="2">el</e>
            <e type="operand">UR</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="229" top="6156" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="230" top="6183" color="#000000" bgColor="#ffffff">
      <area single="true" collapsed="true">
        <title lang="eng">
          <p>END OF SHEET</p>
        </title>
      </area>
    </region>
    <region id="231" left="0" top="6210" width="180" height="34" color="#000000" bgColor="#ffffff" fontSize="16">
      <text lang="eng">
        <p>Results for: </p>
      </text>
    </region>
    <region id="232" left="171" top="6210" width="196" height="33" border="true" color="#ff0000" bgColor="#ffffff" fontSize="16" showInputData="False">
      <math>
        <input>
          <e type="operand">p</e>
          <e type="operand">1</e>
          <e type="function" args="2">el</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">101-2421-35</e>
        </result>
      </math>
    </region>
    <region id="233" top="6255" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>Shear forces on moment screws</p>
        </title>
      </area>
      <region id="234" left="0" top="6273" width="310" height="128" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">Z.f</e>
            <e type="operand">n.t.screws</e>
            <e type="operand">0</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">0</e>
            <e type="operand">N.f.T</e>
            <e type="operand">2</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="3">if</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operand">M.f.wk</e>
            <e type="operand">d.arm</e>
            <e type="operator" args="2">/</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">+</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="235" left="0" top="6408" width="261" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">R.γ.d.tot</e>
            <e type="operand">R.γ.d</e>
            <e type="operand">n.screws</e>
            <e type="operand">0.9</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">32.4</e>
          </result>
        </math>
      </region>
      <region id="236" left="0" top="6462" width="104" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">UR</e>
            <e type="operand">Z.f</e>
            <e type="operand">R.γ.d.tot</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="237" left="117" top="6471" width="102" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <cflabel error="2" width="92" height="28" tag="7.3·%" color="Black" bgcolor="White" font="Courier New, 12pt, style=Bold" style="Default">
          <input>
            <e type="operand">UR</e>
            <e type="operand">95</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">green</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">100</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">red</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
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        </cflabel>
      </region>
      <region id="238" left="531" top="6471" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">r</e>
            <e type="operand">4</e>
            <e type="function" args="2">el</e>
            <e type="operand">UR</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="239" left="261" top="6480" width="218" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Lateral screw utilization</p>
        </text>
      </region>
      <region id="240" top="6516" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="241" top="6534" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>Withdrawal forces on tension screws</p>
        </title>
      </area>
      <region id="242" left="0" top="6561" width="210" height="84" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">P.r.f</e>
            <e type="operand">n.t.screws</e>
            <e type="operand">0</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">N.f.T</e>
            <e type="operand">0</e>
            <e type="function" args="3">if</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="243" left="288" top="6561" width="242" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(Withdrawal force on screws)</p>
        </text>
      </region>
      <region id="244" left="0" top="6660" width="131" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">P.t.rd.tot</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">119</e>
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        </math>
      </region>
      <region id="245" left="0" top="6696" width="111" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">UR</e>
            <e type="operand">P.r.f</e>
            <e type="operand">P.t.rd.tot</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
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        </math>
      </region>
      <region id="246" left="198" top="6705" width="112" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <cflabel error="2" width="102" height="28" tag="43.6·%" color="Black" bgcolor="White" font="Courier New, 12pt, style=Bold" style="Default">
          <input>
            <e type="operand">UR</e>
            <e type="operand">95</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
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            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">100</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">red</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
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        </cflabel>
      </region>
      <region id="247" left="351" top="6714" width="242" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw withdrawal utilization</p>
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      </region>
      <region id="248" left="621" top="6714" width="75" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">r</e>
            <e type="operand">10</e>
            <e type="function" args="2">el</e>
            <e type="operand">UR</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="249" top="6759" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="250" top="6777" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>Withdrawal forces on moment screws</p>
        </title>
      </area>
      <region id="251" left="0" top="6795" width="140" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">P.r.f</e>
            <e type="operand">M.f.st</e>
            <e type="operand">d.arm</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="252" left="189" top="6804" width="242" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(Withdrawal force on screws)</p>
        </text>
      </region>
      <region id="253" left="0" top="6858" width="126" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
          <input>
            <e type="operand">P.rd.tot</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">57.9</e>
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      <region id="254" left="0" top="6894" width="98" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
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          <input>
            <e type="operand">UR</e>
            <e type="operand">P.r.f</e>
            <e type="operand">P.rd.tot</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
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        </math>
      </region>
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            <e type="function" args="3">if</e>
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      <region id="256" left="270" top="6912" width="242" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw withdrawal utilization</p>
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      <region id="257" left="549" top="6912" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
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            <e type="operand">r</e>
            <e type="operand">5</e>
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        <area terminator="true" />
      </region>
    </region>
    <region id="259" top="6975" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>Combined laterally and axially loaded screws</p>
        </title>
      </area>
      <region id="260" left="567" top="6984" width="200" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[BS EN 1995 Sec. 8.7.3]</p>
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      </region>
      <region id="261" left="0" top="7011" width="582" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>"(1) For screwed connections subjected to a combination of axial load and lateral load, expression (8.28) should be satisfied."</p>
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      <region id="262" left="0" top="7056" width="186" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
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          <input>
            <e type="operand">F.ax.Rd</e>
            <e type="operand">P.rd.tot</e>
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            <e type="operand" style="unit">kN</e>
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          <result action="numeric">
            <e type="operand">57.9</e>
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      </region>
      <region id="263" left="270" top="7056" width="414" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design withdrawal capacity of screws(whether screw pack only or add'l tension screws)</p>
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      <region id="264" left="0" top="7137" width="232" height="90" color="#000000" bgColor="#ffffff" fontSize="10">
        <math>
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            <e type="operand">F.v.Rd</e>
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            <e type="operand" style="unit">kN</e>
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            <e type="operand">119</e>
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      </region>
      <region id="265" left="270" top="7137" width="298" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design shear capacity of screw pack</p>
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      <region id="266" left="0" top="7236" width="143" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">F.ax.Ed</e>
            <e type="operand">P.r.f</e>
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          <contract>
            <e type="operand" style="unit">kN</e>
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          <result action="numeric">
            <e type="operand">#</e>
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        </math>
      </region>
      <region id="267" left="270" top="7236" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design withdrawal load</p>
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      <region id="268" left="0" top="7263" width="123" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">F.v.Ed</e>
            <e type="operand">Z.f</e>
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          <contract>
            <e type="operand" style="unit">kN</e>
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          <result action="numeric">
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      <region id="269" left="270" top="7263" width="168" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design lateral load</p>
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            <e type="bracket">(</e>
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            <e type="operator" args="2">^</e>
            <e type="operand">F.v.Ed</e>
            <e type="operand">F.v.Rd</e>
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            <e type="bracket">(</e>
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            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
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        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">r</e>
            <e type="operand">6</e>
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            <e type="operator" args="2">:</e>
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      <region id="273" left="450" top="7317" width="169" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Interaction formula</p>
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      </region>
      <region id="274" top="7353" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="275" top="7380" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>Wood bending failure</p>
