Mathematics
Grade9
Easy
Question
If is a rectangle, what is the measure of
?
![](data:image/png;base64,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)
- 90°
- 45°
- 180°
- 360°
Hint:
in a rectangle all angle are perpendicular ![90 to the power of o](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAPCAYAAAD3T6+hAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAOJ5y/mQAAAVBJREFUeNpjYKAd4AHihUD8AYivAbEsA43BUiAugLLrgXgaugJ7ID4MxD+A+BsQrwFiJSwG8UE1n4TimVAxZCANxHeR+H5Q8+DADYivALEpEDMBMQsQJwPxDSAWRzNsL9QAGPCBiiGDSCCej8SPBeK5yArO4PBNKBB3ofEnYVE3AWoJDIAcOwUteEORNfzBEQ8g355D4q+BhgY6cEQLsnAg3g1lW0NDiglZAyi8jbEYJA+NTxh4B8RsWNSBxF6iOXQLEH+Cpgt5bEF3H5pwmKDYB+q7X0SEBAOaOqIAyLL90FQKwquAWAXNh/gs/EGNvMQBTfow8BJHkHKgBSnZAJQYmtESjQcWdW7o+Yxc0ArNxDAQBMSzsaibj5YtCIK9UMPYkEqKWrQMDgP7oUUWC1R9NRAfJNUnLlCD/kCT8nIg1sOhVhBaasCKwJnQgnpwAgCBnEVlcV4xdQAAAGF0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bXN1cD48bW4+OTA8L21uPjxtaT5vPC9taT48L21zdXA+PC9tYXRoPnuVznwAAAAASUVORK5CYII=)
The correct answer is: 90°
option 1: ![90 to the power of o space i s space t h e space c o r r e c t space a n s w e r](data:image/png;base64,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)
In a rectangle, each pair of adjacent sides is perpendicular.
So, ![angle E equals angle F equals angle G equals angle H equals 90 degree](data:image/png;base64,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)
Related Questions to study
Mathematics
Find the perimeter of the chocolate.
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)
Find the perimeter of the chocolate.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
What is the measure of
?
![](data:image/png;base64,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)
What is the measure of
?
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
What is the value of x if WXYZ is a parallelogram?
![](data:image/png;base64,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)
What is the value of x if WXYZ is a parallelogram?
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
If PQRS is a parallelogram, then the value of p is _________.
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)
If PQRS is a parallelogram, then the value of p is _________.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
The measure of angle x is ________.
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)
The measure of angle x is ________.
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)
MathematicsGrade9
Mathematics
The measure of
is ___________.
![](data:image/png;base64,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)
The measure of
is ___________.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
The measure of angle X is _____________.
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)
The measure of angle X is _____________.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgEAAAGhCAYAAAD4EmcSAAAgAElEQVR4nOzdeXhTVf4/8E9BUUFoYkHAQUipzIDL11SLywzjpCiEzZIiTEFFUlfqMk1/41rUUhfGOGpaHpXijKaIWHTQBrWCOpJocRlFE1TcY4t+BZSUhM2F7fz+4JtMkntucpPcm5vl/XqePNBzb+49aZN7PvncsxQwxhgBQNYIBAJUV1dH3d3d5HQ61a4OAGSxI9SuAABI53K5qLq6mrq7u0mj0ahdHQDIcr3UrgAAxBf89l9ZWUnd3d1qVwcAckQBbgcAZLZAIEDV1dXkcDgE2/x+PzICAJA0ZAIAMpjL5aLi4mJuAEBEyAoAQEoQBABkoGD6v7y8nAKBQMz9AACShSAAIMN4PB4qLy+npqYmSfsCACQLQQBABmlqaqLy8nLJjTsyAQCQCgwRBMgAwfR/a2trQs/buHGjQjUCgHyAIABAZeFj/xOFTAAApAJDBAFUEggEqLGxkVpbW5NuzDUaDfn9fplrBgD5AkEAgAq6u7uprq5OdOgfEZFOp5OUHcBHGACShY6BAGnW3d1NpaWlogGARqMhu91OOp1O0vFwSwAAkoUgACDNGhsbRRtug8FAbrebNBoNuVwuwXbe7ICYMAgAkoUgACDNxBp3m81G7e3tpNPpaNmyZYJ9TCYT6fV6QTnmCgCAZGF0AECa1dbWUl1dXehnnU5HNpuNTCYTER3+Zs+7VTBv3jx64403BEEEbgeAFC6Xi1avXk2BQIBGjBhBRIeDz/CHWBnkLgQBAGlmsVhIo9HQ6tWr6fTTTw/9HMSbK0Cn05HJZOJ+60cQAPE0NTVFBJ6JCvZP0el0gmChsLCQzGaz5D4skFkQBACowGw2k9lsFpQHAgFqbm4WlM+bN4+IiHs7ABMGQTy891Qigv1OeP1PTCYTAoAshj4BABmkqalJ8M1eo9GQxWIJ/T8aOgZCPEql9TUaDTU0NChybEgPBAEAGYTXIbC2tjZ0EedlAhAEQDw2m02R49bW1nLfk5A9MFkQQIZwOBxUWVkpKO/q6opItxYUFAj2wccY4gkEAqEOp8HAcefOnRQIBEIPj8cjuY+JwWCg9vZ2dB7McugTAJAhePdtefdbeTMJBgIBXIwhJo1Gw+2HQvTfkQNSh5sGbwPgPZf9cDsAIAO4XC7u/AG1tbWCsmAnwSCTyYSLMSTF4/FQXV0dVVZWcvujiDGbzWQwGBSuHaQDbgcAZIDKykrB3AAGg4GcTid3/6amJlq9ejXp9Xp8I4OEdXd3U3Nzc1KLV+l0utCslpD9EAQAqCy4lkD0xdhut4umbwGSIcfKlU6nE1mAHILbAQAq412Qg5MDAcghEAhQXV0dFRcXx037azQa0UbeYrEgAMgxCAIAVBRrciCkWyFViTb+NpuN3G43t4Mg5gTITRgdAKAiXhYgfHIggGQkkvYPNu5ms5k0Gg3V1dVxn2Oz2RCY5iAEAQAqElstEBdbSEYgEKCmpiZqbm5OuPEnOjxKpampSbCvyWRC/5QchSAAQCUOh4ObduUNCwSIJdHGv7a2VrBwVfDWAW9/3AbIXQgCAFQiNjkQpmEFqQKBALW2tlJzc3Pc6aPFGv+gpqYmblDa0NCA92QOwxBBABV4PB4qLS0VlGP4FUgRnAK4sbFRUuNvNpuptrZWdLU/j8dD5eXlgiwCpgbOfcgEAKiAlwXQ6/UIACCmQCBALpeLGhsb407xq9FoyGQyUUNDQ9ylfhsbG7kdVDERVe5DEACQZuELuYRDXwAQE1zcp66uTlLjbzAYEkrji/VNQVCa+zBPAECa8cZrB7+1AURzuVxUXl5O5eXlMQOAYOPvdDqpvb09ofv40etR6PV6DFPNE8gEAKRRIBDgDgusra1F2hUiuFwuSd/8iQ7fu7fZbEl34Fu4cCFt3ryZXC5X6Fh4P+YHdAwESKPW1laqrq6OKNNoNOR2u+Pet4X8kM7GHwCZAIA04mUBDAYDAgBA4w+qQJ8AgDRxOBzkcrkE5egQmN+k3vMnOtz4u91ucjqdCABAFsgEAKSJ2BTB6IGdn1wuFzU3N3NHikQL9vbHewXkhiAAIA08Hg/3Yh/dKxtyn8vlotWrV0ta3MdgMFBtbS1GjoBiEAQApAEvANDpdLi45xGPx0PLli2T3PhPnz49YnEfACUgCABQWCAQ4M4QiCxAfuju7qbm5mZJjb9er6d58+ah8Ye0QRAAoDCxyYEwGUtuCwQC1NjYKKnx1+l0VFtbi8Yf0g5BAICCMDlQ/kmk8Q/Oz4/GH9SCIABAQS6Xi7vKm9lsVqE2oCQ0/pCNEAQAKIjXF8BkMmFyoByCxh+yGYIAAIW4XC5MDpTDAoEANTU1UXNzMxp/yFoIAgAUwssCGAwGTPiS5RJt/Gtra8lisaDxh4yEIABAAd3d3dwsAIYFZq9AIECtra3U3NzM7ecRDo0/ZAsEAQAK4N0fxuRA2SkQCJDD4aDGxkZJjb/ZbKba2lr0+4CsgCAAQGaxJgfCt8LsEQgEyOVyUWNjY9yFfTQaDZlMJmpoaEDjD1kFQQCAzDA5UPaTuqyvRqMJLe6DVf0gGyEIAJDZ6tWrBWXoFZ4dEmn89Xo92Ww2NP6Q1RAEAMjI4XBwGxB0CMxsUht/osMjPND4Q65AEAAgI7HJgdBgZCY0/pDvEAQAyMTj8ag6OdDGjRvplVdeISKi4cOH04QJE6ioqCgt5842aPwB/g8DAFmYzWZGRBEPvV6v+Hl9Ph+rqakRnFur1bKOjg7Fz59NnE4nMxgMgt8V72EwGJjb7U7qPD6fj2m12tCxrFZr3Od0dnaympoaVlJSIvg7Go1GVl9fzzweD/e5HR0drKqqKuJ5ZWVlrL6+nvl8vqReA+QHBAEAMujq6mIajUbQkNjtdsXPbTQaIy784T8TkWjDkU+cTiczmUySG3+n05nS+aIb5FhBgM/nE/zNampqmNVqZTU1NRHBBBGx+vr6iOdbrdaI7UajMeI5Wq0WgQCIQhAAIIOGhgZBY6LRaJjf71f0vG1tbaHztbW1hcq9Xi8rKytjRMRKSkoUrUMmczqdzGKxcAM0XuPf3t6e8jk7OjoExxYLAnw+X+jvFGywo4O28L9l8NHS0hLaFh4Aer3e0PNaWloiggoAHgQBACny+/1Mp9MJLvwNDQ2Knzv4DZJ3ke/s7AzVJbxxyAdutzuhxt9ms8kSsEXfBogXBIQ31OGNe7Twv2V4YBf+fN6tHwSCEA86BgKkyOFwCKaTDU4fmy68WerGjRsX+v+WLVto5MiRaauPWrq7u6m5uVnSsr7HHnss3X333bLO4XDdddeR3++XvH97e3vEz6eccgp3v3HjxpFWqw0d2+v1Jl9JgDC91K4AQLZbtmyZoMxkMqVl+thg47Vu3TrBtm+++Sb0//79+yteFzUFAgGqq6uj0tJS7oyNPHv27KHNmzfLFgCsX7+ennnmGSIiqqqqkuWY4UpKSgRlEyZMCP2/oaGBenp6Qj8vXbqUNmzYQEREEydOlL0+kCPUTkUAZLP29nZuijnVjmVSifUJCL/XnMupYL/fLznt36dPH265HP0AfD5fqFd/sCNe+DnEbgdEj+oQG80RfbyysrLQtvr6esFIgvBbEmVlZegYCKIQBACkgNfj3GQyyXoOr9fLWlpamNVq5TYSvNEB4Y1AZ2enrPXJBIk0/hqNJnTP/+yzzxZsHzt2bMr1CW+Ig/f1pQQB0ff6jUYjd7/ovgPR74OOjg5B50Gj0cisVisCAIgJQQBAktxut2LfLBk73PhHDzULfrMP70HOG2IW/FaYa/MEJNv4B3300UfsqKOOEuz7j3/8I+k6hTfk4Y24lCCAschsTvAYwcDN6/VGDAHUarURGR+AVCEIAEgSb1igXJMDdXR0cHuZhzcG0UPJOjs7mdVqZVarlbW0tOTUN0C/388aGhqSbvzD3XvvvYLnFBcXJ1Wv8NsARJFzMkgNAhg7/LeL/ibP+5vn2ygPUF5OBAHpuv8KEOT3+7kNkhzDAsO/GZaUlDCr1crNCIiljnNJoo1/Q0ODpKF+I0aMEDz/n//8Z8L1C78NEN3QJxIEtLW1RQQTVVVV3L97dBYIIFU5EQQ0NDQwvV6f9BSfAIlSanIgj8cTygBEj/3v7OwUZAdytUHw+/3MZrNx519IpfEPWrp0qeA4EyZMSKiO4bcBSkpKBJkXqUFAeOdArVYr6MMR/p4QywIBJCsngoDwOdstFova1YEcp9TkQOGpZbFv+dGz0UmZkz6b+P1+ZrfbJTf+FouFdXV1JXWuwYMHC44pNd0efRuA1/mS93cKPif4c3R/ALHJgnj9BgDkkHPzBDQ1NVFpaSk5HA61qwI5yuVyKTI50OOPPx6aBGb8+PHcfaZMmUJGozGl82SiQCBADoeDysvLqbq6WvD7DRf8XbvdbrLZbEnPx8Abyx8c5x/PQw89FPpbabVaevvtt+n++++PeIRbt24dTZo0STDJz4MPPhjxc/i4/3CzZ88mrVYb+vmVV16JmBMAIGlqRyFyEFsYBFkBUAJvFbpUhwV6vV7Jq86FDxfLhW+ETqeT6fV6Sd/8TSaTbLf93n77bcE5xo0bJ+m5vNEYiTyCozaiyxM5Zy4O/YT0y4lMgNjsYE1NTaTVaqm1tTXNNYJc5XK5yOVyCcpra2slH2P9+vWCspEjR0bM6hbrm3D41LJiGYNs4HK5qLS0lMrLy8nj8Yjup9FoyGAwkNPppPb2dtLr9bKc/9xzz6VRo0ZFlL3//vuSnrt27Vpih2+nij7CWa3WiG1TpkyR5TUApCqng4Dgturq6rgpRgApmpubBWUGg4EMBoOk5y9YsID++Mc/0saNGwXbHnnkESopKSGtVkvnnXdeynXNVE6nU1LjT0Shxt/pdMrW+IcrKyuL+PnXX3+lDz/8UPbziImeCjh8qudoX3/9dcTPY8aMUaROkF9yPggIam1tpeLiYmQFIGnd3d0pZwFeffVVIiK68sorBduKioroueeeI6fTSbNnz06+ohnK5XLRsGHDaPz48ZIaf7fbrVjjHzR27FhBWXC+/XSI7pewatUq7n7r16+P6E9QVVVFRUVFitYN8oRKtyFkJWUMcfhDr9cn3aMY8hdvWKBOp5M0NM3n8wnmia+vr0+qHuFD02LNNZ8pnE4nGzZsmKTPpsFgSOtQ3zfffFNQh+uvvz7l43o8nohj8pZ6Zoy/9HD0jIBerzdiIiFMGgRyyptMQDiPx0PFxcXU1NSkUI0g1wQCAe6tgHnz5sVdhW7jxo00adIkWrJkSahMq9XSaaedlnK9BgwYIChbuXIljRo1KmZqOR1cLheNHj2aysvL6X//939j7ltYWEjPPvus4t/8oxUXFwvKElkKWMy7774b8fOrr77K7c1fVFRETqcz4rbAnDlzaNKkSXT//ffT7NmzqaSkJJSdKCkpIafTmRfLQkOaqB2FpMrv96fUSxeTDIEUyU4OxJv+t6ysLKXJXsIzAbwe4sFZ5tQaOeB0OtkZZ5yR1Ofx97//Pfvwww/TVtc9e/YI6jBlypSUjhlr+t9Y8/63tbWxqqoq7vulqqoKawaAIrI+COjq6kopCAg+MJwQYuENYYs3OVD4lLLBR01NTcqp+vAFZeJtF5t8RglOp5NNnjyZ9e7dO+XP4znnnMPee++9tNQ7ekGhc889Ny3nBcgEWR8EiK3kxmvk481CJtfiL5Bb2tvbue8XsQySz+fjfhuUq0GOFQR4vd6ImeyIlJ9a2O12s6lTp0pq/I855hg2ZswYycHAKaecwt555x1F6x89c+Do0aMVPR9AJsn6PgFS+wO0trZSV1cXWSwW0X08Hg9VV1fLVTXIEby+ACaTiXvvuqenh0aNGhXRw7ykpIQ8Hg9dc801itZz/fr1VFZWFtGLvKysjPr376/I+bq7u6miooLGjh1LHR0ddPDgQdF9+/TpQzNmzKAtW7bQp59+Su3t7XTGGWfEPcemTZtC4/l58yvIIfoaEq+PB0BOUTsKSZXT6eR+o48uIyJmt9sZY4e/uYjtg2wAhBPLNMVauTJ6FIDcPfV5mYDwsuBDrEd6qvx+PzOZTOyII46I+02+d+/ebPr06aJ9J5xOJ7vwwgslZwZKSkrYSy+9JNtr2bVrl+AcU6dOle34AJku64MAu90u+BCbzWbuVMIajSbiuTabTbCPHEvBQu4IX5xKaqAYfTsg1lBAr9cbWjLWaDQyq9Uad/hXsME3Go3M5/MJlpvVarWKdCLz+/1sxowZkhr/goICNm3aNMkBkNvtZhUVFZKDgeLiYrZixYqUX1N3d7fg2HPnzk35uADZIuuDAF5DHlxZLFY2IMjtdjOz2cz0ej2z2WwqvQrIRF1dXdw5KKLfQzzRy79GN8o+n4/bcVBK4BAMAkpKSgT3/1MdecDj9/vZzJkz2ZFHHimp8Z88eTLbunVrUudyu91s+vTpkoMBnU7HnnzyyaRfG2+eAHQShnySs0EAY/xvcdHZAAAxyQ4LDApf9jd8DXixjoPRD7F0fvSyssFHVVWVrLce/H4/q6qqktz4T5w4kX377beynNvtdrPKykrJwcAJJ5zAnnjiiYTP88ADDwiOtWTJElleA0A2yPoggHehDqb0pWYDAKL5/X7uaJJEbxeFf9svKysTBABGo5G1tLQwq9XKXZmON6IgfJ6AWPsly+/3s6uuukpS409E7Pzzz1dsBruuri42Y8YMycHAwIED2T//+U/Jx//zn/8sOEY65ykAUFvWBwG8b/vhjTyyAZAMXl8TjUaT1HTT4Y17MH2v1Wq5U/5GdyrUarWCb/c+n4+bYUiV3+9n11xzDTv22GMlNbjnnnsu+/zzz2U5txR33HGH5GCgqKiI3XrrrXGPOWLEiIjn9evXLw2vBCBz5HwQIDajIO7/Qyy80SNmszmpY0XPDx+v4Y4OBHid/IxGY6hjYKr8fj+75ZZbJDf+Z511Fvv4449TPm+yeNk/sceAAQPYddddxz3OO++8I9h//PjxaX41AOrK+iCANwqgvb09Yh9kAyARYpMDxRoWGI+URX+CooMGXt8AuRr/Rx99lPXv319Sg3raaacxl8uV8nnl0tjYyAYMGCCp7n379mXz58+PeP4NN9wg2O+uu+5S6dUAqCPrgwCDwRD3Yi2WDcBwQODhBZYmkynl4ybScIf3Jaiqqkr53OH8fj9bunQpGzhwoKQGdNSoUey1116TtQ5yuvvuu1lhYaHkYODqq69mjDFWVFQk2P7111+r/GoA0ivrg4Dob206nY67H7IBIIXY5EDR2SWlhWcOrFarbMddtWoVGzRokKQG88QTT2TPPvusbOdW2r333is5GOjTpw8bMmRIRNmkSZPUfgkAaZf10wabTCay2WxkMBjIZDKR0+nk7mez2QRlgUCAFi5cqHQVIYssW7ZMUKbX68lkMqW1HuFL7xqNxpSP53A4aPDgwTRz5kzavn17zH2PP/54WrFiBX377bc0a9aslM+dLvX19RQIBOipp56KO/Xvvn37aNu2bdSrVy8aMmQIER1ewhcg76gdhaQTsgEQi9/v504ONHr0aLZw4UK2Zs0a1tPTo3g9fD5faBRBqrcCXnzxRcECOWKPQYMGsWXLlsn0KtTX1tYWd9Gw8Mf555+vdpUB0i6vggD0DYBYpPY6P/PMM9kDDzzAvv/++5TO5/V6WX19fURfAa/XG5pHoKSkJOkOgGvWrBGku8UeRUVF7PHHH0/ptWSyV155hZ1xxhmSg4Hy8vKkhoICZKO8CgIYE88G4EOf38QmB4r3mD59elKjBjo7O0MjALRabWjIX/C4yU7/+9prr7GRI0dKqvtxxx0n6yRDme79999nZ555puS/rcFgwHUBcl7eBQHIBgCP2LBAqY/Zs2ezjRs3Sj5f9DDA8Ecy0/86nU7BOgJiD61Wyx5++OFEf0U548MPP2Rjx46V/Lc977zzEAxAzsq7IIAxZANAiDfUtE+fPqygoCChYOCOO+6QfM7o6X+NRiPr7OxMqN5Op5OddtppkupWWFjI7r333kR/NTnL7Xazs846S/LftqysDEMIIefkZRAglg3A6mH5Kd7kQF9++SVbvnw5u+GGG9jo0aPjNhYTJ06UPJd+W1sbq6+vTzj173Q62fjx41mvXr3i1mfAgAHs5ptvTvj3ki+6urrY2WefLTkYOPnkk9kXX3yhdrUBZJGXQQBjyAbAf/EmBzIYDKL7r1u3jl