Question
A right triangle has one right angle and two ____ angles.
- obtuse
- acute
- congruent
Hint:
using the property of sum of angles in the triangle is 180.Find the relation between angles other two angles.
The correct answer is: acute
ANS :- Option B
Explanation :-
Let the triangle be PQR, angle Q measure 90º.
∠P +∠Q +∠R = 180º (sum of angles in a triangle)
∠P + 90º +∠R = 180º
∠P +∠R = 180º - 90º = 90º
If sum of two angles is 90 Then each angle is less than 90 .
Then we can say both angles are acute angles when a Right triangle has 1 right angle
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)
The line graph above shows the average price of one metric ton of oranges, in dollars, for each of seven months in 2014.
In 2014, the average price of one metric ton of
oranges decreased by 2.36% from January (not
shown) to February. Which of the following is closest
to the price of one metric ton of oranges in
January 2014?
Note:
Interpreting the condition given in the question and forming the equation is a crucial part of this problem.
To find the closest value to 794.76, we need to find the difference between 794.76 and the numbers given in the options, and choose the minimum one to get the closest value
![](data:image/png;base64,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)
The line graph above shows the average price of one metric ton of oranges, in dollars, for each of seven months in 2014.
In 2014, the average price of one metric ton of
oranges decreased by 2.36% from January (not
shown) to February. Which of the following is closest
to the price of one metric ton of oranges in
January 2014?
Note:
Interpreting the condition given in the question and forming the equation is a crucial part of this problem.
To find the closest value to 794.76, we need to find the difference between 794.76 and the numbers given in the options, and choose the minimum one to get the closest value
In a right triangle PQR, the angle Q measures 90.The. the angles P and Q are
In a right triangle PQR, the angle Q measures 90.The. the angles P and Q are
Find the value of x
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)
Find the value of x
![](data:image/png;base64,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)
Area of a parallelogram ABCD is 432 sq.cm If
and the distance between BC and AD is 20cm, what is the measure of the side BC of parallelogram ABCD?
Area of a parallelogram ABCD is 432 sq.cm If
and the distance between BC and AD is 20cm, what is the measure of the side BC of parallelogram ABCD?
Which of the given statements is NOT true?
![](data:image/png;base64,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)
Which of the given statements is NOT true?
![](data:image/png;base64,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)
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)
The line graph above shows the average price of one metric ton of oranges, in dollars, for each of seven months in 2014.
Which of the following is closest to the median price,
in dollars, of the seven recorded prices of one metric
ton of oranges?
Note:
To find the closest value to 809, we need to find the difference between 809 and the numbers given in the options, and choose the minimum one to get the closest value
The formula for mean, median and mode must be always kept in mind.
![](data:image/png;base64,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)
The line graph above shows the average price of one metric ton of oranges, in dollars, for each of seven months in 2014.
Which of the following is closest to the median price,
in dollars, of the seven recorded prices of one metric
ton of oranges?
Note:
To find the closest value to 809, we need to find the difference between 809 and the numbers given in the options, and choose the minimum one to get the closest value
The formula for mean, median and mode must be always kept in mind.
The Circumference of the base of a cylindrical vessel is 132 cm and its height is 25 cm. How many litres of water can it hold?
The Circumference of the base of a cylindrical vessel is 132 cm and its height is 25 cm. How many litres of water can it hold?
Two interior angles of a triangle are 45 and 25 . Find the third angle.
Two interior angles of a triangle are 45 and 25 . Find the third angle.
ABCD is a parallelogram and P is the midpoint of AB. If ar(APCD) = 36cm2 , find ar(ABC).
ABCD is a parallelogram and P is the midpoint of AB. If ar(APCD) = 36cm2 , find ar(ABC).
A triangle with vertices (3, -1), (5, 4) and (7, -1) is _____.
A triangle with vertices (3, -1), (5, 4) and (7, -1) is _____.
In triangle PQR, the equation of side PQ is y = x. The equation of side QR is y = -x. Determine whether
triangle is a right triangle
In triangle PQR, the equation of side PQ is y = x. The equation of side QR is y = -x. Determine whether
triangle is a right triangle
Classify the triangle ABC by its sides if A ≡ (4, − 5), B ≡ (2, − 6) and C ≡ (−3, 0).
Classify the triangle ABC by its sides if A ≡ (4, − 5), B ≡ (2, − 6) and C ≡ (−3, 0).
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n02nbyflOSbb33mE+x46kk+imqMm6nE0HwsGXNSgbPv5vcCB1mixlZ9uOo2MJLrzRx53cWE2+8uCEAS/IIrr1xBG6XC90ZT3eZqKzJLM49y40phXLZ1Tdz2dUXzcz/KkqZJqqoBINLtPGfTNXedXywcS+bNmwlpraHJIvY94qf9oo9HOgcygKPTLzxv2jtl6D7wnRJQCOpYqOionJx6aeoCmglmbbGBmxOF1J9DXSIfSsSXpxyAnNvuoYkk7rFU0VF5ZtNv0U1tXAOP8qbzPZP1hM5esoZK/2iRotWraWqoqKiEthClai3cNn0mcjS2bdzqqioqHzTCdy9VAVVRUVF5Zxc2Jz99JU22YfHq5zdDCoqKirBJEBR9XF081o2HKjGd1JYfXYObt/KiVbnwFunoqKicokRmKj6Gljx7/+wr7r7M2dV1OKt2ckbq7bSpXqsKioq33AC21Hl6cGrj2FUQSaakyWgRAMj0i38/i+rmDlvArnnq5zvtVNfW09bpw2Hy42o0aE3hhAdl0BMmOmCT0RFRUVFCQQmqrokxl6WQVvlCbrDB2HWS7g663l39Qba3ZEIX7apwddD6b497Nm7j9KKOmxOF16fH0GQkDRawmKSGJo7gtGFY0iNDGAHgd9B+ZGjtNtc9LghLWckyRF9++B7mtixu5i2Hi8CMj4hhOFji0gOEzm+ZwdlDV0Ip4qnCmitcYzOz8VqDH6dVBUVlUuTwERVNDF64mhWrHyPl3ZrkD0uGisOsn57BZfffTuDzlGlyttdz+aPPmDb3lJ6BDMJgzIZGmYlxKjH73Hj6OmmtbGWPRs+4ERFFZdPn05+RiznlzYvhz9ZwQdHnGQPjqOmeBMf767knruvJyFEwnZ8Cy++sBKfxoAk+PHqU4jOKSDZ2sLrTz3JIbeBUKMOQRDwdDfSGXYZGdlZWC7yVlsVFZWvDwEXVAlLGcPUiZ28+c7HlFXW0uU1cNXd3+P2RVdgPqsKuji6cxN7TzgYPuV6CkePICrkbG/0U3+smK2btrDl063Exc4i0XqeDq3+Wl5e+jLG6/7IlbNy8CW3c/XDrzBm9hziM43Un6ghrnAOswvT0CDj1VjIjDWD7TjmIeNYMq6AcKMWSaun7OOXKbGMIiJETRlTUVG5cC6o033yyGk8MnIadls3ksmCXoTG8uN0paVj/XxxD9mLYElh7uK5pEWevQ6Uz2XHrzURP2Qk1w0ZSvG2Awj9KpDgwdHVRePRA1S3pxGFgbjEREK0AgIydc1eBmdnkZQQhsYUToSlrz6AL5n5d95Owskwg7eJg+uTmD17bG8760sMJRWTOIkSbVL56ihxXJVmUz9E1cvxnRsod8UycfwQjm/6hKMN3YiSBkkUARlPdwMHjvlZ8tN7sGg+5+kJIeSMKfrs/7KbyoP7qHVayB+TRU/ZVt5+dyPe8AymzZrGkDgLI8YW9s96cRALF8/iZ08+zR9tpaSEyEy84Q4KU/WAC4fPR9PhLazY00Rdm4+s8bOZPXkkFmMECaeFbUs+eJMa41Dmx53dM9b11ZA8WaBaSZysvamkMnHwWbNEpdUFBdDpdEiSpMjx1Ol06HQ6xY3nyTqqSh1Pj9ujmBlmP+4qDyWb17K2cyRjxqWzc8UzvHDAR0pcKJIACALO9gZ6Qi7j1n5kVPk7qnh/9RqMI2YzsqeSZ//4a9bUhlOU1806azRx11yGRdffhSINuRMmc9nmUg4f2sC2ZpGbMqfidoPJIJFZNBZNox2PI4T2qlU88etd+K2Pc0NREtJJj9p2nPe21FN0240Y+obF5XLR2tqK3+9HEkVqa2qor6tn3969SH3N/gRBICw8PKgDKUkaWppbqK6uJikpSVElAEVRxNZto6qyCpMpSKXLzoIgitTV1dHZ2UFVZRWSgmpWCIJAQ309DfX11FTXBLVVz+kIgkB9fQMNDQ1UV1VjClFOlo4oSjQ1NmKxWBTTwaEfoqojf/bNxLrDMYtG8qfPQXv5YIanhfWJKvicnRw+2IihH6X2vN2ddGtjmTUpl9J3f8vyXQ7ufuwxbhnh5l8vbKXdVog5on8LRd62Ml56YRVJsx5iYYqHj/7zBC8+8b/EJyVx07hBpOeNJ73