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      <region id="276" left="0" top="7407" width="153" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">UR</e>
            <e type="operand">M.f.st</e>
            <e type="operand">M.r.st.wood</e>
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          <result action="numeric">
            <e type="operand">#</e>
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      <region id="277" left="189" top="7416" width="112" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
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            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
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            <e type="operand" style="unit">%</e>
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            <e type="operand" style="string">white</e>
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            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
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            <e type="operator" args="2">*</e>
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            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
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            <e type="function" args="3">if</e>
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      </region>
      <region id="278" left="333" top="7425" width="275" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Strong axis wood bending failure</p>
        </text>
      </region>
      <region id="279" left="648" top="7425" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
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            <e type="operand">r</e>
            <e type="operand">7</e>
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      <region id="280" left="0" top="7479" width="153" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2" decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">UR</e>
            <e type="operand">M.f.wk</e>
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        <cflabel error="2" width="92" height="28" tag="5.8·%" color="Black" bgcolor="White" font="Courier New, 12pt, style=Bold" style="Default">
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            <e type="operand">UR</e>
            <e type="operand">95</e>
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            <e type="operand">UR</e>
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            <e type="operand">100</e>
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            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
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            <e type="operand">1</e>
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            <e type="operand">UR</e>
            <e type="operand">100</e>
            <e type="operand" style="unit">%</e>
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            <e type="operand">3</e>
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            <e type="operand">3</e>
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            <e type="operand">100</e>
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            <e type="operator" args="2">*</e>
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            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
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            <e type="function" args="3">if</e>
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        <math>
          <input>
            <e type="operand">r</e>
            <e type="operand">8</e>
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        </math>
      </region>
      <region id="283" left="333" top="7497" width="259" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Weak axis wood bending failure</p>
        </text>
      </region>
      <region id="284" top="7533" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="285" top="7551" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>NOTCH REINFORCEMENT</p>
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      </area>
      <region id="286" left="36" top="7578" width="209" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">f.v.d</e>
            <e type="operand">f.v.k</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.gl</e>
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            <e type="operator" args="2">:</e>
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            <e type="operand" style="unit">MPa</e>
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            <e type="operand">2.52</e>
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      </region>
      <region id="287" left="0" top="7641" width="553" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>SHEAR STRESS AT GROSS CROSS SECTION USING H_effective AND K_v(A-A)</p>
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      </region>
      <region id="288" left="36" top="7677" width="124" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
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          <input>
            <e type="operand">α</e>
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          <result action="numeric">
            <e type="operand">0.63</e>
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        </math>
      </region>
      <region id="289" left="171" top="7686" width="347" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Ratio used in the calculation of Kv below</p>
        </text>
      </region>
      <region id="290" left="36" top="7731" width="424" height="122" color="#000000" bgColor="#ffffff" fontSize="10">
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            <e type="operand">k.v</e>
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            <e type="operand">1.5</e>
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            <e type="operand">h</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
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            <e type="operand" style="unit">mm</e>
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            <e type="operand">α</e>
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            <e type="function" args="1">sqrt</e>
