HypOnFjordFish, CLIFFORD and FJO2RD cruise 2022
May
Data for calibration
To calibrate the oxygen data we collected water samples for winkler
titration at different depths and compared these with upcast oxygen
values from the CTD (recorded as the niskin bottle was fired).
Outlier removal procedure
Datapoints flagged as bad were removed prior to data analysis (bad
data included sampling errors, values below the threshold of 10 umol/kg,
negative winkler results and duplicate winkler samples with a difference
larger than 3 umol/kg.).
We also excluded datapoints shallower than 45 m.
After removal of flagged data and data above 45 m, we removed
additional outliers using an iterative outlier removal pocedure with
2.5 x RMSE as the outlier-threshold. If the point’s
residual value (value of the difference between the regression line and
the winkler value) was outside this limit, it was considered an outlier.
After removal of outliers, a new regression line and 2.5 x RMSE
threshold was calculated for the new dataset and the whole procedure was
repeated until no more datapoints were considered outliers or
until the regression had RMSE < 2.
Calibration method
We plotted CTD niskin bottle oxygen against winkler samples and
calculated the linear regression line. Calibrated values were obtained
by inserting raw CTD umol/kg as x in the linear regression equation
(calibration equation).
Oxygen sample overview
Oxygen samples were collected by Elin M. K. D. Chiche, Natalya Gallo
and João P. H. Bettencourt. Winkler titrations were done by Elin M. K.
D. Chiche, Natalya Gallo and João P. H. Bettencourt.
We collected at total of 112 winkler samples. Of
these, 4 was/were flagged as bad during the initial
collection or because uncalibrated values were below the threshold of 10
umol/kg.
52 samples were part of a duplicate or triplicate
sampling (i.e. a total of 26 niskin bottle(s) had been sampled
more than once). 2 these duplicates/triplicates (i.e. 4 individual
winkler samples) were furthermore flagged as bad because the
between-samples difference was more than 3 umol/kg. The remaining
duplicates/triplicates were averaged before analysis so that we only had
one winkler value per niskin bottle per station.
After averaging of duplicates/triplicates and removal of flagged
data, we were left with a total of 80 unique winkler
samples.
17 of these samples were collected shallower than 45
m and consequently removed before further analysis.
The plots below give an overview of the offset between CTD oxygen
and winkler and whether there are clear systematic errors when the
offset is plotted against dissolved oxygen concentration, niksin bottle,
station number or depth/pressure.
![](data:image/png;base64,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)
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)
Before we created our calibration curve, we removed 1 datapoint(s)
(2 % of remaining points) through 1 round(s) of iterative
outlier removal using 2.5 x RMSE as the outlier threshold.
This lead to a total of 62 datapoints for the final linear
regression (calibration).
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAACZFBMVEUAAAAAADUAADoAAF4AAGYAAPgAAPwAAP8ANV4ANYQANfUANfgAOjoAOmYAOpAAOv8AXqgAXvIAZmYAZpAAZrYAZv8zMzM1AAA1AP81Nf81Xl41XoQ1hMk1hO46AAA6AGY6AP86OgA6Ojo6OmY6Ov86ZmY6ZpA6ZrY6Zv86kJA6kLY6kNs6kP9NTU1NTW5NTY5Nbm5Nbo5NbqtNjsheAABeAP9eNQBeNTVehMleqMleqOteqO5mAABmADpmAP9mOgBmOjpmOmZmOv9mZjpmZmZmZpBmZrZmkJBmkLZmkNtmkP9mtrZmtttmtv9uTU1ubk1ubm5ubo5ujshuq+SENQCENf+EqKiEqO6EyeuOTU2Obk2Obm6OjquOq8iOq+SOyOSOyP+QOgCQOv+QZgCQZjqQZmaQZv+QkGaQkJCQkLaQkNuQkP+QtraQttuQtv+Q27aQ29uQ2/+oXgCoXjWoXvyoXv+ohPioycmoyeuo6+upqamrbk2rjm6ryOSr5P+2ZgC2Zjq2Zv+2kDq2kGa2kJC2kLa2kP+2tma2tpC2tra2ttu2tv+225C229u22/+2///Ijk3Ijm7Iq27I5MjI5OTI5P/I///JhDXJhPzJqF7JqITJyajJyevJ6+vbkDrbkGbbkJDbkP/btmbbtpDbtrbbtv/b25Db27bb29vb2//b/7bb/9vb///kq27kq47kyI7k5P/k///rqF7rqPjryYTryajrycnrye7r66jr68nr6+vr6+7r6/L/tmb/tv//yI7/25D/27b/29v/2///5Kv/5Mj/5OT//7b//8j//9v//+T///97beBpAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nOy9i7scx3nm1zrr9di7AOU8Dy072d2zIiCBiqEhRdG5rMIVIIu0oH1IKDE3iSlZ5iVAKO2STuTcbFMSwMs6BBNKkBTK8W4MhQAVQI8J0dJ6k/gkEAgIDHgw/1T63tW3qq+qvu75quv9bBEz02fefk/NO79T3V1VnWxQKBQK5VTJtg2gUChUqAWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjgWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjgWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjgWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjgWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjgWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjgWAolAolGMBoCgUCuVYACgKhUI5FgCKQqFQjjUzQD+EQo3UvElEMFG00gcHAEUJqXmTiGCiaKUPzuwA5VDZ4xDJdPbYlLh0onW0dYByqITW6HQZaYbE5BIA5VHi0onWEQCq6kiLgThDYnIJgPIocelE6wgAVXWkxUCcITG5BEB5lLh0onUEgKo60mIgzpCYXAKgPEpcOtE6AkBVHWkxEGdITC4BUB4lLp1oHQGgqo60GIgzJCaXACiPEpdOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJySUAyqPEpROtIwBU1ZEWA3GGxOQSAOVR4tKJ1hEAqupIi4E4Q2JyCYDyKHHpROsIAFV1pMVAnCExuQRAeZS4dKJ1BICqOtJiIM6QmFwCoDxKXDrROgJAVR1pMRBnSEwuAVAeJS6daB0BoKqOtBiIMyQmlwAojxKXTrSOAFBVR1oMxBkSk0sAlEeJSydaRwCoqiMtBuIMicklAMqjxKUTrSMAVNWRFgNxhsTkEgDlUeLSidYRAKrqSIuBOENicgmA8ihx6UTrCABVdaTFQJwhMbkEQHmUuHSidQSAqjrSYiDOkJhcAqA8Slw60ToCQFUdaTEQZ0hMLgFQHiUunWgdAaCqjrQYiDMkJpcAKI8Sl060jgBQVUdaDMQZEpPL5QD03d0krbtbr13LXtr52qgO54dw41Rm4FC2M+UhsW6cGHZ049lD2a9w4KPPv12/dvuhpKkDh7/69maoSL/ZpeO50RM/Gtm+//I9+fa3jW+6cWrgJ20cAaCqzkgwWx999uE3HwIl/sY0lfUY2VC3riW/8O2RTfmXYufw/9B+9XLx6vPtnzRmCQD1Kg1A25/fmfkAWuw+35nykFb7Z6vktx3dOKak+t4qT73I3zuUNMJv9m4tv/P5wR+4uFttf1T/pvQX0CuZHQGgqg4NoOqHb44/MU0+AE3FRgDaJOTgt5pXG0vNq6QsAaBepQFoi1r7T88G0GJXeYKVh8Q6kwwC9Fo71gdLvX7kf+FbfU3zb3ZtV5G4e+gHBr5Tw286o7x4dGx/AChdhw7Q6kMwxp+cJneA3j42lvrqO9H2+K4Spvp9pCwBoF41BtCde9ptPhCqtg7fh5Dt6q5v1Xu9awBp4zUM0Nz9kdezrsLN/FD6rqLXkEW+ivh+fgg0lFrjb5bJ7NybHgLu5x3No70fyPa/8+hf7P3Ny7t1Iw6/6ULWys9XL/a/fhRHAKiqowFo07z7l483uDPFn5Ime0Ntd8eGo7gpqLjz6Nub/Zd/rflC5uzOwnTj6eYPAS1LywPoe18/uV5/4smflE/f+UL2zN4OrUYB+mydi7zSD+PhmQB6rfWnnn70ntcgQLM/2o1OfmBzNH/YiXz+x/2u3lG88Tc708jfeGgo+MUPZI6yL9/d42+63bw9e7HvheKIDaB3vpMm8T/5X6qn7SSO5TJIgG4K3BTtbYg/NU2WhtQaOolQ1rWmy/vXdZbUMNUPiVlaHECvrov6ZEHQ88WzB63t0GoUoP/VQyq70tD8wv8YLECzPHY42fBKjXxO0N53wPSbZSpHqyfXBhTK/eeOql9p+E2q0wvjv/w8AH3viSJ7jxdP20kczWWoAG24aIg/OU12hhTFlzqH4mopqGy+KaqlOljELC0NoNfX69/5q82dH58ssnl1fd+TmzvfrVNMt0OrUYB+7Yx6EJO+creWZqIBeq0TxmvqH+lW5PNzBt0/1abfLG+u6kkLjGVdKPafO6q2D79Jddr6CRtHTAC988L6gTfy7D2VPW0ncTyXoQI074JWf8V08aenycpQXfkB98GXhwGa7aM6X55fLThaWm9Se6Z8QszS0gB6vvyjnib0m5vN+09Ueb3/+5Z2aDUO0Gvqh5J+Qo+1aJYPwNk58nqtk34Il/IxE8qonEIi/9ED946M76kGWvyo3nVZd/0fzcPMx/7Lh9rqfRv1mzOfGoDWSe9H/kwf2bd/s3tloIPYlnwd6rbo3ZvKUflk+E2SAHo9T2CVyHYSNbkMFqDqYYAu/hZpGtyrNkvlUdC9b3f3UpbardyrWJm9pb/jOAGaJvMp5cH1MqD1y3Q7tBoH6G3lICY7hPm2AtBmzET1+e/t/blyHbAc2ZGF8C/ri4ZHB/Z04+nOe0YB+oNG/kiVua6NMYB2DrqaGv4WdYwaAdqqAYBWLxWOLox8aY52nWq637MAtPlTnp1NaidRk8tgAdrugY7H3yJNgz9iBujB5/uYLksNxV51aHP7oaGkELO0MIDWVUTzanPKqXusNDVAsz9vjzUv3K18CANjJvb+rBWL4igjfcdBZcRcP1yqUBGlMYBeGAhdz8YYQPML3p8foF4/8uohUvWSFUAHvl7VXgpHQ9+M+k3NCbUhJ3XNehW+AGg7iZpchgrQ9jlQTfwt0jT4IyaAns6HwlMBWo6Wzsb8XcyO5ZqB9MQsLRWgt05mAD3fBLV7un5ygF5rGv1aloxWgvIxEzdfrk8Z/nU2puLR7Oj6ZjNUpxgvV4+u6GUlFzqcHn/vXzpWU3fwHGhGmIP5pI/LxxLliKlrY2QYU2HkyPNDBtqRz1LX9WkVrzP94FfHT4WjoaOp5k3FL1oOPRntNMwJ0Dsv5NFrJ1GTy1AB2r4Kr4m/RZpsDHVq/BBeAWh5wik/3VBP1ajjS8vSUgGan11Kw/t49bS8Kp/aqGpvqkpp+IHf3fu/fzP5W39cvPCH2aOfJtmr+bPyQf6Tyd8vX6t+OH/xU9mDn2af5z+qJOo31ZW+Vrx7b+9v/mlSvqnZj/Lwzxr57Cd/ZcxG9uKvDPxGVf/4A//Of/a/KS+nv2K506oy9foXcajMSddA0ZzDz3pv+ut/v+6c/NIfuXlgBeh7L+RH6+0kDuVyjmAyVvuj/z//Zd7sxQuG+FukyaN+OpzDbB9/v3qShTXzlPr55T9vOrW/VH8R/bPEWbMCNO2APt6N7Ww5LRKUfTyfyp+nn9qvNDRrfYbZZ/cXA59r/iQDaAWGnya9dGVv+hX1SaY0CtBiY/vdXRujAN3781+rs/SBv/dHqkbH1B96ATQT7L39p4keoO03/Zt/Wvr8ZdfMMwL0ejaeLjvbuUiAdquMkz7+WY2nqVOfcvY3AtDMVf1NyL5TJUCzR/8off1fZcysf8A/S5w1J0Df/2IezK0CNPtcChj9NE9ClaDWR5uGptexbAH0U80PduPUBsufVc9GANrQst42YGMMoHt7//I/aHL99/5i1JQXQJV+dNupDqCtN/3Nf9O4/MB/6OaCE6Cf+I/X6we+GQVAP1AeKxniX9RYmqYGaNEpKXb4b35TBWjZ7/ybP6x3y5ElzpoRoGlA8yEkg0Gt88qxJ8050PLc9CY7RZf9W50EOqOeJaxGUOxV51FuvvVsdi77aPZYPeM9cIKofT26upAyeg40ST76nDKEadDG2Fz4om68fLzMkzKdsmNq4Bwm+QxRPgLlaO/l6rfYGzwH2npT/qQ5K3zvyI5mPQd6PssiAaC8u595LvzOkWYVI3386xpMU6cGTomOGerUyDnQIiHFmc1fq/Z9Iel80Ypxf7QsLfEcaNr/LIbgbRegFZXSjyT7RBSAtuvoJv8Q9i+dPrSrvtYKwTCrlEuD1WDy4YH0Z3tBH7ShB2hWxezl0bkjyqVLfRsNVD6q6mj/de1FpPabLjRP9s8MfwHNjpivwudXkRYJ0KJ1b2bZOqJcEdLHv1WGNNkY6tQYQFVM/8L/vFsDtPkmlWObqFlaIEDfe6LkpzJKZAtX4fOPoBzzfXRTJ0hdDaaofJC4erxAA2gmdHf7afaukZlI6jjQb23GbJgBulGZRboKTx3G9O7wQiJ6gLbf1GqSoQEBZc27mEgOyXYSNbkMDqDFuljtz2Q8/r3SpWlwr5QsaQDajH7+pW+VneR6BKtqn5ql5QH01sn1/W+Uj7c5DjT/N2v1M8UzLUDr8z87h09cGZpX4wvQckXiYh+jNgYB2stiHae+qWaxj7qIAB1ZiEnZy15/HGjnTe1BpOPfoS0AdNHjQK8lnaXhxuNvlabBvfoCNJt/l2QDPveqH2qvv9CcgSBlaXEATfn5QD09boszkTZ5NNJ/0/9Wc2urQ/jeoNz97ELIgROv5+coBycmeh7CF3u5dKroh2aqQzaGAdof214d5TDORMrPQw1/fcZnInXfdG2wJ9SvOQDaHKbnvcxlz0S6kAzMexyOv02aBvfqD9DqV6uyNAhQapaWBtA0kspZpS3Ohc8eXMi++emzo9mTwYtI1Tt+rXMgWr1DB1CLi0hNFWfEHxu2MQzQ/voe10YjPzAXnvRdPpuMHOEppvbUufCDb5IE0DpzxYi6Zc+F31eW0TTE3yZNNoY6RQJoueJJ29K1JGqAdiJ5db3e0mpM5YO73r7QzCuqTg31Ptr0tb/1beXtJIC2P+JqxS3jakxlXIZsjJwD7V1ZPzN20OW0GlMhWC9M3q+h1ZgG3yTqED6F5ANvbDbvnCz+oreTOJ7LIAFanIt+rH6sib9FmqwMdWrkw1fPe+1VcWmf4Sz7JZEewr9frsFYrcN4Z1vrgeZZyQ5i/uvyEKZ1DHO0+tEyNOmH9svqelokgLZm6NajL4YA2lqho3wyZGN8ObvW4X59opNnPVB1GuBgqeuBNiszDryp9U3Y+kWktOuZV3FGqZ3E8VyGCVD1IF4ff3qa7Ax1aox4Sr9hrz4IU68iVd8qapYWBtAqtM1Ctltakb7+kv+75SFM609wUt4arRr1k277QAm9YjnYu8t36ADakFZF12APVD2yVodTdWyoB/ZKLIqV5utbg2Trczez+hVT6v0QTG2kVv6V0t34cGhF+sE3KUNP8gP8o5vBmuki0v/3Hc29ERa2Ir1yEG+IPzVNloY6NQZQpd/w5zU2b9celDVRiFlaGEDpNQtAr1UXvTfdUe1HXlfOR+bnQLMbtWxuXrwnIQO0s5hIQb7RgfQ7+UqgN1+qfnLAhtrBU2NRnLvPb2Ozf/lUUqdJNXXT+Z5I2j/vm8Z+655Iw28qhklny5teblqkX/NehbesMAGqHMQb4k9Kk72hTmkH0ufr85xSApIPI8hevdQMKyZmCQD1KgNA86zcVa/uWWVJXYWumOHQXs1uYE3swXT1l7MbOwfaWs5u3Ea5Uk72A61YtO5D2/w17l8UHTqRaYrXta5IfcxX/8YXla2P6d50Q3U0elYVAKXrWK0HWq2KqI0/PU1DEHQCqJIldS+tE5+9V2lZAkC9ygBQ9ShbSVD/jubKOPqdEy+VH74RoGoUq9trj1xEutjQsr7x9cCN1W8fqyDVjkVzi+ykmAlXm1Jrx+m+8L05UX2A9u8LP/ImdYnpI+N9Bq0fAFTVIQO0Pog3xp+Ypqz4Aap8Z9S0Nt+P5lVSlgBQrzIBVPnkWpfE83tpJIdOVJ/L3t6/yo+AD2RTLasLgGaApocX5S096g94dCD9K8eLHbyuvLtrI8v2bsHTbiz2L322uOPII41AK/KH+is8atpIEe4N6R8AaDkP4EDldOxNm+omJweOaG7nDIDSdcgArQ/iCfE3p2k6gKb7Pp4H5I9ab6hebcWGkCUA1KumzqmDEpdOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJySUAyqPEpROtIwBU1ZEWA3GGxOQSAOVR4tKJ1hEAqupIi4E4Q2JyCYDyKHHpROsIAFV1pMVAnCExuQRAeZS4dKJ1BICqOtJiIM6QmFwCoDxKXDrROgJAVR1pMRBnSEwuAVAeJS6daB0BoKqOtBiIMyQmlwAojxKXTrSOAFBVR1oMxBkSk0sAlEeJSydaRwCoqiMtBuIMicklAMqjxKUTrSMAVNWRFgNxhsTkEgDlUeLSidYRAKrqSIuBOENicgmA8ihx6UTrCABVdaTFQJwhMbkEQHmUuHSidQSAqjrSYiDOkJhcAqA8Slw60ToCQFUdaTEQZ0hMLgFQHiUunWgdAaCqjrQYiDMkJpcAKI8Sl060jgBQVUdaDMQZEpNLAJRHiUsnWkcAqKojLQbiDInJJQDKo8SlE60jAFTVkRYDcYbE5BIA5VHi0onWEQCq6kiLgThDYnIJgPIocelE6wgAVXWkxUCcITG5BEB5lLh0onUEgKo60mIgzpCYXAKgPEpcOtE6AkBVHWkxEGdITC4BUB4lLp1oHQGgqo60GIgzJCaXACiPEpdOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJySUAyqPEpROtIwBU1ZEWA3GGxOQSAOVR4tKJ1hEAqupIi4E4Q2JyCYDyKHHpROsIAFV1pMVAnCExuQRAeZS4dKJ1BICqOtJiIM6QmFwCoDxKXDrROgJAVR1pMRBnSEwuAVAeJS6daB0BoKqOtBiIMyQmlwAojxKXTrSOAFBVR1oMxBkSk0sAlEeJSydaRwCoqiMtBuIMicklAMqjxKUTrSMAVNWRFgNxhsTkEgDlUeLSidYRAKrqSIuBOENicgmA8ihx6UTrCABVdaTFQJwhMbkEQHmUuHSidQSAqjrSYiDOkJhcAqA8Slw60ToCQFUdaTEQZ0hMLgFQHiUunWgdAaCqjrQYiDMkJpcAKI8Sl060jgBQVUdaDMQZEpNLAJRHiUsnWkcAqKojLQbiDInJJQDKo8SlE60jAFTVkRYDcYbE5BIA5VHi0onWEQCq6kiLgThDYnIJgPIocelE6wgAVXWkxUCcITG5BEB5lLh0onUEgKo60mIgzpCYXAKgPEpcOtE6AkBVHWkxEGdITC4BUB4lLp1oHQGgqo60GIgzJCaXACiPEpdOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJySUAyqPEpROtIwBU1ZEWA3GGxOQSAOVR4tKJ1hEAqupIi4E4Q2JyCYDyKHHpROsIAFV1pMVAnCExuQRAeZS4dKJ1BICqOtJiIM6QmFwCoDxKXDrROgJAVR1pMRBnSEwuAVAeJS6daB0BoKqOtBiIMyQmlwAojxKXTrSOAFBVR1oMxBkSk0sAlEeJSydaRwCoqiMtBuIMicklAMqjxKUTrSMAVNWRFgNxhsTkEgDlUeLSidYRAKrqSIuBOENicgmA8ihx6UTrCABVdaTFQJwhMbmcHaB7KNRAAaCqjjReiTMUL0A5VEL7ECx0onUEgKo60mIgzpCYXAKgPEpcOtE6AkBVHWkxEGdITC4BUB4lLp1oHQGgqo60GIgzJCaXACiPEpdOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJySUAyqPEpROtIwBU1ZEWA3GGxOQSAOVR4tKJ1hEAqupIi4E4Q8yOkqwGtwKgOp2Fx4JFBwClV2iNTpeRZojXUUHBQRYCoDqdZceCRwcApVdojU6XkWaI1VEFwSEYAqA6nUXHgkkHAKVXaI1Ol5FmiNNRw8ABGgKgOp0lx4JLBwClV2iNTpeRZggA9SmBHwKXTrSOAFBVR1oMxBlidJSMPC4KANXpLDgWoTkCQFUdaTEQZ4gboKtV87hVAKhOZ8GxCM0RAKrqSIuBOEPMAC35CYBa6iw4FqE5AkBVHWkxEGeI9xzoOD8BUK3OkmPBpQOA0iu0RqfLSDPEDNDyIQBqqbPkWHDpAKD0Cq3R6TLSDLE60nRAAVCtzqJjwaQDgNIrtEany0gzxOlotcJMJEedJceCSwcApVdojU6XkWaI0VHW/8RceDedBcciNEcAqKojLQbiDPk7qpm50v4YAKrTWV4sGiUuHQCUXqE1Ol1GmiFPRxU9k2YE00gBoDqdhcWipcSlA4DSK7RGp8tIM+TnKNmU9Nwkq5VfLgFQHiUunWgdbR2ge6hYKkn/r/h3b29l+FkAVKcTLa4sdGIBKIdKaI1Ol5FmyMdRUmMvH0KPHqi7zpJi0VXi0gFA6RVao9NlpBnyAmh9/Sg9gN8kAKi7zpJi0VXi0gFA6RVao9NlpBnycJQ0Z0CzK/AAqIfOgmLRU+LSAUDpFVqj02WkGfIBaEm98go8AOqhs6BY9JS4dABQeoXW6HQZaYbcHSV19zPJpiAlOAfqobOcWPSVuHQAUHqF1uh0GWmGHB1Vpz9LgOaPAFB3nYXEYlCJSwcApVdojU6XkWbIzVFSH8AXi4DmZ0MBUHedZcRiWIlLBwClV2iNTpeRZsjJUdL6X8lPANRDZxGxGFHi0gFA6RVao9NlpBlycZS0/pPysxjLBIC66ywhFmNKXDoAKL1Ca3S6jDRDzgAtup9prarllwBQd50lxGJMiUsHAKVXaI1Ol5FmyMFRovyTT0ECQL11FhCLUSUuHQCUXqE1Ol1GmiF3gFZriNTPAVB3nQXEYlSJSwcApVdojU6XkWbIA6DlCPr6KQDqrrOAWIwqcekAoPQKrdHpMtIMuZ8DzR40J0CNjgBQnc4SYjGmxKUDgNIrtEany0gz5AXQ9iLKAKi7zhJiMabEpQOA0iu0RqfLSDPkPA40q/Yi9ACou84iYjGixKUDgNIrtEany0gz5DwTadO7iQcA6q6zjFgMK3HpAKD0Cq3R6TLSDPnMhe/cBAkAdddZSCwGlbh0AFB6hdbodBlphjwcde8iB4C66ywoFj0lLh0AlF6hNTpdRpohd0e9u3ACoO46y4lFX4lLBwClV2iNTpeRZsjZUf8uxgCou85iYjGgxKUDgNIrtEany0gz5A7QvpL25wFQnc5iYjGgxKUDgNIrtEany0gz5Oqo3wEFQD10lhKLISUuHQCUXqE1Ol1GmiFHRwP8BEA9dBYSi0ElLh0AlF6hNTpdRpohV4AOKWnfAYDqdBYSi0ElLh0AlF6hNTpdRpohN0dDHVAA1ENnGbEYVuLSAUDpFVqj02WkGXJyNMhPANRDZxGxGFHi0gFA6RVao9NlpBlyA+iwkvY9AKhOZxGxGFHi0gFA6RVao9NlpBlycTTcAQVAPXSWEIsxJS4dAJReoTU6XUaaIQdHI/wEQD10FhCLUSUuHQCUXqE1Ol1GmiF7R2P8BEA9dMKPxbgSlw4ASq/QGp0uI82QtaMVANrUYnMasSMAVNWRFgNxhmwdjfMTAPXQCT0WOiUuHQCUXqE1Ol1GmiFLRxp+AqAeOoHHQqvEpQOA0iu0RqfLSDNkDVCNkvadAKhOJ/BYaJW4dABQeoXW6HQZaYbsHOn4CYB66IQdC70Slw4ASq/QGp0uI82QlSPdATwA6qMTdCwMSlw6ACi9Qmt0uow0QzaO9PwEQD10Qo6FSYlLBwClV2iNTpeRZsgOoHol7VYAVKcTcixMSlw6ACi9Qmt0uow0QxaODPwEQD10Ao6FUYlLBwClV2iNTpeRZojuyMRPANRDJ9xYmJW4dABQeoXW6HQZaYbIjoz8BEA9dIKNBUGJSwcApVdojU6XkWaIDlCzknYrAKrTCTYWBCUuHQCUXqE1Ol1GmiGqI3MHdD6A7l8+l9Xroz9wff148eDOC+uiPvkTSzu0WmxOI3YEgKo60mIgzhDREYGfMwH0xqndpKqdEz8a+pH3n6gAmj4CQN10onUEgKo60mIgzhDNEYWfswD00rGkXQef7/3M+19cVwC9dbJHTqIdWi02pxE7AkBVHWkxEGeICFCSknYrB0ALfO4cfvi59Aj+1YePFwjtHMrfOrmuAXp9/aCjHVotNqcROwJAVR1pMRBniOSI1AGdHKD7ZzNcfvVt5aWbL9+Tvnav8tKd76zXD3yxAujV6oG1HVotNqcROwJAVR1pMRBniOKIxs+pAfpu2v28t3/O88aptE/6tfrprZP3/f6dFypunr/vm452aLXYnEbsCABVdaTFQJwhEkCJStqtvgC9/VBy5FuDW1KE/sK3qye3fu+NTQ3Q95+4/3tfWq/v+3L/RChyatCJ1hEAqupIi4E4QwRHxA7o1AD9TP9yUVU3PvNt9WkN0Px0aFYPfL+xUdUeCjVQAKiqI41X4gyZHVH5KWcgfQ3Q62nv8xubzTsnm2FMAChKXwCoqiONV+IMEQBKVtJu3QZAr67vz7ueaU/0qdoGAIrSFQCq6kjjlThDRkfkDqhAgNZ1vjecCTk16ETrCABVdaTFQJwhkyM6PyUD9GpvKhJyatCJ1hEAqupIi4E4Q0aAWihpt/IAdP+tc5260v8hAJRBJ1pHAKiqIy0G4gwZHFl0QGcB6O2Hkl71RjcBoAw60ToCQFUdaTEQZ0jvyIafWwOoOo4+rwqgNUj7REVOTTrROgJAVR1pMRBnSOvIip8zHcK/lBHzyHPnzp3ezZZjejVbnOmut1s/1LsKf33dm5GEnBp0onUEgKo60mIgzpAeoHZK2q1MF5GyLuhvlLy8kGRTkLJXHmv9jDqQ/oE3Nnd+fLK/pghyatCJ1hEAqupIi4E4QzpHdh3QeQCaQvPu+smZJDm62VxTX8qqOWK/Xk5FerA3lxM5NehE6wgAVXWkxUCcIY0jS37Ocwj/tHrG893d7Oi9+K9SyinP976eIvQTT9rbodVicxqxIwBU1ZEWA3GGxh3Z8nOui0jNwiHls/ZrxEJODTrROgJAVR1pMRBnqOcov66dPbDlJwDqoSM+Fh5KXDoAKHZSYPkAACAASURBVL1Ca3S6jDRDXUdJ9V/rDuhch/DKFaNrSXkID4DWSlw60ToCQFUdaTEQZ6jjqMJYYs/P2S4i1bTMrr8f7VxXohZyatCJ1hEAqupIi4E4Q21HSXUE78DP+YYx7TyaP7y4m8M0++co7c0Wdmi12JxG7AgAVXWkxUCcoQ5Ak/Ik6MphbY9ZALq5VtzV+FAxB+mxnKj2R/DIqUknWkcAqKojLQbiDLUcNfxcOayONA9A83sjVfc0/lbeJe1O5aQUcmrQidYRAKrqSIuBOENtgJYcW63KK/GMjhiXs7t8KrsX54Ej+f2M909/9W3TGxzs0GqxOY3YEQCq6kiLgThDHYCW/KweMTqacT1QSiGnBp1oHQGgqo60GIgzpDpKqitIm+JontXRNADdf8X+9GdeyKlBJ1pHAKiqIy0G4gy1AJpTrBjB5NAFnWUg/W+3jtdvHHO4fkSyQ6vF5jRiRwCoqiMtBuIMKY7UEUyJw0nQWQD60N0NQfdfcroAT7JDq8XmNGJHAKiqIy0G4gw1jvIr8JviAnySOBzDzwPQpCZofjn+LgC0rcSlE60jAFTVkRYDcYbaAM34mXc+pV5EyqZyFgTdP5sZvdflCjzFDq0Wm9OIHQGgqo60GIgzVDvKAZYkq+IfsReRKoJe2i3HgToWcmrQidYRAKrqSIuBOEMdgBZTOBOni+LzXIXPCfqXWfdz5/PEt7jYodVicxqxIwBU1ZEWA3GG2gAtDuATlwP42YYxZQQdvBmnVSGnBp1oHQGgqo60GIgz1DoHWvHT4fjd6IhvHOj+maReUMS5kFODTrSOAFBVR1oMxBlSAZpUA5jcBrXPNpA+I+jdrlePiHZotdicRuwIAFV1pMVAnCF1HGi5hp3rpMrZALrZnPUmKHJq0InWEQCq6kiLgThDSg+05qcjQacF6O3jh5rKFhPZyR8dxjjQthKXTrSOAFBVR1oMxBlqHGUj6IvDd5kAfSgZKsxE6ihx6UTrCABVdaTFQJyh5iq8sga9xHOgAChNiUsnWkcAqKojLQbiDNWOVsIBylzIqUEnWkcAqKojLQbiDFWOWjdBAkCJtdicRuwIAFV1pMVAnKHUUe8eHiLPge5/5XU7O/pCTg060ToCQFUdaTEQZ2izl2RKq0Q6QLNzoIef9xz9SbdDq8XmNGJHAKiqIy0G4gxtksxR6yYeMseB7r98T34fzs95zeAk26HVYnMasSM2gL739ZPr9See/En+5M4L66I+WTx/5wvZtsl2H1qj02WkGUoyR6016J1PRk5+DnT/0mfzK+8cHVHk1KATrSMugF5tEfP9J1pPzxdPHpxq96E1Ol1GmqEMoM0STM7TOM2OmC4i3Xg274ge8O2IIqcGnWgdMQH0+nr9O3+1ufPjkwUlb50su555XV3f9+TmznfX68cn2n1ojU6XEWYoyRytqsd+NddV+P1Lx4vlmHw6osipQSdaRzbJ2L98Lquhy5vny+5lyspvbjKeKr3NtDv6eLHt/u/77H68Qmt0uowwQxlAV4EBNKsbz+7mHdETP7J6G90OrRab04gdkZNx49RuPZ9jpxvElJFPqQ+uqp3N6yU46x9y2b22Qmt0uowwQylA6xGgIQF0U3VEMROpo8SlE60jYjIuHevMiTv4/ODPlZA8n/dDy7padUfP94/hEUy9jDRDyWpVKnmPZN/CQPrLz/5DALStxKUTrSNSMgp87hx++Ln0CP7Vh4tzSgeHDuVvncwA+v4T93/vS+v1fV8uLyHVAO1dRkIw9TJyDJVLz6/2AgaoeyGnBp1oHRGSkd/Q8OBX1VPwN/NRdgP3OCzOc6YYLeqB7+dDmh6vNtaXlj5U1x4qhEqK/6YdUPX5dAWA6nSixZWFjhiAZvfTvrd/8v3GqbRP+rXOiyk5M1heT3uf39hs3jmZERMAXUCVvEz5majPpyusxqTTiRZXFjpSAJomceR+XClCO3l8/4sFIqvr7fkBPQAafpXUTFZJks+Fn5yfAKhWJ1pcWeiIAehnhi8XZXXjM608pqhULx5tirOegwAl755UoTU6XUaIoeImxsUiyjJyabUifVNYkb6jxKUTrSPGufBp/7PDzxyZAKiHjAxDSXEJKRvBtOcx98jGEc6B6nRkxELVidYRH0Dfe6LHzwKZ9eglXIW3lpFhqLxxRzYCND2aZ2IXAOquIyMWqk60jtgAeuvk+v43ui/mAMU4UHcZGYaSTXEAnwCgXrXYnEbsiAugKT8fqCZq1gftxQPMRHKXEWEoyf8vO4BP8uXseOA1H0BvZhOQX3OdxUmyQ6vF5jRiR8Rk7L91rlNXWttTOCrnN6ur8Nfzg3rMhXeXEWGoBOgmTIBevKeagPwo+T3Wdmi12JxG7IiYjKFRIeropjYcs+7oG83aTFfXa6zG5CYjwVBxCalcxG4vNICeVRI7MPODWMipQSdaRx4AVcbR1+t/rgtKXi+nIj2Y90rvYD1QVxkJhvLr7vkJ0E0+ADSoc6AXspweOXfu1XwtnLuJ77K2Q6vF5jRiR+RD+JfyJD537tzp3Ww5pjyQd1V/0eu5myVAq/Xpq7djRXpHGQmGSn4Wc+EDA+i7u3W/M5uR3Js6Ry3k1KATrSNqMrIu6G+UvLyQz+jIXnnM0xuCaZARYCgpRzAVZ0LZ+DkPQM+ovc4z7l1Q5NSgE60jajIudJJ4dLO55nFIZLt7fYXW6HQZAYaqK/DZoXxS3pVzekc8AN1/Wu10pt3RuxzPgiKnBp1oHVEP4QeS6JFH290bKrRGp8ts31BxAF88LGbBz+KIB6DpUZIy+739zKqQU4NOtI7oF5F6SfTIo+3uDRVao9Nltm8oqS4gFVeTpOQSAOVR4tKJ1hEAqupIi4EAQ+UI+uISkpxc4hCeR4lLJ1pH9EN45YrRtaQ8hAdAx5SYZAQYWrXugiQll7iIxKPEpROtI4uLSDUts+vvRzvXlRwLwdTLbN9Qw88QAZr+qU+qCUgXE/dhI8ipQSdaRzbDmMq5cBd3c5hm/xz19IZgGmS2ayifgLSqWJXM6YhrIP2Z7HY0z125cuXVYxhIP6DEpROtI3IyrhV3NT5UzEF6LCeq9xE8gmmQ2aqhagZSUj+Tk0sqQLNzT3W5DxpBTg060TqiJ+Pd5s7GB7+Vd0md53W47F5XoTU6XWabhqoBTOVyyvM6YpsLv19Pht9xnwqPnJp0onVkk4zLp7KFbQ4cye9nvH/6q76DQC13P16hNTpdZouGCn6uNm1YScmlzXyot04//PDDj7xm8Q5rO7RabE4jdsR4Sw+XQjD1MtsFaHkBKXSAMhRyatCJ1pFjMvZf8T796bP7ToXW6HSZ7RlSZiCptJKSSwCUR4lLJ1pH1IH0v906Xr9xzP/6kc3uDRVao9NltgrQ1gDQmR0BoDodaTmN2BF5JtLdDUH3X+K4AG+ze0OF1uh0mW0CtD0AtNIRkkv6RaRL2RnQqh7BTKS2EpdOtI7oUzlrguaX4+8CQLVKTDLbPAc6xE8xuaQC9OJuaw1wzIXvKHHpROvIYipnQdBiWIjHiBCX3RsqtEany2zR0GAHVEwuLWYiAaAaJS6daB1Rk1ER9NJuOQ6UpxBMvcz2DHVmINU6QnJJnwufHHntSl2ut+b80If2UKiBIhMsJ+hfZt3Pnc87pnAwmBwqAKhZyfYNq01rBlKtExRAy1Ub/As5NehE64iejGpS3BG27qfV7nUVWqPTZbZmqFyDvp6BNLejKdYD9Sjk1KATrSOLZOxnx0M+N9f2272mQmt0usy2DDUnQLs6QnJJXg8UANUqcelE68gmGRlB72a6euSw+/EKrdHpMlsD6KiOkFySz4EyLNiwQU6NOtE6skvGWW6CIph6mS0ZGu2AisklEaDZ8DuiH20hpwadaB0Zk3H7+KGmssVEdvJHhzEOVKvEJLMdQ+P8FJNL6jjQd3dZhtwhpwadaB2ZAfpQMlSYiaRXYpLZiiENP8XkkjwT6caxJDlQ9wBc/+4jpwadaB0BoKqOtBhsCaA6HSG5tOiBYiC9RolLJ1pHWM5O1ZEWg60Y0nVAxeSSCNAOPwHQrhKXTrSOAFBVR1oMtmFIy08xuaTPRNo5cYVjJpLjG1u12JxG7MiYjP2vvM5kxGn3pAqt0eky8xvS81NMLukzkVxvxNkq5NSgE60j0jnQw8/zjv602D2pQmt0uswWAGrQEZJLzETiUeLSidaRuQf68j35Hbk+xzmDk757UoXW6HSZ2Q0ZOqBicomZSDxKXDrROqIkY//SZ/Mz8BN0RBFMvczchkz8FJNL4jnQCziE1ytx6UTriJqMG8/mHdEDzB1RBFMvM7MhIz/F5JII0LQL6n4zeKWQU4NOtI5sFhO5dLxYjomxI4pg6mXmMlSuu2Tkp5hcUseBpgQ9yHAVFDk16ETryDIZN57NB9YdOOE6HsRv9yMVWqPTZWYyVK78ae6Aiskl8SLS8UOH8r8NmIk0osSlE60j+2QUHVHMRNIrMcnMY6ik0Wo1sADodhwxDmPCQHqdEpdOtI7cknH52X8IgGqVmGRmMaTwM3uiZZOUXAKgPEpcOtE6wkwkVUdaDOYEaLIq2KknqJRc4r7wPEpcOtE6AkBVHWkxmMWQegLUSFApuQRAeZS4dKJ1hNWYVB1pMZgRoMVdOAHQ4UJODTrROgJAVR1pMZgPoElxF+PyP+N4kpJLAJRHiUsnWkd2K9If8l6Z1nb3pAqt0ekys50DbTqgSwLo/umH2/WI4xBm5NSgE60jnANVdaTFYDaArlabJQIUV+FNSlw60ToCQFUdaTGYwVAx9HOVU9PMTzG5BEB5lLh0onUEgKo60mIwvaHqClKGzaR6aTEA3dysl1J+9VSy8ygWVO4qcelE68gqGTfPpfUa0yxO+92PVmiNTpeZ2lB9Bb6Zg7TYcaDv7iaP2r+rKOTUoBOtI4tkXLynPA7acc6hz+41FVqj02UmNlT3Pzf1HKRFzURq14Vk52sOb8sKOTXoROuInoyzyqkkjlttW+5eV6E1Ol1mDoCuSoBuEqUfui1HVU0B0LQLerfD27JCTg060ToiJ+NC1vU8cu7cq6ey9Zhcg+i8e22F1uh0mWkNNfwkE0lKLl0A6nGDD+TUoBOtI2oysvvDlv3O/bQv6nws5Lh7fYXW6HSZ6QxVnc2SnzEANM0wANpR4tKJ1hE1GWfUXucZti4ogqmXmcxQMeUoaRahjwCg6UGU6/L0yKlBJ1pHxGTsP612OtM/5Sw3SkAwTTJTGapGLCWW/BSTS2uA7l95yePUE3Jq0InWETEZ7dNHbHeLRTANMsyGquP2Cj/JatkA7Q6kx1X4rhKXTrSOAFBVR1oMmA1VAz1r/FjzU0wunQDqPv4OOTXoROsIh/CqjrQY8Bqq+501fYpF6G0OiKXkkn5PpGb9G48beSGnBp1oHeEikqojLQashhrmNB3Q5qh+G440heXsdDrSchqxI2oyrqVfs+oA6GL6+DE/U7a711dojU6XmRSg9Rr023KkKQBUpyMtpxE7Iicj7XUmB5/LVmU4hoH0ZiUmGUZDKnLKEfQbexBJySUAyqPEpROtI3Iy9p9WzsYznQFFME0ykwK0frQlR7ryBej+a5qNb1nHFzk16ETriJ6M/Xoy/A7bVHgE0yAzFUATxw6omFyajN9+6OC3RjbdOGU/hAQ5NehE68gqGW9ld0h4RPe33bYQTL3MZOdAEzd+ismlsQd6KknuHbrqfuOUywEUcmrQidYRFlRWdaTFYDqAFkuAbtmRpvzPgf5gN0mOvN558dLx9ADq88b3Wtuh1WJzGrEjAFTVkRaDicaBbsoToC46QnJJYP+N7Gpn8tHnrpTPr7xyPHth9NDexw6tFpvTiB0BoKqOtBhMNhOpGkG/bUejxXIV/tKx6qz9od3y0cHnyQZt7NBqsTmN2JHFRaRLpxnuD+u8e12F1uh0mWnmwrueAJ3A0VgxDWO6fLw1l/Nw95CeWsipQSdaR+RkXNxtRRFz4fVKTDKTGEo2VkuAtnWE5JLu/dLpvPu5c8jn6idyatCJ1pHNTCQAlK7EJDOFocR2DdCWjpBcYiA9jxKXTrSOLObCJ0deq28S63x/WMfd6yu0RqfLTALQip8AKLmQU4NOtI7oy9klRxnMOO7eUKE1Ol1mAkOJcgV+ueNAmQs5NehE68hpPVC+QjD1MlMAdAWAWhdyatCJ1hF9PVAA1EaJSWYCQwo/AVBqIacGnWgd0c+Bct2I02n3+gqt0ekyUwC0vy6ojY6QXAKgPEpcOtE6oiYjPYbnWsLOZff6Cq3R6TL8hlYAqEMhpwadaB2Rk/HubsK3CJP97rUVWqPTZXincibFXTjVKZ3bdTReAKhOR1pOI3ZET0Y2tfhAc4MZjAPVKjHJcC8mUvQ/6ymdW3akKQBUpyMtpxE7sumBYiA9XYlJhns90LL/aXkjpIkc6QoA1elIy2nEjqjJ6PATADUoMcnwGXK/i0dbR0guAVAeJS6daB1ZzETaOXEFM5GoSkwyvABdOd3Fo60jJJcAKI8Sl060jixmIjHdiNNl94YKrdHpMmyGqgtI+WMPHSm5tPgd9i+fy8p1ISaSHVotNqcRO8JMJFVHWgzYDOVnPKsBTDEB9Map5tzTzgnn4ybk1KATrSPMRFJ1pMWAy1BS3MXD5/I7s6N5AFqvqFyV43rKyKlJJ1pH1GRcwCG8lRKTDI+hJDsHWl9AiuYcaIHPncMPP5cewb/6cLG28kGnQ3nk1KATrSNqMtIuKNvN4B12r6/QGp0uwwfQ5gJSJADNb8N98KtqaG++fE/6mst8EOTUoBOtI3IyUoK6/fHm2b22Qmt0ugyLoQw2e6vq8N3v+rWUXBp/i3ePDd7XOLurscOqDsipQSdaR9SLSMcPHcqPgDATiabEJMMG0OoEqOP4eWZHuZJ2qy9Abz+UHBm+/WaKUPvT+cipQSdaRxbDmDCQ3kKJSYbBUFKPYHKff8TrqFTSbvUG6GfGLxfd+Ew7vNfXj1cP3/nCev2JJ+3t0GqxOY3YEQCq6kiLAYOh/KznarXXPPMqKblkHEj//hM1QM+v83rQ2g6tFpvTiB3hvvCqjrQY+BsqjturAUwAaL/e/+K6AujV9X1Pbu58d930SKl2aLXYnEbsaOsA3UNNWEn+37QDWjxKtmrGpmYD6K2T6wqYVVf06vr+7/dyyrGv0OBgoROto60DlEMltEany/gaqpYQSfa8BzAxOWqUtFvZAHolm8b52tgUpDvfWa8f+GIJ0OslOFOQPmVph1aLzWnEjgBQVUdaDHwNKUswMVxA4nCkKGm3ss9EOjw4Bu/Wyft+/84LJUCvVic/z/eO4ZFTg060jqhTOU8/3K5HeEbVI5h6GQaAFiPo95gOeqXkkvLbvNueyHlwYFjTrd97Y1MD9HwD0O5lJOTUoBOtI1yFV3WkxcDVUNXfzAFaGooOoBeLpB46/PChe4rFRIYnI1cArUGadkU/+ZPKRlXznf5FhVQAqKqzEIA2a4Yk1V2M95iuuszVRP4AvZbFtJ6LlM1AGpmCBICi3ItKsJv1Usqvnkp2HsWCygYlJhknQ8pN4+o1QDOAxjSQPv+T3wJmdk+FweUcAFCUe7kQLI3io/bvGiwAVC/jYki9bXHFzxymna3zORpW0m71Bui1XoczI+jQQbwOoFQ7tFpsTiN25JSMCy7rMfDtvlehNTpdxhugFTb31H7p3I6GlbRbvQF6JkmO9l+6e+AnAVAGnWgdOSUj/Vs+lESHQjD1Mg6GVLTkd4HPD9z3ksEfmMXRiJJ2qy9A95/u/5G/NnwMr1yFLwGKq/DWOtE6ckoG3w0+EEy9jB9A6wP4TXQATSPaA2j6d38othgHyqATrSPXHigAqldikvEC6Go1TM0Ybukx9Dd+5O9+DVDMRHLXidaR4zlQruXpEUy9jNc5UIWfAOjIaxsFoJgL764TrSP7ZOxfeSkZPhvvUAimXsYHoCsA1Pzapn3xaI3VmNx0onXkOJAeV+ENSkwyHuNAW/yM8RyoPUDvYD1QV51oHbkBdAfjQA1KTDLuM5Ha/ARAR17bqADFivTOOtE6srgnUl2HTzDNQ0IwTTLuc+Hb/NzENg7UAqCUQk4NOtE6wnJ2qo60GLgbUkYwFUqRzUTKhjFlt4NX61X3wSPIqUEnWkcAqKojLQbOhrr8zA3FNBe+t/qN3xo4yKlBJ1pHAKiqIy0GroZ6/AyuiQBQnY60nEbsyJiM/dc0G9/yHQ2KYOplXAHaV/K1UukIyaVxKudb54bqNcfAIqcGnWgdGZNx+6GhlbzzunHKez4SgqmXsTCkHKD3O6DBNdGMtzWmFHJq0InWkbkHekpZllatbIla7/lICKZehm5IuUQ0wM/gmggA1elIy2nEjgjJ+MFukhzp3pLr0vEk2fm8hy3y7gkVWqPTZciGlEFKQ/wMrokAUJ2OtJxG7IiSjBv5zbk++tyV8vmVV46P3aTLthBMvQzVUHsN0CElFj9ycmm8iHT80GGe9W7yQk4NOtE6oiWjvj3szqHd8tHB5znMIZh6GQeADnZAg2uiKQbSexRyatCJ1hE1GZePt4aDDN9l274QTL0M0ZByw6NhfgbXRACoTkdaTiN2ZJGMS6fz7ufOoUd0I5vsCsHUy5ABWl9DWg2jJbQmAkB1OtJyGrEjDKRXdaTFgAzQ+hrSCgDNCwClKXHpROsIAFV1pMXAGqBj/AyuiQBQnY60nEbsCABVdaTFwB6gY5PdQ2siAFSnIy2nETsCQFUdaTEgGqpv+r4CQMvKAPr6lV65rsOInBp0onUEgKo60mJAB2i9iDIAmhcWE6EpcelE6wgAVXWkxcACoNUiygBoXgAoTYlLJ1pHAKiqIy0GFuNAN8UQ0DGwhNZEHAsqf/ThXj2C1ZjaSlw60ToCQFUdaTGwAmg+hB4ALQoXkWhKXDrROgJAVR1pMbCZyqnlZ3BNBIDqdKTlNGJHAKiqIy0GNqsxafkZXBMBoDodaTmN2BEAqupIi4GFoWwEk4YqoTURAKrTkZbTiB0BoKqOtBjQDY2sIdIoeXspdYTkEgDlUeLSidYRAKrqSIvBqKHuDTZN/AyuiQBQnY60nEbsyCIZb51mGA/ivntNhdbodJkRQ91bvBv5GVwTAaA6HWk5jdgRORnv7rKMSHbdvbZCa3S6zLChpPPvCgDt1U3naZtDhZwadKJ1RE1Gh58AqEGJSWbQUNJ5ROBncE2EeyLpdKTlNGJH1GRcyJahf85/VQbH3esrtEany1AASuFncE3EBNCb1YOzJ7wSi5wadKJ1REzG/tNJcjeHG7fdGyq0RqfLDBlKOo8p/AyuiVgAenG3OlDKpsbf63HaHjk16ETriJiMbGrx1zjcuO3eUKE1Ol2GAFASP4NrIgaAZn/0q9DmZ6A8biOLnBp0onVEByjnRU3b3RsqtEanyzSGmoFLbYCSDuDDayJ/gGb8bP7q3zjldeIeOTXoROuIfggPgNooMcnUhpLef4tHRH4G10T+AD2TEvM3lKP2rBPqfBYKOTXoROvI4iLSYwxmXHevr9AanS5TGWoNXGoDdFZDYnJpBGjGy3ZiryXup6GQU4NOtI6oyZjoGB7B1MuUhjrX3RucUvkZXBN5A/RCv7+Z9kmPmt7maIdWoX0IFjrROrIZSL9z4oq/Hcfdayu0RqfLDAO0/q9hBRF+Q2JyafqtszOg3UOmtAt6FxZUbitx6UTriH4RCQPpbZSYZApD3YFL1SWlZNXdOrUhMbl0mcqZ9gFwS4+OEpdOtI4AUFVHWgxGAVo8LA/gKQQNrYmmAKjHaSjk1KATrSMqQI8fatdhAFSrxCSjA2hSnwAlEDS0JgJAdTrSchqxIyxnp+pIi8HYOdDi4WrgxYkNickl4Rxo75J7egiPc6AdJS6daB0BoKqOtBjoAJooV+DNBA2tibyvwg9cch+4ME8t5NSgE60jAFTVkRaD4XGgRakjmADQXvUvuWcX5o8abbnZoVVoH4KFTrSOrJJx89y5197e7DMutIhg6mUGZyIVpY4ABUB7lV32PNp65QIG0veVuHSidWSRjIv3FFffbz/ksSqD++41FVqj02WG5sIXtVoNnhid2JCYXJp/5WwBxqOd55jK2VXi0onWET0ZZ6vhS5wrMyGYeplRQ+kBPACqrXwxkYPPF4fx+/lff9dLSMipUSdaR+RkZH/AD34lW2AxS6Z7FB13r63QGp0uM2Zopd4FHuNABysnaHrYfujQoeJ2Cgfdh94hpwadaB3Z3NLj0bTzmQ2kG5om51gIpl5mFKD5f/snRqc2JCaXlF96/6w69WPnN7Cgcl+JS6c5Wd851WStxGFnIyeoVZ3JTyAVAM2ucDItT49g6mVGDFVX4OlpDa2JeG7pcfNsdSuvAye8jpmQU4NOe7iIB0FDayP6eqDZec8SoB4jkt12b6jQGp0uM2yIvAaTouTtpdQRkkvyV3T/8rlzr3kvgoOcGnQ6A5bdCRpaG9mtSF8ClG9tOwRTLzNoyIGfwTUR7sqp05GW0/6cY+fPJ7Q2AkBVHWnBHAGoi5KvlUpHSC4BUB4lLh0AVF84hLdUYpIZMuTSAQ2uiQBQnY60nJaORlYNs1NicJPrCAlqVcXU4hKgHpOKHXevr9AanS4zYMiJn8E1EQCq05GWUwDUWNfKMfQZQNPHGMZkUGKS6Rty42dwTQSA6nSk5RQANVZ+k+3nM4Duv+Q1p8Nt9/oKrdHpMgMAdVTytVLpCMklAMqjxKWDc6Cmaq1Jj6mcJiUmmZ4hxw5ocE0EgOp0pOUUACVUOTMunxOHxURMSkwyXUOu/AyuiQBQnY60nGIcKKlunMpWZNg58rqnI8fdj1dojU6X6Rhy5mdwTQSA6nSk5RQzkbZVCKZepgtQdyVfK5WOkFwCoDxKXDqYC7+dQjD1Mm1D7h3Q4JoIANXpSMtpxI4AUFVHWgxSQ8pfdA9+BtdErAC9fdz3LrLI7tgN+gAAIABJREFUqUEnWkfUmUhvneuU9/oMNrs3VGiNTpfZU88pefAzuCbiBaj31GPk1KATrSP6XPheHWG4Fo9g6mUS5dy8Twc0uCYCQHU60nIasSMPgHKMBkUwtZUoN5Xz4mdwTQSA6nSk5TRiR+RD+JfyEUzPnTt3ejd9cOLVU7sc85EQTG21AOqlFFoTAaA6HWk5jdgRNRlZF7S6J8KF6t5y/jPiEUxdJYohvw5ocE0kDqB7KNRAUQnWWoCpWJqJ48YeAKiuFIB68jO4JhIHUK+3lxXah2ChE60ju/VAyyrWA+VYFRTB1JUKUM+Bj6E1EQCq0xGW05gd2a1I33rGsS49gqmt+hyobwc0uCYCQHU60nIasSMAVNWRFoMKoCvfDmhwTYSZSDodaTmN2BH9EF65YnQtKQ/hAdAxJSaZYhyoPz+DayIAVKcjLacRO7K4iFTTMrv+fpTnxh4Ipl6mmInkz8/gmggA1elIy2nEjmyGMe08mj+8uJvDNPvnqKc3BNMgk8+F9z4BugmviQBQnY60nEbsiJyMa7v57KNDxRykx3Ki+t/bGMHUVLmOSMpP3zXCwmsiAFSnIyunm5gd0ZPx7rHWivQpQDGVc1yJQSMpeqAZP6vn2zWU6wjJJQDKo8SlE60jm2RczlekP1CsSL9/+qsMN5ZDMEcrQ0RqqOanHzRCayIAVKcjKaeFTrSO2NYDfe/rJ9frTzz5k/LpO1/Inm0Gn7HvPrRGp1ROiIyfyhUk3CmhLgCUR4lLJ1pH1GFMrxl+4Oq6qE8WBD1fPHtwM/DMYfeGCq3RKVUAdKV0QAFQpQBQHiUunWgd0QfSH9bdS+76ev07f7W58+OTBSWvru97cnPnu+v14/1nLrs3VGiNTqhyCeWcnxwEDa2JAFCdjpycVjrROrJaD3T8fpzny+5lyspvbjbvP1GR8/7vd5857d5QoTU6oSqA7gGgg0VsibMHnyfa0RdyatCJ1hE1GZeKa/A7w8vQp4x8SnlwvUTl0DO33esrtEYnVDGAfrUHgA4XrSXaa+B4FHJq0InWET0Z+y/fUzD0xI/Gf6iA5NXm5Ofj3Weuu9dVaI1OqXwAaAZQnAMdKlpTcCzXkBdyatCJ1pFVMiqGHjgxNoLp1skMoOcbZD7Yfeax+9EKrdEplRT8BECHi9wDBUC1Slw60TqyTcbNl4sZSQefH2Rofp7zzgtVV/Pq+pM/aT+rd1sVceHn+CrJ+Zn+u5dUr2zPzOzFdA6UY72GrABQg060jhySUTJ0Z6AbmnZAU1gCoBxV87MiZ0z85AJotmLDwef8b8ENgBp0onVkn4xLp0bvyvn+F3NEAqAMlfIzb+T8SfMolmI6hD/98GdbN5J1PaAHQA060TqyTMal4+UB/OVTfYKmqMwGMVEA6rj7kQqt0SmVr8AkyVCpIySX5ItICQCqU+LSidaRTTLKvmd57J6tsdw6v5T2P3N+AqAMjlYAqLaIAD1+qF2HAdC2EpdOtI7IybhcHrk3A0E7K9K/90TJT2W8UnkVXn3muHtthdbo5iqXAJVjqNYRkkvMROJR4tKJ1pHVTKSkNa+jPcju1sn1/W+UjzEO1BugpYwYQ7WOkFwCoDxKXDrROrIAaPeye/pac1vjlJ8P1BM1MRPJU2cFgAKgGp1oY2GhIySoZd1+aGAOpzI6JIWjcn4Tc+F9dLJ7eJR8kGGopSMklzYAvXnu3Gtvb/Y1E+iMFWZOzTcyCC0WFjpCgkqsDhyvrtet1ZjWWI2JXEl+AJ/IMdTWEZJLOkAv3lNcfb/90MHBdRxIFWROCTcyCC0WFjpCglpV98/3/966nJl2MuvKKHmntQLoHawHSq+kPIBPpBjq6AjJJRmgZ6vhS173oAkxp5QbGYQWCwsdIUEt6/Y/flR9euPp9oC6WyfbAMWK9K5vTOoToIkMQ10dIbmkAvRCdunzK7tpXLNhd3e53oUmwJySllAILRYWOkKCWlb65/tIE76Lu0xrNIQYTJqS6xuT+gISAKorIkDf3U2SR9P0ZnHNCPoY0ZytHVoBoAQlLh0hQS0rvwpfjmHaP+UxpcNt94YKrdHHK6lHMFV35dyyoZ6OkFwSAXomn+xRAHRzzX1lkfBymow87igxuMl1EFRDXcoWELn37dYjhgovmEQlx/c1HVAAVFtWCyqXAE27o67H8OHlFACVEdS68n7nwa/tn+2Op/eq8IJJVHJ8X9LwEwDVldWCyiVAPZZXDi+nAKiMoCp1cbdckYGr+2m3e02F1ujj1eanAEM9HSG5BEBNhXOgXErarTbJuPF0bzqnbwUYTJqS4/s6N4HfvqGejpBc4hDeVAAol5J2q00y8qP4ZOdR80+SK8Bg0pTc3qbcBR7jQLVFv4h0tAaox/L0IeYU40CZlLRbcQiv6mw5Bs0IesxE4gHotXIMfQbQ9HFMw5gwE4lLSbvV6SLSDi4imZRc3lSNoG9mMCOXY0UEaDb2c+f5DKD7LyVxDaTfYC48k5J2KzUZF+vBS+9iGBNByeVNq94ryOVYUWcitdakj2sqJ0mJSydaRy4D6bNO6F0YSK9VcnjPCgBtim0u/P7TNT9jW0yEosSlE60jTOVUdbYZgwF+IpejZbGc3Y1T2XpMO0dep7/F2g6tQvsQLHSidcSzmIhzIZhVDfETuRwtLKjMo8SlE60jnuXsnCvuYKon+Yf4iVyOFgDKo8SlE60jpgWVXSvqYKrDTAY7oMjlaAGgPEpcOtE6skrGzXNpveZzawSv3Y9WaI1elDrQeZifyOVomQDauyM87gs/qMSlE60jm4H091SjQfjmIkUczNZUu2F+IpejBYDyKHHpROuInoyzSg7Z5iJFHEwVoCMdUORytIwAPX5oqA4DoG0lLp1oHZGTcSEfCnLu3KunsoH0rnOKnXevrdAaPauMANVFpDF+IpejhXOgPEpcOtE6oiYjm39U9juzgfTuczrcdq+v0Bo9q6S+iJQkqzEcIJdjBYDyKHHpROuImowzaq/zDFsXNN5gJvVF+ERZg2mLhog6QnLpBtD9V3AI31bi0onWETEZ5cKKZXksrOi2e0OF1uh51YOYlDWYtmqIpiMkl8QFlX+7FdMbx3ARqaPEpROtI/pUTiV7Hkt7u+3eUKE1el5J+Z/VKqmfbtUQTUdILqkr0t/dEDRbjwkA7Shx6UTrCABVdWY/hM8uwK/KR1s2RNQRkkvyLT1qgr57zGMNnHhzStSJ1hEO4VWduS8iFfzcjHZBkcuxIt/SoyRovoSY+/C7eHNK1InWES4iqTrz9kCz6+/NCVAAVC3GBZUzgub34sZydn0lLp1oHVGTkd0PoZqAdNHj3giOu9dXaI2eV37c3ruJxxYN0XSE5JJ6FT4n6F/mt1H4PPEtLnZoFdqHYKETrSNyMs5kf8Kfu3LlyqvHMJDerGT8iWoEfaLpgCKXo2W9oPIR9+4nwQ6tQvsQLHSidUS/J1KzsrfHvWWcd6+t0Bp9U54CLU6Aau79hVyOFX0c6P4ZhuUbos0pVSdaR/Rk7NeT4Xf4bssZbTCL/udKGU+/ZUNUHSG5tBhInxH0bs/ERptTqk60jqyS8dbphx9++JHX/Py47360Qmv08vu/WuVz4UcHMSGX42U1E+msN0FjzSlZJ1pHWFBZ1ZkVoP27GG/REFlHSC6tVmPK74mE1ZiGlLh0onUEgKo6cwK0XoJJwwLkcqywHiiPEpdOtI4AUFVnxnOgFH4il6MFgPIocelE6wgAVXXmBGj9SCeDXI4UlrPjUeLSidYRAKrqzBcDUgcUuRwtAJRHiUsnWkcAqKozWwzqJUD1IEAuxwoA5VHi0onWEQCq6swVg2IGp+by+9yG6DpCcjkJQO+8sC7qkz+xtEOr0D4EC51oHQGgqs5sAKXKIJcjRQdoPni5qke0w0HffwIAddSJ1hEAqurM1OijN5HrySCXI0UFaHYvL/JV+Fsne+Qk2qFVaB+ChU60jgBQVWeeRifzE7kcLSJAO/w0APT6+kFHO7QK7UOw0BlxRDhN1VXisLORE9Sqzh58nsGL8+71FVijk/kZ0DfFQUm7lQmg2c24D2driJX1I+1PX10/7miHVqF9CBY6w44oF0q7SsVbrMFLdOSipN3qtCI9X8UYTHoHNJxviouSdivjivRUQ5vN+fu+6WiHVqF9CBY6g46Szr8kpeYNXgSVEtSy+O6C5LR7QwUVTAt+BvNNcVLSbmW7J5LF3/33n7j/e19ar+/7cv9EaIQ5tdMZcpQMPDIrbdzAS3LkpqTdSu+BAqA2SuObLPgZyjfFTUm7lQ2gFrG9dbK8CP/A9xsbVe2hbCsZeDTl+7ZSVIJd4FuFXq34AGrTAQVAR4t8CG8B0Otp7/Mbm807J5thTACoeyUjjy3euCCAbi7uZnf0IIeRWNEB1IqfAOho0S8i0e/edXV9f971THuiT9U2AFDXcgWoM3i3UtRD+NMPf5ZlWZtOxQdQOxkAdKSIAHU7d3++N5xpnpxSrz2HEYtk5LFByfF9FEeOStqt9ItIPOuCue3eUOHQwa4DGsg3xVFJu5VxIP3OCdsDp6u9qUiz5JR87TmQWDheRFomQNUFvn2W9nbbvaGCoYMlP0P5prgpabeyXURy+bu/HYDSrz0HEgvXq/BO7yM5clPSbsVMJFVn4ka35Wco3xQ3Je3W+ABqgY1QYuE4DhQApVdkALWWCeSb4qSk3coEUJsDpzsvlBOR6gd0O7SKDaCuM5EWOA50qooKoNYd0HC+KS5K2q3bWM6uugp/fd2bkTR9Tm3O/IUTC8e58MubiVTUzXPnXnt7s6+fUGxVMQHUnp8BfVMclLRbtwHQWyfXD7yxufPjk/01RQBQgw6zo8XNhc/q4j3FSaTbDx38lq8ph91rSmoMWuXAzwi+KWO1lQWVr5dTkR7szeUEQA060TqiJ+NsdRbeboKxvmICqIsMcjlS09zS472vpwj9xJP2dmgV3TlQFyUuHSFBrStbGOzgV3ZTgGZL3NylXdmbXssHaHUw4tIBRS5Hi3Bb4+JvfTC3NQZACyUuHSFBrSpbmfbRNJBZAjOC0ifIsexeX4IbvTod7sRP5HK0lgfQ5Y0DdVPi0hES1KrO5IuJFADdXGNbWWTpAK2+DG78RC5HywjQ49mQJbb5H5iJZNCJ1pHdgsolQNPuKNMx/MIBWn8ZVm7n7JDLsVrkbY2XNRfeUYlLR0hQyyoXZSgByre8ciQAXQGgfSXt1igBStaJNhYWOkKCWhYAaqmU/1c9gHf6xiOXY2U+B3rkeaYLnVktO6cMOtE6wiG8qjMNQPMToABoV0m7leEiUpLsfO51O0/OdmgV2odgoROtI4uLSEdrgPItT7/sYFYAVR5v1xCDjpBckgCa1cGvckycW3ZOGXSidURNxrVyDH0G0PQxhjEZlIp/8q+5ewcUuRwtY3vuv3X6npKhO/5H8wvPqb9OtI6oycjGfu48nwF0/6UEA+mNSsU/zQh6ALSnpN3KchFJgegBv6P5hefUXydaR+RktMYkYyqnSan8N/HiJ3I5WvQGvfxsBdHD7kfzS8+pt060jujJyPqg1XklLCZiUqoeePETuRwtuxa9/Owh+TORLHSijYWFjpCgqnXj1D35GSWuS5uWux8vwY2+8lqYC7kcK/smvfnKMQC0p8SlE60jLKis6rA3uuMUzloGuRwpS4DefOWzu+iBDihx6UTrCABVdbgb3ZOfyOVoWQB0/9Lx+nL8a/S3WdmhVWgfgoVOtI4AUFWHudF9+YlcjhYVoJdP71aXkJ7zGDmy7Jwy6ETryJiM3opgfmfjbXdPKqmN7stP5HK0KADdf6Xqeh444XnZc9k5ZdCJ1hEAqurwNrp3BxS5HC0jQN86tet73G5hh1ahfQgWOtE6MgO0u6Si38KKtrsnlcxG9+cncjlaxKmcXsftFnZoFdqHYKETrSOcA1V1OBudgZ/I5WgRALrzObbhykvOKY9OtI4AUFWHFaAcMsjlSNFWY+I4eifZoVVoH4KFTrSOHJOx/woO4bVKLB1Q5HK0TADdP7tbXT/CakwaJS6daB1RF1T+7da5pBvHcBFJr8TCT+RytAhX4ZuL8IexGtOYEpdOtI7IK9Lf3WQwW48JANUWDz+Ry9EijgO9/Gx1Lf4RrMY0pMSlE60j+i09aoK+eyxbzw4A1RUPP5HL0aLPRGomIh10P5pfak7hiKCk3Uq/pUdJ0P2zWRbvxXqgumLqgCKXo2U3F/7Gy/dgNaZBJS6daB3ZLKicEfTSLpazM9ZqxeQIuRwr+9WY8nVBFwdQr8W+wouFhY6QoNaVE/Qvs+7nzuf9TVnvXlvCGj3tfwKgZiXtVm6A3nzl+O4Ce6CJ8l8nJQY3uQ6CaqxqQeUjfMOT5QbTq1ZsjpDLsbJhxuWX68vx/8zx1JPQnFat4L7gLIObXAdBNdf+maz7+aivH9fda0pWo68AUJKSdivbakzPNndF8vjLLzOnTSM43/KAwU2ug6ASKiPo3UxXjxx2P14SGr0+GZVfQAJAzUrarRzjQBnvyykzp7MB1HimFUGl1VlugsoMpkPVJ6OKC/AAqFlJu9V7JlK1GJPXveTIdmjF/CGobeB610LST5nPtCKoo9VajSm/JxLvakx7i6ik/ne1VR+LKabVmHb87mas5JRDJVCAEs607gGgY4X1QAnVRKscAYoeqFlJu5UDoB/1nsFJtkMr1g+hfVg9IUApO0FQRwsAJVSdrGoEPQBqVtJu9T6E/xcca4jUJS+nWQMk3pfhAVCCknYrlrNTdRwbXemAlo8BULOSdiv/QHqvEpfT/PdP6naYEKCkEwWOsRi4OLW0oE5c4oLp9D61AwqAUpW0W717oLqVQN+yPrSXltOGmxVJHZXMPzIhQIcuTi0tqBOXtGD6ATQ7gAdAqUrarf7nQEfnG984ZX/+SVpOm0P34lDeWcn8I9MBdPD8w9KCOnFJC6bfOdCanwAoQUm71X8YU5LcO3Qa9Ea64a7Qe6BJrTTDXPipzoEO6243qEPNyQbQt04/3NQjuFmXUkWbrwBQGyXtVv9zoD/YTZIj3UFM2dJ2Lms5CMtpoih5nQ0GQFs1OOCVCaDv7uIq/Hhlba7wEwAlKGm3MlxEupGtW5t89Lkr5fMrxQr1TkuJCcvprACdaBzoyKmBbQZ1+BflAWiHnwBopxL1AB4ApShpt7Jchb90rJrKeaiK78HnyQZt7NCK/xyo73CELc5EkgfQkUblAeiFbE7cc1fqYhplJy2Y7krJapUk9TkUANSspN3KdUuP460/+4dd5yVJy+m8AJ1kLnxcAM1XA7U1RChpwST+RR7IUz6Evv5TDYCalbRb+caBXjqddz93Dj3icY9jcTn1XsiuVPL2UuqkjqiXs6oflHYOdGy4AQtAbz+U7HzN0hClxAWT8mNDRzQKP7N/AVCzknYrBtLrdMqZSP7NwN0nJvipfzA2gDKd9XTavaHmbfTBP/6r1gsJAGpW0m4FQHU6/bnwrkocdjbKZS2jI+XbI2wc6KQATQ/hAdCiBv9wrgBQayXtVgBUpyMuFknnJiPjP6g+EjYTaeqLSI/ZGiJUgMEcauYOP9m+3/K+KQCoR4X2IdDLDaDC5sJPCtCJjuHDC+YQJos1mABQOyXtVgBUpyMtFoniSPvJmL8jSx0Hmg0E3TlxxfxzdhVeMAciUK5hB4DaKWm3AqA6HWmxWAhAJ5yJ1FsVNNqB9P0IrKpFQHEO1EpJuxUA1elIi8VSADrdXHgAtK7umZKanwConZJ2KwCq0yHldOQqfev1LZ8DHailBbWs1p2RWO+JxKGyTYA2/MQ4UDsl7VYAVKdDPlLqN1P7dQCUoKTdiuXsVB2HcaAKPzETyUpJuxUA1emYP4SxmUqd17c6DnRYiceQmKBOXMEFMyv1j3iLnxvMhbdQ0m4FQHU6xg9hrKPXfZ3Pkf1MpBElHkNigjpxhRbMoprTSKsOQJkdAaBjRQPo/lvnXlMWrn3r5ROOy9iGltP5AWo/F35Eic+Rx7tVjwAoXce20cf4CYASlLRbeQDaHr3sMZY5sJyOXezuPQ4tFhY6Po5avWRPgBapw1X4wRrjJwBKUNJuBUB1OgCoWcdnacrWvwAoXceq0ZNsCdAxJQ47S8tlR0m71RugP8huPPPZ3WTno/VtaI65xzawnAKgnoujq498AXo8G7KEYUy9Slr38OgqbcGQXolLJxSAdm+hUJTrmrah5XQL50C5lLh0pAB02gotmE0lxRJ2086nWFQuu0rarf6H8GcG+HnQ9c9+aDkFQP3ub6Y+BkDpOvRGTwanwHM7WlIue0rarf4A3T937tyr6SH8c+fqcl/KIbiczj0OdEFBZQbo7YeOPM9zC2On3ZNq1kYvRjgkm/4MeH5HS8plT0m7dYqLSB4VXk7nnYm0pKCyAzS7ocznXO/GZaiAg7lqvzKJoyXlsqek3TrJOFD3Ci+n886FX1RQmS8iVdffD36V6U6cVrsn1eyHRkl2Bb790iSOFpXLrpJ2K2Yi6XSijYWFjhSApn/FT99TMnSH/Wg+tGDmLZoU/NTN6gVAzUrarZwAvXku64fu+/z9/9CH9lDRVNL5V1c0gikQPcB6NB8iQPMDoGwEqGZWLwBqVtJu5QPoxXuKYcu3Hzr4LfKbbO3QKrQPoS7jNM2FBZVzJlJTl5+tIHqY7Wg+sGA2/Mw7oEn12lSOFpbLtpJ2KxtAz1bzPrzuzB1YTulKpJ8yLxQynSPyFPuujsy58JefPRTzTKQcmsUIpuJSPMaBuitpt3IB9EJ29v4ru2lc959Okrtcz0AFllO6EuWHTCvQbSZ0RF7kqacjJKgDdfMVjzlx/rsfqFkBWo0ATSqaTugIAB0r4lcqm4/0aNr5zOKaEdT1zrKjdv6kLJLKPB+CTZ9N0Rl929igfLojm2rrENg9piMkqN26+cpnd+PtgW6KbmdxE2NdUAFQs5J2KxNAz+SzNwuAbq5NMJWzC1AtSmf5EKz6bI3O+Nu2CFDKrsd0hARVrf1Lx+vL8a95unLY/XjNDNDqLvCj/U8AlKKk3co0DvTp/LxnCdC0O+p6DD9ip/83VNsjneNDsOuz1TrjbxtbjITsyK4WC9DLp6vVGQ4/xzeWKTSA1lM468tJkzoCQMfKaiZSCVD25ewGe23dHqnyfIYPwRI5lY7mbVsEKGnXYzo+y9m1/i4yAHT/larreeCE+1AQ590ba046JA0/dYc08xkiKnHpAKA9DzovXYDSTpYaCgAl6PgOpCfO1jIT7K1Tu8zH7Va7p9S8AK3+POnO1AOgZiXt1gAO4e2PL/csLzqN6ox+CLbI2SO8jfkcqOEa1/YB2v276AnQcion53G7ze5JNc/J+eKDrxcB1V7pBEDNStqtfBeRjtYAvcB7EckJoJs/6R/iW7sJGaCma1xbPwfa26c/QHc+x3vcbrN7Us13cr6cwmmemTG9IUslLp2wAHqtHEOfATR9zDmMyaF7NPArO/VI5wUo6zhQo5YUgDZfcY4e6BRH77Tdk2q+k/PlCFDjQDsA1Kyk3coE0Gzs587zGUD3X0p4B9LzADSrgYtOBp05z4HWr2mPuIixMNvb9jjQRPmn+JZ7AnT/7G51/Sji1ZiqD3BF/CgBULOSdivXTKTWzbxYp3LyAVQt0hH+3ADlmwtvC1C7Ua0ujrqVtP6b9B11ikKw5iL84VhXY2o6oAAol5J2K9tc+KwPWi3IyLuYiNs5ULsaPsKfdRwoTYcWC8Ifna7O3HPhk/o/+T8J1zjQy89W1+IfiXA1ptYB/IyOANCxsvhO3Th1T34Wyie32wJoVkPDSnUXO20sNTrOXb1CZzKAupbXOdBEfcQD0I06Eekg29F8UABdae4iN40jAHSsXL/pjuU8DrRV/k3XBejQET73XHiSzqIA2joPyjsX/sbL98S4GlMJUOWxSWliQ/ZKXDoAaNcE3Qr/h+A7rHTuWFifA3Uun3Gg7fOgrADNKl8XNC6A5o1p0QEFQAlK2q3cAL24myRH2BdUtuy1TfIhqAC15ikAOlBJ+zwoM0BvvnJ8N74eaFLfBAkA5VLSbmUD6KVjWVQv8F+Fd6jJPwTxALUcB+pRTHPhOc+Bpn3Pl+vL8f+M53J8GMHMT4us1L9LMzkCQMeKCtAL+d/6d3c9TzyFkdNeGYE6fyxMpz1EBLXVUWYCaHNDjwOME5OCCGZ+NW61ShL69xYANStptzIuqJxSM8doNqDpKO1t1nZotVSAWp3JsJgL71Oet/RQ/mUYBzrdfTlDCGbNT4uUAKBmJe1WJoBeyGcfZei8e5oFla1q2x9Cn6csjpLcEdNlvW23UVlKR9kToPvVYkyc95Kj755UkwM0Ka7AA6CBAbRcjSnrhz42wXqgtkVuOlMvjQmgLEtDFb201BEPQaUElXcufNr1ZL2bMX33pJq00Qt+lleQcAgfFEBLZF5IylXtAgGo8Twh04fAAtCkdsRC0KUFNQfoR7lncNJ3T6rJAVryEwAVk0srgJ5JynWVwwCo+Ur1NB+CG09nBSj9PFq3jdznCfgewv+LCdYQoe+eVBMDtObnRrcI/RSOANCxsgFoeQp0gnsiWRbbWMl5AEqCaaI44iCo9jezmLnQaSOPmarM40B5KwCAZvysOqAYxhQWQIs7GZenQMtbdDpVFADtFqlHOidAbebOttvIZ60UAJSuMxjMldIBBUCDAmh29vPg6/9FfgSfLwjKfl94qyI1HWW++GyxMF9zmhGgVqu3tNrIft0XmqMNANrWaRq9OWWS8rOZlYBzoGEBtFoO9GjxyLUDGi1AW9U/xM/+O985UAB0qt3z00E5ZVKvAZpsANDQAFrOQbrr7Ryg9zpfCwVAB0oB6hwAJTSMqqO0kd076Y6yAkBVnarRlVMmrZt4YBxoMADdr/699HC+gu3tf+yzIGiU50DN1QJo4j+kVOuIhsHqqwqAWhQ3HZQIr9Q1mOiND4CalbRbfQEYNisqAAAgAElEQVS6/zTXejd5AaCaqmYi9Q7xeR2RMFh/UQFQi5oOoM0F+K0sXCbsm7IJB6DFACaPkZ92dmglfByocylfjoGLTmyOCGcym6bDOVCLYqaD0sj1BXhbJQ478r4pAKhXUZturplIU8fCYVipH0CVn+gA1PokHMnRBgBt63QBWl+At1Zi8RPMN8VJSbuVAaDJY6EC1H0uvO18mzljQZvo5DUOdAyg9Z8kjAMdrKkASr4JZ1+J1RCHEpdOIADNRs0nB7JFxA4cUupwCFM5u9WjYn2qqbuh03U143TuWJiXMtHqGLrmrXOdnR6o/p26AkDpOu1zoO78BEAJStqt3gC9lgxVEHPhO9X/7rf+0Cfdn6z/JUBjm7FwAKjhT8IYQJP6neiBDhZrDJQh9O5D2wBQs5J2q/840Ev3LAOgA8et7Xk/Sfcny0fGA15XR0M6DLHwXxtKB9D+T1ALAKXrVKsa5gT16IACoAQl7VbW1Zj8a3s5Hfryd4at90mZ9J4xOhrUmQCgDkAdPgfqN4oJALXQqdfVThIvfgKgBCXtVp6B9FEBtMMJPoASrkxNEQsAlFDSANocDhX3QHJW4rADgI4XbSD9/umHH2FZynZrOR388nfXf++f7EyI1KA4olx/YYhFielxHQpQB8eBAqCmmgCgG8cBoJWSr5VSBgAdqUWPA1Vq+wClnEpliEX1O/gB1DQTCedAB4vtO53Uw0OcR4CWSix+ANDRAkD7G1qc4AIoDT7esagxTdYZ4al+LjwAOljMAE38LiDlSkyGANCRIgA04IH0Sm37ItI8ACXspXsmdnhxvUFH9VsxDnS4eAGaX4HfWNyCczpHAOhYGT+cpQyktwBom6Q8ACWeP5weoMYzsR2gts+B1v/vUAAoXWevbOWiA4qLSAM6oQB0MQPpB85BjowD7VCGcvJSCEDV3214L5RfpgBodTPiGqjFnxPne8oBoBY6JUBXK48/WJyOANCxMn82SxlIP9D3GpuJ1OFE0rw01lyhAJR4FlNpkRqg1Rv+xPX7DIDSdVKCVgfw2XN3ggKgZiXtVgykb4o+F37ojdqzf0LOgTIBVO2m9hZHd57nBIDSdYqrm62beGzVEQA6VjEBtK9D/RCUU3/DDSYEoKa90PrBLZH+2r6u85wAULpOBlBlCD0A2tcJCqDhD6Qf1iF+CC14DraYlHGgcwC0/Zi+fD4AStfJr27WQ+hxDnRAJyiAspXAnJqrGczUPHJwRDkam3gcKAmg7R8yAbRb4x1SAJSukzX6CgDV6YQG0P3L586de923Gyowp+ZqroOOdkFpOnPMha8wPaxDOZEwDFDq9af2Eb7aPwVA6TppozdTkHw6OQCoWUm7lekQ/uXd8kLKzgkvhsrLqbnUbudYF1RQLLRz4b0BajmMqQvQ8XOlAKiqs7e3WjV/DH2UWPwAoKNF+nR+UOEzR+jnydbs7dAKACUoDb9M6dW0z4G2BiAU/3P7ShcAHeMvAKrqpADN/vUYdVspsfgBQEeL8PHsn8k/xwOHHj5UDAm9y70TKi6nhJ9Sj9uTkRaTF4ux7x6hV9MCaNJMNkgUhjrUnnbnAKiqs+d6F86eEpMMADpShK9CPpnz0RKal46lz+4mWrO3Q6swLyIxOjJXvRpFf4u5V6N0U6v1QJP6rfnbXQi6p+r2CgBVdbj4CYASlLRb/QGazeW8t+lz7p9NsuVFHEtYTukArf/jOg6U1ZGxqotIjsd/9Z+L9lX4+td3Oq5UhvYPvJ0VoNfXjxcP7rywLuqTP8mfv/OF9foTTw68Q1YwVythvAJAx8r4Tdh/utvjPONxEC8rpxbjQCt6jLSXsFg0F5FcCVp2U1sAVX59F4LOB9D3n6gAmj5SAXq+ePLgVLtnA6g0XgGgY2X8IlzrTXwvVrhzK1k5tZmJpD/2FRYLV4B2f0VlIH1+BpQ6lGnMlObtjAB9/4vrCqC3TpZdz7yuru97cnPnu/VW9t0zxWAFgJp1QgFo2t882nnpgvtZUFE5tfgQTCcOZcUic7qnPLZ5X+sdQQL01sl1jcjram+z6pheXd///Wl2zxODjJ/CeCXOUDAATY/gd77Wee3dXedjeEk5XW4sHAHav8bTBmhrgz1B5wHone+s1w98sQLoVbWzeb0EZwrSp6bZPUsMVit5wRRnKBiADi0j4rG0iKCcbpYbiwqgdsMIh7qXvYtI9ev2AJ3nHOitk/f9/p0XKm6ev++bzaarVXf0fP8YXlAwVwKDKc4QAOpT2l/ZghrbiUXvRKPynPUcqOWodwJA1fFN1qZmAujvvbGpAfr+E/d/70vr9X1fLi8h1QDtXUaSA9AVAErSAUDdS/crEwaKNzrbiEXXYOs5J0D1A69GfHUft8aBVgR14ueM40BrgOanQ7N64PvKq2lXtL609KG69mRUfgIUJaZiOweq+472dbYA0K7BZKOudc/lKCn7e81/yMY6j5WZSHl/th7fZF3zzUSqUXk97X1+Y7N552RGzCAACn4Kq8iuwttdJt6bH6ADPU+1c8fmKNlrMOcF0L3WGQerv0+d0p+VnQSg1fX2tCf6VCAA3bYBVLsiGwfKB1C7CzAeAG0xSefIrlT/tgRVf77jyAbJnfI712RTDSqrys56DgKUd/feH145hZMvBjgHalbSbvUGaIZL+5lIY1PmJs6pfqRMX2f8Q7AEBXk8aedxd2glI0BHHlPeod4/r+vIfYGgbQI0Q2YAAK2mwIvjlThD4QA0nwt/tHlKmgs/OmUuFIDaHqouAaDNL63+9ZASVJsaBmgzeknsVfhqCRFxvBJnSEwuCd+tbDWmg8+XT0irMY1PmQsEoHZnAnSORoU7A4PKx4yxsP4dOpfa2U8qbB2g4seBrgBQuo6QXBK+XPV6oB89XqwHeq/hAF4zZS6Qc6CTAXRs+NKm7IxuF6CtY/cNd594foDWIC0eSJ+J1KxhJ45X4gyJySXpy2W5Ir0mqGEA1P7wVyBAna+YLweg9Z/w6+tsRpL0ufDNGqDieCXOkJhc0r5ddvdE0hwqhTEOdEKADo0DLf9lx5XbFfPOLy8lqDalDqR/4I3NnR+fLBJ5db0WvBrTCgC10RGSS/LXK78r52uk8fOaKXNhzESaEqBdg+3JPbyxcLpiviSAbq6XU5EezK+635G8Hqi6CL04XokzJCaXbiNStDU0XGTG8co5NXw1Bh6xVcdgUj6fYE9OlYw8nrgmuoj03tdPqgPq5K5I37qJx540XokzBICKrkkBOrwzKfyc+ZevK+J7ImV/QFcAqKUOACq5ks6/0+6Moc/MWACoczl9p7OvYJuf8nglzlBsAKXaodUMH8JEM5GMOhKCGvw4UIfaXjArfmrmz87saEhGmiExuQRAR2qiufAmHRFBrQbUlz1jHkMA6GDlbZ33P5W0yYiBKiPN0JIBqpsyFw5ALZW4dGQ4UgbUJ0KCOnFtFaDF8TsAaqUjJJdTAHSb40DtdKKNBaGqxUQSGUGduLYVTPUEaPNdFBSDUkaaoUUDdIszkSx1oo2Fuapg7O1xRQQAHahEuYAEgNroLBigW5wLb6kTbSzMBYA6lCNAm8eVjpgYVDLSDC0aoJopcwCoQWcaR/ZTkuqf3mMjKAA6VMkAP+UFU5yhZQN0fMocAGrQmcSRw6R4ANSlHD68ZgAoAGqls2SAbm1Felud4GJB70oqOi7LMgGgLmUfg9Vq6NMRF0xxhpYO0LECQA06ekcWXclGx2VhUJwDdSoHgA5+qOKCKc4QAOpToX0IFjpaRzZdSQDUqrYUzGIEfe+wQlwwxRkCQH0qtA/BQkfnyIqEtY792nytn8U4UIuybar2DHhFR1owxRkCQH0qtA/BQkcOQKtDSyFBnbi2EswxfsoLpjhDAKhPhfYhWOjoZuePPB5Rcntba4eYC29ZtgAd1ZEWTHGGAFCfCu1DsNDhB6jjOVCKI0sl7dYIATraAZUXTHGGxOQSAOVR4tIBQLdTWwjmOD/lBVOcITG5BEB5lLh0+M+Buo0DpTmyU9JujQGg9eX2/ME4P+UFU5whMbkEQHmUuHSmAKjj7TkJjuyUtFsjAGjr9oG6Dqi8YIozJCaXACiPEpfOBONAN46356Q4slLSbl0+QOtPr+Ln+CciLpjiDInJJQDKo8SlM8FMJL+SEtSJa677bW9qgG40H6S4YIozJCaXACiPEpfOFHPhvUpKUCeuuQHavYlHR0daMMUZEpNLAJRHiUsnWkdLB2iiPEg2vTXoOzrSYiDOkJhcAqA8Slw60TqKDKCdF7s60mIgzpCYXAKgPEpcOqIdeVyL2gCgzYOkfxOPjo60GIgzBID6VGgfgoXOrI4oQFQc+YyGMjpaOkDVc6AmfsoLpjhDAKhPhfYhWOjM6YgExMaR13h8o6OIADp0E4+OjrRgijMEgPpUaB+Chc6MjmhArB35zQg1Olo8QJv2NvJTXjDFGQJAfSq0D8FCZz5HRCACoBZlGINW/Le6i4emGcUFU5whANSnQvsQLHTEAtR9VTyaowgAWk6BX5lPPosLpjhDAKhPhfYhWOjM5ogKRADUoggfnm4KfKMjLZjiDAGgPhXah2ChA4Bup+YDKElHWjDFGQJAfSq0D8FCRyxAcQ6UUOYPj9QBlRdMcYYAUJ8K7UOw0BF7DhQAJZSx0Wn8lBdMcYYAUJ8K7UOw0JELUIwDNZep0Yn8lBdMcYYAUJ8K7UOw0JE7DhQzkcxlBChVR1owxRkCQH0qtA/BQkfwTCTMhTeWodGpHVB5wRRnCAD1qdA+BAsdyXPhPSt6gJL5KS+Y4gyJySUAyqPEpROto8UDNJuBRP22iYuBOENicgmA8ihx6UTraOkATfQ38ejoSIuBOENicgmA8ihx6UTraOEArRahJ96PRVoMxBkSk0sAlEeJSydaR8sGaH0TD+IdAaXFQJwhMbkEQHmUuHSidbRwgJrXAG3pSIuBOENicgmA8ihx6UTraNEATZQL8JRvnLgYiDMkJpcAKI8Sl060jhYOUOUxRUdaDMQZEpNLAJRHiUsnWkeLBugKAK2VuHSE5BIA5VHi0onW0ZIBWq1BnxXOgTLpCMklAMqjxKUTraMFAzTtfwKgtRKXjpBcAqA8Slw60TpaMkA3tktZiYuBOENicgmA8ihx6czsyDwbXkpQJ64Jg6mOoMdMpNC+KQCoTkdsLPzWPcqVKD9E+FZLCerENV0w6xH0Fh+puGCKMyQmlwAojxKXTuHIc+XNXInwM5TjSilBnbgmCyZ9CSZVR1owxRkSk0sAlEeJSyd35Lv2e65k/hHSlQ0pQZ24pgOok460YIozJCaXACiPEpdO5sj77kO5kvlHAFDu3fd/RacOqLxgijMkJpcAKI8Sl86MAKXdl1NKUCeuiYLpxk95wRRnSEwuAVAeJS6d1JH/HdhzJeNPAKDsu+/+io78lBdMcYbE5BIA5VHi0gFAt1MTAdRVR1owxRkSk0sAlEeJS2dGgOIcKPvuO7+iawdUXjDFGRKTSwCUR4lLBxeRtlNTBNOZn/KCKc6QmFwCoF5VjY4OEqAYB8q9+9av6M5PebwSZ0hMLgFQn6oHvAc5DhQzkbh33waoh440XokzJCaXAKhHNaBjdjTTTCTMhWfevforenRA5fFKnCExuQRA3Us51OZ2NNNceIqOkKBOXOzB9OGnPF6JMyQmlwCoe00IUAYlLh0hQZ24uIPpxU95MRBnSEwuAVDn4hlu1C4EdUvFDlA/HWkxEGdITC4BUOcCQC2VtFuXBVC/Dqi8GIgzJCaXAKhzAaCWStqtiwKoJz/lxUCcITG5BEDdC+dA7ZS0W5cFUF8daTEQZ0hMLgFQ9wJA7ZS0W5cEUN8OqLwYiDMkJpcAqEdNNg6UQ4lLR0hQJy7OYHrzU14MxBkSk0sA1KcmmonEosSlIySoExcrQP11pMVAnCExuQRAvWqSufA8Slw6QoI6cTEG078DKi8G4gyJySUAyqPEpROto8UAlIGf8mIgzpCYXAKgPEpcOtE6Wg5AOXSkxUCcITG5nB2geyjUQC0FoBwdUHm8EmcoXoByqIT2IVjoROtoIQBl4ae8GIgzJCaXACiPEpdOtI6WAVAefsqLgThDYnIJgPIocelE62ghAOVQERgDcYbE5BIA5VHi0onW0SIAytQBlRcDcYbE5BIA5VHi0onW0RIAysVPeTEQZ0hMLgFQHiUunWgdLQCgq1VojU6XkWZITC4BUB4lLp1oHYUP0LT/GVqj02WkGRKTSwCUR4lLJ1pHwQN0BYCSlLh0hOQSAOVR4tKJ1lHoAM34GVyj02WkGRKTSwCUR4lLJ1pHgQM052dwjU6XkWZITC4BUB4lLp1oHQUP0Oy/oTU6XUaaITG5BEB5lLh0onUUNkDLAUyhNTpdRpohMbkEQHmUuHSidbR1gLqsgFJVegDv83aU3AJAdTrR4spCJxaAerx5VY2gD63R6TLSDInJJQDKo8SlE62jsAFaPgit0eky0gyJySUAyqPEpROto4AB2szgDK3R6TLSDInJJQDKo8SlE62jcAGqzIAPrdHpMtIMicklAMqjxKUTraOAAdo8DK3R6TLSDInJJQDKo8SlE62jYAG6AkCtlLh0hOQSAOVR4tKJ1lGoAG0tYRdao9NlpBkSk0sAlEeJSydaR8ECVH0SWqPTZaQZEpNLAJRHiUsnWkeBAnQFgFoqcekIySUAyqPEpROtozAB2lmDPrRGp8tIMyQmlwAojxKXTrSOAgVo+2lojU6XkWZITC4BUB4lLp1oHQUJ0O5NkEJrdLqMNENicgmA8ihx6UTrKESA9m4iF1qj02VmMvTzFz+8Wn3wMYqOkFwCoDxKXDrROgoQoP2bcIbW6HSZeQz9/NOrvH5VjCMAVKsjLacROwoRoL1XQmt0usw8hl5cfexHm80PP7wy90Gl5BIA5VHi0onWUXgAHbgLfGiNTpeZx9CnP/h29s+bhC6olFwCoDxKXDrROgoOoAP8DK7R6TKzGvr5hwHQkQJADTrROgoNoEP8DK7R6TKzGnpz9XGzjpBcAqA8Slw60ToKDqBDL4bW6HSZOQ39/MOrb5t1hOQSAOVR4tKJ1lFgAB3sgAbX6HSZGQ39nHINSUwuAVAeJS6daB2FBdBhfgbX6HSZ+QyRrsHLySUAyqPEpROto6AAOsLP4BqdLjOboRdXJH6KySUAyqPEpROto7AAOvL6fI3+px9ZrVYf+9bI1mfqcUD/bzk0PS3zhZm0+/db6Q9+5A96r/8///2/3dmf3sB4Vb9YeqDe1Ef+4O3a+QdpmmUTjRnu+xt+Id0zAOquEy2uLHQA0F6NdUBna/SaPh97e2jzm81cnn+9sgHoiyOyP//1jkZtgELlVlW/2M9WrfpgcdnomZHfaEAnb6JRw11//Rd+q9rzH2v3A4DqdKLFlYUOANqtUX7O1uhNt3JowOTPlNf/VxuAvjgiq/QWPz78Ar2qX+zNNkCLPVLGL1U6WRN5GG6a8O9okQ2A6nSixZWFDgDaqXF+ztXoKTfyA90/Tb/+X+tv/rQClP9uRRgSVFZGmY+/XWCpJfvMavWL/1G64U8/XG5IX1g9pr5Ar+oXe1F95w8/XNisqfZBYz80ayKd4ba/3gsZvx8r96yFNgCq04kWVxY6AGinxvk5V6N/ugLMm0NXXF5Ue2T/KWVhjuaNH69k1XelnPrF390rH/1q8U8JrPIFi6p+sU+3yP5mLtgc1tMAqjHc9tc3/Az1NwBAdTrR4spCBwBtl6YDOlOj/6zuNP1sAKDpa3/QQOHfszjGrrmc4aVNt39QGnox3/Bm02t70aKHm1f5i3W49TP7nmzqSGO47a9v+Jn6rZ8GQN11osWVhQ4A2iodPx0bPYXJx9sPqY3+Zp87mUJDJxswKTbauumz3y0NFcRWNncQnmo0neNBMO3V71PJ/qILQHWG2/76hl9ED5RDJ1pcWegAoK3S8dO10ZtOUNmTyhq9c5l6YHDkj/7LAUhlXasGCik5vp0N1/ngP+kfE7/YOU5WWNjGYhugH+/yqNXFrYZx/mzsMHyv1lT28EPNQftIO6RNpDPc9tc3nB3UZ4Offvjh1S9q0Q2A6nSixZWFDgCqlrYD6trozygdxhxHFIDmF1w+3sVORkylV/Xi6oMfKc8q9jDRBahCGaVvV2z4VJmCNysePdZsawFUOek4fGi/V/3KTZcx+0MwfqZhHKA6w21/A4Z/WF+X/9TYnvMCQHU60eLKQgcAVUrPT9dGf7Hqf1Vn5ggALQbmdMc/Fj2xBqDPKApdoJEBmor+nb+oLiJlG5ru5c97F7GLY+NnRucTlU306fZvpzmMdgBoz9+Q4R/+VvmHBQPp3XWixZWFDgCqlJ6fro3+Zkm3uqNEaPSff+QjWd/yg20sfrrq/xVAynDxT360KfpbXUaRAZrh8O/+56VKviF94YN/oL6g+Mr2/eJ4j3KvNqYWdfi8oqMBaN9f33AzhPQfaPcDgOp0osWVhQ4A2pShA+ra6NWlnvpcKLXRX+ycOywvMSsXRuqZk5/uXaahA7TB3Qc/XJ9BbL3Q9vDPNT3K+lxqUx/559b4NADUbDjjZ0VUjAN11okWVxY6AGhdJn66Nnq5gFsDBHKjPzN49XkAoL2TlTYA3fysnMr5sR+VG3724c4LrV9GN46zPpda9LXf/LBD7zPX0QG076/zQnOOdvxsbVEAqE4nWlxZ6ACgVRn56dzon86/5c3FeNpV+E3nInhNkSGAdhFjBdDN//Xf/nq+Zkezi+z+w+oLiu7A+damCkMN+H9mugenwznQIX/tF9pXlXTLPwGgOp1ocWWhA4CWtZoOoPlleGVMOhmgLXB0ppf/asuR8pPddTzerl8eHhW0aVLQ2zAwlP8ZLRILnWYIvHH9OodhTDp/vYGhP/917TE8AKrTiRZXFjoAaFEEfjo3+ovF4M36izwtQKuddnqgo+PSN00KegPe+yPg86sz40Mr1Smh1W61x9DjANUZHvVXvACAslS8uLLQAUDzovDTudHfTAGqTorUN/rY8WcfoG82o8T7R6pdgI7OjExB9W/tVeDLfqThXzPzSDHxQd3knlyndeZBc8leU7qpnD1/vRdwCM9S8eLKQgcAzYvCT+dGT4HyP6nfY+NceGVU40DPq+ZF+yc7/bweQMfW5kjx9Lf/eE/9iZpXPfjle9RNzKx0Hmu/ZezHR0u3mEjfX/cFpTn6wxNaBYDqdKLFlYUOAJoViZ/Ojd69cm1o9Geq5ewGRneWcr/a/8nexZ4utjIXHxtaHS7l09/9o3IN4mrAaibbvKBKfFt7YWivtKW8bXzUvaaq5ezGDLf99V6o1rcbGiDbKgBUpxMtrix0ANAN8QDeE6AKRAyNrgxDLyDYGaPUWkyke62orh5Ae+sT17LNvKHSZO+FTf16RrJnxnt1e8WPqfseW3dEW4MLKtMNK034t7XLSQGgOp1ocWWhA4CS+ene6J9uM4R8S49m6aNhgG7+9fjNP/oA7d4ho5atb+lR4bI20ObnM+UbNF3Qvba/SsxuTbxN1USjhrv++i/Ut/T4I+1+AFCdTrS4stABQKkH8B6N3umyEW8qV99MbRyge+VPDtypbQCgnXu0NbL5OFB1Sad8WGV3jacXV8qpg5EuaPaLDSzhZH0ZafCmco3hnr++4R/mDfMYbirnoRMtrix0AFAyP30O4Vs9NnExEGdITC4BUB4lLp1oHQkGKJmfHuNA28ew4mIgzpCYXAKgPEpcOpyOkqy8dYQEdeIa3n3egnR+ui9n1zmEFRdMcYbE5BIA5VHi0mF0VHy0vh+wlKBOXIO7L9qOzk+nGDwzcIlcXDDFGRKTSwCUR4lLh89R9cl6fsJSgjpxDe2+5OeK3oLOAO1chBYXTHGGxOQSAOVR4tJhc5QMPHIpKUGduAZ2X/HTogUdAfqx7jVyccEUZ0hMLgFQHiUuHQB0OzUG0PwE6KQAHdSRFkxxhsTkEgDlUeLS4XKUKDpen7GUoE5c/d2rJ0CpLSguBgAoQUm7FQDV6Sw3FgCoXY0BtP9YV+JiAIASlLRbAVCdznJjAYDaFQCql5FmSEwuJwHonRfWRX3yJ5Z2aBXah2Chg3Og26nRi0jtR4aSFwMA1Kyk3boVgL7/BADqqAOAbqcAUL2MNENicjkJQG+d7JGzLADUoINxoNup8XGgNi0oMAZMMtIMicnlJAC9vn5wZAsAatDBTKTtlGYmkkULSowBj4w0Q2JyOQlAr64fH9kCgBp0MBd+O6WZC2+hIjIGLDLSDInJ5SQAPX/fN0e2AKAGnWgdiQSobYXW6HQZaYbE5HIKgL7/xP3f+9J6fd+X+ydCkVODTrSOAFBVR1oMxBkSk8spAHrrZHkR/oHvNzaq2kOhBgoAVXWk8UqcoUUD9Hra+/zGZvPOyWYYEwCK0hcAqupI45U4Q4sG6NX1/XnXM+2JPlXbAEBRugJAVR1pvBJnaNEAret8bzgTcmrQidYRAKrqSIuBOENicskH0OrM51PNS1d7U5GQU4NOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJyeWkh/AAqLVOtI4AUFVHWgzEGRKTywkAeueFciJS/YBuh1ahfQgWOtE6AkBVHWkxEGdITC6nvAp/fd2bkYScGnSidQSAqjrSYiDOkJhcTjSQ/oE3Nnd+fLK/pghyatCJ1hEAqupIi4E4Q2JyOc1qTOX1pAd7czmRU4NOtI4AUFVHWgzEGRKTy2kuIr339RShn3jS3g6tQvsQLHSidQSAqjrSYiDOkJhc4p5IPEpcOtE6AkBVHWkxEGdITC4BUB4lLp1oHQGgqo60GIgzJCaXACiPEpdOtI4AUFVHWgzEGRKTSwCUR4lLJ1pHAKiqIy0G4gyJySUAyqPEpROtIwBU1ZEWA3GGxOQSAOVR4tKJ1hEAqupIi4E4Q2JyCYDyKHHpROsIAFV1pMVAnCExuQRAeZS4dKJ1BICqOjYeye0AAA44SURBVNJiIM6QmFwCoDxKXDrROgJAVR1pMRBnSEwuAVAeJS6daB0BoKqOtBiIMyQmlwAojxKXTrSOAFBVR1oMxBkSk0sAlEeJSydaRwCoqiMtBuIMicklAMqjxKUTrSMAVNWRFgNxhsTkEgDlUeLSidYRAKrqSIuBOENicgmA8ihx6UTrCABVdaTFQJwhMbkEQHmUuHSidQSAqjrSYiDOkJhczg5QFGq45k0igomilT44AChKSM2bRAQTRSt9cGYGqKwyts7sBUeojcBGF2dIjCMAVFTBEWojsNHFGRLjCAAVVXCE2ghsdHGGxDgCQEUVHKE2AhtdnCExjgBQUQVHqI3ARhdnSIwjAFRUwRFqI7DRxRkS4wgAFVVwhNoIbHRxhsQ4ihqgKBQK5VMAKAqFQjkWAIpCoVCOBYCiUCiUYwGgKBQK5VgAKAqFQjkWAIpCoVCOBYCiUCiUY8UG0Ovrx4sHd15YF/XJn+TP3/nCev2JJ2d2897XT2Z7/Un5tO1h+45EtFEkJSqYyCW5IgPo+09UOU0fqR/C+eLJg7O6udrOQduDAEcS2iiSEhVM5JJecQH0/S+uq5zeOvnJnzQbrq7ve3Jz57v11lnq+nr9O3+1ufPjk8Vn3/YgwZGANoqkRAUTubSoqAB6Kz0MqJr5uvoXq/r7f3V9//fns3O+tJAm4JtdDxIcSWijOEpWMJFLi4oIoHe+s14/8MUqp1fVP1jXy8ZPP4ynZvNT76x40PYgwZGANoqihAUTubSpiAB66+R9v3/nhartz+d/y8q62pzg2cJxQPHRtz1IcCSpjZZcUoOJXBIqJoD+3hubOqfvP3H/9760Xt/35fI0dP0hbOFUdHoA91TXgwRHktpoySU1mMgloSICaFZ1TvOzTlk98H3l1fTPmXp6eqbKz960PUhwJKqNll4Sg4lcEipWgF5P/4J9Y7N552TW6tv9ENI8PN4NggRHktpo8SUwmMglpWIFaHXNLj8o2OqH8P4X830KCmrpSFAbLb/kBRO5JFWsAK0rO3OyzQ8h3Xd+SlxOUCtHTW27jSIoccFELmkVPUC3HIv0r2qRCjFBrR01te2vTgQlLZjIJbEA0KzZ6xEQc1/Je++JOhVtDxIc1bXdNoqihAUTuaQWAJp9CNsaS3br5Pr+N2ojEsbbqY7q2mobxVGygolckitSgNZ5LR5saTZDmooH6ulnAmZ8tB3JaKNISlQwkUt6RQrQ+kre9YH5vnNVulflrI2EOcdtRxLaKJaSFEzk0qJiBWj2J+0NdcWZ9fwrunQ+8rYHAY4ktFEsJSmYyKVFxQrQzfVyOsOD+V+2O1tYU7Be1bBciaftQYKj7bdRNPX/t3c+OW4jVxwmGrPsziLRWkBsxI2BrtDAzGYAA7EP0YizCDAGkhNwAG+ymPHcgAv3AI6TvoIAdW8agi6V+v+HVWRLNZRkkt+3sEmJrHqP/PUrvqpi6SsSJro8hNkGULvGtf3m9KtauzfS3FJm5175O7Ho7NdoNnxFwkSXhzCzAAoAMBwEUACAQgigAACFEEABAAohgAIAFEIABQAohAAKAFAIARQAoBACKABAIQRQAIBCCKAAAIUQQAEACiGAAgAUQgAFAChkLAF0e/f9sqqqF6+/6P2marOKPrx89b6jpKZaHM3KB1Xp9rZ6e7Qq9mUAN4Uf3/waFPd0U/3h/pkTzu/4iUGYBzIxYY4jgG4/LJ0Cr9Wlek6ngqt/5YraLN21H9zKn6QRx61jX4YwIdRpLRT4rE6/BsdPC8I8lKkJcxQBVFywAHWt9tBpdZFpdY7ZCK8ro1NhyDM39NgM4mag06cbsfW8Ts/v+GlBmIcyOWGOIYAqmV69lznS5+/FZpACiEsXNC2NE8r28zsp1LSpP6aCvE6FWatj1bIXg7gZ6HQty9tDp2d3/KQgzIOZnDDHEEDrqvLefxI7vg3r0ulOPrVX6WUVHx6vF8jrVFhy1lxpGDcDndbSsz10em7HTwvCPJTpCXMEAVQKbuV3m1B+PTqVsknuVn3MFCbQ6Zlb+mHc9Drd3spnpn10evZHnBOCMA9mesIcQQBt4gZbSvNjuNOlU/mA0BrwE5LXB4hbYNMo8ZksXvy32D2IROzi+os9fPvpz2L/lavt8cMLmX+9fO++l/uXegB2bTq43hpTkgZveyfTvJfv783R+gCZBi6MDeYLZeKDOvij14auzJyuNbT9ENu3h5uqPOXXlfRCDYJcvsmaGOh0s3TnOpvvs1ae+xHnlCDMoLK5CvPrD6DyokTt9X9aou3UqdNCcIC5bXmdbvSQqvvmu7jP3w8F6JuycSOwq11bp04qjgdTWnX10Xi1cEYG5tR6y9b17U27MnW60tDPy6jKvdyUivrfrbXa2rTImRjoVE89sWr0Mk2szDk+VRAmwhxDABWOdzcdvToVX8a99UGrmdPpn+yYqv5KHB3th0Opq+h7pZRYp0lWERytLBb1mexDnuEsN+etg7pUOf5vQp8ejf+2xiT63JTf/c2e9k9XyNuciU6nZujUlOtlmliZc3yyIEyEOYYAus50uTt6dZo8IvhGKKtT3cB9WpqGTyRaF29062eauUolUZ+/0xaJ2q5+EfsPt8bCdVh93VKPLO31vU5NbPHiLP2vNcKWIeuytlh5qdRma61TOr14cy/n+FWtprXPTaVFafaDEqWs5C50ODTR6VTNFbES9DJNrMw6PlkQJsKcWQBt3H5epy4nMU2wa/DlxtolFObRo7al2fsZ6bSJ6zaFBluqiV/bVro2fugkpwmTMdPwm4tgrJG+uTSm1aPW56as1f1F+C1zBWITnU7XugLdTVVbmaZW5hyfLggTYY4kgHa/+3WYTn0blNWp7+2Rxfh621feVCpvU9RNHul0HdsSiKk234gjLt047lrXIeySxrg/AauFoPXUBUvfVpED+7lpMrNdmEd6f2ITnU5rXZXSqZdpamXO8emCMBHmSALoQA19MH0sq9NgvHHR2WA9/vb3pW5jVUfLxV/+4YyL7pAaPPX4e+q+0b1Fvv1e7GySE3ilzQr7b/TpqQP7uemLTrYSE21BTzfuiUd2U9mh5sTKrOPTBWEizDEE0KQdC3lOp1Gvx3M6tZdXb6ZdJmbdCNeXXds+b7OQRI9OQ1OcQzLBcJ/WprFtzWvTm+GwgNb28DpNTbQF6bkivi9/EZrW3pxPAEWYCHMMATQZstx+ib7cf7DzAJ2qXvSWToPxRjMY6FeSUNW2dRqoJ6g6nrXmPlWpkkmUgnP1wWHVR9Rpy0T7SeMHYqvqjy7VSqzMmzNZECbCHEMATTqMxB29ttu9Om3nWL+vodfN3OXLH378r6/07l0g1EMb+sYpfGdSJTNMmTSh6b0/YUO/vfWdU9Xi3k1inPsTKMJEmGMIoO0XPlxft6RXp+0XPn5fV1Njp/G2Kn3897vKjUj66ru7muwggHwOWcapUuPGQZOuptaUw+N2NWkTTUFuKTCjxtrbP+s+UISJMEcRQDfxK8fRaxx9Ol0nE3nrUBV2s3FzJWxJtZ1/7GeHLMJbri0I5GCsOHCwU/4ffLxZyvnD6nYHzzaNzYtaAwc9Ou11s0enXYOd61bfkrwfb3NWZh2fMAgTYY4hgKqMYmV3PkWq7dHpZplMMwnabvcQ8HDjdGo+MYr100fUXfPCkGeYhnEVWXHYdDuVx/nJG7KCb+2CB+6+P924udF2jLGxGurUaZ+bPTpNTDQ6rW1pNh+y1iVW5hyfMggTYY4hgKppFWplBL2mQHBXunSaX3Zx41+Hldq/vtcvUDidVq8++lcq7Asf8o0KI0uZKekOejOB2b8BIs+Iurb6XviQR5lmMnhsaarLpZ8A597FsPJSr3fsHn+qrIY6ddrnZo9OcyZ+86ubK+J1aqf6JVZmHZ8wCBNhjiGA7p7sWgKKq6DTJdFpSHK94t5lw1/d8/9lNBcknKKx2sXv1+qia79vZlXIzT1fOW68XFf6iE3w2kTyMm/4gTy+T6d9bvbptG2i1uk67ZEPnlViK3OOTxmEOXthjiKAqsbWch1ehT6dXiWrafnVYMQ1NqJc+Q6UxTr+Q3BrwKzUrrXh4vWt72sxZ6hS9b4+OO1wiVeUcWmJ7xALJJtZTsbaa47p02mfm306zS960zijvASDXCm2ck5doBKEOXdhjiOAyhUP1Vxh9+OHhk6dvvjhl0wpQQ4hco6lXGEw6IFeqHXC/CKEetnF6qXVu0rTLkUu4brxP7+TRtllCndbmZ7pmSx1aJf51qxpaL63/WDhVvBoYhY09EOH2w/BGo/9Ou1xs1ensYlap3rJWnucqUg+EqyyVuYcnzQIc97CHEsAHYjuFbGHneTwVLD+dTbHKDPrqOubZ/BWljgOCPNIHF+YMwugm87fZBlWpyXLXwdDtX7mW12UeHS7OSQ5K2e0IP2gIMwBOaUwZxZAd52/CjioTkuau7tgfV457CjTFTm0WXTfT/LztRkreQAtBWEOxymFObcAKi5kvgkcVKcHy2QdjAns4rebV91nddPp5pBkrDz7746PFoQ5HKcU5twCqH//K/l8OJ1ulofOONtEM9bMWtrlMu12c1ASKw93HCwIczhOKMzZBdBdk9fjgDp1ixzsj5xQGE2DeZS/a+iGNgvocHNYWlYWOA4OhDkcpxPm/AIoAMBAEEABAAohgAIAFEIABQAohAAKAFAIARQAoBACKABAIQRQAIBCCKAAAIUQQAEACiGAAgAUQgAFACiEAAoAUAgBFACgEAIoAEAhBFAAgEIIoAAAhRBAAQAKIYACABRCAAUAKIQACgBQCAEUAKAQAigAQCEEUACAQgigAACFEEABAAohgAIAFEIABQAohAAKAFAIARQAoJD/A7mfs0npb+EfAAAAAElFTkSuQmCC)
Calibration
To calibrate the raw CTD data we inserted raw umol/kg as x in the
linear regression equation:
y = 3.45 + 0.9901 x
We can check for strong systematic errors in the calibration by
plotting the calibration-winkler-offset across dissolved oxygen
concentrations, depth, stations and niskin bottle.
Plots with a blue frame are plots where the y axis limits have been
set to -10 to 10 for better inspection (and comparison with other
cruises) of the trend visualized with the linear regression line in
blue. Only data labelled “bad” have been excluded from this trend line
(meaning that data above 45 m and those points that were removed in the
iterative outlier removal process are included).
![](data:image/png;base64,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)
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)
Profiles of raw and corrected data
Conversion of raw ml/l to corrected ml/l
We also created a calibration equation for the ml/l unit directly by
converting corrected umol/kg to ml/l and creating a regression between
corrected ml/l and raw ml/l: