Course Description
Fee:
$573 ($458 ASHRAE Member)
Includes course materials, Certificate of Attendance, and course recording.
Course Description
This introductory seminar focuses on how the building commissioning process can be applied cost-effectively to new construction and to existing facilities, with a strong emphasis on existing facilities applications. Learn the fundamentals of the commissioning process through each step of a new construction project, from predesign to occupancy and operations. The seminar will also discuss how the application of the commissioning process in existing facilities differs from new construction. The benefits of commissioning and how the process can improve the built environment, reduce environmental impacts through responsible resource utilization, improve the quality of design and construction, and raise the professional reputation of the entire commissioning team will be covered. Take away compelling information and case studies that demonstrates the value of investing in the commissioning process.
Learning Objectives:
- Identify important characteristics of the commissioning process and how its application differs in existing facilities versus new construction.
- Learn how the commissioning process improves the built environment, reduces environmental impacts through responsible resource utilization, improves the quality of design and construction, and raises the professional reputation of the entire commissioning team.
- Appreciate the benefits that accrue to all participants in the commissioning process for new and existing buildings.
- Recognize the discipline and detail required, and the value to the owner, resulting from the time invested in documentation throughout the project.
- Identify important elements in specifying the commissioning process in new construction and contracting for commissioning services in existing facilities.
- Understand the favorable economics of investing in the commissioning process.
Recommended Publications:
Procedures for Commercial Building Energy Audits, 2nd ed.
Standard 140-2023, Standard Method of Test for the Evaluation of Building Energy Analysis Computer Programs
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AojSIyGyZuZEe01cz4oohfPnkRPGee++//9JLLpw8/pTTz1m9Zu3aY1kUHjH5XV/t4IVbhpOdG893c7bRvUMyU04ejd1ioLismZWba3nln2OYcu3nbNhQzdljCv8cMCmASwsOHRhktBk+OgxoIifXjckcJikpQE6ul7i4AGZLCJ0+useoC0A0CgaDgiCIKAqEQyKRqIpSUZQpNChoNQKKAoKiIRjU0dpioKnRTE21kbp6DR6XmZIdMZRuskKFCJogJIRAz4GNF1lRfWXtEyEi8+u7i4j9bi1nXTSQV24d3WnV6jVrZv8687sp5158dWNDfc3fGlg6q56C/ETKapz8vGQnkiSSnWoHYOHqSm676DV6rnmUvn1zCIaiRx9MQQma9YCAPs9F0Yha+vRtpEMnBykpPvQGFRh6fRRQCIYk3E4djY0mFEVAEJTdEl+WBTQaGZ1ORlEgGNQQjQpYrSGMxhDhMGg0Cg1NGvx+MJncZOW1UthVRpIARcLjMlNaEse24lhWrkpgyyo7VAM2P8RGDywydwGsSyq4Akx9+AemvreQF186h39MHHNqQ33d+CuvvPyKt956592/LbBC4ShNDj9XT+rJ1ZN67vO3QCAERAmHoxy1aKOoQESERgOERUgIkDOknhHDa+jRs4m0DC8oCg6HjoYGPfaYMBZLmOItsezYbkOWBXLzXHTq3IqjVY/bqcVoiiLL8MyT3dmx3YYgwsWXbmXMuHL8AQ3Fm2OY9kUe9pgQkiQzekwl2bluPG4dfq+ecDBMbHwQRZYJRvxk55fTvU8Zp040s3VzEmtXJzN7XjwtWy3gVSDGB3Fym8Gw171FZDDpoHcONHm44YxXeeO0Hiz++BLxzTfffmfKWZMnnjR81Li/JbA0GhGbWcdnP23moxkbCUdkbji7N+OHtEfUSIAGQRJVFnBk7VrVaqs2gwLJfRsZNbKaDh0dtMtzYzaHaW7WU1VlAgUURSAuPkBLs4Enn+zG5hWJsDlWvU57FyeMreTKK7YQExsiFBKJyCItlWaUEjuKW8fmrs2MmVCGJTbI6sUpFH/WEWK84NPQp2cTnbq24HZpSUnzMeO7bBbMS2XsKeV0KnQgSTocLSKSJkK7Tjvp2a+Mk8fHsn27ne1bk/nlhzQ8m0VI9EKsrN7XPgCLQqwJYrPZ8ttWYrs8yN13j+XRy0eOVSK+5olnnnPp1998883fCliKAtGoQnqihY7ZccgKJMeb97HejwqHqjdBUCR9SC0TzyyjT99G4uODCIJCJCIgyyI2WwQUAa9Xi04fJSILvPRkN0q+yUNI8VB48VYCPg07fk1n8QvdICxy811rUJw6vF4tIUmBJD/YwpRXm3E2GUhI8tPQpFdBleoDWcBgDRMNiUiSgiIqrJqbRun09rzycwYdJpRz591riEY16LRgMgo4XSJ6i4PeA5oZNryMUaNT+P67dvz2cwqBHUCsD+yyKt+VvTYaoEMSNHp47Ir3+fbHjaz5+vK46V9//fUzTz/5xG2333nX3wtYskJygoX2WXEkxBr54pctZCbbSGkD2BHToQBqzYBCUq9GRo+qYuz4SkzmCM3NBpqb9ZTusFG8ORaPW0tWjpv8AidGYwR7TIj1KxIpWZYEaW7Ovnk9F11WTCgs8t4bhUx/qQuLP29H796NjD61nKZGI36vFk18kIRYFzUlNhwtekyWMMWbY9HnOZEMUXwNRrRaGVkWsMeEKNkcy8atdshvhlY9wWYDsiwQGxekptrM19Ny6dylhcxMLxqtQk0Y7LF1XHdTHadPTOXTj/OY/VsilIsQ54EYBSLCvuIxzgxxuWz6aRNpfZ/ity+v5Nbb7rgzLjY25tLLr7z6rwTWEQz8KSgoGHUaLEYtOkmiIDuOlAQzQYcfaEDxH6anXVLAo4UdVuwFrVzz2HJefnUxZ561E7dbR3mZldjYIJ99nscDFw/l89v688ND/XjtisHcfv1AWh16EhP97Nhhg1oz7U6oZ9LZOygvt9LSbGDi5FLii1qg2cCaJclotDLhsEg0JGI0ROjbrwGaDTQ16yktseHdEM+QYbWYLREQQW+IEo0ImK0hli9Khp1WrEkBsIeQzGF0Ohl7fJCfv8nhx4d78/Qd/bnxHydQW2skISGI22mhpMSE1lzD9bcu5s13FzL59mpE2QYl+jan7O89+gp0SaOprJlu7e/h1lfmc8llV1zldjnqi4qKOv3PA0uSREx6Lau21PHdvBI++3kzja0+ABLS7Ay99FzSs+LwugKHJvYUAXbaICgy9pb1vPLWQk4eU42jVU95mZVgUCIt3cvcOWnMfK4rhCT6XrWJKc8ugE4O8juo1mAwKOF3aQGJ2NggclQgGJBwOXUYTREKOrUCIg6vhmiwzbUQEQkGJdrlucAaZkeJnbWrEsEaomPnVpwOHWhkJFFBo1VwOfSsXZMAOpmOha1giiArkJPrYtmCFGZ9nA8FrRARsCoCCQkB/AEJUVRITApiNYs0NOjQGJu49MrFPPHGajIHClAaA62CesD4ne6VFQfZcTx7wxfc8NSvWKz2pMWL5i9IT0/P/N+2Cl0BSnc20z4/kZx0GxpJxGjQUFHrYmD3DCYO74BGElm1opzBvbIOYoUytBjApSWmZz1XXrWFk0bUUV1pZmepAUlSEEUFSVIIhEVmTcsFl4Ght6zhn/etRpYF+vVrQKeXiUZF/H4JS2wINGEqyy243VoMxgg+rxatVla5T5ulLwgQDosQEgmHRDJy3KQVtTBrZibhgETHYbWkZXsINRoRbCG0WhmbPciyhamUb4xD195JdrabFTMzyczy4vZpePOpbqCRic300ro8kaJTKsjM9lBTZSY2NsinH+UDMHJUFYosUlwMuR238fIbDUz9rBOfv5eJUhqBTJ+aG7Yr/h+VIcYIHZN56Y6v2VHezA+vnhVfXrp1Zc8+Jwxfv379xv9JYKVlxXHji3MYPyQPs1GLosCWnc28/+0GDHpNW4wQlmxr4NpLBvxx0VduBUuICx5awfixVQiCwLbiGEAF0y4yGCM0VFjYXmKDNDcjR1XhdumorLAQExMkEhXxeTWYLRK5uS5I99KwMpEFs9M4/7JiWpoNhEIiGzfGAgqxpih6c4RQUIKwiChAUmKAgk6tzH27I0RFhl1ajMEQBacWQ5tvTNIoLJ6XCpVmsns1YreHwaEjJd3Le690oX5hOr0uLKbGoYM2FwdAUrKfNevi+e7FLtBixqKPcsaF26itsFBbZUdv8nHuxYsZPCSL11/qwYYZMZDsBKugevZBzQszaKFbOjNem09BSSPbfr4uad26dRvOOOOM8dOnT5/xPwOsXfGiJ/4xjCf+MewgXRTCgU1GUYGwBCVWdHmt3PbISoYMbqSizIrfr4qMf6fYi5ICAQlHqx5JkhFFBY9HC0Byio+4uCAdezaTlOalYUkqn31QQEKaj9xcN9991Y66pUmgj9CpVyNaXRSvUwtVNiR9FK0ljE2rgMsIujApqX58Li00G9HJLnSGKG6Hjh0lNohKdCpwYk/wg05m21Y7W2ank31SBSeOK+eZu/pCpofOXZtxu7QkpvhZPS8VWvSQ30KHoha8Dh0ajUxsUhBJUqivMxGTWMUTz7XyQZdefPFUOrjdkBaBqLCvU7VnJtvnbqf7qW+w9rurmDZt2qdFRUV9N27cuPUYB5YAOonZK8oZ3DMLpzuAQf/HshsURaC2yUNJRStY9PuDyqOFFj1dJu7gmhs2kZYaoLbGRFy8H0lScLTqcTp1+3CsYEAiIc1Lbq6b4rWJzJ+bxkkjq9Hro4QjIjZrmGlf5FG6w8pFl27lpsdWcM8t/fGtTOTJy4dATAhKbRAfYMRt6xk2oprqcismW5i4k1THpxgRych3IPWqJzHJT3qmRwVRig9LfICY2CAlW2IoW5YE2gi9BtXR0qoHXZS1C1PApeW6B1excXUi7Iin+3mbyWrvQivJrF2eyM8zM0EnM2FKCZ27NeNx6bDawixdnIzPq6FDJwdWS5SahgAXXraIxOQi3n2xPYEyGbK8qsqs7PLvKFCUxrqfN1M4+hU2/HydbcOGDcv69es3Yvny5SuPXWAJQEYs/3p/Kf96e9HBWXuCAMEw2IyQaFFN512ir1UPLTpOvn491/2jGL9PSzAgUlNtZtvWdMIhkZx2LrKzPYRCe2yPcFjEYokwZEQ1xXPSWD49h0/znVx2zWY0GpnFi5P54vHu4DBx0kk1jJlQxmvvzOfjDwpYujiZcEgid2IpZ55VysDBtTQ2GPF4tOS2c/HqWwsIhQXq64306NXEux/OQZYFwmGRlFQ/T3/2m6pn+iWiAiR0byYcEunas4n3X+wCLh34tEy5cy2dCx08eMsA0AfoP6gemzWM1y/xyTsdYUs8aSMrOPOC7URDEtGIwFNP9mDzjCw1eJ7l4crb1jN2bCXlFXpGj19Nn771PHZ3X7YtMEOOF4S9wCXLUJTOll8203fMq6yaea192bJlK/r3799v2bJly49dUSjLai5V5GAzSAGzXs0g3fVZjaw6O0MC5z2yjMlnVuBoMWC1hfjgo3ymv1gE1TbAwMk3LWHA/atpqTPiaNUjigqCAI31RoaMqeC377PZ8VM2H79aSLNLS2KSnx+n5oHDQr9LNtDrhHo2rE0gJibITbeto6bGTDgkkpLqQ5Qi7CyXCIVdRJQAXk+EZl8EWZGJRATEoGr5iYiEQzp0WhF7vIikmGhusZKW5uX5lxfR1GRAiQpETRHwa7AVtXDBtZv4ZVounjXxGLo1U9CpFZM5zK8/ZrLp13SI9XH65B3E2EO4PVref6OQzR/nI3Rwoo0JElqVwJtXDSLy5gImjK1kx7YY0jKreezledxx7TB2zIqBAifoBFWpV9qU+l7ZrP5tK+Mv+4Qf3jmXjz9877X8Dp17H7vAUlDlue4ws0A1MlRZEExhbnlhCcOGNFJTbcZkCvPCC12Y82QPxEwPfW5YQ9irZfiEMnwOHTXVZlJSfLvFYjAgYbcLXHLLep6OCjgWJzPzwX6qiBBDdL54A5fdsJGAV4sggMulx+nSgKaJiM7J9moFLXbMuliSLOlY9UkYNHb0Ggt6yYLQ5kSSkYlE/QQiLnzhVrzhVtzBegLRRhxNXvQ6sJstVFfHMeHUCgrau9SgdkRg6cpECFvp0207nXo0s21rDJ/9qwBaDRRO2sGQUVU0NxvwturYvEQtvhg7qZR/3LSezz5pz/tP9uDdO/uSnuynUwcHtdUxJCQ5eei5ebzxYh8WfBUDiS4VXMpeDKAwlRkfLWeCTsO3r53Va8WyRb/07T9o1NHqj/bXp71qFKgxgynEnS8sZsjAZnaUWElM9rNwdhpznu0GHRzc/dRSBg6qx2IN0dRk5KarBlFXZebNT2YTHx+kpUXlXHW1JvLznbz88iJmfJ/NxvVxaDQy3Xs2M+7UckJBiYZGPSG5CW+4Gb3GQrKmI7n2DiSndyTZ3IEYQzoWfQLCQbj5PMFGWgOVNPvLqHJtoN6zhYZAKc0BB116GzBq4igtieHMs3aQm+smO8eNXisz+7ts6lckQXyAIcOrSUoK0FAroEuNEJfuo3lNImvXxuNy6rnjmjVsXpbE8g8H8NO7HSh8ZRE6nUxzgw17vIMHn/qNZ42DmfF6ErR3gSTsEYuiAJ1S+O71WdyeFctTd44a+c03X38+YcJpU/5+wJIUqDOBLsI9Ly9kQJ9WSrbbEAQFjVameF08RHQMGFnFoCF11NaYaNgYyytPdaNyRjsQIrzyYhEPPLqCUFjE49ai0cjU1pgwmSKcdU4JE88UkSRV9dhR4cbhdWLUGUm3dSU35gLaxfYnw95jNzc6VLLoE7HoE8m096R7ykQUFOrdW9jWMo/S1sWUujfjC1aTYLdy1rkOvB4D5RUWNq+NB28s+cM2M2hUNQvnphKJChR2buWcazfx4Po4qr/N4TqPhne/+I3BY6pYvmEb2gwvnkYjggAarYy71UZZ1MOlNy2lumY4a6fbVLGobfN1KW3WYn4GT784hzHDO3HqqRPOuuaaa3577bXX3v77AEtSoMkIyNz27GL692mltNSGmqHZlgfVJm8jYZFgQMIaH+C79ztQOaMTPS5bRWuLnhXvdeA5U4RLr9lMMCARjQqqWAxK1FRZEUQZZ6AWX8hF+/ghDM48kRRLJ7JjenE001cFBFKshaRYCxmSfTXV7g1UOFaxo2Uh67YtQSvpSbAmc/qF2zEmBhgxupKk+ACPvNmf4m/acdErC7jx2vUEntfwzH29qZ+dzrXnnchDLyzh2xkzaWw0EghIJKf40GjUTNyWZgNOV5h/PjaPF6wnsGh6DKQ51XTyXRmqdiM4A4w59z22r7iPV1999Zk5c+bM3bJly/ZjNFZ4kCEahx68Ilc/tIwhg5qprTGTluZt85Cr/CM71w3GACsWpbBtawwx5gidTqjn5LsX8uqbC+g3uA5CIr8914uvP8sjKd27+6EKCHhCTdS7S0ixdGZK0atc0O09+mWcT3ZMb/68nGiV0q1FDMi8iPO6vcN5Xd8hxVxIWcMOUnO38sCjK+nYyYnDraVT51ZAz8/f5lBcEcOlE4u5/q61kOalfHYaC2ZmIrctPSExwJzf0nn0wV68/lJnfF4Jk1HB7fNx35PzGDTeCTvNakrQ3sHr7DiC1a0MHPk0gG3urz9+KUlHtlrqzweWoEBAAy06Jt++mnHja2hpNuDxavjsk3yMhghJyT6aG430