Project Title

e7c77451-8f3f-4290-8fa5-9c93e66c68b6 239 Project Title Author CalcBook Title PRJCT_NO 4 5 true true 0 decimal

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WWihhZLnimtnqfFzZoMNNsjO+qaiRcj4/kodP2vizQ7Hjx/fKBTG99Q555zT+Dxvt912YZFFFkkeMzMrrrhiePrpp7Oz9a2/ImTM//f//X/Z6NblLUJOnDgxeVxMXDv7wAc+EPbbb79wwgknNNbpLrjggnDGGWeEQw89NOy4446N123Oddeqi5Dxv0NT752Y0aNHJ4+ZNa2s6ey+++7JY+P7uJ3n99vf/jY5T3xtr7rqqmwUAAAAAAAQKULCLOKdh7/4xS8mF5vyRBGyf/EOuMsuu2xyjjypogh5yy23hGY/uDvPPPO0tAg5GIqQMVX8gPdMVRQhY+IPwvTl2muvbVp8/tWvfpWNas1TTz0VFl100eRc3/jGN7JRAAB0S7MiZPzvs3Hjxr2R+N9yG220UeOHmvv7YdaZiT+geNBBB2VnKib+t+nyyy+fPM+siX+HbsWRRx452/Nrlq222ip5ngUWWCA5PpX4A7JzavbfU5/85CeTc7SS/m5GAwBQllisS/1dZmbi3xl/85vfNG6y2IpYgouFsTxavcFFLCHl1ckiZH//JhzLjeeee27j78etiLuqN/t7oiJk2kc/+tHkY5kzsYRbpp133jl5nljUy6tIETIW3vrakT8W/forxb322muNXQQXXnjh5Bwxfa0bzqqVImRMLNC1I28Rstluhcstt1xjjaUVzz33XPjd734XPv/5z4dRo0ZVXoSMj/n/Z+9OYO2q6wSOD4sMiSl7kFUzI4IoVpYRRlZBZGQZaNQKU3Y1WhBEZI9WxCJLBCcIFlAYkAoIEREHCIGIYAAFKgEERBk2GbZSBkqhsgy5M7/LefLa/s/93/X9b/s+n+SXzND//d/X19d67z3ne04rL774YvPfhW233Tb5+JiddtqpWp320ksv1b53/8IXvlCtai32iO9jao/4ewIAAAAAACxICAmjHHbYYckDTaMn7lwYd+b49a9/3Yz45syZ03jqqaca9913XzOIO//885sxZVwhd3EPIeNqsnHws5t55JFHqt3rPfPMM9mTe+OqwHGSa3xfZ82a1TxBIL5Hjz76aPP/v/baa5tBYBysjwOn/Q4hn3766doDkDEXXHBBtbK1uhDyk5/8ZPL7187EVa/r1IWQ8f0eeXz8+caJx3Hnw0033bT2ZzI1J5xwQvVM/VN30svEiRMX+H2PTJz0s8ceezT/rrU6QSF+LWLWVg4++ODkY9/1rnd19Hey7url7373uxvz5s2rVgEAUEpdCPmxj32sWpEWJ6qfc845LU+QHJleTtwdcfXVVyf3Xnji7ub99N///d/J54k7l/SiLoR8/fXXqxUAAMPpgQceaF4cLvVaJuboo49uO9LrVdxJrtXXMnraja1SxiqEjFCwVex1+OGH9/V7K4Rc1GOPPVZ7kcCFJz6P76dhCiEjYo47FqYeGxMXOWznjpgj/vjHPzaPCaT2iom4N6fdEDLulvrkk09Wj8rrJoSMYDD1b09cDOjOO++sVnVm/vz5ffv73W0IOSL+/ONYYWqP+D0+++yz1cq0OC5Z99hbbrmlWlUv/q1LPX6NNdbo6ZgxAAAAAAAsqYSQULn00kuTB5pGZuutt2785je/qVa35+WXX67+r0UtDiFkXL12UOLAYpxsnHremDioetRRRzVP7mhXHDSt+5q7CSFjry222CL5uJg4yaVddSFknHwxCHUhZISXrcQB8zgQvuOOOyYfP3oiTu2nuhDyyCOPrFbUixPT99577+TjY/bcc89qZdrcuXNr70w6derUalVrN910U/PAdmqPQf05AwDQmW5DyNFuu+22lifJxl3j77rrrmp1d+KCH6m9U9POiZXtEkICACyo7i5oMWeddVa1amycdtppya9j