            <e type="operand">0.8</e>
            <e type="operand">x</e>
            <e type="operand">h</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1</e>
            <e type="operand">α</e>
            <e type="operator" args="2">/</e>
            <e type="operand">α</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">-</e>
            <e type="function" args="1">sqrt</e>
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            <e type="operator" args="2">+</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="function" args="4">mat</e>
            <e type="function" args="1">min</e>
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          <result action="numeric">
            <e type="operand">0.28</e>
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      <region id="291" left="486" top="7767" width="135" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Notch reductionfactor</p>
        </text>
      </region>
      <region id="292" left="36" top="7857" width="131" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">f.v.d</e>
            <e type="operand">k.v</e>
            <e type="operator" args="2">*</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">0.7</e>
          </result>
        </math>
      </region>
      <region id="293" left="234" top="7857" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Factored shear strength</p>
        </text>
      </region>
      <region id="294" left="36" top="7893" width="161" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2" decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">τ.d</e>
            <e type="operand">1.5</e>
            <e type="operand">V.f.y</e>
            <e type="operator" args="2">*</e>
            <e type="operand">b</e>
            <e type="operand">h.ef</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="295" left="234" top="7902" width="439" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Applied shear stress for a rectangular cross section</p>
        </text>
      </region>
      <region id="296" left="36" top="7947" width="103" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="0" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">UR</e>
            <e type="operand">τ.d</e>
            <e type="operand">f.v.d</e>
            <e type="operand">k.v</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="297" left="162" top="7956" width="102" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <cflabel error="2" width="92" height="28" tag="5.9·%" color="Black" bgcolor="White" font="Courier New, 12pt, style=Bold" style="Default">
          <input>
            <e type="operand">UR</e>
            <e type="operand">95</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">green</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">110</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">red</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
          </input>
        </cflabel>
      </region>
      <region id="298" left="288" top="7956" width="282" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Shear stress utilization at grosscross-section A-A</p>
        </text>
      </region>
      <region id="299" left="612" top="7965" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">r</e>
            <e type="operand">1</e>
            <e type="function" args="2">el</e>
            <e type="operand">UR</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="300" left="0" top="8028" width="364" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>SHEAR STRESS AT REDUCED CROSS SECTION (B-B)</p>
        </text>
      </region>
      <region id="301" left="36" top="8064" width="161" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2" decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">τ.d</e>
            <e type="operand">1.5</e>
            <e type="operand">V.f.y</e>
            <e type="operator" args="2">*</e>
            <e type="operand">b</e>
            <e type="operand">h.ef</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="302" left="297" top="8073" width="439" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Applied shear stress for a rectangular cross section</p>
        </text>
      </region>
      <region id="303" left="36" top="8118" width="115" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">f.v.d</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">2.52</e>
          </result>
        </math>
      </region>
      <region id="304" left="297" top="8118" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Factored shear strength</p>
        </text>
      </region>
      <region id="305" left="36" top="8154" width="79" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="0" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">UR</e>
            <e type="operand">τ.d</e>
            <e type="operand">f.v.d</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="306" left="144" top="8163" width="102" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <cflabel error="2" width="92" height="28" tag="1.6·%" color="Black" bgcolor="White" font="Courier New, 12pt, style=Bold" style="Default">
          <input>
            <e type="operand">UR</e>
            <e type="operand">95</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">green</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">110</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">red</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
          </input>
        </cflabel>
      </region>
      <region id="307" left="297" top="8163" width="282" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Shear stress utilization at grosscross-section B-B</p>
        </text>
      </region>
      <region id="308" left="630" top="8163" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">r</e>
            <e type="operand">2</e>
            <e type="function" args="2">el</e>
            <e type="operand">UR</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="309" left="0" top="8217" width="184" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>TENSION PERP TO GRAIN</p>
        </text>
      </region>
      <region id="310" left="36" top="8235" width="355" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2" decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">F.t.90.d</e>