vvbMmDOP4vPm8u/4o80cnIml6j1C87h2awkaQPyj81E3c0d7Olk2bcbmc6LR6du/ZxeaNmzh+/BiCIOL3+wgLD+eyy8b1CpnMxW3OBSCDVqdl3969VFdX4/X0dboMhi1nwe/3U1lZyUfrPsRqDT3/By4GMkgaieLiYmqrq9m8aZMyrpkMiCD7/Wzftg2P10tnZ1dvV1UF2CZpRGqqa9i0cSNpaWmEhoUqo+VY329g186dFBaNDbY1p+iHqErEZ44kHoBu6htshOamM2J4whnvys7uQZbOL4a6yGRyEnfz7tK/sXXNJgoW3M+8URGU7XiPhm4v0uf7Q38JLfs/4LUPDvGzu35DRixk/CKUfbMWs3l3GQvGDTozeyAymdSkeJrCzafE09u8h9dWH6HwgVsI1Xx2XIPRSGpqCh6PF61WS0trM5UnTlAwajSiJCL7/IRFhJOWnk7wkNFqtcTExpKSmsKgtEFK6vsHQGhoKOmDB2MxK8eLkCSJjo527HY7qYMGBducU/TekwKJyckkJSf3jacyrpokiWg0WhISEhg8OB2LVSndVHt/A/HxCWi12mAbc4oAg0ouDm/6iCbfcK4efaao9nTb0BlMaM83ZwmJYfy40dS9sZphM5Zw/a3zMLYd4cChBobmX0Gkpf+r71pzGKFaL5XHyukJTUJy+glLGExiRgKCo4mt2w9gTh1GaoyZtpIt9MRP5oZp2b2xYF8P7//7GWrCi/ifnKgzplqhoaGMKfosDmy2mNFqtdx1zz39tOziUVxczPDhwyk8zV6l8M7KFUyeMkVRNzyAXq/D4/Eybvy4YJvyBQ4ePMiYMWMYmT8y2KacweDBvWGmKyZPPktB+ODS0NCA2+VWwgQNCFhUQ8ifNJ5Pa4r5ZIuJqL6upbKng13bK5l+z0KSNOfxVmUvXmMS8+/9LlZzbxTTY0pj9uL7CAu3BLRvNjJvOrfOPcaeDevY6slCaD9O0hU3cu3lWUie42xfu5xGcwYjcoZgxMOs2+5mXHooAuBsPMTH++3Memgm4ZovHw6Hw4HD4cDr9SpuccPtcuFwOBTX08jv9+P1enE4HIoTVafTicfjUeR4upxOnE6n4sbT4XDg7LNNaaLqcrlAVkZEAgIWVZmuxgo2vXeAw4f2EmPtTZx3tlbTohnNFXf147QcjSx77Pdopv4Pd07pnX5pTVYiLiT2rYvh2rsfIHlnMTY/6OLzuHHGSKJNAvhSmLtoEftL6hBNVrLyR5MR91mrZL9oYdadD1NUkKCYBYELRUkLVCoqF5tLtEfVSXSYQiMomnkjw5JMvSciCHidw2hoM6HtTzxUFPE7O2loasXLID7zYeyUlNSTmJaOOZBe14YoRk+c8sW/S3rS8iaQlnf2j5nispgW1//DqKioqPSHAEVVZOTs2ymMTSP0jBmdh2OHTxAu9aNHlTaE7PzhvLnlDZ5zlxNj1iAIAv7WEna2JvDthwZh7ndKlYqKioqyCFhUK0tKSUlIO/PPnUfYV2pjRsZg0J5HVn12Du3excEDnbS01GLQigiCgKulElfGDYpIB1JRUVG5UPopqn7qSvZxrLaeta8vJ7VLYIj15IKUjK38E5Z9ArlTCxmqPY+3qgtjxIR5pM8bTEq0pXc7qiBAeymbyg3nzx5QUVFRUTD99lQ7qg/y7rIP2XuojBLba+w2CPj9MjJeutu6SCpacEau57kxMHH+Qty2dtptbmTZjwzYuvy43T40ylnwVFFRUQmYfoqqSEbRDG7UxpK8eQexBVeQaAKPy4kPAZ05giFZ2cT3qw6pm4qdH7Js5Xoa2u0IWi0ifhqOFUPubdziV84qnsqFo6TVWBWVi0m/PVWtJZbRl89g2OAEtuwuo0WTzszpEzEATdWV6A39zF3rrmbZC69QY84mydTOEVsYRVkxWDV+zHmZGPrl7aooHUmS0Gq1mEzK2SeuonIxCHhH1cHtH/Hmm1vo1KWRMjKXgkgf1TvfZ59mNAuvGonpfAUqPA58oZnc+e0fkx9azrLlR7hy4VVIh97iL6uO0eMpwqCsfGyVAPH6fBwsPkBVZRXbtm6lsKgIne7sZR9VVL5uBBbBdNWzaUsNVz/0E64vjKSnWwBBT3aiwIdvr6Cqx3/+XQ3hg5gxbjAbXn+JUlssyXIxf/rl7/nDE/9h9/EGPD512nips+LNt/jxD37A7l27+NlPfsoby17H7XIH2ywVlYtCQKIqCzqS0jNIT00iwqzF7ZXxO9vYuHkPjS3tuLz9EETBTMGYXLxttTR3yhRMnoy+6RDlPfHcfMtcIkwXkKMqe3HYe3B6zlN7UI3z/depqqzk8cceY8/u3Xg8Hg4dPMjjf3uMysoTwTZNReWiENBEW9DFM7YwiXVvv8zRvTuQK/7JPt8x3l93gFE3/YhUa/9K9okxI/nOT4eDIAFj+flfc7ChQXZ7QQ4spurrbmDX7kM4/TLtbd0k5Y2jICP2C0+Lim3vc8SbzLRxWehEAdlrp/pYCYcPlyHH5DB5XDaGACpkqZydY8eO0dLSQojZjCAIWCwWGusbWPPeGoxGI0nJycE2UUXlv0qA0UuBQaMnM6qjm6a6RGqq97LfJTB+4cPccfsMws6WD+V3UXO8lNrmLrzyZ8UhRVEEvx8/vcWWcdVzsEbPvOtmEGXsrwPtYMPbL7G5LYHJY1Lx137MM9vKefRHD5MZoT0l8PaGffzrj3+gruA+Jo0dik6U8Hsd1JXv57Un/oV7/H2MHTsMg6ju5PqqpKWnExoWRk11NVqtFrfbjdVqZe2aNZSWlpBfUMDw4cPJys7G3Ce8KipfJwJfEhJM5E+/ifwp82ht7UAwhhJhMVBfXk53SDqWz/9IRAdb3lrK8t0thFqMCMhfiLsKooSzvoSO1Plcfd2V/bfFX8XyV9eQcM9TjB+fCSkdPLf4Hxyqv5+McC2CALK9kU2fbqK8vhuLXotwUtS1FnLHT2HIcy9wSOjH9lqVfqGRJGS/n8jISNxuNwkJCVwzdw7h4eHs3LmTN5a9zup3VpE+JJ077ryLrOwsVVhVvlYELKqu9kq2bz9AU2cPsiAiCmBrOkFpvYl7fnEv5s/3qMJEmCWaERPyyE2JRDjLUpYginhbsjnqTOpHW+rTPxhCfISOfetWsHPYDcS1dTGk4DIGRUp9lafc7PtkHa2hmYzMiKNC/izmKkg6zKHxRIaa6EfDAkWjlJzQlpYW/vj7P2CxWnng4Yd4Z8VKbl2yhCtnXIler+fa667jwIEDbN+6je3bt9HZ2QmAraeHPbt2kZySwqBBg1SRVQkIpdz/JwlQVG2se/EJnv24grCICPQ6qbf0X1stHbrRnH3hXsfY+fdweWwMX57J6uXwgVJ0gfyghCRue3Axj/7gcX7902KiwyKYeuu3KYjrTd9pLdnCjlo9c26dSPvyvyEL0uc6C7jx+s6fsWAwGNDr9YqrvQm9Tc8MBoMiam+WHzvOoUOH+J/vfperrrmao0eOcs2ca069Hh0Tw5SpU5kydSrNzc1ER0cD4Ojp4bmlz2IymcgdnsvI/HwGpaWRkJBwrkN9JQwGAxqNRrHjqVfIeJ6OwWA4da8pDb1efwkXqfY2s379AXKveZTrx6Vh0vUOvN/ZScmRJoxnW+jxu7A52ijdXo7nHAImIOC311PWZmVOxrAADPKhCUtk3LSZNNQcY+v+YsK272DSiFSi/eWseHsTsVNvI0py43D78Lmd2Hsc6MwmTpl6FpM7OjooOXoUj8eLJImUHD3KoYMHWfXOu0iShIyMJEmYzeYvfvgiIkkaSktKcDh6iy4Hx8MT0Ot1+P1+SkpKGDt2LOHh4Wzbuo2qqio+eP99QkLMnF5CWBRFJEmirKwMZJnu7m5CQkLYunUr769dy6BBg8jKzmb6jBlERbhBRsQAACAASURBVEUiCCI6nRZRFPF6fXg8Hi60JLEoihQXF3OiooKNGzYoSrwEQeTI4cNIGg09PTbFiIQgiDQ3NVNaWsqG9RswKqiRoyhJHCguJiUl9RItUi2GMWbadKKvmMyIIWcmc5v1JRjFs8QmBQebX3+K5btasFoMZ74unFy0ErDXl9KRMp+Z10zutzmOqh08/teXyVnyU+7LM7H9jSf4yd/+yVs5Bcy2bGZXRQdjj23jnUoHJU3dNLKL9z+NZ9qMiUTpzh1HdTgclJWV9VY51+ooLSlh/779GIwmJFFElmVCzCHEJyQE9cbXanWcOHECh8NJSIgpKNMgrVZLdXUNFouZsNAwho8YQUlpCX6fn5bmZg4fOkSoNfQskfTPkCQN4yZMICc3l66uLlpbWqitraWstJS2tig6OzrYvWsXKSkpJCYlERERgc/vw+12I/v70cL3c8c6VnqMxoYGjpUd622upwT6Ci1XVJSfmnnIfl+wrQJ6hauxsZHKExUcOXIYs9msmCm3Vquj/Phx4mKVUxw5QFENZ/Kk4bz49pM0DkpBJ/r7WlTXUdEcwq3/M4TQz7dTEUxYQyLJGZdLbkrkqVQnUZLQaLV9raJl7E0lHOiKCyhxtv3wVjYeauGqzBQMIXD5kgcofG0dZeU16KfncM3V0bg9XjRaCwaNhNYQgkmvo68JLGBAI4qIGi166bNobmxsLPOuvRa/349Wo2HHjh34ZZl7vvUtNBoNsixjMBh6t2AG8ebS6nTU1deRm5PLxMsnXXSB12i11FRV8eEHv2H+gvlcMXlyrycvy8iyzL69e7nhppuwWCznuU4Cgiig1WqRJAm/z0d9fT0WqxW9Xk9FeTkfr1vHgc5OZFkmNi6W/Nx84uPje73zkx56P8ZC1GhITk5m+/btzF9wfV83XAUIhCAgiiJNjY2MKSxi7NgixQiXKElUVVbR2dHJ/Ouvx2K1KuOa0dtN1evzYjIqx3sOMKjk4MDWjXzywU4sMfGYdCKCAI62erpMRdx01mIoOsbMXcLYhGRCT1dMTyfHSyto6XCiC4ti6NQrKGpux6Ltv6xa03LIit3I9o+3kTJ+EPQcQZM8ksKCISQPTSV5aO/7etrK2fKkCyzx5OfnEqUTkX0OmurKKK+pp8ZXRll5LRmpCRg1vTf36VP7iIgI0tLTSQ9q99SzExERQXhEOFar9aIf22G3s/SZpZSVlhAbG0to6JmtqI0mI2FhYYHv/9dozuh0mpaezpI77mD37l2UlZaxv7iYpIQEfvTTn1xQR1RrqJWQkBDMZrOipv8A4eERhIeHY7ZYgm3KGYSFhxMREdE7niEhwTbnDMIjIvC6PYoJlwQmqr5mPnh/J7nz7mduYTJGrQgI+F1dlJS2YjzHMnpE0pkJ37a6g7zy3HOs31uOwyugM1kZWjiTO267DmMABVXMQy/n3tvr+PDIHvaZOxG7Gym4bgmzC1NPvUd2dVJWvAdDRgHpRhtHy+uJi7IgeXuoKjmCeVghOXqB4ydqSUyKP+vxPR4PbpdLkY3ivB4PHo/nojeK8/v9PPfss6x6911+/LOfUvS5bq5+v/9U87+vSkhICNddP595113LgeJi9u7Zy64dO3H1bX1taWlh3QcfMCQjg6zsbELO86P3er14vV7FNdeDXtuCMZ7nw9vXKHEgxnOg8Xo8wKXa+E+wMnraDKKnX8XYwWd+NCn6GPqzxVQ/j6+LT5b/hy0nvORNnEFiTCheWztVJ4p575NB3DqniJB+e6sGRl9zG6n5J2jpdmOwFJCcFH3mSWmMpGaN596cyxF8XgSdGQ0gaC2k507k3rypSD4PPlGP+XxdCxRKMBao1qxZw9NP/YuFixZx/YIFCBdBAERRJG/kSPJGjuTGhTdiNPZ6wC1Nzbz04ksYDQYyhw6lYPRocnJzSEtLO+tqtdFoVGw2h0rgXNqN/0QTCeEa1i57ko7haWj6ltB9PW1Utei47p40LOdpUe1tKudIZxgP/PSHjEk9bbrYfZi/v7CDdttoTOGBJOOLRCelE32OVwVJR3hs/Fle0BMZ999J2fkmUFlxgomTJvHAgw8EpQLVSUGF3hj4w488ws7t29mzZw+7d+0iOiaGX/32N6SlpZ3x0Onp6eHgwYNUVFRQVVlFSmrKRbf9y9Bqteh0OjVX9xImwEe1m5KdG1i3s4eKkjh0fSs+9tY6uk1jmdmfFtV+AWtMIvERZ07RWpua6epxoZTFWJUvZ8ENN+Dz+wiPiAi2KYRHRjBj5gymT59GbW0t27Zu40BxMXq9HkEQqK6sZvXqVWTn5rB7x05WrlxBR0cHDoedBx96iKzs7GCfAgBul4u2tjbaWlsVEx9UCZwARTWE3EkzuaswhcwkKxqht7+Uz9nBoUNt6PtRkEQTm0qafh0vPP0suZnJGLQCjrZqtn68ESF/IaGW/hVlUbn42Gw2tm/bRsGoUUTHnGtuEDxESSI5JYXklBQW3HjDqRXqppYm3l35Dm8uf5OK8uO4XC4kSeL1117DYjbzwx//hPr6OhBAo9Gi0WiQJAmr1Xpq8c3tduPz+dBotWgkacA9yabGJpa/8TofffghRw4fxuP1MHXaNLUO7SVIwEGlkTMXM1r3xb1RudmNaPvToloTxsSpUyh9+nmW/Xstth4HHjSk5E3h3jmTsOiUE5xXOZP/vPgSbyxbxpNP/4uwsDDlT1H77Bs2bBg//9Uv+dlPforH48FgMCAIAj6fkb1791JXW8vfH38cl9uFJPUKqs/vY8aMmcy9dh6SJLH2vTVs3bIFnV6PTqdFkjRYLBZuu30JZrOZxsZGPvn4Y3xeHzqdFo1Gi6QRyc7OYfCQIQiCwNGjR+ns6ECr7RVuUZKwmM0kJCbywvPP88zTT2O32zl8+DBlZaVERkQypqhQ+ddZ5QwCrlKlOYugAlhjYvv9LabkfB78Xgyjd+ynvs2BMSKRwvGFRGj8qpeqUD75+GOefuoppl95JTGxsZfUDz0kJITCokLmL5jPr35+ALfbjSRJuJxO4uMTCbGEMCg9HXuPDbfbg9frwdZjP+McW1tbOVZWhl+W8fl6Nx6Ehlq5+ZZFva+3tLDqnXfp7upClCRAxuvzceutt5GWno4kSby9/E22b9+GTqsDUcDr9jAsaxj3P/wQby5fjsvlwtiXb1l6tIT1n35KwehR6oLaJcZ/f7RkH92dHTjcXpBBRkAUBQTRSPaYiQwXBZD9tJZtZndHOFeMz0Gn1jVVFAeKi/ntr35N3siRPPo/3yEsLCzYJl0Qs2bNYtuWrezcuQOX00Ve/kgWLV5EUlIyj/7Pd5D9