5ZVXXuS/xcXhHn/88eqRnRmrELLuM/OYuKN5vwkhFzVt2rTk15H6mYpjNp0cr8kZphCy1fHBdu/qt7C4WGjdnSE32GCDbATYbggZ84lPfKLtULObEDKOjaYeExfYHAa9hpAhLooa7+VT+7S6KOmIuKBr6rEbbbRRy/e98dnBsssum3xsO8EsAAAAAACMR0JI+H9x8Ha11VZLHmiKieAtwr1+Gu8h5Nlnn518zpi4C9+tt95areyPTkPIOGjcKqybNGlSRz8Ti0sIOVpcyXezzTZL7hMTB4VzP1ud6CWEDPFnts8++yT3eOc735k9yfrKK69MPjauiP3b3/62WpX22muvNTbccMPk4z/72c9WqwAAKK0fIWSI15YHHnhgcq+YuJBOJ3cMGS0uTpI6ETLuhL7wf4uJu5L3ixASAOBts2bNSr6Gifnc5z5XrRob8dry/e9//yJfR8RSF1100SL/Peb444+vHt2ZsQgh77nnntqLysVnvIMghFxQhHjrrLPOIl9DRJA//OEPF/nvMaeffnr16N4NUwj50Y9+NPm49dZbr+UFT3MuuOCC5L4xubguFUKuv/76tcfzvve971WPbK2bELLu+FpcwGcY9COEDHV/l2fOnFmtqPfUU081VlpppeTjTz311GrVguIY4+abb558zG677VatAgAAAAAAFiaEhP93xBFHJA80xZxwwgnVqv4azyHkvHnzGquvvnryOeNA4Z///OdqZf90GkKedNJJyfUxm2yySccHvxfHEDK88cYbzSsep/aK2Wabbbo+wXthvYaQ4cEHH0zuEfPAAw9Uq+rV/TnFHX/ie1HnxBNPTD4uThqJKwkDADAc+hVChlYX4oi54oorqpWdmT59enK/uCN76kIlERm+8MIL1aN7I4QEAHjb5z//+eRrmPhsv5c4qhs333xz8muJi7DFRdpWWWWVRX4tIrfcXedSxiKEPOigg5LPEb+PuXPnVqv6Swi5oF/+8pfJryECxZdeein5Gj5i3H4dDxiWEPK//uu/ko+JufDCC6tV3akLmGOmTJlSrUpLhZDbbrtt7e8x7tgZgXFONyHkj370o+Rjtthii2pFWf0KIePujal9rr/++mpFa+eee27y8XGhzscee6xa9bYZM2Yk10+YMKHrO/oCAAAAAMB4IIRk3IsTRuMgVOpg084779z3O0GOGM8h5BlnnJF8vpi4K98gdBJC/uIXv2jeBTC1fs0112w88cQT1cr2La4hZMid4H3VVVdVK3vTjxAyvtbUCQIxd911V7WqXtx9Z8UVV0w+vu5q1w8//HDtc8YJAgAADI9+hpDhlVdeaZ6snNoz3k92Kt5/RnS48F7LL79848UXX2ze5WPhX4s566yzqh16I4QEAHhLXBQtLnKWeg3z7W9/u1o1duo+nx35bDYiptSvd/P586BDyIgz6y6UOG3atGpV/wkhFxR/nqmv4aabbmr++l577ZX89Yhy+2FYQsjzzjsv+ZjVVlutL8fI4r1aav841tRK6phD3D0w3kPVBXvx33Nfczch5M9//vPkY+I42n333VetKqcfIeScOXOaMWlqn0cffbRa1Vocn4qLh6b2WPjfz7iAZt0dJOMYKgAAAEuOVhdhGj1xDm98Hrn++us331/G54Enn3xy87O6uPHIWHnmmWcayy233CJf30c+8pFqRXsOP/zwRfYY1HzrW9+qnvVt//iP/5hc28v06zxZAKB3QkjGvbqDkMsss0zjoYceqlb133gOIesO0nYT6bWr3RAyrphb9/2IA8933HFHtbIzi3MIGeIE79QJ2TH9OgGmHyFkXP28LmKdPXt2taq1uqvwxs9FnKCysPieptbH1Zn7dXVsAAD6o98hZJg5c2Zyz3hP2endwa+77rrkXp/5zGeav/7UU08191341+MO5v0ghAQAeEvd68b47PHZZ5+tVo2N559/vnlhjIW/llVXXbX5eWiou2Pk7rvv3vz1Tgw6hLz99tuT+y+11FLNC9UNihDybXGxx9T7ine/+91/uzho3fcrTsLrh2EJIffbb7/kY/bdd99