            <e type="operand">1.3</e>
            <e type="operand">V.f.y</e>
            <e type="operator" args="2">*</e>
            <e type="operand">3</e>
            <e type="operand">1</e>
            <e type="operand">α</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">2</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operand">2</e>
            <e type="operand">1</e>
            <e type="operand">α</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operand">3</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="311" left="414" top="8235" width="233" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Tension perp to grain forceused below to design thescrew reinforcement</p>
        </text>
      </region>
      <region id="312" left="657" top="8244" width="102" height="24" color="#ff0000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[needs ref]</p>
        </text>
      </region>
      <region id="313" top="8298" color="#000000" bgColor="#ffffff">
        <area single="true" collapsed="true">
          <title lang="eng">
            <p>END OF SHEET</p>
          </title>
        </area>
      </region>
      <region id="314" left="0" top="8325" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>SCREW REINFORCMENT DESIGN</p>
        </text>
      </region>
      <region id="315" left="36" top="8361" width="217" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>ASSY VG CYL 8x360(FT cyl)</p>
        </text>
      </region>
      <region id="316" left="252" top="8361" width="102" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw model</p>
        </text>
      </region>
      <region id="317" left="36" top="8397" width="82" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">dia</e>
            <e type="operand">8</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="318" left="252" top="8397" width="94" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw dia.</p>
        </text>
      </region>
      <region id="319" left="36" top="8433" width="114" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">L.screw</e>
            <e type="operand">360</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="320" left="252" top="8433" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Screw length</p>
        </text>
      </region>
      <region id="321" left="36" top="8469" width="62" height="24" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">qty</e>
            <e type="operand">0</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="322" left="252" top="8469" width="208" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Spec'd no. of connectors</p>
        </text>
      </region>
      <region id="323" left="36" top="8505" width="127" height="41" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.ax.k.unit</e>
            <e type="operand">56</e>
            <e type="operand" style="unit">N</e>
            <e type="operator" args="2">*</e>
            <e type="operand">1</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="324" left="189" top="8505" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(Reduced for 60 deg angle)</p>
        </text>
      </region>
      <region id="325" left="621" top="8505" width="135" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Unit withdrawalstrength</p>
        </text>
      </region>
      <region id="326" left="189" top="8523" width="389" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Tbl. FR.1.1, MyTiCon Screw Design Guide 2018]</p>
        </text>
      </region>
      <region id="327" left="36" top="8559" width="211" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">S.g.h</e>
            <e type="operand">180</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">10</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">170</e>
          </result>
        </math>
      </region>
      <region id="328" left="252" top="8559" width="233" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Thread engagement head side</p>
        </text>
      </region>
      <region id="329" left="99" top="8586" width="527" height="24" color="#ff0000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>change to formula to account for where screws will be installed</p>
        </text>
      </region>
      <region id="330" left="36" top="8622" width="203" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">S.g.t</e>
            <e type="operand">130</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operand">5</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">mm</e>
          </contract>
          <result action="numeric">
            <e type="operand">125</e>
          </result>
        </math>
      </region>
      <region id="331" left="252" top="8622" width="283" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>(vertical component slightly lessthan 130mm)</p>
        </text>
      </region>
      <region id="332" left="621" top="8622" width="151" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Thread engagementtip side</p>
        </text>
      </region>
      <region id="333" left="36" top="8676" width="253" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.ax.k.sup</e>
            <e type="operand">R.ax.k.unit</e>
            <e type="operand">S.g.h</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">9.5</e>
          </result>
        </math>
      </region>
      <region id="334" left="297" top="8676" width="225" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Withdrawal screw head side</p>
        </text>
      </region>
      <region id="335" left="36" top="8721" width="237" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.ax.k.inf</e>
            <e type="operand">R.ax.k.unit</e>
            <e type="operand">S.g.t</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">7</e>
          </result>
        </math>
      </region>
      <region id="336" left="297" top="8721" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Withdrawal screw tip side</p>
        </text>
      </region>
      <region id="337" left="36" top="8766" width="136" height="30" color="#0080ff" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.tens.k</e>
            <e type="operand">15.12</e>
            <e type="operand" style="unit">kN</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="338" left="189" top="8766" width="389" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[Tbl. FR.3.1, MyTiCon Screw Design Guide 2018]</p>
        </text>
      </region>
      <region id="339" left="621" top="8766" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Steel tensile</p>
        </text>
      </region>
      <region id="340" left="36" top="8802" width="343" height="35" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="1" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.ax.k</e>
            <e type="operand">R.ax.k.sup</e>
            <e type="operand">R.ax.k.inf</e>
            <e type="operand">R.tens.k</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="1">min</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">7</e>
          </result>
        </math>
      </region>
      <region id="341" left="423" top="8811" width="316" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Controlling characteristic resistance</p>
        </text>
      </region>
      <region id="342" left="36" top="8847" width="308" height="58" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.ax.d</e>
            <e type="operand">R.ax.k</e>
            <e type="operand">k.mod</e>
            <e type="operand">γ.m.conn</e>
            <e type="operand">γ.m2</e>
            <e type="operand">1</e>
            <e type="operand">2</e>
            <e type="function" args="4">mat</e>
            <e type="function" args="1">max</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">4.85</e>
          </result>
        </math>
      </region>
      <region id="343" left="360" top="8865" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design resistance/screw</p>
        </text>
      </region>
      <region id="344" left="36" top="8910" width="214" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">R.ax.d</e>
            <e type="operand">R.ax.d</e>
            <e type="operand">qty</e>
            <e type="operand">0.9</e>
            <e type="operator" args="2">^</e>
            <e type="operator" args="2">*</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">0</e>
          </result>
        </math>
      </region>
      <region id="345" left="333" top="8919" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Design resistance</p>
        </text>
      </region>
      <region id="346" left="36" top="8964" width="102" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2" decimalPlaces="2" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">F.t.90.d</e>
          </input>
          <contract>
            <e type="operand" style="unit">kN</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="347" left="333" top="8964" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Fracture force</p>
        </text>
      </region>
      <region id="348" left="36" top="9000" width="129" height="107" color="#000000" bgColor="#ffffff" fontSize="10">
        <math optimize="2" decimalPlaces="0" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">UR</e>
            <e type="operand">R.ax.d</e>
            <e type="operand">0</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">F.t.90.d</e>
            <e type="operand">R.ax.d</e>
            <e type="operator" args="2">/</e>
            <e type="operand">0</e>
            <e type="function" args="3">if</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="349" left="180" top="9000" width="82" height="36" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
        <cflabel width="72" height="28" tag="0·%" color="White" bgcolor="Green" font="Courier New, 12pt, style=Bold" style="Default">
          <input>
            <e type="operand">UR</e>
            <e type="operand">95</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">green</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">110</e>
            <e type="operand" style="unit">%</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">red</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="operand">UR</e>
            <e type="operand">3</e>
            <e type="function" args="2">round</e>
            <e type="operand">100</e>
            <e type="operator" args="2">*</e>
            <e type="function" args="1">eval</e>
            <e type="operand">%</e>
            <e type="operator" args="2">*</e>
            <e type="operand" style="string">white</e>
            <e type="operand" style="string">orange</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="function" args="5">mat</e>
            <e type="function" args="3">if</e>
            <e type="function" args="3">if</e>
          </input>
        </cflabel>
      </region>
      <region id="350" left="333" top="9009" width="308" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>Notch reinforcment screw utilization</p>
        </text>
      </region>
      <region id="351" left="648" top="9009" width="67" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
        <math decimalPlaces="4" significantDigitsMode="false" trailingZeros="false">
          <input>
            <e type="operand">r</e>
            <e type="operand">3</e>
            <e type="function" args="2">el</e>
            <e type="operand">UR</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="352" top="9108" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="353" top="9135" color="#000000" bgColor="#c0c0c0">
      <area collapsed="false">
        <title lang="eng">
          <p>Combined bending and axial tension</p>
        </title>
      </area>
      <region id="354" left="567" top="9153" width="200" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
        <text lang="eng">
          <p>[BS EN 1995 Sec. 6.2.3]</p>
        </text>
      </region>
      <region id="355" left="36" top="9162" width="196" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="2">
          <input>
            <e type="operand">σ.t.0.d</e>
            <e type="operand">N.f</e>
            <e type="operand">b</e>
            <e type="operand">d</e>
            <e type="operand">d.1</e>
            <e type="operator" args="2">-</e>
            <e type="bracket">(</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">#</e>
          </result>
        </math>
      </region>
      <region id="356" left="36" top="9216" width="76" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