HlpLfPdm2BjPC493Z0txDCNHVfHMo4vZWWbl52m5kOvGPKiC+FQfQa8WSdDgDbdQ59mKSRfL5C4vclH3jyhMHM2xQu1iB3Bxj4+5oMcbSOEClqyvpK7Fic9pYuSZO4kftJPaWdk8fGdflmxNxmoLgS0MikDArQVRwWwO8957Bbx2S39WvtWZX57oyw2XD2HD5lgsZon6hhCX3LaS2AINlOtVXXa3byYKhalUrijjjsd/ISktp9trr776zJF9zH9FJXSZlVOvXc8VN22mqd5MUIbHbh5A+awssk8v4abb1pOb6yYYkFizPp7HbxwANSas3ZsZMqYSsznCnBlZNM5N44IXFjNxyg5crUZaWzU0B7aSYMpjZN5t5McPQRK0HMukILOlcRZzdr5EnauUwtxUHC4jD97Rh/pZ7RAymyEmjLLVhqGDk/teWkxhBwcb18dz75WDUQISvSfuRCspLHm1M8ZOrTz+r3nYzGHM5jANdencfVUf3PUhSA/v8dALqHWdniBzvruWYb3SGTt27PCZM2fOPtioy1/PsSQFymxk9aljyuXbaG4w4/dLSLJAdvcmSPRS/nUeN18xhIWLk7FYwww/sYarH1gFsSHcy5OY8WAvvritP41zc+gweQfjz9iJx2mirtlFg28ThUljuKzXF3RMGH7Mg0p9viKFiaO5tu8M+mWdxdqSEsy2ap58fjkj7liOEB9E8WpIOrGGR19dxPBhNchA0K1FERUIi5wxcSf/enk2PS/Zin9zMr98lUtMfJDaWhO5+aXc/ugm0JrAJezRABRUB7U3yAXXfArAi889cf8Re9QP/JcytdJt60+3p3ft9urrv6rhF1E4dFDVmxDjfdz11FJiLArhsEhSsh+dTmb8KRXEtHOzdEMsypZ4Fi9NwpAcIC/XTdeuLaR3cNCsUQjHBTHkuOkxbidXXbcZrSRSUl2DTtIxoeNjnJR7I1pRf0Q2J6ooRPfp/yHs7gMis/9LaHtuoVCIYDCIIAiI4h8/uwXxw0gwZ7O+fB0RsZaTR3oZOLSWE4ZXc9lVW6gos/LOm51ISfGTkuVh8Zw0fDts1Ckw4rRqjBqZ2Z/m40VhwMhqJEGgqdFA1541BAM2Nv+cBAn+PfqlrECCBdfaSpoiCudPGpwdDgVcCxYu+kNNSv4Tdv48q9CjBV2Yux5fSn6en2BAorbGxPQv29GhUytp6V7GnlzJgL6NPP98EUu/bMe7t/Rj4dxU7rxrLaPHVtKtRzOtLQZEUSYpOYjLKbFxZxl5Cb04u+h1TNojV/i6pNrDCW9vgaACVj1otaCRQKsBjVYNYem0oNWBEoWIg6HttcwdkMVrzzzFv6Z+yffff09WVtZBfW+P1Il0TzmNT9ZfwdJNs8hL6kR2thdBJ1O8JIk5zw7G69LxwlvzOf387by1zc6mr3OZNryGASfVkDi6DK9Xg6dVj9kWQghpqSzXccbF69myLo6N803Qzr9X0FqG/CRefXE250/qw6OPPfHcrF9nz16xYsW6Y9/dIClQYWH0VRsYdGID9VVWahoMPPXPPjjWxfN9jhttbBCbNUK/AXV06uBge1ELzTusbJ2Wy31NBq6/aw0JcUF0uiggUlWlodFbSr+sSUzo+PgRX/L9X++Aei/Xn91RTbZAUHtVSKL6U5TU3zUSNp3IxlaFH1Zv57mcOPJjbZhMpkMXj4LIed3eYfqW21lVM5Ukcz56o5GU9i4wtrBlcyzlpTYuvLyYLdvsLHi+iM8+KKCobyMvvbqQqioLChAOSdhjgricBmx2N1fevoGbN51AuDEECfKesI9RCxGZ596ay9SXJ/PM008+PHTYSace28ASFWg0om/fysgzymhpMGMyh9m8Pg3HxlhIDIA+SrhVjyMkMfO5rig+DST71c+mean8KYvpyX7+8dBKXI1mAmEfjd5SBmVfwcntj3zdwFcbmpi1op6v7urDGR3/KBfUMyTo4JZfltN02ZUsufJawlH5sNYxsdNTxBuzmVv2ClJDEl37N5M5oJ7K2Zm89Vohjz+zlBEjqlnwRTtqN8SxeUUC/YfXEBsXBAVM5jDVVWZiYkLU11rIK6jgkhuSePPBPAg7Vc/8LpGYG88Xn67girP7MXzoiacMGzbshLlz5y4+dt0NQQ0EBa6+fS357b00NeppqDcyalQ1D349i7gclxrSiQoU9WjimZkzueqt+QyZsoMOQ2oRbGESR1Uy6ZJigi4D/pCXZl85p3R46KiAyhWRmfTSGob1TjoIUKn09eD2IEa4feM2ECW02sM3HobmXMv4ggeodVSh17k478ZNkORhzgtFTDp9FG+80QmiIpI9hD3Vj9uhw2IJk5zi4/NP8rlt8ghmz8ogKTlIebmBU6asY9ApDVBl2vfpG7QgCFx253SVY99z+w3HLseSFNhhof+krQwbVUPFzlgSEv3o9VHq60x069rCM28v4J83DqD2lwzWOtVMy3vuW41BE2XLtlga6o3o9VGs1ijNLTKOUCXjCu6nX8b5R2XJN35WDJUu7rq730F/Nl4Dj/TpyD1L53Bd+zR6WOOPyJp6pZ1FWA7w7ZZ76dkjwj3vCjz1YDcqv2mvmg1JXi64ZT1FXVrQaBRKd9i49+XebP8hC5xWZk/NY/DoKjSSQDDkY+iYShb+kAIBH+iFPVkQ2XGULSnljY9Xc9V5YyYPGjTouYULFy479vxYbh2GGB+Pv7iYxMQoCgqbNsTS2GBk3KnleD1qbM/n0/LWOx1Z9mUu1JpJHl3BlddvoiDfSSgsgSLg8YjU+4oZlnMtI9rdclRAVdrsJ+/GOZw5ph1fntPx0HWk6VPpbBfZOHzSEV3fksoP+K30eTq2M9NUH8P332XhcOjo27eRU08vw+nU8e132XzyZifCaxMg0U/RqeWcMr6cnByPWmepyKSlR3n54QHMmRoPuV52u/IFAepdpGTEULvsdlYsmfdd3xOGTTgUP9bRczeIClRYOe3irYw6tQpHi4HGVj1P3TyAZZ/ms9OnobDQQXxCEEFUGDumEnu2hxXLE/GuSWTerxnk920kI9OL22WkwbuFPunnMCb/nqPGYE1GLRcPz+a8rvHoNIeuJaSarPxr5fdkxFnoGZtxxNaXae+OL9LK4u1zSI1L5ITBtQwZWkff/g2sXRvPA/f1Ye7bnZDLrdDexfl3ruXmmzcQGxvE6dCr1WKyhKQJUNjVy7z52QSbZTDtBRCrAc/GWjp0SWf0yL4d1q1bt6i4uLj0YN0NR0fHEgCXHiHNTfcT6mlpMGEyh6mtMuP1a0BQWP5GIddfPoT3PyhAltVOLqdPKOfWF5ZAhgdtfIDEZD+RoIFG73baxQ3k1A6PHNay3p5VTOpln7CxohWA699ZgnDSS3S+cRqeYIQnpq5k45ZqguEol7w6nxmrKhl+/4+kXvoJcRd+yGcLdgDw6FdryL92KqGIzNqdzeRdM5XEiz9GOP0t1pY0c2V2NrntCrlj7XdA+Ihu7cnt76IgYQClDSU01tmoqzPyyWftuf2aQZR9lQshkYwJ5Tz59nwuuXgb0aja0CQzy0NGphejMUJTg4WUzAYmnFkJzdZ9Y4kKoNfwrx/WA3DtNVddeQzpWAo06xl/TTGdu7ZSVWYHFIq6tPLM+3OZvyCFX77OJbAqia+3xrBsUTLDTqxh1OgqJp9ZitkYJeCXSEkMUV7bSqIpj7M6v3TYq/rix83UvTub7Rf2RwZeeeIXHnv2dO6+9Rvuizexst5DuNlPn04pfPvDJvqk2pn91WrOv2Igq9ZWc8NjP3P2zGv4+vuNlHy4jPK7T6a+yUPpDxu5/t4xxNgN2K06AKb3ncCQn5YwteRHzmo/4Yju7tlFb/DhuovxKqVo5Aw+e6I7gY0piEW1nHL2Di44bzuZmR4WL05h3pw0HK06FAXS0n2MOrmS5JQAVRV6hk/Yxtx5CVRs1kJ8ZJd8g8wYZn23ntWbxjBi5OixqampibW1tY1/vVXoMGBu38rJp5fjdpjYlcro8WpIS/Nx/fWbePzFxfS4ahPEB6j5PptP7+vN7bf0Z+rUPDp3bqFHryaamjQEZQeDsq/AqI057GW1CkCHHJaVNeNo8oAnSM/seGpX3MZ55/ahMioTtRvQigK6NBuyUQvxFh45tw/nn9KFRkFgS1kzZVEZemZR1eRB0UqQHcfdk3rw0OSe5CZbAehutfFQl/G8uelt/KG6I7q9Rq2dcQX34fdJxNkdjLhgO3En7eTxFxdzww0bMZgivPJqZ279xwl8/Xh35jzbjbnPdefTe/pw+639aWw0YDAIJKS2MHhwDThMquqy23OiBXeQh178GcA05axJB93J5sgDS1S51bARlWRk+Wlt0SGKkJLqIy3NBwI0NRno3aeRF19YzJ0vLSZ+VBUI0PBTO16+rR87KixEQnqaAsV0TT6FrsmnHvayPP4wkiSQMaQ9P6+qZEjPTC66cyQnj3qF+Rtq6NkugY7pdp54ZR6Jk94j1qLHYtRCrIlet37NXS/N48Xrh9IaCCMKAp3657CuooU4ix4iMqmnvYUw6lW21Th3f+f1ncaSYdTw8ZZnj/g2Z9i6UxB/IlvKahg1uo5X3lxAVpaHhgYDr79eyIe39yOyNh6S/KSeWkbO5BJI9dEwsx1ffVCAPT5Ia4uGDl0ckCiDfy/dOSpDVizfztmKAlx/zSXn//Wi0KVHV9DCiWOqcDYb0emiJCQGmP1rBgvnpxCNCuh1MmkZXkaMquLM00vp1NHBr79k8M1XufTs00hOup+KulYybN04pcPDR2RZK0saCUZkrhvXmWemryMYivLujSeSlWjhrEs+pv75M9DrJHoNac+4Xll8MGcboYgMwQjDu6azwqRjR62TmkYPyfFmxvTMZNn2RjISLKCVeOCawbRLtpEcs6dRbzAKEVnGoDEfFcEwruB+6tzbaPbWECMnY7MHWLU8iR9e6gKSQoeJO5l8wXby8lxYLGEWzkvlhce7s+CHLIadXEnHzs0U9a1l2MgG5n4ZDzn+PZXVFj1sruWBlxfy4PWDTho6dGjfefPmLf9rOJYAtOgZOLCO/A5uHK16UtN8TP8mh9dv7s+GDzqy+eOOrHmvIzOe6sZNVw7mpde6EBMb5KxzSnjxjYWcc/52HE6RUCTCSe1uQCeZjsjSyuvdrFtYyp1vLiI7zsQVr8xDGvs6D57bh+6jO/H5T1uoaPJxcrcMbhjXmXBEJhSOgifIo+f24bqxnXnjizWUVrSwcX0NT3+0nMZGD1trnGDWc/XoQs4f2h67Sbf7Ox/fMJXWqIHzC289KsAyaKyMyLsRX9BHMBRFo4uyamEKNJrIGlHNI88spV/fBoIBicZGI2dO2cHI08qgKo6NKxMxmGXCkQAnjakCiwZCeyvxCsSY+OTrVQBcedlFU/5aUSjIZOV4iUYlEpL8rFkTz2fPFUFUIHNcGSffs4K8KSWQ5oMSOx/e25v5C1Lw+TREwiKCINLkaiDNVkh+3NAjtqzvf9qMOcbIE9cNoXJbAxVVDmj2csFzs1m7oZauBYkYmjwIDh+BiIy/yoHgDUJpEx5PEMUTJFTrYtnSMvp2TOaey09g26Za1q6uhHoXk5/+lYH3/sDsjWpL0FUuB08U/8qVnS4GwXLUXCQdEk6iS9JYnMFKwgEdjfVGQGDC6WXExoYoKbETDEpotTLBgITT0da1BhAEhaYGEwVFDRT2ckKj/ndpNQZ21LsJhODscyedotfr/yJR6NRhznfQvU8DjmYD8Uk+lv2WDuWxtDt9Ow8/s5SE2CDNLQZKttt45/VCKr7P5vtP29O1WwuyDOGwDEKEgZmXHtGlnTC0PRed3YvxvbIQw1H6tE/khrN6cftHy7lsSk+evfQE5qytJD/Fikmn4cEbhtK/QzK3PzWB9EQL4wa3p7Et9jdlYB7dcuJItOixGbX06ZPN+vIWKpo8xLdt/qgl08m0ZnJau5OPetRsSPZVlDuXg9ZNQqra4Wfj+jhOm7iTtHQvBkMURYFnn+jO8q9zILeFLr0a8Xu0RMNa9CYXQ0dUs3lhIShBdqPLpIPSJj78Zg1XTO7Rfty4ceP+aP+HIwcsQa1i7j22lOx2bhrrrDiaDaxdFwcmP9fdvJ4O7ZysWJWIgsDAQXXotDJ3rkxkZ4md5loTcYlBGtzV5MUNokPC8CO6+TefUrT799smdN39+2n9snf/PrB7Nj9sbeVEu8z1YzoD0LNdAgAJNgOPn9tnn2v+Y2znA37Xg9u20lK+nXfHn8OfkVufaG5PiqUzruDP9OjRwhxTkDmf5WGxhBkyrJaGeiMzfshi83fZ4DQx8IqN9OjfQE2FBUFUaG3RUNSrHnv7djgbJbDIezzxwLSfNnHF5B5MPH3CyX8UWEdOFEZFMIfo2qsJOaohNsHP/F8yqFuZCHkufpuVwQ8zstFqFTIyvPj9GiStDPooWkMEvTFCOBJFEER6p03hr6DKVh/n3/obt3xdcsjXkIEH1q+mqH0vTksr+tPW3jP1TFobDXTpXUfnKTugzsT3D/XitkuH8PQ1A9n8UQfQKKRO2MGkC7fhc6m+LUFQ+9THJ7rJyXGo7QD21rMSLCxeVwXAqeNHDfvzdSyHnqSOLXTp3oKzVS0v31lvVBumVViY8UxXHvjHCdx6S39efbELDoeOjWvjYWcMvQY0kJzmp85RT0H8MArih/4lwCpKNnPPP3oxdepWpm5uOaRr3LSuBIIK3w/8c4s3OiYMJ9M8HEeghnv/uZbzn11K7LAaVVdK9pN1WilXPrGcF55fQnq6F1DIznETnxAgGpHQGsJkZ/sgotmXydoMeEoamTG3HGtMSn5mZmbqnycKBcCjpUPHVuITg9RV6/H7jZxzdgkD+jXw66wMVq9MIFwci6PMys9z01g0Jw1ZkiHWR4/uzQhiFEUR6JI0hr+SHhrXjkd+Kuex70s5qzDuoD5b6o/y0qrt3Nq7G9l665++9i4pIyne+BsWSccZk3dw4vBq6upMWK0h8gtcxMf6qWswUVVpoaLcwppVCWi1ChMm7iQqyxR2cfGdRVH7be2eDyRAKMrPi7Yybli2vlPHju0qKytr/xxgyQIYwnQsdLStSEGWBUJBie49munXv4GKcgvz56aydEkytXUmPGvjISihLWohPddNc2uIeFMWuTH9/1JgCcDHl3XhvOfW8N1WB6d2+OMe/yuXlYGo45ZO7f+StXdMGE66vQNObyO+nbEkJfnp2KmV2loTC+enUFpio7TUxtZtdlrLLFBtRrKH6TegHlucl6z2rcRlB2ipFsEm7xGHNgPzV5UDMHjwgAG/zJq16M8Blk+DIdNNQaEDj0u1ikRRBVddreowtFrDnHN+CRNOL6Op0UhFuYXPPmlPRqaX7GwPJVV+CuLzjkjo5nDp3G6J/HxiJhMeWUnvsTlIgkhUkNTWjJKk5r5LGvWnRoNRC+VOJxU7anhuXCdStPq/ZN06yUzHhJHMK3uFgkwDP8/M4LNP8gmGRWgyQIVVVU2yXBAXhPggiiFKRIGgT0dKuotOnZ0s2pyoTszYRXEm1m1WmdQZp40deO99Dz3z5wDLryE5xUdCQpBgQLcvB2iT1x6PFrdb7fMZlxDA75c45/ztpKT68Hm16uSGmD4cK3TPKbks8EZZVenFYtIi6LRtoJLV4k+NAjpAIxJWovijUS4dksdNeWl/6boz7T3QSga0tgC+WjPBpe3A4IRUHx3P30bXzi3Mnp1O0+Jk0Mtc++RyunRupabajNXmpl2ui0X8To3Sa6CilfmrmxnSs2eRRqMhEon8CcAKi8TYw+gNMm63iNEUITHRj9+vwevREgxKuy0QSaO2bnz0xhNw15q4/+PZJCa3EmNMJTe2/zEDrIJ4AzuvPZhxebHHxLpjDOkYtbE4G8N06NdAr8tXkpnlYeToKpKS/Lz7XgealiWhyfJw6yMrOOnEGpxOHQZDFI9XIjPHBTERdYqeZi/uEIwwb9k2hvQckNelS5f2a9euLTn6wIpCXEIAvV7GZIrQUG9k7m/pZOe4yczykJTkR6ePEg6L6HRR1q9NwN2ix9zORVJckGa3mzTrQBJNeRynw6M4YxZJ5nxKG1aTmeXh7vtWk5nhobTcypUXDKNlfjZ5p5bwxqe/EWMOsWhxKiXbbWTneNAZgmRme4hPC9JcLYFtr2FaWomVGyqAAfTs0a3wzwGWpJCS6kUQIC7Fx9zvs/jknoGQ04I9z0W7HBepqX5y27kYMKiOmkoz1Jpod2IN8QkBtlYG6JHQ6TgqjhAlmzuwvXkefl8ysgzFJXbuunIwLYtSsJ1YxpkXbOO7abnMm5vG1i0xBJemcNGTS5lwcTMaIUBCcoDmHZZ9gWXSUlzjACA3J+u/coDDB1ZEBEuIlFQvobCEFBVQTFEoaISgiHN+Cmt+y2QNMsQHeKfAiU6SwRYiN8+FzhBGI5hItxYdR8QRonRbERpRT2y8n7Xr4nnl0R44d1qhcyuCVuaVh3vgXZes2sAWH2Q7cckQ8WsxmYMkp3rZGowBQntxLA0Oh6rQFxV17nT0gRUWEe1B4hMDhAISTqeBIcNq6DegntoaMztLrewstVJTa6K63EpwUwxBnxYkmexcN8FICLMunkTzcTF4pCjRlIdJG4fB6qFicy7OZUmQ4YUaE84KC0Kqj5wzt9Mux01BRwcdO7ViNEapqzWTkekhLS24f9GMRsQbUNOsu3TulH70gRWSsKeGsFrDhMMSiiKgN0SJiw+QmeVh4OBawmERt0tLbY2ZinILpaU2KissJKd6aW1VsOgSsOiSjiPiCJFVn4xFF09ri5eOPZugWzOx8UF69mokO8dNfgcXmVlubNYw0aiAx6vF71OhoAAWqx9EWf3HLi+8pAIrCiQnJmT8KRzLag9itkSIRNQmsw31RiTJgNkcxmiMYjBEsdrCpGc0MOTEGrSCTKtbz7ZiO00tETqnZKARdccRccT8WSZijZlsayrFbg/x0hsLVU6U7kVRBLxeDT6fhnBIIhoRkSQZjUYmGBQJBCAuIQw2VMtwV82tJEAgQrMLkmKTEiwWix4IHlUdy2YPodfL+KNgs4V45fkubFmaTGK+E6s1jNUWwmKJYLGEsccEMRiiJKf41aFHkh+bPuXwsB2O4g9GEH9XmrbLxWEyaPf723+iJeuqmb+6klZ3gLREC+MHt6ddxuE5bkPhKIEjuMb/RjZdMlElqHbAEWD92gTm/JqOz6eCyuXS4fdp8Hq1VFaoIvCyK4sRBAG7NQS6sJpYsCulVBLBHaCyppkkW7w9IyPDBjQePWBFBYzGCFqdTDCgEIgKuCotsDOGxhoTjUEN+0Q1pShEdWQMquTBt+cjBWSMGvthLeH1r9Zwwy1fY8tL2O+hyYqC2aAlI9nCdWf14uK9UmZ+T+u3N3DKzdOpWFqmNiWLyiAK3JBqY9KUXrx2+0gS9ko9Phh6/L2lPHD/DGz5ifutUUFBr5XISbVzzeSeXHJa18N+LAatHaMpSDAkct/t/fBsi1EFXUgCv6SOlNn9XIz4MxoJXbYVjVZBFgMgRVTDbG9PdyiK0xsCMMuyfJSBhYLRFEUS1X5XclDknOs30XJOCcGghNOpx+XU4vdrcDp0uFxaanfYSShwopcUkDWYDjOME3QHobYZl1GrNriockAk3LZxAt44Mw2yzCVfrOGx8V1Y+clF2M37it57317MI7dOVzcwzaaCyhtSexrICl8+O5sv31/G9C8u4fRBB29oBF1+qG/GZdFDOAKVraDsSjAX8cSZaV5XzaVfrObe4R1Y+elFpB7GAFGTxo4sa7AYI5iiAh4ZhBwPJlMEq1Xt9mcyq1JEp5NJSvajRET8XhG7TSAmRsRRqYBh1xIFCEVwutWxgKIoxhxdHUsASaOOl41GBRQFevRqbMtaFJAkGUVR/xYMSvja5LssCzgcWmRFQicdZrGBXgNmE5h1IAqcMKQ3MTY9sqzgi8gsX1RKIBiBdgmUfLucZ15rx8O3jdj98bemreWRKz6C/BS1+WudmxHn9ubE7pks3FjDzKmrITMWmj1MPPkVVq77J71+xx3/AAsBown0GnRxJsad0QOjXkNUVmhwB1gyexsBbxDaJ1Lzy1o+/HQld1x/6OlDWslEKKhFluCqe9agyGCzhdEbVJ3XYFCljCQpGNrmDdXWmPD5JfR6BYNebhOFewErIhMIRP7Q9x8BYCnodaojLRoV1JPQNv1dkhSiUZFoVCAaETAYosTGBmlt1eP1aAkE1O7GonCEEln9YTDr+OSJU8lJ3SNeN+1oouukd5FdAbDHMn915e6/BaIyDzz+MyTF7JZNU7+8lMnDO+x+z1end2PSmNdULlaYSnODG/ISmD57G1ajllA4St+iNBJjTbt1NKcniNMTpGtBEp1y92oO4gliS7Lw2ZMT0O81f2hHlYNeZ/8LZ5UDYmKZubKcOw5jK7SSHhSBcEikqKiFmFh1tJ4gKMhRgVBIJCoLREISLpdOHeciKqpwVA4wE15pE4d/MIPvvz5RUZSEqLzXhQ/0nrYpXBZrmJoqE7N/TSccFlVF0btHWZQkhaKuzZw8thK9IYrPr91r1UeIBGH3bMRd1Ck3npQEMzWtPnAHSLIadv9t7rwSanc0qRNKK1p49Y0p+4AK4Mwh7XnjwwvwB8LcuFd68lOP/8SyX9cBOs67fTQfPXkaG0oaOWHkK9DsBWSWrLrzDy07LyOGK87oztN3fwdJVopLm4kEI2j0mkMUJBKCIJCU7OfHH7L46ccsctu5MJnUudg2WwijKYLNtkcs6vVRtKJC9Ag8hv+66mAwFDXpaZvmqezfFERR864AYhP9LJiVzqe3DAJtSM3TkgV2O0QUkY1ilFVrErjzrrWYTBE8TlV5PSKkESEqM2dFBV0LknB5gmg0Ik++t4SabQ3Q6gO9hquuGrT7I4s21kAgAt4g+oIkzhx5YKfylWd03+//7rtvHOMWlEKsmY+nrubJ20fyzqcrwRsEOcqFN51E/+5/vCmIwx1QrS9ZHaIgHEaH6ogcQEFGbw9RuiqR2h87U4urjRMoantvewgMEdDJIAvceNdahpxYQVOdHUHcX+XZ3Yz1SADL7fEEjXrUnpv/pm1NKCShABG/Rh38WNSANSbUJscVtFoZnU4dyL1zcyzbpuaxpH89o0/fSZ1DJhT1HRlgGXWgKFx41ecQiqj5Uv62phxpNvoPy+eDB8dRkL0nM3Tzzmb13vxh0hKtJMX98TrGsYPzuPauUbz6+CzIsDP8rPdo9IdBI5J5QjteffK0A+qkigJubxB9jAmvP4ROp2He8nI++nYDpNmhopUBYzsjHUbHm7AcQFEU/K16srs3kTZ+I3pdFEGAmJgQjU0GKkts6psbjFBvRghIiHqZaERVXfYbbC6JaHWavaF26MCqra0L6LWoD+lAwFJUeY2ils63L3DxwhsLkSRVMdRo1Lk4Wm2UxMQAn36cz4f/GMiqFUkMH18BQgR/xHmExOAePYa2B7zLZUAwikYr4fLs69PzeUO7hxlpDoFDvHL/WNbvaGLBT5spLmncXYAw7Y2zMR9ohmOMkRaXn9xxbyC0tVkORKKEdw0FjcgQCHHR2Yc39c0fdiErUZoajQw7qYbTz9iJPSZEKCTyy0+ZfPZpe7VwwqWFNB+Dzykht3MrQbcBh0um1amoE8R2kayATiLGqiYxyrLsPixgOV2eiFWPOjruQC01RYWAXyISUSenaiQZuz2MIIKAgiiC0DZPMDY2SFFRCxgitLbqCQY0iKJMMOI5MsAKhEEjce9jp9A+Kxa3N4TRoGXO8nI+/mI1C79aS5935nLz82fz7I0nquLbZoCwDFYRrz9EJCofNMBevXcMXZeXt51EJ/c9MYE+RWn/TqtGCUTwrN2pdlvepQ0btNDghhgTD79/AacOPbz05kDEpT4PjUJCop9gUOLrabn8/Gs622ZkqQPcO7cwdMoOTptQRl57Fw0NRvx+iUhQQyQgqh0Z9wGWBotRBxAQRdF1mMByt4gABh34D+DBlxTcbh3BoIgkKUSiAlFZQA6r7oVAQFXgwxGRzZtimfljJoRF0lK9GE1hBMWAK1h7ZIAVioJOw+Vn9CAzeU8xwyUTupKaaOHph2ZCcjwfvrOYR64ejFGvoXvHZD5TFDDrqClvYcO2Bnp02j8SUN/ixaDVYLfun3b82/I2h6rdAHoNW3Y2/0fLVWvUMfSKgei1EqFwFEEUMOgkslLtXDOpB53aJRz2VriCdRh0WnS6KD/9mMV332dTNS8VgiJpw2oZPqqaIUNr6NqtmXBEpLrKjM+rITY+SCRiBFkHgn9fYBk0ZKbGATjq6+sdhwWskh2l5ZEoxNhMODz+A5xAGbdTh98vYbFEcDq0PP9UNyorLbsHfQf9ktpX3KVTh2kbI/QZUqdmlAp6nIG6IycKZYVIZH+7JiPZqoqZRAtNskxjvYusrDhO7Jmp9nHXaWBnM3c/O5uZ75yz3+dHXPYpG7c38Nt753FSnz1FrvNWVXDTdV9Cglm1BBMtfPncb9yfaufBm048gNIaxJ5o4YeXJ+3jbjjS5ArWYTVrcPu0fPBIT7zVZmjvhDYuVltt4uMPC4hG1OTLjCwPA06ox2qRqasX1SkWexcpRWUwaEmMl/A6altbW1v9hwWslpZWtxwFk0mPI6ocGFhuHV6Plti4IJJOpHp2Oq2VCaDzglYGXVS1RAQg1ccp52+nV59GGhuM6CQFd6gBb7gFszbu8JElK4RC8l6+F1i1pY6n31sKsSYIRIi16omLVZ2yPXpmkpkRQ+XWBuiUwk9fruYMk5aPnjkdU5uiesW9P7Dxpy2gkxje9z7e++ZWLp6g5o/ddN8MVa+KKowd25kV66tpTLTy0POzOXN8F4p+F8L5M8gTasQTasRo1dPaoMGrUfPfcGkBgYrf0qj4Nmd3ZAJMpBRWMnB4NVqdTMBthPDvfFYRGaNdiw5ocnuqD9sq3Lp9R3lrY00wIzFOX7Op4gCh9Ch+h57mJj1ZWQFEBUb+YyPNTQbs9hAarYyuzcMrSTKdi1oo6tpMWZmVUFBCIxlwBepo8pZijjlMYJnUltKDL/0YvVb143gjUVo216ocyWaAjaWMu3U8ljaRpgHef+dcho9+FUoaIT+J6e8v4+e5JbTrlkbZ1gbcZc2QlwAbqxhx/vDdoHrwpbms+WULxJjo0yODGe+ey/0vz+Oh+2aAL8TFN09j5fdX/enAavTuwBVsQJTisVnD3PbQSnw+DaGQRDgsEghKhIMiobCI16OlbKeV9gVOtApEQlpqG0zweyYSlTEZVb/junUbqg4bWE0t7gqft7U2PS0uh1D0gByLJj0N9SZETSvhkMTESaUYjRHCYbHNUlVDOgmJAeprjSxdnEK7PCeSCC6XjmDUQ61nU9scwUMgpx+8DVCuAUWhcV1Vm2LcxsX0enW0hzXAufdP5KMHxu7z8ZO6ZzD/1+s5acq/iKyqgJw4vE4/G37crIaLIjJsrGHwpYP48a2z1QNX7eDB+7+FiB+aQvzz6sEA3HH1YF5/YyGNmytY9cN8nn+7MzddPhjB4QN/A1QEVGv1KM1iBqj1bCIY9RAOpaLTRRk5phK7LYSCgIiCz6/B0dbsVpYF5KiAz6/B7dJgNIg01hhA+p2lFo4S2+ZY3l5SuvVIhHRaWxoqanoX5uV87QsdMKRDSKKx3oQkKgiimo8VjQpYbWESElR/ilYL30zL5eXnu6C0Gugzuoobbl6H3R7E0aCj3lN8yBuZW5hKwYQh5KbvHxeNRGX0Wol26XYuOa0bPTomH/Aag4vSqFl4E9c8/gtfz91OtM6lAkCvIbtnJo9eM5hz92oC8uvCHaT1bU+7jFji7QZOOiG3Lfgrctddo3j3m/UoisKqnaqOW9Q3h/anDiXebiQr1XZQw5sOlurcxQiyEatN9bDP+TWddWsS8Ps0mK1hunZrone/RqJhkfo6E4IoIwig1UXxufXUNxjAEN3P4s5KUg2i4q3by45IrLCkZNvWznn9TvhPDvK6GhPhsIAgQCQiEJ8QxOnQ8dLzRej1USZOKeHXL3NR1qSC2c+KNzvxsihz423rsRljqHJtwBtuxqw9+Kb7Z47owJkjOhz2A0mMNfHlU6fh9YfZWNKI0xMkO9VOh5x9RbSiwFWTenLtWb0OeJ2bzuvDTef1aYufykRlhSmjOzFl9NEvGPGGmqn1bCY5zkwoJPLwwz1Y91MmVNraXBtRfshzktOricmTSunTt5G6WnW2tM0cZuf2OGpqjWAK/95/Qd9u6sCp1WvWbj4iwFq9Zu2aCwZdcTE204HDOloFp0tLMCAiSmA1hmlp1fHIfb1p+DkTkFi3MIVmr4Y+V69jyNA63nymiGWftqd4TCUdO7eyrbKMMscKOice/X5S/43MRi39itL+UzgSSfhjSXmS9OeOhGzxl+MONlKQqWP6R+mse7sLJHjJPG0nSYl+KmpNNC5LouyL9jy1IIVbXl5M/z4N1NWaMZmjVJZZoVELKaH9wmWDe+cDVG3YsPG/AusP3fXyleu2J9oUbNmJqhPyAAp8c7Met0eDViMTkxBgya/pNMxOQ9u3nozTSqjaEoO/3sjFlxdz5VmbGHBiLTgtFG+Mw2SJoMgK5Y7lHKfDVNx9pSiiB7fDyJKFKaCJMPryYt7+11yeem4Jzz+7lCufWI62ZwPUmpn9VTsiioAoyoiCSHmZdZ/iHNU/GIF4Myf0TKW+snizz+eLHBFgbSou3ZkUI4eG9cmDlgPE9Sxhmsvt7NxhxWoLIQCRqABhHcNHVfPN1z8x6erNUGZj5bIkBGDcaWVg87B4QQqOFj02k51q1wYicvA4Og6DNjXMRKc1EAloqdppw3JCHdfduIEd222sWpFIVBY4feJOHnhiOeQ7WLMygZ3FMcTG+3G0mNm6yQ6m3yHLGSA7P4kYI0z75sdFf2QdfwhYzS3OsnDIWXNinzzwBPZPn9HK0GKkpNiOzhAi4NeQ094FUhiPW4uRKBPPLYFMN4t+S+e7hdn88F02pPip3BhH6TY7CbE6Wv2V1B2GEv//ncodK6h0rsEkJRKT4Cct30kooCEtycuC2encfvJY5s9LJeDT0KWohbSOTmg24PdpiIkNUllmpazUArbIvk5nh49B3VX96pdf5y45YsACgvPnz189fngntS+l/DtTVAF0Mls2xuFxafB7tRQUtmLp3cSiOWlM/6kda1cnEJPvYuuqBG45cyS/PtkDGgygjeLyadDrNARlF2urZ6IEIRSW8QciyLJyHDH/hWRF9XqsrZmJLARISIjyzhudKFudQKjOyFNP92D71hgIidgMEdLT3KxZlUDNikSsBQ5SMrwIgsSm9XHQpAWdsp9SOXZwRwB5/YaNW//Imv5wFtnHn06f/cHYsycmdkqnsaYF7L8rKogLsHVDAiVb7RR08mKxhhg6vIoZr3Th3psGQKMBZFH1jyQG6HxyJT27N1PQyUF8fIDmJh1J1kxqQrPocoGGLZutJCT6MRq06LTScYD9W+NAoLxCS35BEzfePYcUWybBoExLqx5CIoQlpt4+ALQRCiaXMnR0FW+/V8jbzxVBnY3BF24jI8eNy6FjxzYL+2UaeEMIWXFMGlNANOioKC8vrziiwPrxp9lLQFHGDi0UPnj5J4gx7evk00eh3MLG9bH06NtMMKilY1ErMwISVFoQ8p107dVEr16NFHRw0i7PhcEQxe3S4nDoiUYFJEUiMd1Nx04b2fxFFxqzWtXucrLyn7N/hDZTrcUPPo/KQrUGSGrLN6p1tnHZtqRDQYR0uxq0bnDt+X8EiDOrHvp6V1vQfRdTj4Ldoq7F7YW0ONVx2uDc6z2KOtY33gyNHjVpLzMGmn3qZ5D2upZZ/a5qB4TaCj8EEWKMau7+Hz1IigK1drqcsQl7YpjGSgvBoMw1129i8lmlrFqZwMaNcWz4IYv8PBeJKR5WTctF2ZRN+viNjJtcitupIRLUU1dvAtPvxGCjhxNGdkQrwaxflyyR5T82NfYPA6upuWX11g2Lll8yeWC/D179Zf+HrQAGmTXLkznljHKQdaSlexl67Sayc9x069FMdo4brVbG6dDR2GBAloXd6pooKiiKgrPJzIQpDaxeEaFsdRykBtVmYf/xLiSobMGWn8CwkYOxG7XMXbqTypUVCJmxFA7IxahTQzwaSSQUibJqQw16o5bOJxWg1UqYDBpafGE2LCpFDkZoP6YzqTFGnO4gkihgs+gpLmsGBXLT7SzdUINep6HL8A4ogEYSEEWBYChKcVkL+cPyiUQVNm+qJalPFu3SY4hE1TQio17L1rJm6spbaD+6kPgYI4oCrYEwJSvKUXwhyI6HSPS/hkZp1hDbB4ad7MLTYkBBRlHA69GSnOLj7PNKCIdENk/ZgUYjU19tpeCkasJJfm6+bR06nYwgKmzanEBlcQzYfPs+01CUMSepsxu/+Gr6D384avvfBmEKeynq11194V0vv/b+Y7ruTxD2B1V9a594kgAOLTc+uoL+g5poadaRnBxAlFQweb1aZPnfps6r+kJUIDPXwcr5BTx6zwAwNO6ZXfzvnErVDrr2z2X5tMvR75V1ed/rC3j4ud+oWXwrqYl7mvj7gxFMHR6ksFcWm6Zdvs/llqyt4oSRL/P+e+dx4Sn7Niq5/slfSIw1cd8VgxC6P0bHdglsmX7FvgfQ4WPU1Z+z7KOLaGjxkpFyJ/98eTKPXLtvxc3Nz/7G87d+zqK193NCtz3py1VNHk6+8EM2LS+H7Dg1q+DfPz0otXPends48+K1VJRZ9s8cb2Oi9pggoZCEo1WPzR4iISFAS7Mel0tLdq6P5x7sy4KpaZDr2XOQA2GQFeoW30NyvNSSkJCQ3dzc7NlzbeWwlXcAvv5mxi9ul1Pp3TEbnIH9xZNGBreBilIrZmuQaESkrs5IdZUZj0e7u+r3P1oTkkJDnYn8rtUMHCBDqw2E/7C5sgyhCPdeMwS9RmTy7V8j9XqChhYfF4zvgmA1EGs34A9GSBnxEvZBz9LxtDfBHya+rfj0oTcXIiTfyVWP/sSA7hlcd8twLrp1Oufe/R0AG7Y3MuDCD3jls5VkpexfXPvlrC0IXR4mbdTL5J3yOg0tPrR7AdzadgAHXPgBYo/HaX/K6/zr2/WQkkB8jJoKPerqz3nps5VkJFj49vWzIdkKrsB/UK4UqDSS3cPLyWdup6lBd0BtQWhLhXa06vF5NWi1UUJBkeoqE16vlrh4H1U7Y1mxTJ3Iuo908IZIjTOTHC8xf87PP+4NqiNlFQJQXdu0au3K2b9cdf4QcPj2R4kigCXMqtXxNDdqMRjlQ4q1BgM6jMYAJ522ArQa8Ej/XsdyBTB1TOHM0Z34bclOvnz6F+Tiejqd+AL5o15GlGV0Wg1GvYbRJ7Rj0uhC+nZKgUB4d4SquqIFGrZTvK0BgKQkK2zbxnf/WqpyoUY3Sz+cA+sqsdgNu8XEriVptRLWGDOpiVbkiILT6W+z1hRQINKWKTC4RxYTR3RkdL9cCEYgHMVuN9LU4mXWG7O54ZzX+H5BCXlZsQzul9NW6fNvRKBLBKOW82/YhNHgwefR80eCAYKgBp4VRUBRFGJio8z/NZ1AuR4se4leUYAmD6eOUMNQr77+zmcH8wwPOt7w8itvfnDKoDT0BalqbvnvKd5P+eI0ls1PJiFJbUJxsCSKCg11ZvoP3cKkC0uhzsaB86KBYITkePXUl6yvVm+pewYtlS1Q2oTGYqDVpT7oDx4azzv3juGJm05SD2RbUP3NR09Flr9i7gcXsGxDDc+9uxhi06CdGrcU9RqITwKbCcL76z2nDSvAtfBmVn1yET++ehbR392yP6gqxE/deCJfPX06r95zMvn5idDsRQlH1QKFjhmAyI5VqtFlMWr3d+vsrfw0Wjj7ilIGDttBdbVldwneQYWuLCEqy+KYNSMDbAH2Ob3BCMSY+Od1Ywl569d+8eVXPx7MtQ+6aO2X3xYtj7WHg+eN76V/94UZUJi6rx4gqrHE2b9mMHRMNVqtQiTCIZBIXY2R0y9Yx5olsZSsNKljz37/1AxaqhpUDt33xAJ10xdvJWtIIa0i+FwB4u1Gmlt9JCTdCZEQSFoQwB5nbhNlxWg1IqedWMBdd07DsXgrdMz8wyuduWgH1zz2M+0zY9lW3oJWs29maIxN5XIZnR6iungniBaw6CA3HkEnEQ5GoLgKkOg2JL9NV/OrRsl+T0yBCj2xOSGGn76N+lo9QlsL9IPyfckCickBfvwyC8d2E+S49ohBUYDKVk4Y2YnMZIFnnv7X5wf/9A6SnC7Pjp++n/bLo7ePBJtx/9ihIkCyl60LMpjzUzrJKR5k+eC5liAoeNwG9Do/F9+8Qa1gcWj2nQQKYNUT3tbAe9PX0qMgife+uYrrn5hE+bwbmf7EaUT9YVqcfuJjTbz80YU8++ElfPnTtcQNbEdt29DKrz5cxuknPY47IvPtF1ciFmVDo3tfA0bYowzv2vxdv1dXtFL24wp+/WQlFbO37Q48S6La6mUXZ3zimYk8/u4VTJ15DTfdOwbcQaqqHCTEm3lz2jUsWnsfJ/bM5Pt521mxoASSLPs/rSYNGPRcfd96rBYPLqcRQTh4bqXRRgj5DSxdlAba8L7cKqpaWHdfPxJAfve9D6YedWAB/PP+J19PjoEJk/upfpgDhXgQmDE1jxaHhNEoH8rXIEkK1ZVWuvao5LJbt0CTFQK/q3cTRbAbufaBGcxbU8nFE7ry0h0jaXH6ueaxnyEUoaZR1VWum9KLm8/vy5kjOpKfFUdDi/r/poIkIMgVN3yJ1azjqrN7Q6tvt9XT6vSrp1gScXlDu93d0TZfk1dRID4R8uIhzY4iy8gyNLT4QBJobVPCzx3bhTsvGcDkUZ04ZWg+hCKUVjsAuGJid07ols5r09dy6oUfqu4co25fvSoIuCxccWcxQ08soaHOhCgePKhkWSA1zcuKhRms/S0FkgN7GJ4A1DjpOrQ944Zms3H96kXFxcVlB80YDsbdsDdtWT9/iSPao/+A/v+Ezqn7O/QUoMrMtU8sZfSp1ZSVWg9pExRFQKsNk5YR4OUnBzLrrUzIbWnLwmx7k06CGieEohQN74DJqGP5b8Uo3hDkxKP9nZgQBAhHVL+ZTisRicrIUQU8QSwJZoxmHY1NXhAFdBpRDZlE1MMhadQS/lC4LTlOI6k5V9F9/XpajagW8YZlRElAI+3hcKoCrV5To1H9X0giEW8IubQZkqxqccYufW5XFfLmGEZfXc0/7l9IeamBaER78NxKAa0+QnxilHuvG8SWhTGQtddkVVGAjbW8/PrZXHdJf6655poLXn/99Y8O/GyUIw+s4UP7n/n9rCVfdh79Gju3Vaubsfe1BAVqLRQMqOb+Z5bhdZkIhQ6tsZgsC5itAeLjZZ5/eCDzPk2BbIfKrfYSTQQj0OCBaFRdj1mvsnVPkH0caLKiilZRUNOazXqVOwTD4A6oNX7mtuJRd5uuY9HvNsEJhtXIg6yonzdq22Koyh7UuAO7uSn+kPralTUqK2r1tUWvri0cVcEjSep19laZdoGq1EaXUQ7ufnIBoWAEl9N4SAc1GoXcPA/TP+7M+490gizPngMhAA4/Gr2W0JZ7aa4tXZ6Yltfv3x/6owAsgCULfvilIdx35IRRD0HX9ANwLQEqzFz8wFLOOKeC0hL7IW2GuiEisfFuTEYdD9x+Mhu/kEC/s815evRnAv41pKgHI5BF/sQIjz43h0g4QEO9FY1GPgTuD/bYAC3Ndu66fBB+TxTiI3u4lSTC2ipueegUnrl7FOecc/bpn332+Td/OrDOnnzaBZ9O/fqD3CEvUlZco/aQ2htcogJNJkwJHp56ax7xMdDYqD8scMUnumlp1rJx7oXkxQ7BG60kqkQQ/nbgUksftNEcKjxz6T7qbWJjRJrqrW39yA6F80NBoZO3n+nJtOc6QEfnHitbFKDBjdFqwLf5Xip2bFqQ3b7LkP8M1KMELEDasWX5Orema+fuve5WQxC/T8WVFNhpo/PIMu5+bCUep5obf6gUiYhoTS20zzIxOO5xjPTm70wK5cx13MCm0jqigcRD4lTqoRTIyHRTvDmFf17XH4QwmH7nk9tazzvvX8Slk7tzxhlnnDZ9+vRvDxVYh5uQHb3g0usf6dZez5SLh8COpv2BJQuQ7mHTjFwW/pZKZo6LaPTQv1ajkRHC8azd4uLZ+RezrXn23xZUxU2/8uj88SzfWIMUTT5kUMmygM0eQBZ0vPdcETSLYI3s62Uva6bfmM5cOrk71ZVl6/8bqI6Ku2FvWrR42ec/fffp90/8cwLoteAL7Z/1oJHBFmHaJ/nU1OpISAgiRw+da8lKFKsuBaPGzqfrr2ZB+Rt/O1AtrnyPT9dfiUGyY9OnIiuRQ76WpIlij43ywctF7FgWA9nefR3N4SiEotx3vTqH+/obbr7zcNd/REpIxp127rWJxrrWex+YBNsa9udaigCpXhrWJfP8gz3RGAKYLdHDqtmUlQgmbRyxxix+KnmcD9ZeiDfc/D8PKHewgY/WXcbPJY8Tb8rFrIs7LFBFowLZOW7m/pLND6+1hzTPvsaORoStDZxyVi/GDmvHW2++/tTXX38983Dv43B1rN1043WX3/n8y289ntLzSeormiE3XjXX93bwRQXYaWXCzau57LptVOy0oxxmRbDQliDX5CvFIFkYV3A/nf/i8b+HSqWti5i66QZCER+JpnZtDF85LFAlJXuJynpuuXgo9Tv0kBpo67LYZgXWOpG0Ei0lD2MTPOW22LQObrf7D1W0HE0daze98MrbrzsaSiu+/fQ6VWZ7Q/s7TCUZUvx8+1YRixcmkJXtRo4e3hIUFBQlSqIpD0GQ+HTDVczY9iC+cMv/DKBcwXpm7XiaT9ZfiSRoSDLnq/d1GKCSZQF7TACNVuLpe/tQv9myL6hA9ft5g7zxzBnYNHDpFf+454+C6k/jWAA5OVmDd+4sn3//c4t46JZPoHf2vlxrl5VYb0Ib6+PxN+aRmxWmqtKEJB1+TrsgiChKlBZ/JZKopVvyBIa3uxmDxnpMAioih5iz8yWWVX9EVA4Ra8xEKxqQlcNrL6sooNNFSEwK88S9A1j+RRrkO9uSs3aJQAlWV3D+tUP58KVJzJ0z+/sTTxp+6sF9j/LnAAvg1huufODpF964P6X7U9SX1UNB8v6pJpICZTYSOjbyxNsLsBoF6mpMh+yfORDAwlE/Lf5yYg2Z9Mu4gJ5pk9Afbj/5I0RRJcLyqo9ZVvURjmAVsYZMtJIRRTn8+1cUAVGM0qmLg0/f7co7d3WDHKc6E2fXo9ZKUN6CoJWo3fooyWacWVlZhZWVlTXHLLAA5s769tfOQ08dntjun6rDNNW+f4qtqIIrvXcdj7y0GKNWpL7ecEQ41x4rWsIXbsURqCHRnEf3lIlk2rqTYe+BVvxzB4LLSoQyxwpq3RvZ2DCTKtda7IY0zNo4ZEXmSLQkVxQBSRMlI8PPzBl5vP5wF3V0if133vVmL7gD/PzTTYzqncrYsWNHzZw5c9bBf9+fDKzYGHunlta6NfPX+vVDT3xUBZZBs+/e7brsdjudx+zk/ueXEvIZaG7SH1FwgYAgCATCLlyhegREUq2FFCaOpn3cYFIsHY8qoOq9Wylpns+25rlUOtcQVSJYdYlt1p7CEetxrwCCQlaOh++/6cjbd/SAGC8khCDyu5SYHU288tY5XHtuH5584omH77zrrvsODch/MrAABg864dz5CxZ9fPtT83n6jg+hR3v17n8PLhkos1E0fgf3PLaKSEhHU+ORBtfeX6jgCzvwhBoxaGykWjuRE9OPVEshyZYCYgwZh/UNnlAj1e4N1Lg2UOPeSKVrHb5QCxZdAmZdPALCketrv+sBywKiJkqHDi5m/5bLY1f1BWMQ4sP7+qskEVaVMvmqE5n6+hS2Fm9eU9i5qOcfLek6JoAFcNaZp173+Zffvnzm9d8w7fVfoXvG/p3iBEWd2VJhIWdIFQ8+vRyTXqCmxniUwLXnvqJyBH/YgS/iQBI0WHVJxJtysegS0Gus6DVmJEGPTjKg15jRCAZAISIHCEUDhKI+InKQUNRHMOrGHWyk1V+JK1hLRA5j1Fgx6eKQRO1hu1X+k/Wn10dIS/fz7Tf5vPN0Z1WnTQjtCyqNCBtq6D6iI2t+uJrGuorN+R27DnA6na5DF71/EbAAnn3yoVduvv3eawdMfIelM9ZDt4z9lXlBUaukd9rIHFTF/U8vJc6uUFVhQZRk/iyKyEGCEU9b830ZmWibQi0gCuLuQLeM0vb/CoIgISIiCCJa0YBOY27T3w4+XfhQQGUwhMnM9vHOW92Y9kghxPkg6XfiTyvB5jra9chkx4KbgHBTVlZe18rKysNqV/2XAgvQL5wzc+HAYSf37jDkRbYtKYEemQcAV9vPnTZiChv551PLKOzgpXyndVem7F9Ou0TYsZBJobbe9BEfH+H9d7rw+RNtoLJH9uVUWgmK64nJiKF4+V0kWzScf955Z3/8ySefH/Z+/MXAAtDN/mnajBNHTxyR3u8ZajZUQee0/St9hTbuVWlFjPdx9T9XMXZMDfW1FtxuzVEVjf9LJMuQkemhtjqGV14qYsusJIgJqIHl34NqewOaODPr5t9OYbqZ888//7yPP/74kyNy0I4BYAFIS+b/tKz/4NG9cga/QPmqMjWlOXIAUaeRoc4MAYERV27kiiu2I0c0NDYa2sTP/1dACegNEbKzPWzanMx9N/TDu8kM+S7QKvt61TUSlDSgTbCwfv5tdEw1c9FFF0354IODL4w41oGFTqttX75jw8KUzA7JaQOeo3blTlXnkuX91RFJAY8WKs0UTizhhls3kJoSoqHehNcr/f/iXgpEFYGkZB96rcCMGTm8/0IhUYcI6b8riRParL/NdejTY1g75yY6ptu477777nj44YefOqLLOlaA1Ub2n7+fOm3U+MnDe5/xLqumr4LumXtqwQ9kMdYbEZK8nDqlhHPPKUVRNNTXGxCEvz/3ikYFjKYwmZk+thYn8PxzRZT/lgT2wP6W364ytQ3VZPbLZfXPN5FgErjggvPP/eijjz894ng/xoAFwOxZ3847ccSpQ6bcPoOpT3+rVgLvKn7YT+8Cmg3QpCNvbBk33LqB/HwPjQ0mHK26Q051PtbFnlYbJTXNSzikY9q09nzxTj5ynRYyvPuLPklUazw31dDvrD4s/fxiAEaNGjVm1qxZPx0VRnosAguwfP7xO5+fde6l4/7xwkJevuUzSLFDeswBy9h3uySqzWjTXYyZVMqI4bW0y/PQUG/C49H8LQCmtiRQSE3zEo1o2LA+gS8+b8+279Mg0Qfxof2rwTWSWmBb2cppNw/n66dPB5CnTDnrjKlTv/jm6K312AQWAKeOH33Vt9//9PrCrU4Gj3hanU6al3BgpX6X7tWqh0YDmvYOJkwpYdz4SuLjwtTXmQkExP9JgO0CVGKSD7s9yqL56XzwQT6Vy+JVFSHZf2DXmEaEilaQFd567zwuP6WI4i0bl/fu03+U1+t1Ht01H8PAAhg9cvhFP/3y67+8QE6/52haXqyKxl2DIfdbVBsHazGAQ4epSxNnnVPCyNHV2KxRnA49Dofuv/bi+uvBpP40mSLExgeRRNi4LpEZMzNZ/E2W2lEmw6f2a9jPuNkj+oS8JFb+cgM928Uyb96cWcOGnTTqz1n/MQ4sgKSkpJ4rF/30SWb7Hh0vemIeHzz5Hei0kBX777nXrqXVmyAMqQPqGDa0li5FDgo6OtBqoLFtuOOxxMXUZmgKsbFBLNYIlRU2ysssLFmSzIJvs6BJB2leMEf3F3u7uFS1EwIhhk3pwzfPnoXdCM8+8/QTt952+11/3n38DwBrFz375P0v33z7A9eVNIbpPvJZvOsqoDBNrTb+d93txDbrscEIQRFSvRT2bmTQwDr69W8kOSWA36elpUVPKCQeUhONIwUmsyVMbGyIYFBL6Q4bC+al8dusNAIVJrUZbXxA7QN6oEYqkqg2899cC9lxzPrqSkb0SMflaK7r3affwO0lO0r/3Hv6HwIWQFGXTqOWLvj1I1NMWtL1Ly/jlds+UcvT85PU0/rvGr/uWqpfA41GkKLEdWuiT99GiopaKOzSSlxcCBAIt41UCwTUscNHA0RanYzFEsZojCKIEPRLVFdb2Lg+noULU9i2LhZqDeosQXt4/046uw+OOoeRHU0QCHHytSfx/fOnowGmT/vis0mTz7lIlqOhP/+w/I8Ba5e/693Xn3v+kqtuuqjWjXDajZ+z/JPFYDFATry60f9p7YICiqi6KdwaiAmS0qWZTh2dxMaFSE/3kpnlJjk5gNUaQRQVwhGRYECd6RcOi22d7/bqf6bs6nSjNgCRRLXdkiipMxl1Ohm9XkYUFYIBCadTT/lOGxXlJpxOPaWlNrZsjiFaYVLThRKCYIyoJ0L5NwdFalPOHX7yxhby4cOnc0KXJFoaqnaeedb5l86ZO3fOXyfS/zeBpaLLZm4/Z9YPH/XoO6z/xkofp1z+AWU/r4OMeEi07qsF/yeQRSRw6MErqZalKYwmyU96hpfsHDcpKT6SkwMkJPmxWCNYLWF0+ggaCTRatduxJMkoiogsq36mYFAgEhYJBbW0OrS4HHqamvTUVJupqjRTXWOmudICLVpVV5JklTOZI3s6gB9409WfzR6oaCF+QB4fPDeJcf2zAMJ33XHL7U889dwLf72u+D8MrF10/jmTbvzw4/cfQjBZpy6o56LbPiGweqfqVM2IVVsZHcyQgagAAQ14NapeJimqbmMLYbSGsdsimC1BDIYoRoM6b1HShJBlLXJEJBIFl0vC59MQCOhoadEiu3Xq9XZNgDdGVBDp/mDqjyiohkpVq9qFpiCRx+84hTvP6w7AiuWLF5xy6sRz6uvrq46FZ/K3AFYbGS85f/IFb7z63F1aa3r2uooAF9/zFWu+XwMhWbUgTbqDA9jvwRYW97wibW2Som2iShb2zLYW2nxqoqJyIoOsBs818sE3vxEF1XVQ3gqiQN7wAl64fTzjB6QD8M20zz687c77nywp2b75WHoYfydg7eFgUyZc+sbrr91viknLdAbhkod+Zvr789SJEkk2tXGZJP5nkXMs+B2avVDngjgTg0/vyVt3j6VjliriF8758YsLL7v+odLS0k3H5vL/hsBqI92UyWdc8fILj1+XkJrfAWDqgmZufWIaVcu2QyCigivBAlaDyhmUvwhlu4LsniA0edSwlV6DvTCVu68+mZvOKUQd5Y38y8zvpl165fV3V1VWlBzLm/93BtZu6lzYadCVF08+5bJLLpxgjMvtEAQWrnPx3L9+48e5W1TLyh8Gq16dV2PStXUEPEpA28UpfWFw+tRhADoNZMYwZEAuV5wxgNGD25GgdhKPbl67YMZjT7067fsff57hcjr+J5pQ/L8A1t40ZGDf0Q/+86YLh508fiSCJQFgW22Ef329jl+WbmXNhgqUsiaVo2kldSiSVlJ9ZNKul6ACTxD215mUNjEmy6rTVlZUpXvXy9vW/lGngXQ7+R3TOHlAAeed2oO+BXs6IQdd1Wsfe/L595967rUPAgG/439tn//fAWsvMgwZMmjcFRefM2bypAkDtOa0jrT1qyhtgaVrm1i0ahtL15ZS1+TC5Qng8QXVnga7XuGoWlkk7AUqSdg94R6DBnRazGYdZoOWhBgLvbtm079bHkP7ZlGYtk9viubtm5ave/O9z2d99MmnUxvq63f+L2/u/2dg7UMWsyUjJycje8SJA7ucNm7kCd27FxXak3PaI5hifv9eXxSqmsDpChAMhdXOxkBUVtBrNVjMelLjRGKNB7YvwV1ZU7J169c//LJk5qx5K9eu21RSW1tbKsty+O+yn8eB9R9Io9HEFHbM79C5sGNuu9ysrM6FndJiYuxpKUmJsfn5eWaDXmfWaCQ7oiihKAqiKMjRqCcaiXpq6xr8JSWlrlA40rh5S3FlWXllZenOssqVq9ZtrW9oLDuG7dHjwDpW/GfsmWKpAH7+7XCf/z90WMA6TsfpUEg8vgXH6TiwjtNxYB2n48A6TsfpOLCO03FgHaf/x/R/AwAtU7fpTJVBHwAAAABJRU5ErkJggg==)
Interested in prepping for the Building Commissioning Professional (BCxP) certification exam? See a complete list of BCxP exam task content areas this course addresses.
Course Instructor:
Rick Casault, P.E., Member ASHRAE
Cancellation Policy
Course registration fees will be refunded in full if ASHRAE Customer Service receives cancellation at 800-527-4723 or edu@ashrae.org before 12:00 noon, seven working days before the course date. Cancellations received between three and seven working days before the course date are subject to a $50 cancellation fee. Registrants who do not attend a course or cancel less than three working days before the course date are liable for the entire course registration fee. Registration fees can be transferred by contacting ASHRAE Customer Service at 800-527-4723 or edu@ashrae.org.