qRW/iZzq1f0yrn5FUCDlx4sTmr8Xf9/j7svCvx3zlK19prqnTTQg5a9as5GNi1ltvvcb9999frSyjHyHkIYccktyj07te/vGPf6wNKiMoHRF3BE2tidi1mzv5AgAAMLzaDSFbzbLLLtv4+Mc/3rjkkksar776arXzYJx66qnJryEmdx7yaEJIAGCQhJCMe/EGIfWidc8996xWDMZ4DSHjwG7quWJGrjQ8CO2EkHECS13sFweVL7/88mpl5xb3EDJceOGFyT3jjXa7kWEr/Qgh607OiKsrtxslxokeW221VXKfhU+Kueyyy5Lr4kD3gw8+WK0CAGBYDCKEjJPPV1llleS+nb6H+NSnPpXcZ/Sd83fcccfkmjihvFdCSACAt5x22mnJ1y8bb7xxtWLs1H1uOnXq1GrFW3cie8973rPImvjsNl7jdWLQIeT3v//95P4RFA6SEPJtJ5xwQvL5jznmmGpFo/laPe6KuPCaiHIjzu3VsISQEfKlHnPOOedUK3pXd9zp/PPPr1YsKhVCxh0hRtQFnHEsKy6wU6ebEDKOmay99trJx8XEvzPx9+iaa65pXlRzrPUSQj7wwAO1dz+NiQsfdaru79e6667bvIPHDTfckPz1d7zjHc2LtQIAALBk6UcIOXrivOP43GLkYlb9FJ8xvu9970s+b8xBBx1UrcwTQgIAgySEZFyL0C91G/eYq6++ulo1GOM1hKy7A2dcaXiQciFknLy89dZbJ9fETJ8+vbmuW0tCCDl//vzGCiuskNx39InZ3eo1hIwYM04ESO1x9NFHV6vaE1cwrvu34Ze//GVzzdy5cxtrrbVWcs23v/3t5hoAAIbLIELI8NnPfja5bycX9Yi7R8aJjwvvsfLKKy9wZc8LLrhgkTUxn//856sV3RNCAgC8JV5bpV6/HHbYYdWKsfPBD34w+bXEa9vRjj322OS6Tj+rHHQIGSdMpfbv5ESqbggh3xInyaWi2Zh77723WvWWgw8+OLnujDPOqFZ0b1hCyLr3KnfccUe1ond1F7xpddwpFUKOPo4Wx0PqjjPGhSGfe+65auWCugkhQ5xQmHrcwhPvaf/5n/+5eUwmgsyXX3652mFw6kLICHnjQkILT1wgd7PNNmusvvrqyceNTBw/bPcCm6PF8ca6fxfi37m6E0rj33AAAACWPP0OIUcm3tvG3v30q1/9KvlcI7Piiiu2/V5fCAkADJIQknHtt7/9bfIFa1y99KWXXqpWDcZ4DSH333//5HMdcMAB1YrByIWQBx54YPLXY/bee++uDnaOtiSEkGHSpEnJfY877rhqRfe6CSHjjXWcnHH66afXHrSeMGFC4/HHH68e0b5p06Yl94uTROJ5Dz300OSvx4lJcaAbAIDhM6gQ8qSTTkruu8suu1Qr8k4++eTkHnGC8GhxQY7USbHxvi5+rRdjHUJG5Nnp9Pp7BABoxx577JF8/RJ3ihxLt956a/LriNdnC39m/Yc//CG5Nj7P7OQK8YMOISdPnpzcP15TD5IQ8i3XXntt8rk/9KEPVSveVvfzt9FGG1UrujcMIWQcA0utj3nkkUeqVb2LyDD1HF/96lerFYtKveeLYyCj/exnP1tkzcjEv2EpdRfWyYWQcXGe+HNPPbbVxAUnt9lmm8Z3v/vdxlNPPVXt1l91IWS3E8eIv/nNbzbeeOON6hk6d8sttzSWXnrp5P6piTuTxsVIAQAAWPIMKoSMWXXVVRs333xz9Uy922uvvZLPM3ra/exGCAkADJIQknHtkksuSb5g3WSTTaoVg1MXQq600krJkz3bmWWWWSa5Z7chZDdfSy7kjAOeqef64Q9/WK0YjFYhZJy8kvq1mC233LIvQWhdCBnf+9T3sdW0c/fFQYWQJ5xwQnLfXk8WCXUh5PLLL5/8PsTB6NT60fP3f//3f7uDY6fiwP773//+5L6777578u/b0ksv3Tw5BACA4TSoEHLmzJnJfeNOGO2Ik9jjxMfUHqmDV3V3oDznnHOqFd0Z6xCym3nxxRerXQEABmerrbZKvhaJiGgsxQUEU19H3YXpJk6cmFwfcWO7Bh1Cbr/99sn9zz333GrFYAgh31J3rOKUU06pVrwt3qfE15Ra3+vn4MMQQta9/4np5aKlC4u7I6aeY5999qlWLCoVQq6wwgrVr75typQpi6wbmdT38uKLL06uzYWQIULGup/3diaO6UydOrX2bpXd6ncIGe+3+/E1xu81tf/Cs9RSSzWP6QEAALBkqgsh47zEEf/7v//bmDNnTuOhhx5q3Hnnnc3gbvr06c3P0erOCR6ZOA47a9asaqfuxXvhONcy9Ryj56Mf/Wj1iP6I33vqeeJr6UVdCNnNDTUAgOEjhGRc+/73v598sdtrLNaOuhByENNtCNnNPP/889WuaRtuuGHycYO+WkpdCBkn9Na9WYxfe/bZZ6sdelN3ckE3c9lll1W71htUCHneeecl991uu+2qFd2rCyG7nbgzY+5nPydOOo+D0Kn9U3PwwQdXjwQAYBgNKoSM9zOpfTfYYINqRWt1r9/XXXfd5N176p5vs802q1Z0RwgJAPCWus+x43PmsfLCCy/Uvo564IEHqlULiruupdZ/6lOfqlbkDTqErIs1I9AaJCHkWyFb6gKDcYwkvqaUadOmLbI+JiLdXgxDCPnoo48m18fMmzevWtW7r3/968nn2HPPPasVi0qFkHF3xYXFMbm11lprkbUxK6644iJ/rldccUVybTshZHj55ZcbRx55ZPMClql92pn4eu+9995qx971O4SMmTBhQvPf007upruweO9a92czenr9uwQAAMBwayeEbOXJJ59sHHHEES0jxXj/GZ/79OL0009P7p2afr6vF0ICAN0QQjKuHX/88ckXu3vvvXe1YnDGawhZ9/u+5ZZbqhWDURdC1k2cDNDPN2xLSghZ93388Ic/XK3oXr9DyDiJ4O677652717dCRkLz9prr+2kbACAITeoELLuZNK4OEc76u7wWHfC7muvvdZYffXVk4/p5YqfQkgAgLdssskmydcicaG4sXLWWWclv4ZWV11/5plnGu94xzsWeUz8t6effrpa1dqgQ8jNN988uf+MGTOqFYMhhGw0vvOd7ySft9Vxg0ceeaSx9NJLL/KYeI3fy2vzYQgh586dm1wf88QTT1SrevflL385+RwHHXRQtWJRqRAyJhXmXXPNNbUXdNxpp52ad/YcEWtT69oNIUfMnj27GQrGnSnauVvEwrPKKqs033/2wyBCyJGJfx/eeOON6pk6V/dZwcjE+/q44wcAAABLrl5DyBF/+MMfaj+HipkyZUq1snPx2UF8PQvvmfqcMebQQw+tHtk7ISQA0A0hJOPaYYcdlnyxe+CBB1YrBme8hpBxxdrU4+64445qxWB0GkLGxFV6+2VJCSEvueSS5L693nkm9DuEjIkTNOIkg7/+9a/Vs3Tuf/7nfxprrLFGcv/R8/Of/7x6BAAAw2pQIeQFF1yQ3HfLLbesVtSLE0hT75PiRNaHHnqoWrWor33ta4s8JuZLX/pStaJzQkgAgLfsuOOOydciEVqNlbj4XOpryMWYdZ9Fn3TSSdWK1gYdQu68887J/U888cRqxWDUhZB77LFHtaI7qZPEYoYthIyAru4EsNydTj/+8Y8nH/eDH/ygWtG5YQgh4yS/uhP64uTCfokTEVPPEXfbrFMXQtZFeXWxZcy5555brWo0brzxxuSaTkPI0V555ZXmvxvHHHNMY5tttmn7/V+vf/dG1IWQW2yxReOGG25YZCIGvfzyy5s/a3EccIcddqgNSWOOPvro6pm6M2nSpOS+MYO+Ey4AAADl9SuEDHFubt0F3OK97a233lqt7MzNN9+c3PNzn/tcMr5ceeWVG/Pnz68e3RshJADQDSEk41ocZEy92I2DUoM2XkPI1VZbLfm46667rloxGHUhZJxYUHegO6aXA/mjLSkh5Nlnn53cNw4U92oQIeTIxIlLcdecbsVB8dS+I9PrVcMBABgbgwohv/nNbyb33X333asV9eIuGqnHbrfddtWKtPvvvz/5uBVWWKExb968alVnxjqEfPbZZ5sXHulkRt/NBABgUPbaa6/k65deYqFO3H