        <math error="0">
          <input>
            <e type="operand">f.t.0.d</e>
            <e type="operand">#</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region id="357" top="9279" color="#000000" bgColor="#ffffff">
        <area terminator="true" />
      </region>
    </region>
    <region id="358" top="9306" color="#000000" bgColor="#ffffff">
      <area single="true" collapsed="true">
        <title lang="eng">
          <p>END OF SHEET</p>
        </title>
      </area>
    </region>
    <region id="359" top="9333" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="360" left="621" top="9342" width="116" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r</e>
        <e type="operand">11</e>
        <e type="function" args="2">el</e>
        <e type="operand">0</e>
        <e type="function" args="1">time</e>
        <e type="operand" style="unit">s</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="361" left="0" top="9351" width="103" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>ALL RESULTS</p>
    </text>
  </region>
  <region id="362" top="9378" color="#000000" bgColor="#ffffff">
    <area collapsed="false">
      <title lang="eng">
        <p>size 10 font results</p>
      </title>
    </area>
    <region id="363" left="36" top="9396" width="56" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math error="2" decimalPlaces="0" significantDigitsMode="false" trailingZeros="false">
        <input>
          <e type="operand">r</e>
        </input>
        <contract>
          <e type="operand" style="unit">%</e>
        </contract>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region id="364" left="180" top="9396" width="549" height="207" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">resultsKey</e>
          <e type="operand" style="string">Shear stress utilization at gross cross-section A-A</e>
          <e type="operand" style="string">Shear stress utilization at gross cross-section B-B</e>
          <e type="operand" style="string">Notch reinforcment screw utilization</e>
          <e type="operand" style="string">Lateral screw utilization</e>
          <e type="operand" style="string">Screw withdrawal utilization</e>
          <e type="operand" style="string">Interaction axial and lateral on screw</e>
          <e type="operand" style="string">Strong axis wood bending failure</e>
          <e type="operand" style="string">Weak axis wood bending failure</e>
          <e type="operand" style="string">Wood bearing para to grain</e>
          <e type="operand" style="string">Withdrawal of tension screws</e>
          <e type="operand" style="string">Updated</e>
          <e type="operand">11</e>
          <e type="operand">1</e>
          <e type="function" args="13">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="365" top="9603" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="366" top="9630" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>size 16 font results</p>
      </title>
    </area>
    <region id="367" left="36" top="9666" width="74" height="30" color="#000000" bgColor="#ffffff" fontSize="14">
      <math error="2" decimalPlaces="0" significantDigitsMode="false" trailingZeros="false">
        <input>
          <e type="operand">r</e>
        </input>
        <contract>
          <e type="operand" style="unit">%</e>
        </contract>
        <result action="numeric">
          <e type="operand">#</e>
        </result>
      </math>
    </region>
    <region id="368" left="144" top="9666" width="558" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Shear stress utilization at gross cross-section A-A</p>
      </text>
    </region>
    <region id="369" left="144" top="9693" width="558" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Shear stress utilization at gross cross-section B-B</p>
      </text>
    </region>
    <region id="370" left="144" top="9720" width="398" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Notch reinforcment screw utilization</p>
      </text>
    </region>
    <region id="371" left="144" top="9747" width="280" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Lateral screw utilization</p>
      </text>
    </region>
    <region id="372" left="144" top="9774" width="312" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Screw withdrawal utilization</p>
      </text>
    </region>
    <region id="373" left="144" top="9801" width="418" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Interaction axial and lateral on screw</p>
      </text>
    </region>
    <region id="374" left="144" top="9828" width="354" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Strong axis wood bending failure</p>
      </text>
    </region>
    <region id="375" left="144" top="9855" width="332" height="29" color="#000000" bgColor="#ffffff" fontSize="13">
      <text lang="eng">
        <p>Weak axis wood bending failure</p>
      </text>
    </region>
    <region id="376" top="9909" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="377" left="18" top="9927" width="276" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r</e>
        <e type="function" args="1">transpose</e>
        <e type="operand">DFD</e>
        <e type="operand">i</e>
        <e type="function" args="1">num2str</e>
        <e type="function" args="3">wfile</e>
      </input>
      <result action="numeric">
        <e type="operand">1.00</e>
      </result>
    </math>
  </region>
  <region id="378" left="18" top="9972" width="353" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">resultsKey</e>
        <e type="operand">DFD</e>
        <e type="operand" style="string">resultsKey</e>
        <e type="function" args="3">wfile</e>
      </input>
      <result action="numeric">
        <e type="operand">1.00</e>
      </result>
    </math>
  </region>
  <region id="379" left="9" top="9999" width="784" height="128" border="true" color="#ff0000" bgColor="#ffffff" fontSize="12">
    <text lang="eng">
      <p>THINGS TO ADD/CONSIDER:1. Wk/strong axis bending interaction2. Screw angle contribution to tension capacityDONE---3. Add bearing para to grain4. Check to see if add'l shear is created that would cause the notch to split.5. Check model to see if the downstand leg dims are actually correct.</p>
    </text>
  </region>
</regions>