fvx+Gb/fh8/vP7UZAeCGm27kmrlz8Pt8eLxePG4Psuw/lR+clJzMQ9/+Ng6HvTcFz+3G5XKRlZ1zKjVqZEE+ZrO5bzeYB7u9h4TERLQaLXp9r7NychXbaDKhN+gvqYeXSi8DIKqf1Ug9Oz1se+cFPthbg6jRIAgCAn78/t5UCKFvR1V96V58OYsoLMxCp1frmioFn8/Hk//4Jz6fj+/98AfExilnO2CgJCUn89Nf/JyXX3qJkiNHuff++xg/YcJnb5DOfd+FhIR8af6r1WqlaGzROV8HmDV7Nsw++2s3LlzIP//xD3psNjweDzExMYyfMEFRuaoq/SNgUfU7mtn60cfUCclMnzGWMMlNeVk14cmDCT9bcWlBpLH0MPU9VoalhCL2NPLxhn0MHnsFqWH63i2jIvRYrWiioxHVJ7Oi8MsyObm5XHf9fLKysoJtzldm0KBBzJo9G7PZcqagBplFi2/BZDLx1vI38fq8NDY04HK5kGVZ9VYvMQJOqdr53iu8sHwTXcYMMsYWMjJSoO3QejYfd7BgxvCztCQJYczMxYzJGsvQSD20HkCyrmfRdx4k6bSFzfbDq3lth06NqSoIl9OJ3mDggYceDLYpA4rX60WWZUXtkAsNDWXJHbfT2dlJYmIi76xYSVNTU7DNUrkAAu6munlLJdPuepRr8qx0dwvI6MmKl1n75gqqbL6zlaAmc9zEXkEF/IKBqDATXW22M95VU7qPNes20ukMPFHV2dlEVUUFJ2qa+XxdH0d7ExXHj1PX3HXmC7KPrtYmGuobaKivp66+gc4eV8DH/rryyccf8+zSpdhstvO/+RLD7/cragfO6ej1etLS0/npL36uTv8vUQJ6TMuyRExKBnkjR9BQvwOvV0Tw2di9+yB19V7s5+imevoWRjEilbykTax+5SXKhqZh1muwN5Xx1gurMI66jxBdYL5qV+1BPt1agsFkoL6qirDsK5gxcRgGAZqO7eGjj7dwrLKKDk8YMxbewuSRqWgF8HbXsuLZpyntFBDx4ZOsTLvxTi7Pjuabvk5WVlrGb3/9G5JTklm0eHGwzflGcXLvf0ZmBgDNTU2YTCGEmJVVxETl3ATWTdWQwGWFiaxf/hKle3ch1CzlCMdY/e5OcuZ+l5R+Je7rGHXFNKpqXuL95Ztpae/GZuvBOvhKHl4ym1BDIItUHbzz/NMcj57NksIcIroP8Kd/PU3i0D9RYGlh6/qt2HWRZA4zsnnly/zxf92kPv4DhkYa6W4qYf+RZmJHZGMU/Pg0VsLMhm98+KG9vZ0//v73eD0eHn7kkaBUv1Lp9aYF4NmlS4mJieX2O+9QY6uXCAEGlEQGF06mpe0tKo+FU39kIyecXnLn3MPdd19DRD8LoQiWZK675yEy8rZTVtWCEBLF8KLxDIkJsCair45PP9pNwj13kZqSTKpmJO6n/05Nu488g4f44ZOZVZiDDrh8SDdXLl5FSaONzEgjnW0tpE25nQcXjw3smApkoKayNpuNxx97jJ07dvC7P/6B/Pz8AflelQtEEGhrbePNN5YzfsJ4hg4LpCvGNwelhXICj9JLFoquuo3CqfNpbG4DYygxUaG019TQE5ZISH+fppKF4eOmMXxcwBac9h1xXDZqEG++9RTLIhaSbK9i1KwF5MVr0IQmU1j4mS1ao5nI2HjCTb0ZB7bGBlo6dKxfu5I2l4HMvAKyBkWfNcgsSRKiKCoyviVK0in7virt7e3s3LGT+x98gKuuvvqr2dV3vaQvSVMKFooez75rdtK2bz/6/9i1cyfPPrOUX/7m16c2B1xsTtqk1PH0eZXRJQEuQFS93fXs2X2Qlm4XiCIiMt3NVZRUS9z6wzsxnadK1cASwcL7b2fr/T/jyd+XoA2J544f/Y600M+floNNa3eTMeNqsmN7i0+HhCYSY3Jw7Gg1xXv3snzNZu579GHGZ0QBflwuN7IsI4kSDocDu91OV1fXqZtKCT9KrUaDy+k8Zd8FTQ9lGZ2hN+xhNBi474H7GT9+Ak6H4yvVp5SRcblc2O32oF+n05Gk3vF0uVw4nU5FTalFUcTlcuFwOHA4HAAkJCRw8y2L+POf/szESZOYMm3qRb+eoijicDhwnxxPBQmrRqPB6XAiaRRkU2Bvd/Dpq/9k6drDGCyh6LW9raBtzTV0GYu4+ayV/78cn8uOwyNgNl/AE9jbzdHyVkZfew/jnVV8uGY9b7/4bzKSH2FUsvVUl40TW95hR3sKd9w7i8i+XNrEUTO5Mae3Wd7EsR/xw4d/w/NvFVDw3TnY21rYtGkzLpcLjaSh/PgxDh8+wrsrVyKIvYMniSKSFGRR1Wo5fOgwHe0dtLd30LtlLZAxENBqNbS1t+Nxe4iKisJgMvLRunX4fF+tGLHfL1NdVcV7q1ZhDHLbmdORJA0lpSUcKy3jvVWr8ct+ZdgmCAgIHD58GIfDQVNjA36/jCAKaDRawsPCefutt+mx9/SK6kW0WZQkmpt7G/+tXrW6t/K/QsrJabVadu7YwUgFhaoCrPzfyIdrtpFyxX1cd1o3VXdPO+UnbJjOUfkf3FQdOkBVh4+0nDwSwvQIyNQd3sx7H2yisUfD0KLJTJs4irAv72N9Bp1HP+Gxv7/FvN8u5bocC1OKXuK++//Kmx9fSd7iIrSSQGflXtbtbGDKotsZm/5Z/VZdiJXIvgXViLELmD3yad6qrcPV119J6OsZJANavR5TiAm93oB4UkjPt5HsIiDLJ1san9xEEZjIi6JET4+N//vfvzA4fTA3L16Eq89D/areiEYjoNXpeq+ZgjxVAL1Oh16vx+/3KcrrEgXhlG2yTO+9JsuEhYXxgx//ELfLjSSJCIKA/6I+CAT0On3vvabXI4oCoIzrJssyOr2y6s8GXPm/YPJ0Eq65lrFpZ55EelIF2nNV/u88wmv/fg1Nxhgih+SSAHRXbOQvP/sFu7vCGZ6VSsfalcg6M3PHZ6I7pzifib2+gsoWF2FhvV5u6thZ5KW8gM/rQpAEuqr3s/LdDYTlTeOyDCutVQc52mSkKD+RjtZuQiKjMUpATxUtYiyXTyrEKIgYYmKZO2/eqeOUlpSw3mTihptuDOhyXQw6OzsYkZfHqNGjL+jzz/zraUJDrdz34P292ygHkJ27dnHTzQsH9DsHgoMHDmAybeSGm24KtilfoK2tnbGXXUbu8Nxgm3IGHR2ddHZ2svDmhZ81WlQIBpMJR4892D7OKQKs/G8hJVbPh8ufwTY8FY0ggABeexvlNTLXfisF81liqs4Th2kNz+eBBXNICTcAPaz8119577iB7/3xJ8wZO5iOI5/y1s5ddIxMJ8aq7Zc5kbkTmDRsB5+ueI/IyZlI7YeQMiYya9JwPM2Hee7Pv2F1hZHLe1wc3+Km5fgBpLEPUZRn5qPXnqfemM6IjAQ0jmqsY67l6ivzMZxF0G02G06nU1E7cE7idDqx2WwX1NPojdff4LH/+yt333s3U6dNG1C7fD4fHrebzs7OLzQEDDY2mw2Hw3FJjufmTZs4duwYtyxefFEXjbq7unC5XL3jqbCCOvaenr5iTcogwDvKxbHdm1iztYuyA/HoRQFZEHC01tAVchkz7zn7acmSnoRBScSHGwCZyg2v8Oy7ZUx/4DEWXZmPDogsGod1++v02H3IFm2/Hoa6+FHc+9BdvL/tOOXHRDQemHnL7YzLjKCnsgxN3AimJurA68En+9HHjGDyxCw0Gh1RESEcKjnKUVykZWQx/6Z8YkKUMaUJlAuZ+uzft4+//PnPTJ4ymTvuvGvAiyGftElJ07LTUapd56OivIK//u9fyMzM5LJxXyV15sJQ4nW7tHtUYSKzaDK3jUgmZ1AkOo2A7Jdx2Vo5VNJ5zsr/hkEjsK59m5eX1RHub2Ll80sRRszj7gUT0QGy10HZpvcorrQxSycGFKtMypvMnXnjaW/txhAaibHvjCypRTz4o3NXDZp6y0NM6OnCqzERoleWt3Ix6GhvpyA/n+/94PtYQ9UE/0uFaVdOZ9mrr/Lk3/9Jdk6O4mYBKhdQpHrUnHsp0vqoOX6cpvYedJZoRowbx5j8RoRzVP4XzEOYPjmH/7z1EZurGvClTeUH37qP3Gg9srubg9s/4b1V24gYcjXhFs0FxEZ0hEdGBvwpfYiVANbFvlaMHTeOnNzhREVHBdsUlQCIi4vjwW8/zKPffoRV77zLTTcvVGTu6DeZgEXVb69l+YvP8t7mI3S5vOhDwhlccAVLbr+J9HNMDWRvN+asmTz87WyO1dmISR9GnLXv0CJ4/TryZy0mO38kln63p1YJFK/Xy6p33mVYdhbDhg1DH/1NfaRc2lw5YwaTLr+cf//7eWbMmklUlPpgVBIBKpiXbSueZ+X2KhJyC7ly9mwmjM6C+v2s/mA73d5z5K45ylnx8gqq7Rpi46Ohp4mamlrq6htp7Yb8y2dy5dTLSIoIzm6RbwqrV63iD7/7XW9bEL8y8gxVAkcQBO5/8AGmTJ2qtIV4FQL1VF017CvxcMv3f8OM4Ymf/d1exfNPraSyeyw54V8MAQjY2L7qVY531pEeZcVoMKCRRARRRCMKyKKRtJx8RgyJVUxaxNeN4v37+fMf/kTu8FxGjxmjuNxRlcAYPmIEw0eMCLYZKmchIFH1+7wYI1MZNjj+jL877C5cTjsu77ly4rXEpWeTlZlBfLgZvUGPRhTw+724bJ3UVBxn3buVuOZcz+j0yG986b2BpqKigl//8leEhYfx/R/9iLhLuCWKypm0tbaya+dOJk6a1LtzTSXoBCSqojGZjJguXn7mefKz0gjRS7g669j+8TpaY6Yz3yqcNZ7g08Rz9ZK7GZWXdPYvnuxg0yv/5L3VGxl67xxC9aoXNZC8s2IllSdO8NcnHicjIyPY5qgMILV1tfzqF7/g+z/8IdfMnRtsc1QIeEeVntFTpnDwqed5+Zk12OwuPH4/oYl53PutaUTrzr4KKRmTGZX3ZV9sZNzk8bz5h9W098zGqlfbqgwkw7KG8ZOf/4zx48cH2xSVASYhIYG0wYP511NPMaawkLj4+PN/SOW/SsAJmubEfO55JIxhG3dQ3WxDHx7PqAmXMzTuSyqT+904vVoMX1LV39HZTHOHHXX9ZOBoaWkhIiKCGTNnBtsUlf8SkZFRPPLoo9x+62289uprPPjwQ4rbJfZN44Kuvi4yjWnz0vr9fr+zik2buxkzbhgGjXAq8CrLMl63m47GClY88wqu8ElYQwIvHejpaaelowdZG0J8TPgZn/c7O2lo7gK9hYSYM7fXya5umlq78Ap6ouOjGNg9RcGleP9+Xv3Py3zrwQdITU0Ntjkq/0VGjRrFdfOv48UXXmD6jCvJzs5W5M6nbwrnFVWvs5tut0SY1XTBU3LR18yafz/Dpp1ZhBs1n4mqz4Ots40TpQcpbwvhzp/NIMwQWDy1p6GEDduOoDHoaKytIzL3CqYWDkYnCHg6q/lw7QZcJgvO1hbCsyczdUwaWgHcbVVs2rIXj96AraEGd2QOs6eNJfRroKyNjU384Xe/p6W5GbdbbXP8TeD2O++kprqajvZ2dbyDzHkUzMf2d17knS2leP0y0NvWN+CyqYJAd1MlBw4e4sjhIxw5cqT336OlVNW1YEoazQM//gnXj0/vLdLSb7pY/eJSdtSJpA7OIE3XwItPPcPBJh/gYfMbT7JyTzupQzJJNrXznyf+yb66HqCHD19ZyoeHbSSmDmZwkob3n/8H724/gVdBe4gvBIfDweN//SulpSX84Mc/ZsiQDPUH9g0gNTWVX//2t4zMz1fT5YLMeTxVB7s3fIJj6mS0fXlOZft2E1NQROTnfqe2tlY04REYzvYDFkwUXXsXhVMLCTWefkgRnclKTFRooLsQevHV8OHarSTeu4TMjAwyQ0bzp+cfp6pDZqTxKMte/oTU775EQdYQSNPx+tIbeXtzJfmT2nl5xUYu+/595GbGQ2YyBS+9yFvvfMSswiVE6i+xbX99DwK3y8VL/36BFW+/zXe+912mTJ0SZMNULibxCQnIskxpSQnxCQlYLJZgm/SN5DyiqiV/ykzqNB0cKi0n3Awb1qwiw5pIlkVzajeH7O5k24aDjFk4j0TpczFR2YdHO4hrFw0lIrSf2yJlP14/aM5XWV+KoSA3gVUrl/JO3EISu2vJmzqXEQkaOit2c7DRwpXpofhlEA1RDE0P4b2dh3HmiDR12nA4Tva015MzOJxX95fT6ZSJ0H8x11ap3p4gCAhib+Fij9fL/n37uP6GG7j55kXBNk0lCNi6bfz98ScoGD2KxbfeqtYFCALnEVU9RdOvZuOaVaxa9j7dXZ0c3LOPbfUOYkx9IiOAs7WaOm82I26c+8WC4LKLsv2H0MRn9UtUZXsTO3eXk5SXT7xVf544bhS3PHgH2x/4OX/95WGM1jgWf+/XpFsEqupq6NCasWpPnqKI2WKhu64KX/xMxgwy8cGrz1IQdQNJUWZONNoQxd72MJ8/plarRaPRKHJV9WSHAkEQCAkJ4aFHvk1icjIGoyGodp1sEjfQJQUHAq1OhyRJihxPrVaLVqe74Cm8yWTCaDTw3NJnGTd+PJmZmQNil06nQ6PRKHI8NRoNXo9XMWmY572rdJY4Js6YAdoNHD1WQX1EBJbwUCIsOiRJQPb7sUt+/B7r2b9M1IKtmrVvFVOSNZyc7AxiI8MwGbSnLoLs82Draqe2ooxD+/dTLyeRlN+Pm8rfQ1WDg8J5t1PYVcm6j7axetkyRg5+GLMkIvS1RjmJjAx+L0JYJnc9dB/OF9ayZvWHFBUksu1QK/Gj0gk1CNh7eqisrDxVxLi4uJidO3aSnLwKSSMh+2WMJiORkZEEo6eKIPTe5DW1tezcsYPKqirsDgdJSUlIokh1VZUCukvKNDQ0smf3HqxWiyLaQAFIksjhg4eora3lQHFx78VUgG2C0PuAPHrkCEajCb1Oe0HXTJJExk+cyMoVK3n2mWe49bYlyJ/7HQSKKInU1tRQcvQoe/fsxaKg8dRqNRw9coTExCQlDCPQz5QqXWgyU69dxFSg4uB+onPzMCNjt9vRm0KQgIri/VjPOl3Xkj1pBl09K/h4wxr2bv0US2gYUVERmE0G/j975xkdxZWt7aeqOkqtVs4SApRQIgghIUTOyQEwDuOI8djjNOPxnWh7PMFz7/hOnvt5jHPOmZxzBoECEijnnLM69/ejBQaDjdpgqfD0s5bXMt3qql11Tu06Z5993