777cnnj4m7jseF6epmnXXWST4uTv5J3U1uYYMOIffdd9/k/gcccEC1YjCuv/765PP2+l5gzTXXTO7b6qSqEiFk3e8/ZuLEicmfpZGp+z1GrNutYQghQ91FEH/2s59VK3r3T//0T8nnOOOMM6oVi+o0hIyTD+vuCjFhwoTGY4891lx32223Jdf089+2119/vfnzFnvGiZGp54uJEzTj70Kv6kLIXXfdtVqRd++999ZGzcsuu+zfvn/duOuuu5L7rrfeetUKAAAAlmT9DCHDo48+2lhppZWSe06ePLla1Zl99tknud+vfvWr5sXLUr920UUXVY/ujRASAOiGEJJxrS682nbbbasVg1MXQj7yyCPJkz3bmY033ji5Z7ch5NNPP518nlaTOyl1gw02SD5X3GlwkOpCyH/7t39r3r2l7mqvyyyzTF/u9FcXQl566aXJ72OraSfoG1QIedRRRyX33XPPPasV3av7+3jIIYckvw8xTzzxROPBBx9sXHnllc07vMYB/dQeMccee2z1TN3ZbbfdkvvGieZxwjgAAMNvUCFk3MkitW+rE25DvH9af/31k4/tZXJ3Caoz1iFknCALADCM4rPE1OuXDTfcsFoxWF/4wheSz9/rxN3QcgYdQtZdoPK9731vtWIw6uLSOK7Si+WXXz6579y5c6sViyoRQsaJcKnn7HXi+9qNYQkhd9lll+RjDj/88GpFb+JuiXUX47zllluqVYvqNIQMEdwtt9xyyceN/P2ti/IGFXnHxVPjuVPPGXPmmWdWK7vXjxAyxDHRumNM7d5RN+WPf/xjcs8PfehD1QoAAACWZP0OIUPdZyDxucBzzz1XrWrPCy+8kDyWu9ZaazUjxbg4UOrc2m222abaoTdCSACgG0JIxrWZM2cmX+yussoqbV0ZuRd1IWTEXd2qu6pstyHkX//612pF/2y55ZbJ5zruuOOqFYPRKoQMcRAz9esxcSJDnDDdi7oQ8j//8z+rFf01qBDyE5/4RHLf6dOnVyu6VxdCHnnkkdWKvNmzZzc233zz5D5x4kD8ereuuOKK5L7dXkkJAICxN4gQMi5UEhfHSO2bu5v7r3/96+Tjep14TdwNISQAwFuuvfba5OuXft3BrJWXXnqp9jP7XqedzzIHHUJGjJnaPyZODBuUuKBe6jnXXnvtakXnInZM7Rl3kGt10cixDiHjTux1gVyvE9FuN4YlhDz55JOTj4m7ZPZD3b8l8R6p1UUvuwkhQ933IOaqq65qPPDAA8lfG+TdbuP3GaFz6nm/9rWvVau6168QMkydOjW516RJk6oVnRNCAgAAjG+DCCFffvnlxjvf+c7kvp3ekOSMM85I7jP6nM2tttoquSY+Z+iVEBIA6IYQknFt1qxZyRe7Mffee2+1ajDGawhZdyXrrbfeuloxGLkQMnz5y19OrolZeeWVG/fdd1+1snNLQgg5b9682qtb9+P30Y8QMjz55JO1JwnE3T+7FXcGTe352c9+tloBAMCwG0QI+eMf/zi5Z9z1I+5+0cqUKVOSj+3H5N4HpgghAQDeEoFbxGyp1zBHHHFEtWowzjnnnOTz9mMihosorpVBh5BxolZdlHfooYdWq/rvmWeeST5nzKOPPlqt6sx1112X3C+O/7Qy1iHkqaeemny+fkwcX4p4t1PDEkLeeuutycfEtLpjY7t222235N477LBDtSKt2xAyLvIae6ceG+/r4jhX6tcGGUKGCB5TzxvviXvVzxDy3//935N7bbvtttWKzgkhAQAAxrdBhJBhzz33TO572GGHVSvas9FGGyX3ueuuu6oVjcaMGTOSaw4//PBqRfeEkABAN4SQjGvxInrFFVdMvuA98cQTq1WDMV5DyLq7cMaJD08//XS1qv/aCSHjAPGnP/3p5LqYddddt/HEE09UqzuzJISQdW9o46TmiCR71a8QMsRJOam9ejlJSQgJALD463cIOX/+/Mb73ve+5J67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Project Title PRJCT_NO

CalcBook Title Author 2016-DEC-15

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2. Pier Design

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Purpose / Summary / Assumptions / References / Remarks

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 #

Project Title PRJCT_NO

CalcBook Title Author 2016-DEC-15

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 #

Project Title PRJCT_NO

CalcBook Title Author 2016-DEC-15

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#

Project Title PRJCT_NO

CalcBook Title Author 2016-DEC-15

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Hi-Res background file - double click to open

The Newton-Raphson Solver:

]]>

leftSide# rightSide# variable# guess1# guess2# solveNR solveNRcode### :

solveNRcode### precision# 7 : xi guess1# eval : xii guess2# eval : fi leftSide# rightSide# - (variable# xi ≡ at eval : fii leftSide# rightSide# - (variable# xii ≡ at eval : df fii fi - xii xi - / eval fi UnitsOf xi UnitsOf / try : i 110000 range xii xi fi df / - eval : fii leftSide# rightSide# - (variable# xii ≡ at eval : df fii fi - xii xi - / eval df try : xii xi - xii / abs 10 precision# -^< break if xi xii : fi fii : 61 line for xii 81 line :

h 3^5 + h 3 nthroot - h 2^h 01 - solveNR 1.55306859139485 -

h 3^5 + h 3 nthroot - h 2^- (h 1.55306859139485 - ≡ at 2.97 1014 -^*