m03G+juaKOlrZ2u7n50wXEsWT6LEN3l1f+7Cvfy9//7iEVPr+GmsV7Mnfwyj/z0RT7OWMCP4sPxNO2k03zWudjo7ezGIzgUpVUkcvqt/DZyAkW1BrS9J3jH5MmcGZPxVEo0t3aRlZWN0dCPSqUiPy+PkuJitm/f7qhbZbOh89AROTpyWEpLiJLImfx8du3aRVNTE1aLlZ3bt7P0uusJCw9DkME7226309zUxPHjx/Dy9JTNQygpJPLyTlFXU0vWyZPYvkWxyu8Ch9CyjZLiYjQaDWD7VrY5XrhqZsyayReffY7JaGbc+LFcyctfUkjU19VTUVHByRMn0Ok9sMvkvqlUSoqKivHz8x9uU87h9PxnVGICBQfWs2VPJnUdvbh5hTA2fSYLZyfj9nXtJnkyeenddd1tpgAAIABJREFUjIo+xq59RyirruZUZTEms6PwmlKlxSsghPGzFjB7Rgqeg6umQk9VIcX1/dwZ4BDqjZm1jOQR79Hd3YP7iGQSAp7jVGETK+L8oa+Jomozk+4de27RzSs0liRVCW/9dT/+U5Zxw7RoJAH0np6kp6djs9sQBAEvb280Wi3LVqxwxKjsAHbUas2wqARZrFY+/+RTaqqq0WrdkFQSFeUVNDY0csutt6KQQ7leQeDokSPMnjMbd7dv2BgyxJwNk+Rm5zA5PV1WIQBBFKmsrGLChAnEJyQMFNhzErvjGidMTKazoxOtVs2UqVNRXElsVRBobGiktbWVmbNmykpjQBBFurq6cXeXTx9zukeV7Huffz3/KS02Hb4+Ojpbc6muqsGq9uTGjNEov8HLBMamcltsKnZjNw1NzXR09SOp3fD0CSDQx/mb4pswhfToo+xZuxm/GdGIXfmIkRnMTY/FXe/JTbdN5e1dWzg+CkzF2+kMmc290yKRJBut1eWUV5aSdfgQRYoEHnnwbkbqHR3Pzc2NUaO/3Nxg6O+nprqapKQkp238LrBYLIiiiFKpRDjvwZMkkZjYqxNDuxp4eXsxJi4epYwcF0BnZyd1tXXExMYOtykXERwczIiICKKio674WL964tfodDqiroLeg4eHnoCAAGJiY1HKLK4aGhaKyWiSwfzMgZMlqlvZu/04EfPv5bE5E/HVacFqpLbwKLtPHKR2/EgidJffESWoPQgO9+BKdymrw1L50cP3sOVYJcVFdiSjkTm3r2J6vKMKwKwfPEr3Z1spKjiNpdON2x66n6QgNwSMNJQXc6a4Bk1EOo+snskon69f2DEYDJhMJtkUilMoFIyJG8OhQ4ew2+1YB8IRaemTsVqtsljxtVqtWCwW+nt7Ucqs5IfBYMBsNsumPc/HZDJhMBi+VSHHrzJ+wgTAkbtss9muaDRn6O/HbDbT19eHp8ycqtFovHYL/1kNzfS7JXDfvddzvta4X8Aizhz/J419dkbohnLpRmDUpIU8OL6HptZeNJ5+6LVfOhTJcyTLVq2mpaEZycMfb/ezlysREjuR0OQ5eOnk1UEGyx133UVzcwu5OTlo3dyYv3ABS5YulYVDhfNS0GSaivafxPq16+joaGfVvfde8ShTjqmF13ThP1EdQKhnDzt3HCE9KRoPlYihq5GcPRs50aYj1W041sIBpY6AIN3XfKnAL+irY2IF3oEB37VV3wk2qxVBFImLj+eZ//4jzz/3b6Jiollx0024ySjW5UI+1NXV8cZrrzEhOZlJqanDbc73HqecqqDwISVlFGveeZtD65SIdhs9nU00tcOiB58ifFBiKDZaqoqp6ZSITYqCxmJ27TlCv24kGdPSCNZfmyPHoeKLzz/HQ69n9pw5BAYFMSJiBLGxsS6H6uJr+cHtt7N540ZefOFFEhITXX3lO8bpoE146vXctXIO/ho7Pd3dqH2juPWRn3HXgsRvXKQ6i72njh3r15Jd2ozN1MKnzz/Lv17/gr07trDjUD59X1fnygX79+3jf//0LKdyT52b7phMpnMxMxcuLkVAYAA/evghDh44wKaNGzGbzcNt0veabxGlVzBm2nKemrYco8GEWuPcyNLcVk9Ft5pb5qTSenANL3yey5yf/4U7UxWs35pD++REtF6XLnX9n0x5eTn//YdnCB8xghuXL7sgdirHOJcLebFk6VLWr13HF599xtx58/Dy8rr8j1x8K65o6dNZhwqg8AwkJsSN4xvf4eBHn+A37Q5WL5+MULmH9s5e2SRjy4n6ujr++5ln6O3r409//l9Gjx493Ca5uMZQqVQ8/OgjFBUWolQOMhHcxbdiyDXCRM9wUpPCKc/LQ4qez88fuwvv9jIO7jiBZ0Qs3jqFa5T6FXKyc8g/lccvf/1rJiQnD7c5Lq5RJqakcNvtt8sqUf77iPMjVUs3OYcP02gPIj0jCQ/RSE1VM14h4QxiZykgEDZhIT8ZlUy34Im/p5q+1h6S5tzCotEj0alcWpBfJTIqkqeefppFSxYPtykuvgcUFxdzKjeXhYsWuRatvgOc9GAWcrd/yMsvvMIbb39CRbdjX3199m62HS7CNMhcsZ6GIjZ8/C6fbj1Ml8mGm28I7oIR03BrgMiMqspKent7iY6JYcl1S13iwy6uCtWVlTzzu9+zb8/e4Tble4lzT6mpgT27TjH2xruZFqWko8OOXdAQ42dg3cfrqOm1Xn5Xg7GdHZ+8y459h9m26zBtvRbATv3pnXy86bhr9X+AsrIynvnDMwOiH6574uLqkZySQlRMNC+98AKtra3Dbc73Dqecqt1mxSMwmrlLFzFupDd2lAhYKCstp6q0hA7j5UeqttZychvUPPz7P7JkXAAWC4CCiEAb277YSnu/Ew7E0ktF0WlysnPIyckhJzuH3NxTFFc2YBowpb22jLycbHJOFdJpuvDnXQ2lZB46wLHsQrpNFx9+uOjq7OLPzz5LXu4pFAqFa3XfxVXFy8uLnz7+OAWFhXzy0UeuFKurjHPJ/5pQ0iYGsv+Dt6jIyUbR9gl1UimfvLuHiBkPEaa7fCqUoPUiJnokEhbsRgNdvb102mrYvH4f7fbxTi1S2euyePH/3qLTrkGtFBAQMfZ0EpR+Oz9bFUTd6T3szKzHz1dHc0UBe06M5fZb5uGnFWmrzGLHzqNU1lRRXN5Ewvx7uHflFDwUwzvFNplMvLBmDYcPHeKZP/6R1LQ0l1N1cdWZMmUKN9xwA2+/+Raz58whKtpVy+xq4eRClYL4KbNoafmEfDM07f+M7H4D/lNWct/q6wkYRG0nwXsU08ZXsGXD5xw6eIrTjY0o2ks4dqqHpY8vwc9j8CZ1NdRg8hjB5IRItCoRSSmQuWEtHkEhKHvLef3vL6Ja9FOWzxlHZ76Rn/zyn+gi41g1LZz6sjKEoHgWpKSif+uPvLzmDWYsSmPcMOfIfv7pp7z5+uv88IH7uf7GG4fREhffawSBHz5wP2azGavVFV66mji/+q/2Y/rKHxIzaTa19c3YtD6Ej44mSD/IQ1kt+MZMJMNgxm5TUlZZRZsYzO0/e5hblozH1NmBWaPHXX35EaMYnMxDj99ApL/W8UFvMe11/cybFUdPyetsOtrJ755OwF2rxj1lHqlBf2HT9hPcmR5CSOJM4v19EQBb6iSO9tpxk4b/TV1fV8fiJUu49777Bv0bOYlJuLh2GB0ZyZO/+Q3ePt7DbcoVIbf+76RTtXBq50aafZOZPT6GoJExgJ28QwfoiZ5IlP8g0jOsHezZfJjwlGQWrIhD5eaNv68HIlayNr3JxmMNBETGM33ObMaE6L/xUB7hMXxZL9LK/k8+wxi2kBFu0GSyYO5r5HRhDfMiYgEVfoHetFTXYLULePv70tVQTu7xPby3sYBJN/+MaI9L58gqFAokSRoSBai7770Xu82GXv/N136Ws7WW5JYZIIoioihemTjyd4QkSefskxtn+9lQ2ebt443JaCQ/L5/IqCj0npfud2drtMlFBe18JEnCarHKJr/dST3Veta98yGeK2OYPtaOQhTAbsJce4K1+X08fM88vJSX6QwqO6X7P+eDTZvRa9WExE3h5ltuJMR4jOf+9hKG+AV4B9ayd8ce9DcuIVg/GJEWMNVns7fYzg2PxmAHvKKmsmjye2x+42VCrEsY5SNQXNOONkQ/cDwbXa11lJbVYuzr4OiWLxgbG0J6pC/YbZjNZux2O6IoYjAYMBgMtLe3O/Q3Bz5XqFQIV/CWtCMgigJtrW3k5+cxITkZD73DPqPBcNnfS5J0Tn+zv78fUU4xMUFw6KkaDEiSArmoXQqiiNFoxGw209/fj0I2tjkKOBqNRoxG49C1pyDQ0tzMf//xjyxbvozlN92EKIicf08EQTj3DBgMBiSl8or6/dVEHHgGREGURSuCs07VbEDUhzIxeYzDoQIIauIjdPzuo80sXTkbz8vFJPuNiG5aPJVBxIR70l51kt3HYpkTUESFMZL/ffIJUoKsbH75OfbljOOmjBFfnutrsXBw4wak6DlEBWgQAJVXHA888Rt0H2zh1Mk8bCNEcgo6iV8ch2JgFBAQOYFboiYyZ/p6Hl79DG+PSmHiTxbS19HO8czjmIwmlEoVJ09ksn/fPqoqqxBEAZvNhq+PLxMmJjuC+9+yg0mSAlGS2LF9O4cOHOD+Hz2Ar9+AUu0gjqlUqjiReYLa2loM/QZHYUM5dHbBcY8qyivYumULer0nyMQ2UaEgNzub8rJydu/aLRu7BEHEZrdz6OBBjEYjnZ0djmntd22bIGA0mqivq+fFNWtQqVTodB5YbdZz55YUCqqra9i7ezejR4/G08tzaGwbBEqliqNHjjB27LjhNuUczjlVVRjpU6JoKDpNq/soPNQSho46vvh8J922MAazocrc0ow5KJmf/fA+wjVgK9vDP7cV0elhR+HujY/OUcZ6dICC9/IKsaSHX9ap9pTtZd3xbm56MhnNeS49JHE2//VUKp1GI6c3Po8lKI0lU6MRB2KnKo0jXBE2YQEpI/9NSV8fduzYbVbMJjNmkwnsOP7fbKavr9fR+W023LRumEymK1oxVQkC69auZduWLdywfBlarfbcCHkw2AGrxYLZZMJkNskqtmS32bHZbJhNJswmk8PhywDJZsNitmC1WTHL6J4JgqMyscViwWKxYDKZsduHZgFJqVTwo4ce5B9//xvvvfsut9955wXhB8lmx2IyYTabMZlNQ2rb5Tj7DMilHcFZpypqSZ6axhefbePtTDtWUz8N5fkczW1k4cOPMnIQU3XRwxcfqZsD27YT7q2iPncflZUKDrbW0N5Rz9HMPFRR7uw9kEt/5PjLC8db2vn8lbewx99Gcrj2or8XFdCQtY9Ptpxh9r0/Zspob0RzF4WF1XiERRLipaGr6iQdnrEsnJ2CShDQ+gew9Lrrzh0jfEQ4vv6+PPTQw4hXMaZ09PBhTuXmcP2NN/DU00/j4+Pj9DHqamqIT0wkY9rUgWmbPLDb7Rw5cpgVK1ei032dgPjwEBwczKGDh7j++uuRZFZOpb6+gUmpqUxKnTTkKU4dHe28+sqrBAYGMXXa1AvOX1tTS3dvLytWrMBjkPH+ocJkNmOXUQaD0z1KHzqe+XN6+GL9Dgoq6ujBn5t/fB93rJiC2yCeackrnEnxQbzywftsauvCrAlh3pwJnN6RxdSls+k7s5OX15/hZJGNe26JRXmZgH1DzhY2nhG4b3X6BaNUbCYqCrIpOFNIdtZpRi24l3tumoxWBAyt7P7kDerdo5iUNAqhvZYJN97FktQILlllGxxln69iJzcajaz59/P4+Qfw2OOPfyuH6jBMQBAEWZSlPp9rIudRhjYO5337wR13cOTwEerr67Hb7RfZIiDPdhWQR1T8LN/qNR0UP5UfxU/FbrUgSI5D1BQWIMTE4nnZmy4SO/MWHtSHkl3aROCYKWQkBXA6PhH3yETcmk/wflsny384n/kTQrlcONVg1rLk3h+RMdLzwmfEaqKtvpZOqxvTbv4R6WMjvtw+pvZlQupETGdqaWzqZMy4WSwYN/Jrb4bNZjv339ValbXZbExMnURa2mQiRo68ouNYrdZLPgTDic1mw263y3KL7Vnb5DRlPMvZfjYc7enr68tvfvtb/Pz9Lurn5z8DcsMmk1DEWQbhVM0UHdpJkSGEObNiKd6zjfy6bkRJQhIdq4TGjhryKpQ88Pso9MrBSPeJhCdMxDuiH5PJSHV1A3ofDQV5p0mfPpUfPzl10BcQnnojd17Kz0laEqcuJVl9iUivpCdt8a2kDYPok9VqxWDox91dx6M//vFVOaacnKmLa5sxcWMAaG5uRqPR4OHhcZlfDD8Cgmxi9jAop2qh9PgutnWOJ2NmDCc3vMabpyAi2BPJMR/A0NFIn/tkBvW+sJspPbqZD9ftp91gc0xdJZHuylM0Bi8lcdJ43LWDj1t+3XQdUUI1iB1eQ836deupr6/lnlX3otVqh9scFy4uyRuvvobey5P7778fQYb5vHJmEE5VzaQbVxNh1uMhapi4cCUeC2IZO9oLSXRE8qyGTvJya3C7bOoT0F3DBy+9yAnzaCYmROCmFEEAL6EXpd5z6FWzh5ATmZn85dlnSUtPl+U0yoWLs3R2dvL++++TkZFBYlLScJtzTTEIpyriFxGLI3uyk8ryBsRx04iOCr/gryKj47BJg0jUt/bTJYTxyB//wuwIzXlf9FNSVI/2a4ee1za1NTX88fd/wNfPjwcffsglDuxC1jz08EMcOHCAl158iT//5c+I39Pn8rvAaZHqksxDHMsrv+ib9pY2jIMJ/OtDmTNrIobmOjq7uuju6qa7u5v2+nrae4zOmXON0Nbayv8++yx1dXX86okniHYpArmQOSFhYfzowQfZuX07O7fvkN1CqJxxcvXfjeTpGWwrPc6m3SJ+7ipHkNjcwYljNSx+9C5GKC4zWrXZ6GvI4pVPD3M4MRyF4EhV6q3Np85nLn/9fQweyC8WeiXU1dVRVFjEf/38F0zJmDLc5rhwMShuXL6MTRs3cOjQIcYnJ6NSqdBoNJf/4X84TjpVGy3VhRzYeoaCglx8dSoEQcTQVkO7KpX5g6mEKpqpa+hB76nDbDJjE3HkWio0aNVKmWVbXh1Cw8J48qmnSHc5VBfXEBqNhl/86lfU19eTk51NwekzZGVlMTElxaGB4eKSOHln1HgGhDL7pnQSRriD3YbNDua+DqoaFKgGs1Al+bJk1S+4MSyGEE/1l58bm8jMa0QrA/m9q0VpSQlKpZIRERFMmzF9uM1x4cJpEpOSyM/P59WXX6GyvJza2hpW338/111/ncuxfg1O3hWJyTc/yhwPr4u+aautRi0NRuBZIiIhCbBjMZux4cgz66yvor1biep7MvOvr6/n97/9LbNmz+Gue+6WpWSaCxeXIz8vjz//6Vnq6+vRarVkZmbS2dVNxtQMAgIChts8WeKkUxVw16kpOLiBfScK6TarGJU0iYz0FAJDwy//cwBstJRns2XrfurbjUhKAavVQkPhcZoDljJxciKaa9z/9PX28be//IX8vHzuvuceV4DfxTVLcUkx9fX1uLu7A6DX6ykuLKSwoMDlVL8Gp2OqeZvf4H/+36f0af3w9faktq6B+oYOli+fR7BuEN6wv4G1b7zInioB975aGoQgooPdaO60EZ4WgcaZ6b+hlWNHTtDcYx7QnrQjCAq8wmKZEBtIyckDVLSazulSCqKI1juCtMmR1GQepai+C+GchKGA0jOY1OQk9E5sPvgqJpOJ1199la2bt/DrJ59k9pw5ruRpF9csYaFh+Pn509bWikqlwmw2o9FqeO3VV1EoFKRNnixLse/hxDmnam/kszc/xBpzHT9bdT3RIR501pZy7PBR9h8byQ0zY1FfLq7a20Jpmzurn/otKcp8Ptjdwc13LcaQ/TnvHu/HPJjFrgHMFYd54YU3EXQ+aJUSgijSWVdB4LzHifHv473n/49qZTB6tQJBlOhtrECMv52UFDUfv/gC+SY3PN2UCIKAubuBDn06sQnxeGgHJ4x9Kfbv28eaNWu47Qe3cfOtt7gcqotrmoTERFb/8D4++fhjWpqbiYyKImPqVAoLCjh9+jSpaWkAdHd3XxNbWocCJ5X/rWhDE7n7/keZOkYFQGBAEDGxbvztH4donzmGIABzJ819Gvz06ouFgDxDmDElicYzOfTOncgI83O8/54BbfVOdhUEcfNtCzl//eqb6O6xkjRnJRnJ0WgUIgqlkW1vfUBIajxKWw1hyYtZmJGKXq1AoYSDH7+NPS0Zd0Mf+jHTWZ0xER+tElGpomjHOxTpU/HRDUa74Ovp6+tjydKlPPjww65AvotrHq1Wyw8fuJ+wsDA+/+xT7l29mvSMDOrr6tC6uSFJEt1d3ax5/t9ER8cwJSODwKDA4TZ7WHHuqZe8SZ4YR21hJkVSwMDefxF7RzklBSfJys8g2l1BV94eyvwXsywtCOmrXlXpx6wZCfz5uc2Exk8kZXIcG/7nDcraYfKtK/EaRMG/s2hHpbMqKQCvASdsrDmAImIKs8cFobGouXnVWHy9HM7f3lXIPu94FqWPBmUPK1bdTZDPQM6dqZHsHaEsXJiK2xWWqF6wcCGz58w5F4MaCuSotnTOJhna5sI53NzcmDFzJqVlZUyfMQOFUsnoyMhz3xsMBkpLStm0YSPbtm5l3vx5TEpLIyQkZEgWaOXW/52c/vdRcSqTT/N2cTwixCFmIogYm0vIqTRiXvP/0CnsVOflkvzjWZfWjbH0UlzXTfLshYz2UeAzehE/+bkPtUYvxk9MxH0w5QMG0PoGcE6SxNbL5k934pV8F74KO4LSG98vv+TwunVYwmYTopdA8CLovNHwme2fUqeLZWWQ+pKjVI1Gg0ql+tqRZ3d3Nxs3bGDmzJkEBQejUqkGfxFXyNmEbLnFtc4WJNTKcDuuRqM5V8hObqhUKtRqteza0w4oFYpLOjD/AH9+87vfcnD/ATZv2sgrL71MZuYJfvpfj+Pv7/+d26ZSqzEbTbLJcXdS+V+DUiUyMiGFmFCdY4+rAPboWJJnSVhMJuyA3tz99Ys9phY++dffcPvBGhYPDDEjJ0wlEjAZ+rFIWr7NYLGjYB+ZbX7cPy7sIvFhc8Nxdp02s/SxJJRfHTl3l7D5UAOTV92G2i6AAL29vdTV1mK1WhEliZKSEmprazl27JjjzTuwZU+n06FSqdiwfj3P//t5LE+amZiSMmQPhCiK1NfVodFo0HvqZaX8L4oibW1t5OflyUqNSxAESkqKaW5q4nR+vqxS3QRBoLq6Gn9/f7RajWyyRgRBoKmpmdraWs6cPo36EruqlEolU6dPY0TECNavX0/+qVPk5uQQGhaGzWpFFEW0bm7YrFYsFgtWq/WqXJ8oilRXVeHj7SMb8T8nX9U65t39GPMCkwj+hgoZ9sZ8cvs9L10NUqkjYXwSJQ2FVDZ64qdzLBTZeqo4mNvOpKlp+GicdA62Trau20Vwyt2EXFRm2sTez9YhxC4mwf/iHVvZ29bS7DOO8RFe53xxV1cXmcczMRj6UalU5J3K48jhw3R39yCKIna7DQ+dB7FjYsnNyWHTxk3ExY2hs6uLo0ePOmf7FaBUKMjNzaWhsRGL1eKoYTdkZ/96BByixrXVNezbuxdPT09AHrYpRJFTeXnU1daRefy4Q6x6uI1iQL3ebic7KwurxUJ3d5dsbJNEkfqGBnKys9k/aiQ6Dw+4hG2iIKBSqxk3bhwBAQFUV1VRV1vL6dOnKSoswtfPl7i4OAICApAkCaPReMXXp1IqyT55ksnp6Vd4pKuH03mqwZGXlwETAhP42tqGgojOQ8nRj5+jOn8swfqBra4NZyh3m8q4KanOmQTUH/2cnRUe/PT+uItiuF2FO/n0eB93/X4cX3W3lqZMPtxcyOQf341e8eV3nno9E5InYLFYUCiVgEB9Qz0zZ81EkiRsNhueXl5UVVayft160iZP5seP/QQ3NzfMZrPT9n9blEol2VnZxMTGkJIyacjOO1j27t1L2uTJsqpRJUkSgiQhIJCckiKbKSM4RoTZ2TnEJcQzceJE2cQKRUmiprqaosIiUlJS0On1l4yVn/1EEASSJ07EPFAYU+vmRlVlJZnHjlNaXMK0GdNJz8ggNCTkikerSqWS6upqNBr5zIaGPqgkmCktqEATEIqHZMFgsGKzWunvN6P0VDldNsjcWcJrL60jZN6vifH+yo4uQxMfvfoeioRbGBfifuGxLT1sev0l6vzSmR7ve8F3bu7ujImLO/dvm9VKX18vN9x44wXn/sPvfs/o0aP59ZNPEB0T45zhV4m4+DgSEhNJSEwclvN/E0FBQUwYEOKQE/2Gftpa20iU4T1LSEggMTGJ+ISE4TblAvx8/cg7ledoT/Ug03MGiIuPJ2PqVA7s28+WzZs4dOAgvr5+LFiw4KrYFp+QgOmajakO0NdWT5tBRWCIL0q7ie5eGx66QarXSL4sXvVLVoyOJ8gdDP0mVFotoqmVrLx6tIPRDziPuty9FBPL4/OSLgo3tJce5WSjnmX3T0eruPA7Q2M+e/NNLH50AV6X2XBgMBgwGAyOket5ixspk1KYP3/+sDlUcBQQNBgMV7V+1tXAOlBu2WAwyM6pGg3Gc6Wg5bZYZTQaMRqNsmtPg8Hg6Gv9/U47VXBUsF15y83MnDWTTRs24q5zx2q1ApCbk4Onp+cFGQXOYDQaZRP6gm/hVFvLjvDuGx9Tp07gwcfvJkLj0FhVRk4iIdxzUHv/RyUlUZG1l3eOZlPb1o+7Xxjj0qYzNTnR6beNyjeeH/50Lgn+mot+a9WO4PaHHiI5Sn/RdzbJk6X3PcakCcGDHh0LgoDVaqWxsZHAwEAWL1nipLXfDXJZ0Dgf+Vnk4qpwhX3NPyCAu+9dde7fPT09vPHa63R1dTF/wXymZGQ4XQhTEATZhErAWadq62D7Rx9T2i1iayukrs3OiFA3vPqKePXjLh57+Ab8LlsXykbZgY/5xwsfUdMDHh7u2M3Z5OaXYrrvh8xMCnFKTTU4Pp3gr/nOb/Q4/EZf+ju3oDHMChrcOVQqFUqlEkmS2LJ5M9u3buWXv/41AYH/2UnOLlxcKQqFgqnTprFl82ZeevFFtm7Zwqw5c1m0aBH+Af6yHDBcDuecqrGFuk4vHnzmCVrXP4/F7Fj68dVD1v5d1NxzHb7qy2zx7Ktn+9YD+Exazg+mjSPAyw27sYfS7ANkHT3BhKhAfK5g7/13QU11DY0NjRw+dIh//u3vQ5J758LFfwIajYaVt9zM9Jkz2L9vHxvWrePN118nLi4OP3+//wCnqgpgwvhwKk4eo7G2GXVVKUVdDXzy6nqsunR0ysvfAHNLHX0BE3ns0dvxPu/zqDhfyv/fJrp7rXhfwd77q4nJZGLdF2v58P33aWxq4sCBA5hMJp58+jeuUaozPABOAAAgAElEQVQLF1eRwMBAblq5ktlz5rBn925GRIxAFEUqyss5dPAQqWmpREVHX/K3Z6f+cvAZ4PQ2VT2p0yfyxScbOJKdT+/pv7Ozr4rSVndu/+UtRF6UI3qJE+p88FH0kpVVSErcKNwUIobOBnJ2fU5ppxtq9WA0WYeGkydO8Oz//A91dXUolUr6+/uZOXvW1zauCxcurgwfHx+Wr1hx7t+1tbW89sorbN2yhTlz55AxbRqjRo26YBFPpVJht9kRZbKRw8ltqlb6pQAW3XwTAeGjqaiqptMSz7L0+cxLCaS04AySPoBRIb5fewjBZwTJI914+80X2aXXoxJsdDXXUlnXx4zVv8bbXR43BuDwoUPU1dWd28cviiJlpaW0tLQQFDTIgKwLFy6+NfEJCTz0yCNs3bqFN157nS2bt3Dd9dezbPlyNFoNXV1dlJeVYzaZaGpqkoXGq3NOVbBwfPOHmCImExwSxbz0xYwM9AAM7Hz5b3x6spmIMYmkz15ARlL41yw4KUmav5wlXb18tu0oDW09KDxDmXvXKm6ZPxYn9FS+c7y9fZAkCbPZjEKhwNBvwN1dJ7s0HBcuvq94e3uz/KYVzJg1kwP7D/DZJx+TmXmc62+4gZaWFl596WU2bNiA1Wymrb2NBx9+mLCwsGGNxTrpHRR0lB7irc+OEOKtQRcYxYrVDzHdI4uX3tqI79x7iA7Xkb1rG77+txAfqLt0BobkyYxbHiH9urvo6Dag1XvjoXVCSWWImDN3Lnv37OHI4cOYTCZCw8K486678Pb2vvyPXbhwcdXw9fXlhhtvYOq0qbS1tuLm7sZHH37Ii2tewGR27Nx6/dXX0Hl48Mtf/WpYNR2cGxda2jFKIWTMX8CylStIjZA4diCH9sZaujyiuP3++1m+/Fam+rey+3g51ssITqvc9AQEBsjSoQKEjwjnV08+wU03r2Tc+PH8+qknuP2OO2QlwuHCxX8Svr6+RMfEYLfbOXrkCCazCa1Wi1arRaFQsGfnTmwDmwqGC6dGqjZTOwZNDHc+cDcRCqBjBH/5516qYnQINgtGowVQ4Ku3U3S6HPuiBMBGTX4mDVIEybGBlxZZkTGxsbGsWLkSf39/Vtx003Cb48KFCxwJ/2FhYQBYLBZEQcRkNDJy1Khhr7bhlFMVNYGM8OnikxdeI9xXTV1RFuUdOrZvPEFHXx+nj+1H36Rl16bjKBLTHLsvzM2se+s1zNN+woSYQLD209jag5evH2rFVXCwdjs2u53z5Byw20G8qLKrnf6ebqySFt1XRsb2ASm/bzqHJElYLRYkVzzVhYthRxAEbly+jNzcXHKys7FZbUyYOJG7V60a9pmkk3qqetJmTubUSx+ydm8jSv8xrFiRQf6GJm64Yynh5tN88PJhitp9eHjWWCRRAKsVC+4EBegQRQHo5uDBTGZev5gLdxD3UHCmgdDISDxUg3S2XeV8/OkW6rutKM9pBoj4j5nMkpnj0A4Is3bVF5NfUEl7r4GA2DSSo/zB2kd18RnyThVhD0pk7tRENF+jO2Cz2bDZbLLZW+zChQtITEri6d/9jldefgmj0cg9q1aRNnnycJvl/N5/3+jpPPZEFMWVzehCYxnpr2F6/Gj6PCMJNpejkDyZNyqNOXE+joCtKoDrb7me48UH+bgqCzdzHVt25tFm6MfvbJK/IGBtOcPR5hAe+8koPFSDe9P0lx3j80278Q0OQ6sSESWJ2vyT+BHJohmOv2ko2M9nGw5i9wonMiIUndahqWq19lFffoqPnl+DKeNhMqbEoxFdsVIXLq4lEpMSmTtvHjabXRYOFb6lSpVVVOMfFIjN1ExFhQ1rUx47d1Zyy22zWXLrqItOMTI5g96eDWzYvp+qygrOFDfS1t2Jh0pyZAcI0NdYhiHmFpwRqeqX/Fn58BPMnhiFUpJQWRt5e82HjFqQiptSpLviMC8+9ybSuBXce+sCQnRfxlokpSdjp89lzBtvkivKZ8OBCxcunMNoNGK32bFarcM+9QennaqdqhNb+GjtHqrb+hAlCVGw01p6ip6IG1i0fAZ6t0ttMVWSMH0ZIxNSqa0qZvuBQpJSU/HVaRx1ruw2DG1VZNWKFwlJfxMeUelcl6Q9dxGNx4/R7j2OlZFeCLYeNr/2Dw62j+EPaRHUF+UjjI4heKCEiyAqcdMF4OXhxmWU/2SPnBR6XLgYauTW/51UqWph7VvvUKyKYYRHPyVtEimJEfgorIhjx+OjEr7RJbr7hhLjG8qI+GmoLa2cKSynqcuAysOP2EkLGZPci6Qa/Mqd8vzaR8ZG1m3JJ27ZI7iLYKg/xbqtpwlfuoDaE7vIzMrH6JXAqh/dQ2Lw2fxZMxbr5WOlao0apVIpy6R/uRaKE0XRUfhPRvWpzqJWy7c9lUqlLNtTM5CyJNf2vHZFqi1GcAvj1keeYpZ/PZ98ksmMlTfiV7WBp98roc00FTfF5YUNrK0FrHnpJfbnVNBvFVBpPYhJmcs9d99M1Lcsvll5dBsVymiWR/siAJ01uZR1+nPHuCiiRnrj7yXwp2fW8Lx3NH/78TzcpIFOewlj29rayMnOxmw2n9uaWnCmgM2bNiGKEuDIFvjmV8h3jyiJnDl9hp6eHjo7O2VV+A8Bqquq2bJ5Mxr1IAXMhwBBFCgqLKSosJAtmzcPFHIcbqscCKJAYUEBVquV5qYm+Sg0CdDa2kZpSYmjPWVUukQURU5kZhIVFS2XZnTSqSqDmTd/Aps+fRPfW1YSIVXxj2f+G0VrLlkd0fRYBnFZlk52fPgmx+slUudeR2iAJ5aedqrKCtm69yRBN6ajUzrpHPqr+HzDcRKW/QLvgZGuxdCDQdQTn5LGuBANjB1D+cH1rNlzmK6H53zpVC+BwWCgproGg8GApJCora2jsbGR0tLSAcdlR5IUjnpHzll6VZEUClpaWlAoFbjrdAhy6VWA1W6ns7OTyooKNFqtbGwTJJG6ujpaW1upra2Fy2xQGTIGOlJLawvu7u5oNGrsMrFNkETaWttob2+nsqLSUXZcJlNuSaGgqaGRUaO+upYzfDi5919iTMpEdu1/l8Z2kVmzp7P94L/IavVg2R0riNBd3slYmssp6vXjx08/zIRQ9y+/6Cvg368dpqMnFfev1pq6DKc2vUOuOZo/jg87t9DlETgafz4gv7SJmSEjABUeek+8fXz4UqFQg1IUERUqNIovA9whISHcefdd5/6dnZXF7p27uP+BB1AoFNhxVJiUA/39fSQkJjJ9xozhNuUiCgvOsGr16nOCNHLh6NGjHNx/gNX33TfcplxEf7+B1LQ0UtOcL4D5XVJbW4fFbGbV6ntxl1EhRwC93gObzX6NTv/pYe/WQ4TPvpkpI9UoNOP5rz/+lQ6TgkA/z8Edwi6h9w/Ex/38U9tpqq6lvcfk9Auwp/oAa94+Qsoj/yRYY+fsK18fMYVl8yPY/9kXTPZfip/UwulGLYuWzcZTkrBb+misLaKkpp5qSyEFxdXEjgq7qJbVWVRqFQpJkl2sSxTFc+UkZDNdxLF4IIoiNpttuE25CAHHfZNjjaqz/Utu7YndjjBQSVh2CAIgj3Le4LRTNXB0wyd0zIrluqmOn6r1vgQCXU2NKP0D0F6mIygCRjBau523X3qZuJgRaCSBvtYqju49hDL1Trw8nJtSN5UUoIpfwHXpERfWz1EHcttjv8D87jayTmYRpDISMfNOFs2PRyEKWE19VBcVok+YzFiVRHllPeEjQi/pVM8m/9vsdifFEr57bDYbdptNdg+h3W4/95/csA3cLzlybqOJzNrz/H4mN2x2eTl6J52qOykzZ7C/IZuDx7X46FQICNjNnWQeLmPm6psJU1zGKSo8mTp3LiUvv8anb++gq7cfKypGJc/j/uun4uFkPNVnzFx+Pi6A0EvosHqOTOWhn0ZRUd2M6OZFaHggZ+t6iio9UeNm8tDE+Yg2C1aUeAyicoEskdHD58LFUCMgyGic+i3yVHvbati/IYv8vBME6tUICBjaq2kWJpCxanAXpg0Zy/2P/5zkzDzq2/vQeocyIW0SAW7OOwev4JF4fcP3kpsPkbE+F30uiCq8A1wlUVy4cHF1cdKpKhGVKsbPXk5cmNvAVEDA3BdObbsHCie2Q0keoaTNCnXu9C5cuHAhc5x2qtPv+BnzvQP4qgJqc0Up6ouUoVy4cOHiPwun1108tBLH1r7De1/sp91iA3s/pQWFqEIj0btiey5cuPgPx0mnauLwujd544O1rFu3kYpOGwgi7Wf28fm2bPqt8gkWu3DhwsVw4JxTNdRx+Ggdix/8FTcme9PdLQBq4kMEtn76OVW9Vhmtwblw4cLF0OOUU7ULSoJHRjEmNopATzVWC2Dq5MjRbBqaWukfzDZVFy5cuPge49RClaAOISNjJDs/e4czWceh8kVy7SVs3pzFuJt+SYSTifsuXLhw8X3DudV/u53AqIlM6OimriqAqpIj1BjtJC97gFV3L8DbWSEUmSG3XSwuXLi49nDSqRrYs249XulLePSpxRg62rAo3fH3P1+kZAjprmb9hh3Ud1v5UslPxC86hXkZSRdsOa3M3EmBOZRZabGoRAFbfyt7N66ntN2CgA2r6MbEmUuYMNrbqeoDLly4cHE+TqpUQdGRTZRVm5mTkkBYaCjR0cPkUAFD+RHe/2Qj+sAQ3FQigiTSWHAKvwWhzJ6SyFlxlf6mXF569k/UjLufjEnRqESJvuYCNny2EYNvKGrBilXpQ2SavPYQu3Dh4trDyeR/BZMW3kyM1gdLVwOlZ1qoKclH6x3IqNEjCQvyQzWEtUn67F7c8MOfMXNiNEqFiJo2PnjhfUbMn4T7QCVVe38zB/fsp6i6Hf0k5Tlh6Y7WekKm3Mldd87CTSFgtdrR6jxco1QXLlxcEU45VbtdImH6dXjotWBs5cDWL3j/nU853aZm0Z0PsvrWufgOoVPVRU1h2Tj3cyIpbTl76fRNZnKMz7lyKaf27qDRPZJx0UFU8uVItLupEZtbHO3VpdQJHoyOjeRaDQnLUTnIhYuhQm7937nVf8FK1rb3qTQI1BedoaymGXxjmJoUTkxEEOohrqCnOl/82NzMuo1ZRC9+EJ3g0CRoLzrM4QqRJXdNo/Oz56gQRKSBoahgU2LpKWff9sOcLqpBHzuNO+9YTqTfxaU/FEolKpVKdtqbAAqFAqVSKUudV0mSUCq/uqF5+FEolUiSJIvKm19Fru15tqaXHNtTqVRiMVtkk3nkZEzVRuaGN1lb50V0VAwTZixh0qRUUuJHDLvOaG3mDorto1g8JgBBEDC0l7D2iwMEzrqTEI0Ng9mKzWLGaDChdlMTnDSTBUG9CBYjAbpN/P35f2HxiuDJO6egslvp6OzEarWiUChoamykrKyMM2fOOJT/7XZUKhXu7m5gH76mVCgd5VSaGhtpOlvTSC4vbQG6u3toaGhAp9PJxi5REmlpbqars5OmpiaH85KDbYLjRdTS3ExTYyPNzc2Oz2VgmygJNDY20tLSQmNDI+4e8mlPhVJBU1MTHjoPuZjk7Oq/jaAxU7j7lhtZmjGOAP2Xozpzfx+C1s3ZIO3VwVjH2vVHGLPwcXzVDvdel7WHw8WtTIk4ytpqA4WNXTRwnC27g5kzLwO/sBiSwxw/nzBpPKV797D1eDaGOybT09bK3r37MBqNqJQq8vPzyTx+HHc3d0RJxG6z4+buTnBw0PBpmdodlVTzTuXR1tZGf79BVpqSdpudqspKtm7ajKeXpzwss4NCIZGbm0tNVTW7d+6SjcDxwPyJnJwcTGYznV2dslHZl0SJhoYG8vPy2L5tGzq9hzym3APPwInMTFJT04bbmnM46VSVzPrBIwSMCOWCiZOplQM7s4hfNJuAYVCqKtj2Lpk9I/l9SgRnIxDagDEsXuyDxWJDEDUoJQmFSo1yoPTChdhR6XyJjY1EIwj0Swr8fP2wWMyIokRIaAjxCQkkJiUiihJ27IiCiLtueGsvSaJEcHAwISEh+Pn7y0qrWhRE9J56QsPCcHNzk43DFwWRwMBAerq78fX1QZDRNFsQRIKCgwkJDcXP11c24uMCAqIoEhwcTGhoCGqNVjbtKYkiISEhqFSqy//xEOGcUxWVBI84q4Fqp7utkaqyQo5uX8vOYm+eWTATvqFK6XdBX90xXnhzP+Pu+yuh2i9rVAUnTuWGRMff9HdWkvmyiRqvEaRNnoCfop2dn2yjz2c0UaG+0FFAd9h07rh+ChpRROvry8zZs86dIzQsFAFYftNNQ3ptg6GiopyksWNJmTRpuE25iO07trH0hutlE+s6i3+AP6IoMW/BguE25SLKy8pImzyZpLFJw23KBbS3tVNbW8vCxYsRZRaL7jcY6O/rl00/c3q2bu1vp7SgkJLiArJPZnGmrIaWxgaksIXDclGNhTlYRs7khqmjL7kbymbqpCj7OIpRSYxQdXK6pJ7gZB0NJTkcaymgPmEM/t6eLLz9TsaP1F/yHL29vRgMBlkWijMYDPT29mKz2WS1uGG1WjGbzHR1duLpOciikENEb28vJpPJ1Z5O0NPTg8FgoLu7G0+vb6q1MfT09fWBXTZh3kE4VbuN/p4u2prqKDqdS1ZWLiUlZRSX16AOiGHarOuZNH40bZXtaIchydMzagb/9bNARuoufSmCpCU0KpX7nshAsFkQ1XpQeHLTQz9jXHEZZpUXYSMj8feQ18PlDHLcWnvWJjna5uLbI8f2PFtNWC5c1pPYjW3s//wNPt92jMZuEx7+I5iQsZCRI3LwSP0hD14fD4BxfBfiMMRTfcJjuLgC1ZcIkgq/0BEXfa7W+5M40f+7M8yFCxf/kQxipCogKRQIkoqQ2AnMnT+LtIkJlO7soUavPfdnat2lp84uXLhw8Z/EZZ2qoPVlzg8eY/LcCgpKq2hqaeLk3lryThRgHjma6nhfwgLcqC4sxzsmCg8ZTg9cuHDhYqgYdCDRPWAkEwNG0tvWQG1VJea+CdS2lLNjUztaoZvCUhv3PD0KnUIhm1U4Fy5cuBhqnF6dcfcJIsYniJjxaXQ3lJB5Iofsg7vJqwrHIo9cZRcuXLgYNq5oydsjKIpZS6LISE8ibH0+bkO899+FCxcu5MZVySNS+cSw9MYAJHHoV/9duHDhQk5cteRMrae8EoJduHDhYjiQz5YNFy5cuPgecO1uIwKwW+ju7MJgtp77SABElRZPvQ5JAENXC83tfaj1vgR4XyiAYjN00djSiUVQExASgPobYhdyDWvIcYeLiytDkGlvc/W1wXFtO9WWAt586UMa+gWUkggI2CwWgics4u5lU+itymbXroOUVFTRYfVh4W23Mz0xDIUAxtZK9h/KwqrW0NNQjdEngcXzp+B1CbEbURQRFfISkTiLIAiy7ewuu5xHFEVZvsEFQZClqPdZBEGQzcvomp7+91Se4mRJM2o3N3Q6dzy93GkszKa2V0Toa+TwngN04EHEqAh6Tm/m2b+8Tlm7Cehh67svseNMHyMiY4kZqWXbG8+x7kgZlkvsIe5o76C8tExW+4vP0tLcQkd7+3CbcUmMBiNWq/XyfzjEmEwmLGbzcJtxSerr6x0CITKjv7+f4qIizBbLcJtyET09PbS3t8lGjvCaHqmaPSJZ/YuZZMQFOz6w1vKWpGXc4mQUtnr8xkxjXvo4NMCs6H4WrNpEUctjRJuyeW/dQab+6hHiIoMhMoyUN9/gs7W7WZIWga/6wjdydXUVRw4fkY1o8PnU1NSi9/KUnaoRDKh79feDt/dwm3IBXV1dmGToVO12O6fz80lNSx1uUy6ip6ebPbt309/fP9ymXERXZycNDQ2yGfTI6yl0Es+olC8dKnBm63pavMcyxl+JpB9B+oBDBUd2gl9AIJ7uKuwdLTR39NDT0z3wrZL4SG8aqsroNFz8vjMajbIcPYBDx9hgMAy3GRdxVjnIJsORqkWGoy1wOFWTyYQoym+abbdDd3e3LAcWgiBi6JfPM3BNj1TF8wWxu0vZcriR1NW3obILXxFNN3BgywlGz1tCnK8KUR9H2mgd299/hWT/mwn39aCsvgtJISEKF4e0FAoFCoUCtVo9BFflHKIonivKJifOxnoVMiwUp1AoEEVRdvfsbLFESZJkN+uQJEm2hf9Emd0vefWqK+DUrk10+k9gbJj+oioU1Uc3cLg5mHsfWIyvRgDNGO77ycOY3tjMlk07mZwcypH8VkImReKpFenu7qK4qASz2YxKpaK0tJSOjg7W/PvfKBRKbDYrer2eyKio4bnYAVRKFY2NjRhNJo4ePToQqJfHFMhuh+bmZg4dPERYeJhspmaSJJGbk0NtbR3Hjh4FudwzQcBitlBXW0vBmTP4+vrguGXDb5skKcjPz8dsNpN5/DiBQUEgk/ZUKlWUl5XJptYYfE+cqrXtFJ9uK2LSQ7fj8ZWtst3VuWw7XM2MH6wiI+rL2N7ojJX8dvQEiuuMqLqO8I7Zh3mzJqNXiLT09lJUVIjRYESlUmE0mvAPCGD3rt2IgoDVZsPHxweTyYQgDN8bUqVSAnYM/X0UFRTKxnGBYyprNBkpLyujp7cHu00etkkKkaamJro6OiiU0T0TBAGzxYxGraaluZmCgkLsMplqKxQSDfX1jBo1isqKCjra2+XiU1EqlXR1djI6crRM1v6/F07VzL4P3qDeL40psd4XjFJ76vJYv3EfnuPmMT3Bj466AgoaVUwaNwpJFPAIjmKMUMgbH+wncOpyrp8ahSSAt48vc+fNO7f4ExgUhJeXJzffcutAWokj7qrT6Ya1ISVJoqamhpiYGNLS0xFllip0PPMYy29a4SiQKJOHUBAF/PwDOHHsOPPmz5NVmpAgijQ2NDIxJYVx48fJpj0FQaCurp6uri6WLF3qKDkuE0RJxGA04O7mLptCide8U207s5XXNpax+A8/x+u8UaqhpYDX/vwMG0o1zOwxUnFsPS2lpyDlAZLHjaCjupzSihKyDx2mXDOORx+8iwid4wFTqVT4+fmdO1ZAgD8+Pj5ERQ/vdP9SeHp6EhAYSGBg4HCbchFuWjeCQ0JkF4v28/ND5+FBYFCQ7HJWfXx88PPzk117Wq02vLy8CA4ORqPVXv4HQ4iPjw9mk9k1Ur1adDS1E7fwDuYnBlzwojL3dmDziWW6nxpbbw99divoo5mVEY9StNJQUUJRcS26qKk8OmcmIy6V9T+A0WiUbeE/k8mEwWCQXUqV1WrFZDJjNBhk51RNRiMmkwmr1Sq79jQajRgNRtm1p8lkwmQyYTQaZedUjUbjNVb4T+YET7yBn03Xo/rKa8pjRBqPPT35a35lIXRMCuEp89BrL38LfH19iYuLl8107HxiYmMJCg6W3YhLkkQmTZqEUkb12M8SGBhIXHy87O4ZQFx8HH7+frKzzd3dnaSkJFm2Z0REBALy2Vko2OUSqZcxFosFs8mM1k1eb2hw7HSRT6qLjZoTWznU4MfSxZOw9/bg5u4um85+FovFgslkws3NbbhNuQh5teeX2Gw2DAYDWq1Wdu1pMpnAbkclkxnRNT9SHQrO5qmexY58tmdr5TQVM7ZweNvnPLe5iS71n1g9N0429+l8vmxPObWkA1m153mIojjwEpLHGMzU10pLt4qQQA8k7KCUh0OFa3xH1VBj6qrj5KFMWvptw9K1DD3t9BjkkWZzAXYbfd1ddHYZGD1tJTen63nvH39lc07tcFt2Say9TZw4mkl9p0EmLsJBX0crLW1dyLCFARvN5ac4mluJWQbpcb2NWbz+/Ntk5+Wye/9xWnstsmlLl1MdJHZzO4e/eI1/f7gf4zDkD9qNzXzx4l95/v1d9Jx3+q76cvLPlNA9nFvZTa1seP0ffHism4lT5/HIE0+xIKSB//fnf3O0snMYDbsE5m6Ob/2AF97eSKt8djbSXHyMTWs/462XXuCdtQdpM8rLtXbX5fPBmr+zJbsZmwwihlqNksKdr/Lr3/6DMx0SSqV8qo64nOog6OvtxWQ0YlW6oxEsDMfO8b6mcsrLy9jw+r94d2s+VqC97Ahvv/wiz/39r/zfK59R0zV8e9rNhn4sNgt9fQbwjOGRJ59kjOEof//HG5S0GIfNrvMx9vRgNhsxCVq0SrBa5LFkbOmr4cC+HCS9N71lh/nw4x20moZWM8HW38jmjz4iq+orL0GbiV6DCaPBiLvOHZvJLIuIicYrijlzx9NVdoa6DjMKpXxcmfS73/3ud8NthHyxUH58M++uyyR07FSSU9JRV+ylTJtAXJDbkOYaW8wiMWnTCezJ5o2P9vL/27vv6CjvO9/j7ykaTa+aol5GvY6kUUcgwDSDexw7vW0/u5vc3T17727uuWU399xzkuzm3Gzi3jBgmukdhEAgEEhCSKhXkFDvvY1m5v5h4tiOk5O1JSHs5/WfQGf0nHme+czv9/01oz2WvpunaPP4E2n2Unz0fRpnjKQ7YlGudKVcqiIxaz2pwS4Ov72LHlkocbHxOCKVXNjzFrfH9TjTElA/tLGXRbprL/Pe/kuok/PJSE1H1V9FhyiA+GDDQx94GWsu4mKbkWe2xTM3JyHWmUtafCi+K5gTvXVFvPxvv6CwyYUj04FJKcU9PcDlQ+9xtcNDdk4W6RkR3LlYSkCaE73s4e1eOjU2wiwygmLSSQ12ceCtvcyaE0iNsbEalnIIofqpPEwO9dLZVsfZ/bvZd+Iyg7NijJYAQi1z1DfPER8XiI945R4rH6UGrc5AotPBWOUJdp24gSggg7/5+++Tn5tPlGqQ/e/sY1gZTnLUB2uzJRLJij34IrGY8dZrvPPq65y71Udkajqx8enEmSd5/5299MpCPrgu9yISH+mKfiDnBps4uvsd9h4q5P7EIjqjjXjbIhWtcyQnhiB9yKE613OL/cdKGZ6bxxqXyxMbU1GI3TRW1SPRG5FLl7tr62V8ZBJLiIWaswepGtWQ4bDTX3WBt958h6KyFtwKPbawWCT91Qwroiq7qJEAACAASURBVAg3Kx7CAiYvwx3VnDt9gfYJOYmpiUQnJaHoL2PXwWKUYbGYxJPc7RxBZzY8tPsqhOqnmWrjtZ/9gpt9vqRlZJIUqqSmpJAr5bVMu2UMDQwR5XCg9V3ZOo53bpzBGQ05OdE0Fx6gbNjIhvxMTCpfAuKdWKZr2LXnFCOLUrR+AVgNyhWZWzsz2Mr1shbQ+hGTFE/f9cOcrZ0iNSuD2JRMQmjl3Z2HGZgXoTJYsPppkazEAz8/Sd/wFHgXccksJEWbaL5+keLSKiYlPvS19xKemYlhhVtds8OdVN2uZcytwGJQIVd4OPvSz7g+Hcl3vr4Zk1xMX9053j5aQ1JWKlrZ8n85as2B2OPSifOb4OBb79HnYyM8xEZIVDwGVzeXzl/kTlMPbu8cYy4tjriAlbmHH+EeauJkYRVqvQ4fqS8B4SEoJArinQ6m686z9/Blmlvv4jFEkBDlj48QqquBl/t1FZRfvcaVxkEytjzPkxszSczIJTUukOnuRm7dKKOyeZC43AIi/FauBLAwcpeT+/dwobKf5E2byUuwUXH8Pa73yHA6k9HIpNgd4TRdOMldTyA52Q5suuVvTSy6F6k5/h/8/L1a8r76IhlxcaTYVVze9y5VYxoS4sKIjQ3jXslpWlz+5Oam429QsZSN/IWxHura+lDrjch+s1R5YZTiEwc5dPQ0HS5/Nu1YjyM1B2dyGO7hNq6XVtLU2ILJsZWkgBUs5cz2cXzXGxw4eoYrN+pQBMcSFRaFSTbGrWvXqW5opaXuNudOFCKOXc+WDPsK9Ih++/rmqBSCPK28u+ccluwneW5zHjl52YQaJbTXlFNRXsXdGS2bNmSgkq5sHXO25SKvnOrkscc3YJZOUlVWQUv3BIbQBHLT45kf7GBWFc72pzbjr3p4s0WFUP0I1/g99vy/n/DS/ioKfvSvfH+d/cH/iNFZw8gqWIvdpmXqXjMTxjiyYmwrs8rKM0XZ2ePcbJ/AGmwnKiYcs380cdZ5jr67i/sif8LMchDJ0Voi2PLkEyQG65Y9KKbvV7Jn1zHq2/uJ3rSDnNhglD5iNAHxJFjneP+Nd6gbcaPR+xMZE8/mp57BEWpc4kC9y77XXqJy3ExmUviDUPXQUXWV0vp+fJjg7L69tC8G4EyJwM8cRFr+euICtMyM9jCyaCLTEb4ipZzxvk5aassob5nDkelgobWYQ4WNBDuyWVOQTYDvNPV3amjtGMCYsJHvvLAVm3aF5l96FhifmkfuqyDMkYas8wpv7CnCmJBBbIiNoOgUCnIdGHxdtDV0EZaVS5DWd9mfsYnOKk6cv4UuPBq9fIHbRSc4U3yT8vJbVFWWc/XyNSZU4WRmOshau4mN+U78VnxQ4eOEUP2IubEBRucW6W+4QdOohuzsNPTyj34b+2ANiyPPoeHGjfvEpSeglCz/h3HhfiVnaub46vd+QEFGNKoHf9MUkUaotJ03X93LsEhPWEQ8SamJ2HQr80G8e/M4r73yJnUzIfzFP/454crflkP8IqMZvV1EuyeQNdlOUp3pBBjkf/D1Pov5tsv893/5FUOqONbnf1CSwTPCgdf34L/tr/jOV7IYvH2FM2ev4DbHkRCiZ9EjxT88hhxHKPW3q/GPT0EvX94utmusnXf/7Se8d3uOF/70R2zJTyPPGUPLxb2cuj1KYmo6jows1uTlkb9+E49vzcemWZklod7FWRouHeKNgyVYYpOxaLQkpSYwevskB4raCHekYFGKEavMRDtysbubuTXuR6rdb3kbFXMjXDt9kFde3sk9bwBZa9eQEKRjbl5EREo2GzdvIkrexZWaBdZvTEMpWR0zAIRQxcVQ3xDI1ai0fsQkZZIepebS3p3UzlrITItG8cFufx/2kqQ6M63njzEVnE64cbm+reeoL71Gr0ePqKuSkh5fHs9P+NgcuIH797FG2empa8ScUsCajBg0Pssb8nMjXdTVNzM87UZp9Ccuxo/qy+dpnfAjyxnzwXsF4HUhUYex7ZmnSAgxIl2mLx8f0ThVlW3cbbhJl9tKuiMaBTPUVVSjS8pA3V/HpCWDbOsA+/afo7u3nwVdIHarDqlGR8fNQgaV0UT7a5YlIGanJsDHl5nuBq5fL+HazUbMcVmkRVuQaf1Ji/Oj9ODbFDYMI9MFkBwXgV6nYTlu4/RAB31TUrQq2cef2al+Si5f4vzxI1QNKXE6k9Bq/Uh1RFB/bg+nSjsRyxVYLP6oFVKs2nGOnWwkISsZ1XLMD3VP0z8yj1q2wMi8klDTLCf3HmHKmMCmdbk4s5JR+fig1WmQSz34GCJJSwpFtoIDx3/IlzxUXTReOcG+g8cobxzEGhaJUSVFF5xIhHqQg7vfp29eCojQGUzIP5wL56Xi8OuUz4Sy1hGMdIlvptfrwTVwi5/+j18waM0gI3CefTsP4glNJjLAiEQE80MNHDp0Ga09gQTnOravT0EpXd6Han64mf1vvMbB4+e4XFyK25bC9h1PEK3o58C7B5k2xRDpr8LlAl+pD5bwcEzL3RVT6ZjvG8JmN1Fy+CgjqkgcyTFERccQop9n38u78St4kSfXBVFVeIn6+3Mk5q8jxl+LSOSm/vy7FN43sjUnCsmS3kcPE70N7Hn1NRpnzSQmRZOSmYd56g57D19FH5dGrL8OhTkK/dgdilvmyMzLIcymX+LrAFjkfu1Vdu8+iU9kOmGmD2rtU73N1NybxGLVoQ9OJjtOydnde2h1W3GmRqHRBxKuHODYqVsEpeXhiA1GKZPAfAfvvHoYc/oG7H5LXbd301y8l//YWYxfyhrS4+3EZ2agHrrFrn2XUUclE+QzybWLZ7hW3sC0LIiNW/KxqFbPXglf6lCd7qjh/PUavBIP1efe50oHpDlT0PmK8Y93slh3lENX7hOWkEJ0eACKD0PVRf/dduY0oTgTQ5a2HueZpuTIe5y9epMpbQZbNjiJDLfQV3aUd4+WMb2wyERfC6f376ddHMO2TVmE2QzLu4rDM09f3xDN109yvVNEYnIcsvFmDh08i090Ho9vK8A0VcVbO08x6haj9QsgwKxnBSojgC+zvXfwRD1Njr6dN98+jjgohZyUCOTuQd575WVaRlz0NDaiTXuGb7+4g8yEkAetGi9j3a0MEUB+uh3xZ76PHha9ok/Uihe5V13KpXOnOF5YTVD6OpLtQSQ5EhmtPMGBi21YQ/yRiMQo9DZytj7J2qSgZQhUN4NtNRzf/TIv7y0lumAb6eFGWBjlyoFf89PXCzE5CkizW7DaUwmVdbJ/1xGmVQEoWESq1ROZvpEnt+ZgkD/ohsyN09g2QFh8OmFW1RKG6gx9vf20Vd3k4ulj3OgUkZGVis5XQVx6KtOVx3jr8FXGvUYy16ThZ/Ana20+IYbVs+4fvtSh6uXm/tdos23jh997HlV/JcdOnaXHYyUlIQSJR4RM5kNo2nqe2pLzidqqlICoRJJiw9AoZEva/XENt3DgrVfYc/YO6S/8Ay/kBoJUTaQ9iP76Uq7dqOBObSOj0iC+8p2vEW9VLeFf/3QD1Wf46c9fp2XWxg/+7kc8lutkXX4GrpZLXGgS89iGbJISzNw6V4wnKJVcZxwmtXwJP2weRjtquXC+mN4p0Oj1H7SYHhDN9VPWMMfz330Kb0sRu47cQB+TSnxYANKJDkpvVtE3q2f7i18lPdLykS9BMebQeBxJEagUn62M453pp+pWExKjFZVMjMg9SV1lHW6dGY3KgDMvk7m6s+y/2I49PZ1gWwDOdDs39r/MuboZwqOjiE9LJcxvue7jIgNdPXg1/ignGjhb0kpYqpMQjYfe/jH6Gq5wtqyPhAwnNq0vQUkZSNsu8Pquk4xIrGSsySUz2c7HHn+5gXhHKmEBRmRLNANgYWaE6otHudGjoWBDAc5YDRff20XTvB+OlBhUci2+7hHqKspZCMxkx7YNJEQGoZGvhun+H/flClXvHLVXT3OrR0pUsIF7tTeZ0iYTqxmkccKPzVkWzu09QGNPHyOzCtKysshMicL3d+6bCJlcicLXZ4kC1cXwwDAihQrpwhyKwGgUI/UUXm/Cnp5FiFGB3BhMbl4mYUEBRCRm8ZVvfI20EN2S/HUAvDNUX7/OsFeDRf/RLfEWabx5kUsXC6nq86XgsTwCdL6IfHUkhau5VnEXZ34OerEHTVgGTz+9iWD9UgYqLEx0ce3sUd549XUulDXS3dvLrEeCxuCHRi5BrZRQfr0UW+pGCrLj6b15jIPn65DKFdhinGxYl8u6LdtICdZ+4pVF+PgqUMpln+l6J/taeP+1n/Pe9Sk2bMlGK4Xe+iJ+8ZOfUTllY0OBA5PRnzRHGHdO7aGocYpAsxp0wehcA3gtyWzakI11Waf/iNFZgoiMiScjJZjqk7s4WTlKypoNZDjTyXEEcuvIToraFolLjMUgmaWzdxy5XEbc2idYlxzyu6uURFKUSiU+SxSoo12NlFw8zcu/fINhYyqb1zoIjEghSjPIgZ37uDcNrt47XG728LUffIctG9cRoF4dg1Kf5ksVqqOd1Rx66xV2nqgkIDmT3EwHEaE6Kva+RpPfWr7+zHpGKi9QWtuJObGA9WlhS9oKXRzvoa51AJ3J8JE67CL1xUfZ//5JbrWM4B+fQUJ0BM6UCBrOvce52hmSUmLw8biQ6S2E2WOIjY7AuNQ1JNEcp1/6F945c4cFmRKT2YpG/sGHXaYNIC8/nd4bRzhzZ5rUzDSMSgmSuXFaB12kpCWilKkIDQ9eliWy85PDTIqMxAaraG1sZ2Z6mNvXr1PT3MmcR4pfiI3BhjvM6+1EhIThiNJz5u2XqRxWkJCeQ74zAZN2iWceLIxTc6OYs6dOUdY6RUJWNlFWDSM995mY6OfC0bMs+MWTGmPDVxeMM0zMgTdeoaRliiB7NDEJaWx5fC2WZZ/+89vj2n0NoSSFKynev5OyQSXpziSs/naSI2QUHthLWVMX7dXXaPXE8Ld/+32yEoKWfW/QmcEWiorKmEWKXOqivqIa3/B04oL0BMQ7sHq7uXi6kOrmfkKztvLU5iyMitUbqPAlCdXZsWHmJXIWxkaQm4OZazzPsdIeHOs3EWHy5fJ7L3GxaYS5viZGNQ6+990XKMhKQLWEmzS4x+/y3q9fpmrORlZiyIehOt1zmzOX6vFKFqk4e5CyTjFpGckY/YJIizdR/N6bXG4dw0euJSDYH8WyDUb5MtNVSdGVCmqrblHb0oOP1oTVZkav06G3hJEcrqLovbepGlMSqPNy4/I15PZMHFE2fKTLt/RUqjAQFBxMdEoiWu8chsgMsmKNtFVeo/BiMbV3+5m438qwOorsGH9kMhibEJH79Is8nhvLsrxlC9NMiQxkrclguuYUBy7fJ8aZSWJcHM41uaj7SnnnwGWUoQlEBumZ6O1nCjdKaxI7tuUTEWT5ndMqVoIuOJE48wyH3nyHNk8AWenRWEOTiA8Q03DrFl2zBrZ/9RmSQ80rsttSe+FO9tar+Zu//hbr1jnpLdrPzZkgtufGIBHJiEjNIS7YTJhjLU9uyUa1+nr7v+MLH6qLk128//IvuXxfQt66LOz2GDKSg7h1fDdFdz2kJEahlYxTX1FJS/c06Tu+xuaMKJRLvOvNbOcl/unvf8F4QAoFOSmoH8yZKX//ZVpMz/B3f/oM8qEyjh25wKBPAIkxIZiDIvHpr+RGh4esNTlEBvkt67QRja+IWWUI61IDaa26RlFhCW0DM+hMFswmDdqAOFJC3Bx78w0Ky5uRBiSxbUs+5mVubX3YNRfJCTL7UH2richNL/DClixMslnqb1Vwu+o23QsBbN2chnhhFr+YPNY6wpYnUAF8lJj8TBitoSTHmSk7/A6X2lykZ6RjVKmIT01iqu4iB0+X0dfTSvHNdvK/8Vd8bVseFu3DHKkWYYlxYHO3sXvnEQhOJSXSii0imeysTPIfe4yUMNOyXsFEVzMdE2JMWgWj9ed4/VAFlug4AkxWxGP3WAjMICtCwb22u8yKddhjYokKD2QVlk8/1Rc+VGd6Gyi+XMixY5cRB6fgsJtRGMNxRMo58fpLXGseJjhtC89uzyd97WbWpwYvyze0d3GKpuo7NNRUMyAJID0pArnEQ2tlOXN+ccToB2mfMJGf5se5vftp6h1lal5CSHQ867c/TX5S8LLPw1OoxNTcvkv+t/+cDXYpJefOcftODZVVDYy7fFDKQGmLIkjWx/Hj14l/6k94Ij1oRdfNSzU2zHRw+HgZoRmPkZO3hoLsRPy0cjxuX+Jz0jBrDZj0K3dUitIcRXKIhLPvvk3VpIEMZxxqlRFHWgKz92u4Xd9FSM7j7FiXhk6+GrquUuwpqfh0XuKdE/UkrcknSO+LXK1FrVjeBQczQ20cfu3feOt8OzEZTiJC9LRfPc2l23cZHhpGbI0jN15H4f632XvwBDcbBgiJT8SsXqrxi+X3hQ1V71Qnh3ftZ1CTwObHN6IbLGP3oVL84lKJCdChsVoYa77OzZZpUtdvYU1qLDY/7bJ1eaQyJdPTU/hbVRQdPs60PorU+CD8QyKxh2gpP/gaLZpNfOv5NYxWnKa4vh//2CwKCnIJNa1QQPhocbVc4UrrGJP9QwQ6t/HMVicz925z9uQJbtZ24vLxZ+tzOwhabOfE2XI8ag3ueRcqoxHflZlDhS4oAk/bJU5WDGKPCUOlMpCcsw5HbBBajXbFruOjDGHJ2NVD7Ht7D4PKCJzJ4SjVZpzZOThz1rEh34FmNR1eJFGRmBJJ9cmD9BpSyIsLWIbpXL9ruq+dlp5hGkvOUNErJXvjdtY4I1EujlBcfAOVNYiOa4cpvDOMPS6aydZKhlXRZMTaVnwDl8/qCxiqXsYGB+iqu8CvXjmNNe8J8uJDSUlLZKDsCAcu1CGRS6i9XMRCxAa++cKzFDgjln8fRomUgfYWDKlbSJI1886e88hCHTgTwlDLFzn/1itcaZ9guq+VOUMyX/vG8xTkODDIV/JBEmFRD/POq0fxicrjqac3Ex8dS0G+g/6aUoZ8o9jxxAYig/yJdyTScvJV3i8fIjw6BntYwDLWez9JSpg9mNrTOzl7q4OZOTemkDAsBs1DCdQPiAlMTMM0Uc1bu86ji88mLsSARCpHp9MsXxnicxCr/NHPNFE9bKAgM2r59j9wT1Nx4SjlPVKSUhJxZK4lNcjD0Xfe5q47kI1b1pGansBgVRGXrlyjdcqfv/xv/8z3nt9OsmmMW+0Ssp32JV9ks1y+cKHqGm9l1y/+nZPVPeQ89194Oi8chUyCSG4k1WGn69YlLpaU0z2rZNNz3yQ3fik3tvUy2lnLxcJr9M2I0Bn0H1mFJcFnuIkb/Vq+8cIW5hrOs/v4LYwxDmIDLfi4R6guL6Wld470x7/O1sxIlMu85PTTSDRqWsoqSXrm+ySaH7wzMjlai53Hn32GpFDDB90wmRamhjElrufJLXn4KVa44OWrR9R9jRM3hknJySYmxIr8oSeXjJiUJCarTnD09gxr8p3oFSu7d+x/1vhwNx6NnaQo2+cOrYmBHsZdElTyj9eMZ/qbOPjGr9l16g6h6VmE+6kwhicT5tPNgT3H6JuVgEtMWEQgi7PTRK79Fl/fGA3uccpLK1GFZxAXalyRlvRSeORCdWFygL4xN1r1p6+imO1p5ErxJc5fbSSq4Fk2Jls/fKh9dIFkZiTi5xdA/rZnyItZ2oL8/FgX188d5pVfvcql2y10d/cxjxSdyYJKJkZjWOTyhVqi1xSQlxHLveKDHLvWho+vBE1wEpsLssnI38LaZarr/lHEGjwDt7l1bxF/gy9iHyUyqQ/WoGD0Hx2Qcs8gNcWwYa0DjexhXO0iY5NenFueYXNm9CoI1AdkepJj9Jw9coFA53rslqXd5nBpeXGLfQgKDceo/fxzizuuHuS1g5eYlqix+ts+HFiam55FFxjCZM1ZTpQPEZuWhr9WTnByGn3FezlwsQpjwlqe3raBgIUGjl9uQiKaperKee4MqHls21r81Kv7y+mjHq1Q9UxTvO/XvHqshkiHA78HczVnR3poamphcMKFxi+EtLxcdGN1HD51HUtCBlE2zYcv4aP2IzI2liCz5vf9lc9sdmyIabEeu9WH1uYOpsYHuHXjBnWt91nwSDHbwxmvvMqELZnIoBBSo+Ucf/MtqkdkxCSnk+tMWta67h9LvtDDu2/tY0ppIyI8BK3yUwYJxDK0es1DvFYPGmsE4QH6h3YFv4/MZKGvuhxVbDbRtuXZqGVpiNAYzOg1S7MpkGj0Di//ajcVNXV09E2h0JmwWXQo1Hr8Q6JwJtm4cWQXV1pmCQ2xMHG3km5PIHlr1rJ9WwEGuQTP9AAlRUXcae1k0mtk47PPkRqifWQCFR61UJ3u42ZpOdcunKJ2TENWRhKi/nJ2vb2Hs4WXuHi+iPYpJcnOLPKyYum9dogjpX0EBPvhmnOh0muW9YgFH6WRoJBQYlOTULnmMcdlkhaupKmihEuXrlLTOszMYDMDslgyYiwoZB6GJ6Xk7/gKW9fErejxLH/IZH8b1c3DJOZvJMVuWTXX9XHiJVvRs+Rc84xOzBAa58Cq/WyrtR5FCquJyZ4hzKFW2koLuVpex8i0F63Jip9WjtxkxxEhp+TEYa5UVFNZ0Uj09h/w7R3Z6B80a5U2O8mx4QRFJrPlqSdJDPrkKrjV75EKVY9bREBCNllhIo7t2kuP2MDcvTu0TfgSExeFau4+pw4doVsaQl5eFlkpIVzf+woXmqawBoYRHmbFdxkD4sMPj1hJoFnE7Yo2krZ/nWc3pKGTTlN7s4TyqgaGRVY2rktFNLuAf2Iu+akrs0nyH8fL5PQs0dmPs84R+sgMDqwqXjE6iz/+FgMPpTLysIg1zA3dxZLzTV7YFEVb0SEOnimhse0+bpkak58fAfYEogPVTIxMEuDczjObPrm7mhitOYCw0EC0j8rE1E94pEJV5OOLUiHHEpVOqOQeb7/2Jt3KPH78v/+KvNRU1jxWgHWqhl3H68nctIGwYDuioTZclhS2bsrFql7+ncp/w0cbgGmhlaPna4jI3kReXj5rM+MxKMUsiFQkpTuw+Bkx6VZuPuUfR4Ta6I/VuPwbtXxhiSWo1GpW0anJK0SEZKaL0tohgmxaFjwKIuMjcd2v4sLFEuqa27nfO0FoxkaeemIrWckRy75d5cPwSIUqgHdhlqlZD5EZ2WgHbnOxohP/WAexAXoQyYlOCqOmqARLZgFRFhFSQzRbH1+LTbPy3TBDaASzDYWcqx4jMioEjcGCI3ctiZFBGLU6ZKv0gVqdVyV4FGjVPtw4c5CK5lECUjfwjW88S0FOKqKemxw8fhNTrJPUJPsHu5g97ItdJqs2VOfGB5ly+yL/SP9pYaSLq5cKKSq6TG2Xmw1P7MDbeIqdJ2sITcskzKQEsYvWli6inNkE6tSYzMaH2AXzIcJuo+LoLq7UdDA+B5bAUKxG7aoNVIHgc/HVMXLrDPf8HuMvv5KJDJCpTYRadZhj1/K1F58gzKj4wgYq8NAHmj/VeHcjR3e9wVv7ztI9NocXwDND1Y0SuiZBPN7ArtffpnoqgB/813/CKWvglz//FWcKr1B0sgiFPYNoi2pVjLqKdFFkxmpprm9HJFcjE3sf9iUJBMtIQubaTHwmBxmdnmN+YREAeWAqX31hM/6reMu+pbLqWqqDbZUUl5Qz6pLimhxFFRxPiEkOI80cutzGxu3bMIhnkNviyUyLxWoLISPBwvWj+7neMoSPPpgNWzYSYlz6Q+Y+E+8849Ne0jc9zdasVTSfUiBYJkqrluu736B6xI3aYMOmVyJTKJZ/1eIqsXpWI3tmaLxZxOXKfuypWTyem4hsqp97Q1NMLepRu90M3qvl/EkZBksYL363AH+liImeJmb8N/IPPxZTN+xLWnYOwYaVOYXyj+KVEJ35GHL56jlDRyBYVlIDWskE1e0DPLZRypdmTtkDq6Mt7p2j9VYxb//ip+wv6SYyOR5fQKS2ohgsZffBEma0QQS6W3lr/2X84h34K0W4xu5zfO8BqrrmiczczFPb1q2uQAUQS4VAFXy5TI4Quu6b/PAvvkVamGEVryhbHquj+++Z5l5rNz5qBS2l56mf0JORHo98tofC4+9z+koT5oRssqLU1JbdoK6pje6udkrOHqZyyI8dT+RiVCzvue0CgeCP4/FKCIpPJsiwSkpwK0zk9Xof/siJ143bK0EiXuTarn/ln39ZzIY//SHZ5ml6pxQE29QoA5LJSTBz5/we3j1QyP2xeTS2KJ7+zp+xPSMEkRCpAoFgFVgdofpR3lGO/Oyf+L+7yone9if87F//Ev9P7J0y0ddB1/A0Wv8IglbLgJRAIBCwWmqqHyUy8Mxf/5jvbAjhblUZtxu7fudXtLZQ4hPihUAVCASrzuprqT6w0Hebf/nR31EmyebH//BtbEoxRv8I/LSPzrEKAoHgy2fVhirAaNMFfvhn/0iPdQ1ffe5xtj22gSDjyq3fFwgEgv+s1TNP9VMYYnIoyHFw3RNBakYmwaZP35haIBAIVotV3VJlupuS8k7sGTn4C5smCQSCR8DqDlX3Ah6JbBWOpgkEAsGnW92hKhAIBI8YoREoEAgES0gIVYHgj+JlYXaS0bEJXG6hcyf4/Vb16L9A8BsLk8N09Q3i8soJCA9B8ylnlXgXJuns7GXWLcZoDcCsUy7Z9LvZoXbOHzlMozuCb3/jKWyaR+fIZMHKElqqgkeCa2aUhhtn+Pn//F8cLGnH/SlDAW3Fe/nJ//4ZJ65WMTgxi5fP26L0MDc7D4Db46WvqpD3z95kfMH9OV9X8EUmhKrgkaA0BREfFUh/1Vne3X2UnslPBNtCL+fPnuF8cT1GexxBFt3nPvmhufQcV+70AKC2RLI+Ow65jwSxRCy0UgW/lxCqgkeCSCrH7B/Jxh2P4Wm5SGFVN4ue37ZEO8uvM2GOIMIWSHhYMFr5bypbi/Tda6Gutp77A5MfASnvuAAABLZJREFU/r53cZ7RgT6GJmZZmB2htaGee72jD9q2XqZGG9jz0kscu1hGQ/Ndpt2w6AWJjwzP7BhtjfU03+vFtZJvguCRINRUBY+M8bFBTKk72DLxLscOn2e783tYlFKY66WkZpi0jHiuHm5jenYWj1eLZHGMikuXuDspxpcpOgsvE7t2G+vTwpnsrGL3zmNMW5NIj1LQePMG7ZM6nv3BD1gTbaK//Tb17f2gaqKqVoM2KByxWIJneoCq0htMdtyhoWOS7Ge/y5N5McglQttV8AGhpSp4ZCwsTOLyieC55zcxeP0oJS0jeIHu6muMaWKIDzYhci+w4PYiEkHThT38at91jFEprFm7ButCLf/+f/6Dis4JvFIpraUXKCy5zYxET3Kmk4nKE+w8dJUJF5iDI7AZtJiDo0hOiMOoBC/gmp1kTqwhwZmN//QdXn3jAF0TC5+7eiv44hBCVfDImJ+ewYUUe+7T5Pn1c/jYdaZdk5TebCPGmYpBJsLrduHyihAzzOF3DzEflEZOYihGcyjPfuN5JI0nOHKlFX1IOmnRAVgikti4oYB1m7/Cs9mBdN29y+SiF60lDL3SF70tnLiYcBSAx+1GogtmzYZ15OZv5Psv5jNxv52hMRfCEhrBbwihKnhkzE9O4RKLkSjDePqpXNouH+bE4cO0i6NIjdTi9YgReRZZQATuHho7pzCa9IjdHgAk+igirQvc7xplEXB7Rch8pbgfHKPsq1Ag/bAbv4Db68XjduFyeR78mxeJRILbtfDBjwo1crEIj8eDQPAbQqgKHhmzY2OI5HJEiMja8RyR3hp+9dpFIrIzMUpAJvdF7FnEI5KCxEKIWUx7Szszvzkc2TXO6JyG8FA/pIBULEYsliJ9cDKdRAxiqQyZ9IOPhWdxEQ9iZA/mxMqkEkRiMT4PfvaRSkAswddXJmxHKfiQEKqC1c+7yHBXE5eKb1J75zZNHcNIArPZnmVHEZxAToyNhelR6u/U0D3YxZ3SCjqGNTz14hNI7l7jeGEZ7R0dlBUXIYrewRN5oYwNtNPa2UvX3Ta6hqaYnxqi9V4XvZ3tdHSPAir81FBfVsSVsjv0DA7R0tbFQPc97t4fYmF+mrbmdvp679PS1smssMpK8MDqOE1VIPhDvAt01pfR0DmO1FeG0RZCWKAZs8WEPSmHZLsfC6PdVFU14lYZ0Kt12AKDceZmY2aEe71juOen6B92kf30C6yJNTPYeovW/lk0Jj/CY+LRLvbR2D6Ir85ESEQcEf5W1OIJWtu68KpN+Gl96O3uR6zUExQeS6jBS31dM4syLbaAUKKig5B/2c5iFnwqYZcqwSPAw/T4KAv4wOICyFTo1YqPdbnd8zNMTM8j9ZXhnp1DrFSjVfoCXkb7uhidXkTj549ZJwe8zE2OM+eVIPa6EctU+IrmmZn3IsaNV6pAo/JF5J2jp6MHr8qIUe3DwoIbsciLRyRDLRcxOT2HVCJm0SNGrVUhFWoAAoRQFQgEgiUl1FQFAoFgCQmhKhAIBEtICFWBQCBYQkKoCgQCwRISQlUgEAiWkBCqAoFAsISEUBUIBIIlJISqQCAQLCEhVAUCgWAJCaEqEAgES0gIVYFAIFhC/x+oNPxddIGuuwAAAABJRU5ErkJggg==)
The line graph above shows the average price of one metric ton of oranges, in dollars, for each of seven months in 2014.
Between which two consecutive months shown did the average price of one metric ton of oranges decrease the most?
Note:
A simpler way of solving this question is to check where the decrease in the graph has the steepest slope between two months. It is clearly between the months June and July. Here, it is obvious; but that may not be the case in other problems. So, we need to always calculate the actual decrease in the value.
![](data:image/png;base64,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)
The line graph above shows the average price of one metric ton of oranges, in dollars, for each of seven months in 2014.
Between which two consecutive months shown did the average price of one metric ton of oranges decrease the most?
Note:
A simpler way of solving this question is to check where the decrease in the graph has the steepest slope between two months. It is clearly between the months June and July. Here, it is obvious; but that may not be the case in other problems. So, we need to always calculate the actual decrease in the value.