111VVxv3W//PLLstfV7XazCy64QFLj379/fzZ37lzZ65DLZs2aJTkYGDNmDFu5cqXaVQZISd4GAWLZgGTnh4fsJLbSpJTJgb7++mt2+eWXx2woVq9eLVs9jUYj6927d9zG6eijj2YXX3yx5CWPQaiqqkpyMDBkyBAsPwxZK2+DAMYYs1gsyAbkOd6wQJ1Ol1AD+tZbb8W8L79q1aqk6+f3+9nkyZMlNf5HHnkkq6qqQuMvozlz5rA+ffpICgYGDx6c1x0uITvldRCAbEB+E5scKJmRIvv372dXXnmlaAPx7rvvJly3qVOnSmr8e/XqxWbOnInGX0GXXHJJQsHA4sWL1a4ygCR5HQQwJj5BDLIBuY/3t9doNCk1po2Njdz306mnnsr27t0b9/l+v59VVFSwI444QlLjX1lZicY/jebOncuOOuooScFAYWEha2pqUrvKADHlfRCAbED+4k0OJMd8EYsWLeK+p2bPni36HL/fz0wmk6TGv6CggFVUVKDxV9GNN94oORg46qijWF1dndpVBuDK+yCAMWQD8pHYsEC32y3L8W+77Tbu8aPn5vf7/Wzu3LmSG/+pU6ey7du3y1JHSN3NN98seeVCImKXX3652lUGiIAggCEbkI94kwOZTCZZzzFt2jTBOUpKShhjh99zZrOZ9e3bV1LjbzAY2JYtW2StH8jnnnvukbxWQ/Dagi8ZkAkQBPwfZAPyh9Pp5P6tk1kDIJYffviB2zCce+65khp/osNT1m7evFnWeoFympub2dChQyUHA/PmzcM1BlSFIOD/iC0gg2xA7uFNFKXX6xU516OPPhpxHimT/BAdnqL2gw8+UKROoLxHHnmEnXDCCZKDgblz5yIYAFX0IiAiIo1GQ/PmzROUt7a2Und3two1AiV0d3eTw+EQlNfW1ipyvjlz5tDIkSPpiCOOICKiQ4cOxdz/lFNOof/85z/0/vvv0xlnnKFInUB51157LX3//fe0ZMkSGjZsWNz9ly9fTsXFxTR9+nRcbyCtEASEsVgspNPpBOWNjY0q1AaU0NraSoFAIKJMp9ORyWSS/VzLli2jkpIS+uabb+jAgQMx9x05ciS9/PLL9Mknn9BZZ50le11AHfPnz6fvvvuOnn76aTrxxBPj7v/CCy9QcXExlZeXIxiAtEAQEAbZgNwWCASoublZUD5v3jzSaDSynWfFihU0cOBAMpvNtGPHjpj7nnDCCfTCCy+Q1+ulyZMny1YHyCxz5syhb7/9lt544w36n//5n7j7u1wuKi4uJoPBwM1cAchG7fsRmQZ9A3KX3W4X/F3lnCZ65cqVbODAgZLuAQ8ZMoQ999xzspwXss9bb73FTj/9dMl9BkaNGsXsdrva1YYchCCAg9dYEEYKZD29Xq9IcLdq1So2aNAgSRfzwYMHs2eeeUaGVwO54N1332VnnHEGggFQDYIADrFsgNzjyCF9lJgcyOFwsOHDh0u6eB9//PFsxYoVMr4iyCUbNmxgZWVlkoOBk08+GcEAyAJBgAhkA3KLnJMDvfTSS+x3v/udpIv1wIEDWWtrq8yvBnKVx+NhY8eOlRwM6HQ6BAOQEgQBMSAbkBvcbjf3Atre3p7QcdauXcvGjBkj6eJcVFSExWMgaR9//DG74IILJAcDGo1GlnUvIP8gCIgB2YDckOrkQBs2bGB/+MMfWEFBQdyL8XHHHccWLlyo4KuBfPLZZ59JWlci/GGxWNSuNmSRAsYYIxBVXFwsGB5oMpmovb1dpRpBIgKBABUXFwvmBrDZbGSxWGI+1+PxUG1tLa1fvz7uJD8ajYb+/Oc/09KlS1OuM0C4fv360U8//ZTw8ywWC9XW1nLnPgEIwjwBcTQ0NAjKHA4HeTweFWoDiWpqahIEABqNhsxms+hzuru7qby8nM4880x68803YwYA/fr1oyuuuIK6uroQAIAi9u/fLyibOXNm3Oc1NTVRcXEx1dXVYZ4TEKd2KiIboG9AdhIb5SF279Tv97Px48dLmt//qKOOYmazmfn9/jS/Ksg3vPdjV1cXc7vd3FtdYg+LxYJbmSCAIEACsb4Bcq09D8rgDQvkTQ7k9/vZhAkTWO/eveNeSHv37s3mzp2Lxh/Shvc+DH8PJxoMYBljCIcgQCJkA7JPvGGBfr+fGY1GyY3/xRdfjMYf0mrXrl3c9yNPV1dXQsGAyWRCMAAIAqRCNiC7iE0O5HQ6md/vZ5MnT5bU+Pfq1YtVVVWh8QdVfP/995KDgHA2my2hYCDR4bKQO9AxUCKz2cztZVtdXa1CbSCeZcuWCcpMJhP19PRQWVkZrVmzhg4ePCj6/F69etHMmTOpp6eHVq5cKesCQwBSbdmyRVDWp0+fuM+zWCzEGCObzRZ3X4fDQZWVlVRaWkqtra1J1ROyF4KABPBGCng8HowUyDDd3d3clde++uormjlzJnm9XtHn9urViyZNmkQ9PT30r3/9C40/qGrbtm2CsqOPPlry88ODgXhDBT0eD1VXVyMYyDMIAhKAbEB2ELuAbdq0SfQ5BQUFNGHCBOrp6aE1a9ag8YeMwAsC+vbtm/BxLBYLdXV1IRgAAQQBCRLLBmDN78wQCASoublZ8v4FBQX0hz/8gb744gt69dVX0fhDRuFNEtSrV/KX7WSCgT59+tADDzyQ9DkhsyEISJBYNqCxsVGF2kA03uRAPMceeyzNnz+fNm3aROvXr6dRo0aloXYAidm+fbug7Nhjj035uMFgoL29PW4wsH//frrppptIq9VSXV1dyvHFZDEAACAASURBVOeGzIIgIAm8zjbIBmSGJ554Iub2o446ihYsWEDfffcdLVmyhMaMGZOmmgEkjpcJGDBggGzHN5lMoWDAYDDE3DcQCFBTUxMVFBQgGMghCAKSYDKZkA3IQA6Hg7777jvutl69etHNN99M3333Hd1zzz1I+0NW+P777wVlhYWFsp/HZDKR0+kkp9NJWq027v7hwQCmJM5uCAKShGxA5nnooYe45RUVFfTtt9+S1WqlQYMGpblWAMn75ZdfBGVHHnmkYuczGAwxh85Gw/oE2Q9BQJJMJhPp9XpBOdJk6nC5XNTZ2SkoP+WUU2j16tX0m9/8RoVaAaRm586dgjIp39ST9cEHH9CuXbsiyoYPHx73eQgGsheCgBTwRgqIjVEHZfEmByIiuuOOO9JcEwD5/Prrr4IyKZMFJYu3RPr8+fPJ7XbHXHkzKBgMVFdXIxjIEggCUoBsQGbo7u6mZ555RlA+YsQIqqqqUqFGAPLYvXu3oGzgwIGKnY8XBFRWVpJerye73U5dXV2SgoHW1lYqLi6myspKBAMZDkFAipANUF9rayv9/PPPgvKbbrpJhdoAyGfv3r2CMqX6tbz//vv06aefRpSdddZZNHr06NDPOp2O7HZ7QlMSFxcXU3l5Oa6JGQpBQIqQDVBXIBCgv//974LyoqIiuu6661SoEYB8eEMEBw8erMi5eLMDzpgxQ3T/RNYncLlcWJ8gQyEIkIHdbheUdXd3482eBq2trdwL5W233aZCbQDkxRsdoMTw1g8++IAeffRRQXllZWXc52J9guxWwBhjalciF5SWlgoWEtLpdNTV1aVSjfKDTqejzZs3R5T169eP9uzZo1KNAORz7LHHCm4JtLe3k8lkkvU8lZWVgnS9yWTi9hGIp6mpiZqbmyX1BdDr9VRbWyupnwEoA5kAmSAbkH4Oh0MQABARXX311SrUBkB++/fvF5TJnQl48cUXuffrkx1Zk8z6BMXFxbhWqgSZABnxommNRkN+v1+lGuW20047jT755JOIsj59+tDu3bsVHUYFkC69e/emQ4cORZS53W5uP6Rk7Nixg/7whz/Q559/HlF+3XXX0cMPPyzLORwOh+T5AzQaDZnNZkn9DEAeyATIiDdSIBAIIMJVgMfjEQQAREQXXXQRAgDICQcPHhQEAETyZgIuu+wyQQDQt29fWefXwPoEmQ1BgIz0ej33Xh3ezPK7+eabBWW9evXidm4CyEa8OQLkVFtbSx0dHYLy22+/XZERCOHrE0ideAjrEygPtwNk5vF4qLS0VFBut9tzrvNLT08Pvfbaa/Ttt98SEZHRaKTTTz9d8fMGAgE6/vjjBfdLp0yZwr2oAWSj7777jjtlr9/vTzkbMGvWLFq1apWgfObMmfSvf/0rpWNL5fF4qLm5WXKm1GKxUG1tbdx+BpAgBrIzmUyMiCIeGo1G7WrJqrOzk2m1WsHrrKqqYj6fT9FzX3755YLzEhH77LPPFD0vQDp9+umn3Pd5qm699VbucUtLS9lPP/0kQ80T43a7mdls5taJ97BYLKyrqyvt9cxVCAIU0NXVxX3z2u12tasmi87OztBr0mq1zGg0spKSkohAQCl+v5/169dP8Ls9++yzFTsngBr+85//yB4EzJ07l3vMAQMGsI8//limmicn0WDAbDYjGJABggCF5HI2INjgl5WVRXzrb2lpCb3WtrY2Rc69cOFC7gXB5XIpcj4AtaxYsUK2a8imTZvY+PHjRRtUh8Mhc+2T19XVlVAwYDKZEAykAEGAQnI1GxCeBfB6vYLtRqORERGrqalR5PxDhgwR/E5HjBihyLkA1LR06VLBe/24445L+Di33367aAPap08ftmrVKgVqLw+bzSY5GDAYDKy9vV3tKmcdjA5QiE6ny/mRAiNHjhSUjR8/noiIvvnmG9nP98gjj9C2bdsE5Xfeeafs5wJQ2/bt2wVl/fr1k/z8lStX0qhRo+iee+7hbi8uLqY33niDLrrooqTrqDSsT6A8BAEK4r1xs33egP79+4f+v379esH24FAeJeY3f/DBBwVlw4YNo8svv1z2cwGojbeCYO/evWM+56uvvqK77rqLRo8eTXPmzKGvv/6au9+4cePojTfeoHPOOUeWuioN6xMoSO1URK7j3dvK9r4BYn0C2traFOsTsGbNGm4K0Gq1ynoegExx9dVXC97vp512WsQ+W7duZa+99hqz2WxswoQJktLmV199NTt48KBKr0oeNpuN6XQ6Sa9Xr9dn/W1YJSEIUFg29g3w+Xyso6ODWa1W1tHRIRjyxxsdUFZWFiozGo2y1+ncc88V/A779u0r+3kAMsWsWbME7/mioiI2ffp0dsEFF3D7x8R6jBs3jjmdTrVflqwSCQZ0Ol1GX3fVgiAgDbIlG+Dz+ZjVahWM/9dqtayjoyNi37a2trTNE/DVV19xP9Tz5s2T9TwAmUTqN/t4j6KiIvbII4+o/XIU1d7eLjkY0Gg0zGKxqF3ljIEZA9MgEAiQVqsVlNtsNrJYLCrUSGjjxo105ZVX0oYNG0T38Xg8ETMC9vT00KpVq2jnzp1ERPT73/+exo0bJ3vdDAYDvfHGGxFlRxxxBG3fvl2RvgcAmeC8886jzs7OpJ8/duxYuvjii2nevHnc608ucjgc1NjYKFjWXYzFYsFiRWpHIfkik7MBHo8n9K1eq9WympoaVlNTI/imr0SaP549e/ZwJwe6+OKL014XgHTS6/UJf+sfMmQIq6urY++9957i9WtpaYm4DRi8RrS0tCh+7nicTqeqsxD6/X7m9/tlO56SEASkid/v5775GhoaVK2Xz+cLfZCjU/nh24IP3twASlq0aBH394bJQSDXnXTSSTEbrhNPPJFNnjyZ3XTTTWzZsmXsgw8+SFvdgvOBBL84hP+s1hcGHjWmJLZYLEyj0TAiYjabTaZXohwEAWmUidmAmpoaRkSspKSEey/f4/FE1LezszNtdTt06BAbOnSo4Hf2zDPPpK0OAGo58cQTBe/9++67j+3atYvt2bNHtXqFjwKqqakJXTd8Pl/oekKk3KyhyUhXMNDe3i44VqZ3RkQQkEaZlg0I7+VfX18vul94lJ/OIKCpqUnwuyotLU3b+QHUxOt4mwkNSlVVVag+0V8cfD5fRICQaZRen6ChoYH7RS+TM5eYLCiNNBoNdznh5uZmFWpDojOJidFqtYp0/BOzePFiQdlf/vKXtJ0fQE3RS2VD6vR6Pdntdurq6pK0tHtraysVFxdTZWVlaCK0WHizxAYCAaqurk6qvumAICDNxGYRXLhwYdrrUllZGfr/M888E3f/2bNn0zfffEPr16+n9evXU09Pj2J1+8c//iGYenj06NGSPrgAuYAXBGTCaJjwhu6OO+4I/b+npyfi5/POOy+t9UqETqcju90ueUpih8NBxcXFVF5eTg6HQ3Q/vV7PDQRcLhc1NTWlVGfFqJ2KyEdifQOUShnFGrcfTO2J3Q7wer2hOoYvFxx81NfXyz4vAGOMnXrqqYJz5fpYZ4BwvXr1EnwG5FggJ7qfT/gjuAy42D5arZYxxiI6DJeUlAg6BmbirYB4ElmsKNYshH6/X3TOgky8LYAgQAXp7BsQHP6n1WqZx+MRbA/ODigm/P6f2CN6+uBUPfXUU4JzDB8+XLbjA2S6X3/9lftZk2vGv/BhwdEBQPg+0Q17+OfcarVGfDEIjhLIpA6ByZBjSmKn08nd32AwqPCKYkMQoJJ0ZAO8Xm/E+H9eEBCL1WoVNPZGo1E0IyCXs846S3D8Bx54QLbjA2S68A524Q+32y3bOcI7BhMJh/V1dHRk9Tf7VKUaDFgsFu6+mTZsEEGAStKRDQim6FINAIxGo2B+gJaWFkHd5ZhD4Pnnnxccd+DAgezXX39N+dgA2UJszRG508nRgX4wK+jz+UQXCss3ya5PEOu2gJzBXKoQBKhIyWxA+FjeWOl+McEsQqzZv6IDATlmCjMYDILfyV133ZXycQGyyccff5yWIIAx4f19xv4bHGi12rRPEJapElmfgOjwXANitwV0Op3aLycEQYCKxLIBZrM55WMHP9hKz9wV3iEo1WV9165dK/hd9O3blwUCAZlqC5Ad3n77be61QYmpaMNvGwZv7QX/n2gGMR+0t7cnNKVzcPbATL0tgCGCKtJoNNwFhBwOh6QxqWI2btwYWghI6SF1ch5fbF6AwsJC2c4BkA12797NLVdiiODIkSPpqaeeCv28aNEiIiJqa2uLWDAMDjOZTOR2u8npdEq6/gUCAW55XV2d5IWOlIQgQGUNDQ2CskAgQI2NjUkf89133w39f8yYMUkfR4phw4aF/j98+PCkj9PZ2Ukvv/yyoByTA0E+2rZtm6DsmGOOUex8U6ZMIaPRGFE2YMAAxc6XCwwGA9ntdnK73Ul/GQqfq0UtCAJUJpYNaG1tTTobsHHjxtD/eZH8N998Q0uXLqVJkybRpEmTaOnSpUlP/PP0008T0eHZBGfPnp3UMYjEswBDhw5N+pgA2erHH38UlPXr10+x823cuJHee++9iLJLL71U0QnBckVwFsJkgoHu7m6qq6tTqGYSqX0/AuTvGxB+nz66V29LSwt3TnKtVpvw+N5UOx8Gbdiwgfv6v/7666SPCZDNFi5cKPg8DBo0SJFzhY8E6OjoiOgomCmrAWaTRNcnIJVHCyAIyBC8hScoyd7AYgv+hK/wJfbgBQL19fVMq9Uyq9XKvF4v83q9EZ2HUp0j4LLLLhPU48orr0zpmADZ7Prrrxd8JoI99+UWvF4EG/zo+QNS7fCbi9xuN7PZbMxmszGLxcLMZjMzGAxMr9cznU4n2hlQ7KHmaAEEARlCzmxAeBAQHLYXPpzPaDQyq9UqmPGLFzjw5gOIFzQk4tNPP+Ue96OPPkrpuADZ7JJLLhF8JpRYQVNsJED0F4Z0rh6a6RKZXjiRh8ViUeX1IAjIIHJlA8InAAlO9BG8BRA9lj96DXDeN47oecGDgYQcw4fmz58vOPbFF1+c8nEBslllZaXgc1FWVibrOcJv50Vn86JnLNRqtXk9YVC4RL/lJ/KQa1roRCAIyCBiM0wlmg0In+4z+AEnEs4NHi66oQ//hh9+z9BoNMr2raC7u5v7QXj33XdlOT5AtiovLxd8LiZOnCjb8aMzfPGCgGAQku8TB4llbOV6qHFboIAxxggyxsKFC7nDA7u6ukin00k6Rk9PDw0cOFBQ7vV6aeTIkaLPGTVqFPn9fiIiqqmpoUcffTS0Pbisr9jzk/HXv/6VHnrooYgyk8lE7e3tsp0DIBuVlZXRBx98EFE2Z86c0GicVFx77bW0ZMkSQXlbWxvNnj2bNm7cSOXl5aFrQTitVks7duxIuQ7ZrLKyMuZywkEajSb0CF67dTodFRYWhsqit6uxVDSCgAwTCASotLRUMDzQbDaT3W6XfJzoD3pZWRm9//77MZ9z//330y233EJEREajkdauXZtAzROzfft2OuGEE+jAgQMR5evWraPy8nLFzguQDUaPHk1ffPFFRNkNN9zAHUoL6dfU1EQbN24kjUZDI0aMEDTqwUdWSHvuAeKSo2+A1+sVPD9eKi986VClhwbdfvvtiqY7AbIZ77agWh3HILdhsqAMZLFYuKn/RGYRHDlyJNXU1ESUVVVVxXxO//79Q/8fP3685HMlau/evaKTAwHA4c9INEyfDUpAEJCBNBoNdzrhRGcRvPvuu0mr1YZ+3rBhA1177bWi+4fPGDZz5kzJ50nU4sWLadeuXRFl48aNo6lTpyp2ToBs8ssvvwjKsia9DFkFQUCGMplMKWcDioqKyOl0RpQtWbKErr32WsF0oBs3bgwFCFarVdYOgOEOHTqELABAHPv27ROUIQgAJSAIyFByZQNOP/10amtriyhbsmQJnX322bR06VJav349LViwgPR6Pfn9fqqpqaGbb7455fqLWbx4sWBxlDPOOINmzZql2DkBss3+/fsFZQgCQAkYHZDhiouLBY1+MsPoXn75Zbr00ku5w36C6uvr6d57702qnlKVlJSEhhsGtba20rx58xQ9L0C2+Pnnn6lv376C8vb2djKZTCrUCHIZMgEZjpcNcDgcCa8wOGXKFPrqq6+opqYmop8A0eHhgJ2dnYoHAI899pggABg9ejQCAIAwu3fv5pYjEwBKQCYgC8iVDQi3fv16IiIaM2YMFRUVpVQ/qU499VTatGlTRNmjjz4qGMUAkM+8Xi+ddNJJgnK32016vV6FGkEuQyYgC4hlAzweT9LHHDduHI0bNy5tAcBTTz0lCACGDx+OAAAgyp49e7jlyASAEhAEZAGz2ZzySAG1YUQAgDRitwMAlIAgIEsokQ1Il+eff14wZfGgQYMQBABwIAiAdEIQkCWyORsglgU48sgjVagNQGYTCwKkLiAGkAgEAVkkG7MBa9eupTfeeCOirF+/fnTDDTeoVCOAzIZMAKQTgoAsIpYNqK6uVqE20ohlATAPOgDfjz/+KCjr16+fCjWBfIAgIMvwsgEejycjswFvvvkmrVmzJqKsoKAAfQEAYvD5fIKyY489VoWaQD5AEJBlsikbIJYFGDJkiAq1AcgOO3bsEJQhcwZKQRCQhcSyAQ6HQ4Xa8G3YsIGee+45QTmyAACx8ZYR7tULl2pQBt5ZWSgbRgrwsgBXXXWVYqsTAuSKQCAgKMNEQaCUI9SuACTHZrNRZWVlRFkwGxBvkZF9+/aF+hEEH1u2bKGDBw/SgQMH6MCBA3Tw4EEaNmwYjR49mkaPHk1jxoyh0aNHU2lpady6ffrpp7R8+XJBObIAAPH99NNPgrJ0zewJ+QdBQJYymUyk0+kEawo0NjaKBgEOh4Oeeuopbpqex+/308cffxxRNmbMGLroooto5syZdPrpp3Ofx8sCXHLJJXTqqadKOi9APuP1CUAQAErB7YAsZrPZBGXRfQO++OILWrBgAY0YMYIqKyslBwBiPvvsM7rnnntIr9fTmWeeSY8++mjE9u7ublq6dKngecgCAEjzyy+/CMrQJwCUgndWFjOZTNxVxerq6oiIaNGiRTR69GhatGgRffvtt7Kf/8MPP6TrrruOzjrrLHrxxReJiJ8FqKyspLPOOkv28wPkIl7HQPQJAKXgdkCWa2hoEPQN6O7uplGjRtHXX38t+TgnnXQSHXHEEXTEEUdQ79696auvviIi/v3JaO+//z5VVFTQ1KlTBfMCECELAJCIX3/9Ve0qQB5BEJDlgtmA6MmCYgUARx99NI0YMYKuv/560uv1dPrpp1P//v25+37zzTf0+eef06ZNm2jVqlX03nvviR63o6NDUGY0GslgMEh8NQDAux2AeQJAKQWMMaZ2JSA1DodDkA3g+eMf/0iXXnopzZ07l4455pikzhUMBp5++mn68ssv4+7f0dFBU6ZMSepcAPmoV69eFH1ZttlsZLFYVKoR5DIEATmitLRUdOrgM844g+677z6aMGGCrOf829/+RnfffTf9/PPP3O3Dhg2j7777TtZzAuSyPXv2cLNydrudzGazCjWCXIeOgTnCbrdzy2fMmEEffPCB7AEAEdFtt91GXq+X5s+fz91+4oknyn5OgFwmtoIgOgaCUhAE5Ai9Xs8dKfDhhx8qet6hQ4fS7373O0H5cccdR2+//bai5wbINVhGGNINQUAO4WUDuru7qbW1VdHz8oYF8uYwAIDY9uzZwy1HJgCUgiAgh+j1em5P/OC8AUp47LHHqKurK6JszJgxdNlllyl2ToBchdsBkG4IAnIM7xt4IBBQLBsgtlwwACQOQQCkG4KAHKPX67lrByiRDVi+fDlt2rQpomzEiBGiHQUBIDb0CYB0QxCQgxoaGgRlSmQDkAUAkBcyAZBuCAJyUDqyAc899xxt2LAhomzQoEEIAgBSgCAA0g1BQI5Sum+AWBbgiCMwEzVAsnA7ANINQUCO0ul0imUD1qxZQ2+++WZE2bHHHossAECKtmzZIigbOnSoCjWBfIEgIIcplQ3gZQFuuOEGGjBgQErHBch3vHkCevXCZRqUg3dXDlMiG/DGG2/Q2rVrI8p69eqFLACADPx+v6AM/QFASQgCcpzc2QCxvgBDhgxJ6ngA8F8+n09QptVqVagJ5AsEATlOp9NxVx9LJhvw/vvv0/PPPy8oRxYAIHVer5c2btwoKEdnW1ASgoA8INe8AbwswNVXX03FxcVJ1w0AiDZv3kwTJ06k/fv3C7bhdgAoCUFAHpAjG7Bp0yZ66qmnBOXIAgCkZsuWLTRx4kT65ptvuNsRBICSEATkCbG+AU1NTZKez8sCXHrppXTKKaekXDeAfLV9+3a64IIL6MsvvxTdB0EAKAlBQJ7QaDTcbEBjY2Pc53Z1ddFjjz0mKEcWACB5gUCALrjgAvrss8/UrgrkMQQBeUQsG7Bw4cKYz+NlAWbMmEFjx46VrW4A+WTv3r10/vnn00cffRR338LCwjTUCPIVgoA8IpYNaG5uFn3ODz/8gIWCAGS0b98+mjhxIn344YeS9sftAFASgoA8k2g2YPHixXTo0KGIskmTJtGf/vQnReoHkMsOHTpEEyZMoLfffpu7/bjjjhOUIQgAJSEIyDOJZAN2796NLACAjKZMmSJYdyNoxIgRNH78+DTXCPIdgoA8JDUbsHjxYsFc5ueddx5NnjxZ0foB5KJp06bRK6+8wt1WWFhILpeLDhw4INiGTAAoCUFAHoqVDeju7iYiooMHDyILACCTyspK6ujo4G4LBgA6nS7NtQJAEJC34q0psHjxYvrxxx8jtpeVldFFF12UlvoB5IpZs2aRw+HgbgsGAHq9nogOfwajIRMASkIQkKfiZQOQBQBI3cUXX0yrVq3ibhswYAC1traGAgAiBAGQfgWMMaZ2JUAdgUCAu0LZtGnT6KWXXoooO/nkk2nTpk3pqhpA1ps3bx49+eST3G0DBgygZcuWCZb6Li4uDt2SC+rq6sKtAlAMMgF5TCwbsGbNGkEZsgAA0l1xxRUJBwAAakAmIM+JZQPC6XQ66urqSlONALLbNddcw51mm4iof//+9OSTT4oGAFqtVnBLwO/345YAKAaZgDyn0WjIYrHE3AdZAABp/vrXvyYdABChTwCkHzIBEDMbcPzxx9OWLVuod+/eaa4VQHa59dZbyWq1crf179+fFi9ezL39FsT7HGo0GvL7/bLWEyAcMgEQMxtwxhlnIAAAiOOOO+4QDQCIKG4AQIQsAKgDQQAQEVFDQwO3XGyOcwA47K677qJ77rlHdLvdbo8bAACoBUEAENHhbxx33nmnoHzXrl101113qVAjgMy3aNEi0QCa6HBwLTUAQCYA1IAgAELq6uq45VarVbCSIEC++/vf/04LFiwQ3d7Q0CC6OicPggBQA4IACNFoNNxvNT/99BPddtttKtQIIDM1NTXRzTffLLrdYrEkFAAAqAVBAESwWCxUVFQkKG9qaqLdu3erUCOAzPLII4+IZs2IDn+GeGtzxMPLBGCmQFAaggCIoNFo6PrrrxeU79u3j+rr61WoEUDmeOyxx7ifj6BkAwAifhAAoDQEASBgsVho0KBBgvJHH32Utm7dqkKNANT3xBNP0DXXXCO6PZUAgAh9AkAdCAJAQKPR0LXXXisoP3ToEN1+++0q1AhAXcuXL6crrrhCdLvFYok5SgAgUyEIAC6LxULHH3+8oPyJJ56gr776SoUaAahj5cqVdNlll4luN5vN1NDQkPK3dl4moLCwMKVjAsSDIAC4NBqN6AxovPkEAHLRc889R3PmzBHdbjabyWazyZK237lzp6AMtwNAaQgCQJTJZKIhQ4YIyleuXEkej0eFGgGkzwsvvEAzZ84U3W4wGGQLAIjQJwDUgSAARGk0Gvrb3/7G3YZsAOSyNWvW0PTp02PuM2vWLMUbaQQBoDQEARCTyWSioUOHCspffPFFWr9+vQo1AlDWa6+9RhdeeGHc/RYsWEDd3d2ynRdDBEENCAIgJo1GQ4sWLeJuw4xokGtcLhddeOGFdPDgwbj7BgIBKi8vl+3cuB0AakAQAHGZzWb6zW9+Iyh//fXXae3atSrUCEB+b731Fk2bNo1+/fVX7vbi4mJBWXd3N1VWVipWJwQBoDQEASCJ2FKp6BsAueC9996jadOm0d69e7nb9Xo9rVu3jrsioMPhkCUjgEwAqAFBAEhiNptp2LBhgvL333+fnnvuORVqBCAPt9tNF154oeg9eZ1OR+3t7aTT6chut5Nerxfs43K5qLS0NKX7+ugTAGpAEACS3X333dxyzJQG2eqTTz6hadOm0Y8//sjdrtPpyOl0Rizk43Q6ud/QPR4PFRcXU2trq2z1QyYAlIYgACQzm800fPhwQfmmTZto2bJlKtQIIHmff/45TZs2jbZs2cLdrtFoQhmA6PLowCAoEAhQdXU1lZaWJhQMuFwu7kgDBAGgtALGGFO7EpA9Wltbqbq6WlA+cuRI8nq9KtQIIHFer5eMRqPoezbY0PNS/0HB0QHxJs4ymUx0+umnk06nCwUOgUCAuru7afPmzeRyuUSP4Xa7Y9YBIFUIAiBhOp2ONm/eLCh/+OGH6brrrlOhRgDSffvttzRx4kT64osvuNs1Gg3Z7XYymUySjldeXk4ul0vOKobo9Xpyu92KHBuACLcDIAli8wOIjSAAyBRbt26lqVOnyhYAEB3uI2C327m3B1Jx9NFHU3t7u6zHBIiGIAASZjabuRe8bdu20f33369CjQDi8/l8NHXqVPrkk0+425MJAILMZjN1dXWRzWZLtZoho0ePlj2wAIiGIACSIjYi4J577qE9e/akuTYAsQUCAZoyZYpoaj2VACCcxWIhxhi1t7eTxWKR3LGvrKwspfMCJAt9AiBpxcXF3B7Nd9xxB911110q1AhAaO/evTRx4kR6++23udvlCgDEdHd3k8fjCXUGDJ5Tr9eTRqMhnU5HHo9HMOGQwWAgp9OpSJ0Ago5QuwKQvWw2XQXSzgAAH0NJREFUG3fKVKvVStdddx0NHjxYhVoB/Ne+ffuooqIiZgBgs9kUCwCIKGJUQCIwPBDSAbcDIGkmk4l7cdu3bx9ZrVYVagTwX4wxqqiooHXr1onuY7PZuFMBpxvmCAC1IAiAlNhsNrryyiu55Zg3ANRUUVFBr7zyiuh2u92eEQEAgJoQBEBKTCYT/eMf/6CJEycKtmGkAKhlxowZ9NJLL4luz5QMQBAWDwK1IAgAWdxyyy2Csscee4w2btyoQm0gn1VVVcUcX9/Q0EAWiyWNNQLIXAgCQBbjx4+nGTNmCMqRDYB0uuSSS+jZZ58V3W6xWEQnu1ITLxNQWFioQk0g3yAIANnwsgFPP/00vfXWWyrUBvKN2Wymp59+WnS7xWKRdTIfOe3cuVNQhtsBkA4IAkA2Z511Fl122WWCcmQDQGlXXXVVzJUsMzkAIEKfAFAPggCQFS8b8MILL9Crr76qQm0gH1x77bX0z3/+U3R7pgcARAgCQD0IAkBWJ598MtXU1AjKMW8AKKG2tpaWLFkiut1isYhOcQ0ACAJAAbxswLp16+j5559XoTaQq2688UZavHix6Haz2UwNDQ1Z8Y0amQBQC4IAld1///1UUFCQ1COenp4eWrBgQWj/9evXx9z/5ZdfptmzZ0ecY+zYsbRgwQLq6emR/JpGjBhBN910E/e1Asjh1ltvpQcffFB0u9lsJpvNljUNKYIAUA0DVVmtVkZECT9qampEj+nz+ZjVamVarTbiOZ2dnZLrYTQaI56v1WqZz+eT/Lp8Ph/r27evoN7Lli1L6PcDEO3222+P+dno379/xM9arZYZjUZmtVrjvoe9Xi+rr69nZWVlEccoKytjNTU1MT9DPp+P1dfXs5KSkohzV1VVsY6Ojpjn1el0gtfR1dWV1O8HIBEIAlQW3vhqtVpmtVpFH+EXCI/HIziWWOMffIjxer0RFzuv1xva1tLSIinw4GlsbBTU4ZRTTknoGADheO+p6IdGo2H19fWCBjn4GeN9dhgTBsJlZWXMarWyqqoqQYAcHUz4fL6Iz11JSYkgkLBaraKvC0EAqAVBgMrCLzxiFyfGGOvs7Iy4CPGOE7wIBYOJ6GBATHhDz/vGEryYlZSUJPTafvnlF3b88ccLLm6PPvpoQscBYIyxRYsWSQoAoj9HNTU1Efvw3sfRAUBLS0vE9ra2tojtVVVVoucIf67X640IBsID7HAajUbwWvx+f7K/KgDJEASozGg0hr51SNlPrKHu7OxkZWVlrKWlJfQtJfw5agQBjDH24IMPCi5uI0aMSPg4kN/+/ve/xw0AiIi1tbVxnx/r1lh4JozXwAdFBxPhxwgen/c57ujoiFu/RDJ3AHLCOy0LhGcBEmmIpQYB0bcDwlOdqdwOCCouLhZc4O6///6kjgX5p6mpSVIAEOs9Hv1ZCG/A6+vrI7aJ3b/3eDwR+4V/HhAEQLbCOy0LhF/AxC4i8Z4X76ISfiEMdqQK//YUHRwkIjyQCD4GDhzI9u7dm9TxIH88/PDDMRt9vV4vKW0e3Tcg/L0cfe8+1vtc7LZCeJYg/DMq5XZAV1eX4HXpdDqpvyKAlCAIyHDhWYBEe+gnEgQwdvgbS/QFUWqv6lieffZZdtxxxwkudHfeeWfSx4Tct3Tp0rgBgJTOc+HfxImEHfQS+QYe/fkI8nq9gqA5el+xAB5BAKgJQUCGC/+GEat3MU+iQYCctm7dyu699142cuRI0Yv40UcfzX744Ye01guywxNPPBEzANDpdJIDgPDGub6+XrBPIkFA9GcqvBOiz+djNTU1glECVVVVMYcWut1uboADkA4IAjJYdIclsZ7FYtQIAvbs2cPmz58f8wIe/vjrX/+alnpB9li+fHlKAYDH42EtLS0R73+j0SjaEMdq2OPtG6txl4oXBBgMhpSPCyAFZgzMYA888EDo/zU1NTRy5EgVaxPfc889R6eeeiq1tLRIfs6DDz5I33zzjYK1gmzyzDPP0Ny5c0W3azQaam9vJ51OJ9i2fv16KigoIL1eT/Pnz6dXXnmFiIi0Wi2deeaZ1L9/f+4xzzzzzIifg8+L1tPTI9gmdsxE8GYLBEgbtaMQ4Es1C8BY+jIBgUCAXXnllZK++Q8YMEBQds011yhWN8geq1ativne0Wg0zO12iz7f6/WGJtbizfpHIrcDou/n8yYU6uzsFHQulOsz1d7eLjiuyWSS5dgA8SAIyFDhfQF4kwNJkY4goLOzk/3mN7+JefEeO3YsW7JkCfvpp5/Yv//9b+4+H330kSL1g+ywevXquAFAe3t7wsf1eDyCYIA31DV6MiCtVhuadTD4/Oi5BrRarRwvndntdsHrNZvNshwbIB4EARkoOguQ7H1HpYMAl8slmKc9/HHhhRey119/XfA8k8kk2PeSSy6RvX6QHV5++WVFAoCg6G/6Yp8pj8fDqqqqBFkBo9HIWlpaBPMEJBucR+MFARaLRZZjA8SDPgEZKLwvQElJCY0bN07F2vC9/vrrNHnyZNq9e7dg29FHH02PPPIIvfDCCzR+/HjBdt5SwytWrKB33nlHkbpC5vr3v/9NFRUVots1Gg3Z7XYymUxJn2PkyJE0e/bsiLK3335bsN/pp59OK1eupB07dhA7/AWJduzYQWvXrqVrrrmGPvvss4j9Kysrk65TOPQJADUhCMgwPT09tHLlytDP99xzj4q14Xv11VdpypQp9PPPPwu2VVZW0qeffkrXXnut6PPPOeccuvTSSwXlWGo4v7zxxht04YUX0oEDB7jb5QgAgqI7Eq5bty7hYzgcjoifJ0yYkFKdgnhBQGFhoSzHBogHQUCGefzxx8nv9xPR4V7N0d9g1Pbll1/S9OnTad++fYJtN910Ez3//PNUXFwc9zi8bIDD4aDXXntNlnpCZnv77bepoqKCfvnlF+52OQMAnugRAfFs3LiRnnnmmdDPco7W2blzp6BMo9HIcmyAeBAEZJCenh667777Qj/feuutsh8/VX/5y1+4F+5bb701oW/yp556Ks2fP19QjmxA7nvvvfeooqKCdu3axd2u0WjIZrMpFgAQEQ0fPlzyvj09PXTllVeGftZqtXT33XfLVhdeJgBBAKQLgoAMEp4FICK64oorUjre119/HfHzf/7zn5SOt2jRIu4Y6gULFtDf/va3hI/Hywb8+9//FqRdIXe43W6aPn16zIDUZrOR2WyWdLzg3AAFBQV00kknie732GOPRfwsNZXf09NDkyZNog0bNoTKnnrqKSoqKpL0fICMp3bPRDjM5/NF9EpOZsW+zs5O1tnZydra2gQjA+j/ejq3tLSE9ktk7oHwNQzCH/Pnz0+4nuFuvPFGwTHPOeeclI4Jmenjjz9mw4YNizkSwG63J3TM6Pcl73MTvQSwlOm3Ozs7WX19vWCkQCILeEnFGy2TymgIgEQgCMgQ0RezZCYHinVx5T0SWYugtLRU8PyTTz6Z7d+/P+F6htu+fTs7+uijBcdevnx5SseFzPL5559zl5QOfzQ0NCR83Ohhe0SH5+sPThgUPcFPvPe81Wrl1s1oNCb1mZQCQQCoCUEAxLVixQruhZE3B0AyGhoaBMc+7bTTZDk2qM/r9bLf/va3sgcAQT6fj7W1tbGamhrBxEDBcf719fWSGvFgMB5c+KelpUWxxj/IYDAIfh9Op1PRcwIEFTDGmPjNAgCi3//+94Ix/HfeeSc1NjbKcvyff/6Zhg8fTj6fL6J8yZIl3M6DkD2+++47mjx5Mm3atEl0H4vFQjabLY21yiylpaXk8XgiytxuN+n1epVqBPkEHQMhpo6ODkEAMHjwYFq4cKFs5zjmmGO4nQQxUiC7bd26lSoqKhAAxIHRAaAmBAEQ08MPPywou/7666mgoEDW89x4442CCV26urrowQcflPU8kB4+n48qKioE33DDIQAAUB9uB4Aoj8dDpaWlEWVHHXUUbd26lbRarezna2lpoZqamoiyQYMG0ebNm+mYY46R/XygjJ07d9LkyZNjTgONAOC/tFqtIBvg9/uRDYC0QCYARL3++uuCsuuvv16RAICIaP78+XTqqadGlG3fvh23BbLITz/9RBUVFXEDgIaGhjTWKrPhdgCoCUEAiOLNrz5nzhxFz8nrG2C1Wmn79u2KnhdSt3//fqqoqKA333xTdB+z2UwNDQ1o5P4PAgBQG4IA4Dp06JAgEzB06NCE51xP1KWXXkpnn312RNnPP/+MbECGY4xRRUUFN3sUZDabyWazoZELgyAA1IYgALjWrVtHv/76a0QZb1lgJfCyAQ888AB1d3en5fyQuOnTp9PatWtFtxsMBgQAABnoCLUrAJmJ943u/PPPT8u5Kysr6fzzzxfUwWq10pIlS9JSBxA6cOAA+Xw+6unpIZ/PF/p/c3Mzffrpp6LP0+v11N7ejgCAA5kAUBuCAODaunWroOy3v/1t2s5/yy23CIKAlpYWuu666wSdByFxhw4dimjIef/funUrbdu2jfx+P+3YsYP27t2b8Hn0ej05nU40bCIQBIDaEAQA1w8//CAoix4uqKQJEybQ9OnTafXq1RHl999/Pz355JNpq0e2CDbcYo361q1bafv27aGyPXv2KF4nBAAAmQ9BAHBFBwGFhYXUt2/ftNbhlltuEQQBy5cvp2uvvZbOOeectNYlnXbs2EE+n4/eeecdCgQCNGDAgIhGfevWrfTjjz+Sz+ejHTt20K5du9SusgACAGl4mYDoSbMAlIQgALi2bdsW8fPgwYPTXodzzz2XLrnkElqxYkVE+f3330/PP/982uuTDL/fL5puDzboP/zwA/X09FBPTw/t2rWLsn3+LvQBkI4XBACkE4IA4IrOBKgRBBAdzgZEBwHt7e30+uuvp62jYtDOnTtj3kPftm0b9fT00A8//EA7duygnTt30sGDB9NaR7XpdDpqb2/Ht1mJ0CcA1IYgALiOPPLIiCGCBw4cUKUep512Gl199dX02GOPRZRbrdaUgoDdu3dLatC3bdtGgUCA/H6/ar8DtRQWFpJWqyWNRhNq1IcOHUrt7e2CTBER0fDhw8npdCIAAMgiCAKAa/DgwfTtt9+GfuZ1FEyXW265RRAEvPbaa7R69WqaPn067d27V9CQRzfu27Zto61bt9LOnTvJ7/fTvn37VHo16uA16MF/R4wYESrXaDQRj3CBQIAqKyu5AYBGo6HVq1cjAEgQLxNQWFioQk0gXyEIAK7jjz8+Y4KAkSNH0v/7f/+PHnrooYjyP//5z1RQUCCY1CjXFRYWUkFBQUSjnWiDnqhAIEDV1dXkcrkE2zQaDTmdTtLr9SmdIx/t3LlTUIbbAZBOWR8EBAIBfGgUEN0HYO/evbRnzx469thjZT1PIBAIPYIzAnZ3d9PmzZtD/w8EAuTz+aigoCCi01wufJsPb9CJKNR479+/X9AX4vLLL6cHH3ww7e/3YADgcDgE2zQaDdntdgQASUKfAFBb1gYBHo+HGhsbyeFwkF6vx4VIZryOgN999x2NGTNG9DliDToR0ebNm0Pl4fvlWu/o6HR78Fv4iBEjiOhwz/ngRT64ncfj8QiCgAEDBmRkAGAymdJap1yHIADSKSuDgKamJmpsbAw1IB6Ph8rLy6mrqwsfIJkMHTpUUFZfX09/+tOf8qpBD0+3RzfovHR8Lr3/EAAoL9c+M5B9sioIiHVRCjZKyAYIBS804d/Og412dIMevj2aw+Hg/u6zQSINulz30bMZAoD0wO0AUFvWBAEul4sqKytFI2eDwZA3AUB0uj28QSc6nBmJ16BnMzl6umc6Xi/7dK2iGAgEqK6uDgGASrLtvQrZLeODgOAFqbW1VXQfvV5PNpstjbWST/R99OgGPbws2AjkUqMefX88HT3ds0HwdYb/rXk985Ug9nnTaDRks9kQAMiIF9jlw/sbMkdGBwEul4uqq6tjfgMym80Zs065WMe4QCBAO3fu5N5Dz9UGPfhveNo9Xxv0ZOn1+oiGP/h+UfJ3Vl1dLRpw22w2MpvNip0bANIvI4OAQCBAjY2N1NraKtpIKp2WRE/3w2n3n376ibRaLZ122ml04okncht0otg93SE50UEA0eHAWKn3/MKFC0UDALvdjgAgTfA5gnQqYBm2WonL5aK6ujryeDyi+xgMhoQWKIm+Px7esOdLgx6vY1ywP0Wu9nTPRg6HgyorKyPKzGYz2e122c/V1NREdXV13G02m40sFovs5wSigoICQVmGXZIhx2VMECD1239tbS1ZLJaUe7pns3wfupYvAoEAabXaiDKNRkN+v1/W88QKABoaGmjhwoWyng/+C0EAqC0jgoDwiX/iie4sle2iG3SiyJ7uGLqW33j36OVMzccKACwWS9Z2uM0G6QryAGJRPQiInvgnm8Vr0NExDhLFuyUgV0OBAEBd3d3dVFxcHFGm0+moq6tLpRpBPlKtY2CsyUgyAa+nOxp0SDeTyUQ6nS5ihEwgEKCmpqaU7tMHg28eBADpgYmCIBOoEgQEAgEqLi5O67f/WHO6o6c7ZLKGhgaqrq6OKGtsbAwFCImKlX1DAACQX1S7HeDxeKi5uTnmJEBipPR0j/4mj0YdsllpaalgxIxerye3253QcVpbW6murk40AGhoaMBnJU1cLheVl5dHlBkMBnI6nSrVCPISU5nb7WZms5kRkaSH2WxmXV1dalcbsozH42FWq5UZjUam1Woj3lNGo5HV19czr9fLfa7RaJT8/ow+briWlhZWVlYm2KelpSVu/Z1OJ/ccBoNB8u+gvb2daTQa0c+V3++XfCxIHe9vajKZ1K4W5BnVg4Cgrq6uhIIBk8mEYADi6ujoEDS89fX1oYAg+n3V1tYmOEayQUD4scKPodVqBceMDhh4TCZT0oGA0+lEAJBh7HY7928BkE4ZEwSEs9lsCAZAFtGNbWdnZ8T2trY2wXsqOiMQfoyysjJmtVq5j5qamoiGnneOmpoa5vP5GGOM+Xy+iOfwApBoer2e+znQ6/WinwO32y0aABgMBgQAKkEQAJkgI4OAoESDAbfbrXaVIcOEN+A1NTXcfaIzBdHp+eAxSkpKQg04j9VqDR3DarWGyquqqkLl0c/3+Xxx6xfO7/eLBgJExOx2e8T+CAAyF+/6ZrFY1K4W5JlelMEsFgsxxshms8XtBe1wOKi8vDwn5hsAZUybNo1bPmvWrIifd+7cGfHzK6+8QkREVVVVVFRUxD1GT08P3XfffaGfr7jiilSqKkqj0cScMru6upqKi4uptbWVPB6P6GdCr9cnNPU2AOSmjA4CgiwWC3V1dcUNBoLjpwGC1q5dS+xwxoumTJmS1DGCz7/33ntF93n88cdDE/jU1NREBAvhC/7ccccdof/39PRE/HzeeedJqs//b+9+Vpv43jiOPz9w7xS8gAn1AibQZaGTle6arNqdyUaxLpqACIIyDbqpm8mu7maWFRdJEaG7iVRcCZ0LsCZegPRcgJDfwm9imjlJJmn+Teb9gkKTSdIjYzufOec555imKUEQ9PZ7GNRut6VUKkk2mx0aAIIgIAAsme7c3L17dwktQZolIgR0xQ0DwCQG7/wn/UM82Avw/PnzG8f39/dla2tLREROTk7k/v378vDhQ7l3756cnJyIyN/gsL+/H/tndqcHTrpgEAFgdQz+vxMR/q5h8ZY6GHFLrut2TNOkyhm3srm5eaOgb9S4v05/LcCoKv/j4+PIz3rw4EGsgsBR6vX6jd+DYV+WZfH7sUJ0s6EGazqAeUt0COiq1+udIAj4A4eJvX//fmRRYBz9F/bB2QeL9Pr1686dO3cmnj2A5dBN+azX68tuFlJmaXsHzFL/mCsQ18+fP+Xly5e9x0+fPpUnT55M9Bmnp6dydXUlIiKbm5uyvb090zbGpZSST58+yZ8/fyLHTNOUer1OVzOAiETVBACz8vv3b9nb2+sV821tbcmbN28m/pxXr171vn/79u3M2jcJpZTkcrnIssIi/4oICQCrhw2EsAoIAUilZ8+eyffv30XkbwA4Pz8fOv1vmMFegEkK+2aluxunLgB0pxMSAFYTIQCrgBCA1Dk4OJAPHz6IyPQBQORmL8Djx49n1r64Rm3HbRjGyGmEWD5CAFYBIQCpcnBw0JuWd5sA0N8LsLGxMbfFgYYZFwA8zyMAABiLEIDUOD097QWAzc3NqQOAyM1egP39/ak/ZxpxAgDFsstXKBRkY2NDstmstNvtyPG4PQHtdls73APMxLKnJwCL8Pnz5xvz88MwnPqzLi4uRm44NE/X19dDdxM0DIMpZiticF8AwzAiUzR153CQ53m9vR8m2TYaiIsQgLV3dXXV2djYGDuX/+LionN8fDx2rYD+TYn29vbm0WSt6+vrodttEwBWi23bY3cIHBcC6vU6iwlh7ggBWHv9F+3+3f0GdRf9GbXq32AvwCIXByIAJEe5XNaep25vQKvVihw3TbP3/mG7RbLVMGZtLRYLAoY5PT3t7QLY9e7du8jrPn782Cv0G6V/LYCtra2FLQ5UKpXE9/3I84ZhiOu61ACsGMdxIpuZKaWkWq2K53lj31+tVrV1ALu7uzNrIyAi1ARgvfUv6Rv3a1hPwGAvwG3X/I9Ld1fZ/aJ7eHU5jqM9Z61Wq3N5eald2rnT6XSCINC+L5/PL/lfhHXE7ACsra9fv8a6u4/r27dvve8XtTjQ0dHR0O2xPc+TYrE49zZgOuVyWVvtX61Wta83DEOUUlKpVLTHHMeZeRsBQgDW1vb2tnT+1r1M9HV+fq79vBcvXvRe8+PHj7m3v1arDb1gOI5DAFhxhmHI4eFh5Hnf94dO+avVatpjjuOw7gPm4n+dTqez7EYAuKlWq2nvCEX+XhCOjo4W3CJMQymlXSege9ffzzRNUUpFnrdtW4IgmHtbkU6EAGDFjAoA5XJZXNddcItwG77vS6lUmuq9LP+MeWM4AFghBID1UywWp97E6fDwkACAuSIEACtiVA0AASDZpinqsyxLyuXyHFoD/MNwALACfN+XSqWiXU+eALAeMpmMdg8Bne420LZtz7lVSDt6AoAlGxcAmBq2HiYJcsVikQCAhaAnAFiiZrMphUJBGwCKxaK4rsse82skTm+AaZpyeXnJecdC0BMALEkYhgSAlInTG+B5HucdC0NPALAEYRhKLpfTBgDbtqVer3MhWFPZbHboYkHUf2DRCAHAgo0KAJZlSRAEBIA1FoahZLPZyPMMA2AZGA4AFogAAMuytLs+MvyDZaAnAFiQbg2ArjCMAJAu7XZbMplM73GxWIy1xTAwa4QAYAHa7bbkcjkCAHoKhYI0Gg0xDENarRbnH0vBcAAwZ+MCAEWA6dQtAHQch/OPpaEnAJijYbvIifwtBAuCYOp15ZF8jUZDWx8ALAohAJgTpZTkcjntdDACAIBVwHAAMAdKKSkUCtoA0F0XngAAYNkIAcCMKaWkVCpJs9mMHGN/eACrhBAAzFA3ADQajcgxwzDE8zwCAICVQQgAZiROAKAIDMAqIQQAM0AAAJBEhADglggAAJKKEADcglJKKpUKAQBAIhECgFuoVCri+37kecMwxHVdAgCAlcZiQcCUSqWSNgCIiHieJ8ViccEtAoDJ0BMATOHo6IgAACDxCAHAhGq1mlSrVe0x13UJAAASgxAATKBWq0mlUtEecxxHyuXyglsEANOjJgCIaVQAKJfLva1hASAp6AkAYiAAAFhHhABgDAIAgHVFCABGGFUESAAAkHSEAGAI3/elWq2KUipyrFwui+M4S2gVAMwOhYGAhu/7UqlUtAGgWCyK67piGMYSWgYAs0MIAAY0m00pFAoEAABrjxAA9AnDUHK5nDYA2LYt9XqdAABgbVATAPyHAAAgbegJAGR0ALAsS4IgIAAAWDv0BCD1CAAA0ooQgFQLw3BoESABAMC6YzgAayMMQ2k0GvLr1y9xHEdM0xz5+na7LblcTtrtduQYAQBAGhACsBaUUpLJZG7c0bdaraFBYFwAqNfrY0MEACQdwwFYC77vR7r0fd/XvlYpJYVCQRsATNMkAABIDUIA1sKXL18iz+m68pVSksvlJAzDyDHTNCUIAgIAgNQgBGAtDLuo91NKSalU0r7WMAx6AACkDiEAiReGYaRr3zAMsW2797gbABqNRuT9hmFIEARiWdbc2woAq4QQgMRrNpuR5yzL6g0HjAsAnucRAACkEiEAiaerB+he1OMEgHw+P/c2AsAqIgQg8XRj/Ds7OwQAABiDEIBEG1YPYFmWVCoVAgAAjEAIQKINmxVQrVa16wQQAADgnzvLbgBwG7p6gDAMh04DdF2XAAAA/2HZYCRaJpPRrvyn43meFIvF3mOlVC8wGIZx4xgApAE9AUisdrs9cQAIw1CazaacnZ1JGIaRpYYJAgDShJ4AJFaj0ZBCoTD2dbZti2VZ0mw2tcME/a6vr9k5EEBq0BOAxDo7O4v1umazqV1QSEcpRQgAkBrMDkBixb2wx9EtGmTvAABpwnAAEkkpJRsbG7f+HMMwJJ/Py6NHj27sNQAAacBwABJp2l6A7kJCOzs7ks/n2TMAQKoRApBI4wr8+pmmKfl8XnZ3d29sLAQAacdwABJp1PoA3O0DQDyEACSOrh7AsiyxbZu7fQCYAMMBSJxms8ndPgDMAD0BSJzuKn/c7QPA7RACAABIKRYLAgAgpQgBAACkFCEAAICUIgQAAJBShAAAAFKKEAAAQEoRAgAASKn/A683G1UceynHAAAAAElFTkSuQmCC)
MathematicsGrade9
Mathematics
The measure of the unknown angle x is ________.
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)
The measure of the unknown angle x is ________.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
The given figure is a _________.
![](data:image/png;base64,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)
The given figure is a _________.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
What is the measure of the
?
![](data:image/png;base64,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)
Quadrilateral is a four-sided polygon with four angles and the sum of all angles of a quadrilateral is .
What is the measure of the
?
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)
MathematicsGrade9
Quadrilateral is a four-sided polygon with four angles and the sum of all angles of a quadrilateral is .
Mathematics
What is the name of the given polygon?
![](data:image/png;base64,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)
Hexagon is a six sided polygon whose sum of all angles are .
What is the name of the given polygon?
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)
MathematicsGrade9
Hexagon is a six sided polygon whose sum of all angles are .
Mathematics
The measure of angle P is ___________.
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)
The measure of angle P is ___________.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
The measure of angle K is _____.
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AnIEGwPid67DpmDpBN5gHsPc9LtHh3bsu+F2msw14ph6865mWZm+pEtFC26aEEvEteWOAgWEnwBn5yuQPpxfpbK+9UMNrPN7EmZy7AVGbi60OgGMOCYfJCulR7AKOaWiBO5HDWiBdac6EowHmjX6QZxJSoGSCJvYheLIYUrEGSULClP4HwI8DQpmCS0HOoFMEg2YmP8n6bZSyxgjIUDJa9zpADL+plDJyDRBvR25ELIG44NFIHvOpQJ9Io2GgzqZ7LD0gb5hWmtc1MFktLD3wFCQlvsS8DtqHkTX+/JfJC+2KYCTTfw8lRxrSt/Mj9IBiLsRnzRhwCHIusttdSE4k/99ZXSIvBoW4eIT60uDvMVEW685NRSDJaIKw7hMqV+cOsDxnxrlcIv0jEx+HwEFMYKjO0Wz0pFX5dJyHIO+W5vjYrl4Gn6/g35nG0S7pMXfyLw+PlSUu4VO2ZS+IDnzfkhV84C4N4O6YfsGib51kVfU4oXXIFJSiruMyzukjN04fV//Ay311GTanI//Q7B7Dla3QKecDO6T3JFWC1UD7Shm0Jnky2pwZTMEamqFkElPpb5ZeNmzjbscNaDR9Vbj8GQEvYFG6LTSeYKIDwAPjNIn+XyEDf4lbvItjhtzeJLr0VZr03A+Y6IEbprD7xwVBPs4RBS5emxlpUAftIi6qqH1RupKHyjyC/R1VyuaergAMZDM/7jOoCf4PcDYcmgwSlZ6FpyBqrTgysjGh+JOcRKCpd8P84iAjplgwiktx9cFGWTfGBV+6rIKXhcakUKW7REQVKmlyGjOL/IMA5FvkHK6dfPhnJKjrWf/A+Vv2d3gdTggmLrqQGeC4zgWQKO9JAhMvELwGwujjdQVkVO5UnfTjgHkhw4Ba6g4Pwa/oZAV+5NBrEC9smnJj8ui0jRy/eBVQaFV8vzlgCrC7ENlD5uLwe6Z/g10onrSLihQ6JD5VbtYanoJnoVPMD2YpYGqg7iIID8x/Ye0jkZUVT413tnyCLIMs/vYxmmyLTbhDAam0VzJBa7vNo5B1AwxJSSuCZnqwVNguBtK2Xly0NKaRtoFi6CXwqS7oyjPcCqcO5eVpVIzag0YliQX6slNDiJQhtoJtZVv4x5tmGVo1Msj/ZmN+5SEBMe+FMRViGYUpYXpi3rb2dj/WQtwtuXWJDN4T+Au3wwEIDuM2RHjcFmi5r8HweWiF3uSG9Y1s5hxh0cshXcH+yuloc5h6yxH1yH0lEGg889bL2A7wfG1zzQoEVLPT9pnGcNZwUgDFLzmTV/XL5QE8HHYrucwqk+Cv7Etqi/DsMiKkYAAyTLk0tLQkSgDh5ZawoofzRnnmF8igYt8eUQxwel7yQTOE21a0ERxvzpPDzkaqsh8JXVd+itC8hhqrUeUAsUxbpSlMvrEd3GcWdC5nzjWBhMJLPouSuS2ZPPoRC3H3+roiGp9ihwZyPBKSjBo0wsoJoth3eKOUkCP1NDkW3JF08xehgv43zeA4Sd/k65YXKi4DP7O/HZtn6lIQOtZwr+EEQjO3IYMkaPEaHtkPtkygVI+0AlPb6OZsnX5mzIwZYHfJCCohZo/sU6PmMZ2xk/0FQ5apDl5B2MFhLvihwC+CXA2nTq710nwESh8fO3eZhGBDTSLzoqOhQbNZYZXYBPy0YBcQcWvZ/4POsFWJ+nH0I3V2Zl9ji3i9d2sxFMLJPbz4oIGbTL7KkqJjUJ4qWWZ0/BTO8DrxZez3gPFCi1LZmZK4JhGya6LpkFMuAMgcuZRxTonY3vWisuvBVzx2Xzt5CwHbJukTLCdoBsQ66m9aw9Zupv3xmbJD4OLzPA8rFlBBO5NTXWwqUtnRoX6lj0JRa98jlty4G4oUuA2IY8RnZf9iGjO37hJ4MAq2I84DY7ScvHpm+mQ/aRmPqQ12ATOFtZSZf5FwNCog5tOyjvPAlQbrCJS/EEMlrLJwpoC4k1zfa3wdM/tl54UuCCugcLgZrhdjrggojHVIQSpQ+aJPfA0C80KGuoO3x/+g3rw+JxMdhQEzpev3m9UHEx2WeG4mPS1P4wyBd4ZCjEfF5AWd8GlTVgMsKMfg8a0DsNTHRC5gMTJTqtme/AcQLHWZUcOfA6vcQH5ztple9A1Ci9ME1TQviiJbdZUBsNBP4kqCdiw6dJEqUTgiIPRdEUVXWCgDVQ0y/cQEiPq8QCmxBdenc2/r8Ey90+DhEfF6LF7LK41WdWwkJ8UKHw4PE5/Zxf08Fyb1CoLto4cfOA2Lwea/FC78SpSx9vRGuA9e8EANi1Ez5dRCoPRYyt7XSQJrrkviAMnstXsgKtfOj9v4ZKhnXvDCdmgl8HojcixI/KfunzSBo/7DDxUC88MWIj95lu7NELogX/u0BMVnnuf1kLNcBMVUU45ApPAZi5OQq1VDPYaKUiM8LBcRC637ABqQrXBOfl0mUiiLLs2s7S0lXOIz4UAv2VwmI0caAqzSfAmIOZxt3DnCX1cALglo2I8a1wXhDvXmgROmLBMRk6Z0Can0wmo6gfSIuM4HUK0K/+SamHYQyGyLANAST2EBxTEDGG+rNg+ojrt98D35V8pPLvq49hCdOWgUrMVRQZ9jxhPaJOHSSqBPXHwfPJLAaBuZ1OQfONwQNxkCVWddlfzao9ZnLVhrfDIiJJFMtmHzuVWm68+JiKfnx28dR0wIKPG5O6FY4ovA4TZRSJnD+8MBiVzyjplb/4aX7o2uwoIktADmmmGAKirO14yrVZ+K5DIjRmXvzdT2sTaUnK7Xki+VC1zCRhtIEK1JD2F1/13ydOZWk3ar820BeWAZ1r/ndGKTf7WdNa50GV3dZTmacyDoNLM2aY5TAxCOVPfKLXhCXw/tc8kI0hXG05nmeVYGlhVAbfpbHvGz1e/ugFnBUS5zQXW3zBXdfyKKh91Snj1bXULaQevHC0CAvdEh8sEKMa7HkZYSbt0YQAiMrK7ildSPQ4uTlXO0oAHMCAwz/mSSF30XC1z7Ojfk2iXvTYHCOlCh1HBBbNXIJVqw6jjwgrP2dFCH2lKDWGwCflwFQWfqDlKJUDzrtGpRzgMKjdTWxN/jyg/NMIB0ewkvqY6vA7T1ywHKrjSd49IBWfmCnDk3GSSbBrdXpDvXqlHFjBijmqSIZtoZ63wFVA8f+MdhF+ihUQGbpTgg2SrmueAdKfMLYKxgYV4fCbIVltrBHaXMatXLkK+wJSiVQLgNixAvxBsJDsdNKCGxZn1rhVk01DF/wF+qMxxrb119EfDGkwXHwwDUYBSU8LKGmoVohUkDMMp5zgVGCplh6G5jjhnsHerP/muHBTkKUTGIlmikYrEqEgUNrMYDPV7u+PP8H06Luh9zQJrWOusLlIWvIC1umUBTmbKrugezY4USv6cNZdckqzkjOgHxE4rhougNbBpatjpcEv1RRUyrOvpzORYth3PzeDSyW7iZKEwxyALoaGqZFs3X4ixWMFMtoTA6lx+vIOzkU6D62dENl3WXDPr1VvTkvATJykhyKMgbEemcSyn9IgM6d8QEpWWHRiDo+GShyysG4+kfFVvmSPelAQOhLckuYmZrCtcoEKC3ucHisWyaV69uRH7SePDgcav4J6gn+AI+AxmUPnKCsj0ue4JXm8WZHGibfmJ7MBxVwV4ynZRtIEzm0FfaAmPrajvyo9v9wiwEQ+ApN2ZqXZRbAbzoKN44hLWHppro/qNp7V3Al8EckbPuWmSVV5HB41Pky+s0FZnxaBuMQcXC5qhDU3/9gQKqsLlAHom52aCosYBFt09IHGkbgFId7tYCIEHYCDqHjqgG1S2zAKz4kdazvNHJk2xTTk2HVuYxtr5d1JVimbZGv2rdmRaRDgpS76BhNxQv1GxfAYxRtm+iU/FhcTJiy9q4yvKHdks2iGPOb3azF/hPvylNhZxKe3tyQrnAozcQLbdOvXJmhAwOGvbUYGSrD1bJncrbGnqmolxIeytv0RIWC5w6HB9tp2puhUrBrsJsSVmP72jZar0BBW8RvIbBgbTI5pBd6E0PEx+FiR164siZK0buC5dVzv2Axtle7PBbbRfNbAzDTN5XoYp+Put4/vAVp/bQrM3UaX6dSWAIN7OqjR44MQZa6kSJRwv7iR/5xdpgWl9ipfkTXU7lVq4dril0yM4eniVwFswfAa5OxQDUzWEeueSHYaRvxUcCV3CLPwCpOtnL0hZCVrbh2g5NOPNGWh0FihNLiQ3syGyO8UIGCk63ysfRh8UAEEPN9N3AAYAcd3LDvJwqvLIZZQAkZbYtK2nmxzOcN4MTx0QaTZNaHWgb/6F+HEo7EZ7S9U4qpmiXd8WuoiAPyaBgsRNhNOEWbXfJCIj5jTIFqV88O40v3YOdhwB3uLjMKj7Wa3WJqa1AJpfwOpwEx+LxVn/w1oKNkHVqCe1B5RViQbxNXRzrIgwVNUp0mrhdWlrpTnstEKZLjXkCsBcoJuKz2vAMJJqjFkdgXr1AjHy47TYiUdXQwA1eVELnsOEQhEpPZG8B5P8A7kCjDFG7oscva9/PLlglyCdvDk9IZXjCQNjYwHzQN4wf+UdDgcS5VG36mlbJQHUrLvHWfvZa4KsgL+GP1H+cjxAR1czDYAETdHfp4d6CliFPVXrJlQrpsP91RdZoX1w7XFYECYnz0U9URBz9k2lvYYhPglpC3F5fwMUgIiNwHVhgSiFUvTXIBtbJ1mXicC7brxKVIepTKTCslOqXLfbYNyHZ75WZEo/2gbu5i04mkhOhcofSIQonO6rSMCsCIDyLqJo41aO09w/Bs807Ml45vhfFKK8qxe+VSCoAd97qAJbOlqygm9zOmqwO/G3RXUp3qM2xW/dMkXELgZgREOfT/WA2z8wzS41fdOSKfK1ITWy7M67fUWwCg82wXqEyPq11Ao/TqflCnOYXli9K+Cj0Rq94KY7vvSg9GopkQIhTSqt1mQlWuAEYOh3IMpo/SxQOF2pNcw7BZNo1PAYMB8f0CFoWoopKvbXvz5+IrUNN5flA9I9hKUxzc3skKdGO29AQxjznH/WmMFq/DhhQ+efIgOgvuchnAr9SUrPNLhJAsxDzpkfi3MTlO6CJ1z5j/DsRGSfr5wUexmMPePE7nFeIVvDA3XoiBbFX+IUqHURidbPdKfaT1AyETFRcAik4i8z2fC6yviuQfV8424At9XPTZzOBj4WPZJ4KSNsSpZ3t6idZbKXeWXWlEpznB58FgKoIJKwy4aIHaaPay0MMj9l7kJtIQatHh1WO1TgfSbP8pK4wbzN/xdVRqvXLFuw07yx+vdTpIA62CUJLnx5oPHP21ZOVmm4w5pJ73/IufgC5WQ4zmMW7Cj8EGAp1ysp3XhNpbrOMHoXMEgPnEVJ3UDU/0fUIotTw/g+gobFUIHJTP3PombKC0RzL+Xd3TZGn27uOl83HQNszbX2vtMQ48EDsg5/p78VijCsvKVezADcQmUtWO694ulGmQkYclyOi3fWN/uSj0RoanEh0FsTF+Rn24+wlReipYGrgyZlcGSR2ti3du2IFjSGrsASjvXmG4Fw1joFg4MVrncB3iuFyWxhEaIx/dWf+EsUaqrcLzoWb1mcJqRoTj3LBbsONe3eVq1+nLcAuYRFOcB5sK3k8vhd79Mji4+dlgnB2PByOdzayA4dFHhKMNzNLwLgUkMVSJ3+k8N+we0qywOxwe3H/PKcG4JYrA70lkChPejX7Q/bwDB+0QjmQMh6DeDZ+knNOcl1lmai4mgMmmrOAuiftBCOPJ80pSudYNyCDKdpuAfDZG/5uMi+g8iw8xBWFtPPmgc6j9GNi8DQVf0pQVDPaMPzewFYpCtFzMxYTaX0t0FBrvUNX7LYAUMxyAxcoKloUJS3mlrfHtAKFfFMdjkgTFpB25JtQONEBfeTlIdWA7GPnrE8wOyS4qS0wHxmvO4zLKbjUiSbPX1DodCJOm5OOukCiqvOSaCzTgPK/GeYEwQdwfKhZ2hrAJ19sXgdxEepEMUUb9pg8afqaLmV7kMNRraDz5dsMsDb++NLwhrDjX6TOF3BITFeYDnyZe+i0wY2K8qBvMkarOllBGu03hIw7FZpddRm2w18bXdXD5YJfSq0K0jLy+BDAXYdjq46FdDsNk6gfGNfnshPgbWfwdoqMRNuF681iX6FlVWCPDsjDCFV/qhY2qf+R2w4fAbGaAFYarxWSg8/pKiOZgBlU742ZInydL4xCFpipeVgipn3O0jlwj1cwJM2ANS8gfWcz0OIhApxLinRKL04S4sO6jFPlNvLR6ca4zjkbh7CM+NaWghyXXijyfn6t+Afim9jee3rXZlFoB+HNmaRyi2CsVdIcnT7vFEHvH27CeEY2vbd2fb8ElS/P6PsQUSGPky7Heqy0I/3lzw0vBlP4Bo7nB7+TOZGl+GRG8jqPuUAsU74oKEtTkATCFA/wqNOH60S10IDq6wJy7PBjgVaDb6HmrkepaZqrLnz03vBTM0uG2wrutdkL4cq3Tnx1NGi9W1fUXtETnrx0dGAXaWo0oOzEKE2rnvyboNRPMVCauL9ZJd9YD596fkoX+3aDO+4hYx3EORnR+QajdBS4ZQ/AzmgqGh+3ge34ctCe/3tcmwfcWnRaa5igab9HpodngA+iasTcIqWrX7Xk/uQ3ricEoPZy/RWcMIoneonMN9xT8vvHGG2+88cYbb7zxxuL4+Pg/q00nDmGRaeoAAAAASUVORK5CYII=)
The measure of angle K is _____.
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)
MathematicsGrade9
Mathematics
The length of the side CD of a regular octagon ABCDEFGH is ______.
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BCRBYAFFIa2Ww2K7FYrOMxPz8vxWLRs+7R0VHP9dPptBwdHakcKgCo4ShWKBQcEfE8bNvuuX4ul/Osm0ql3Nfat7OysqJ6+AA0srKy0tEB3SmfLrhw4ULHc3Nzcz3XP3PmjGf53Llz7tcLCwue1+7evSuXLl2acIQAouDSpUty9+5dz3PtTdCR8sjG43HftrW9vU1ogRnUK7Db29sjbadYLEo2m5X5+fmu05jpdFp+85vfSLVa9W3s3/JtSwE4ffq0bG9vy/Lysjx58sR9vvkf/86dO2ENDYAi/QJ7+vTpobZRrVblzTfflHK5LCIihmFIPp+XEydOyIcffijlclls2xbbtmVvb09OnDghyWTSl/FH7uiCZmjZowWmn1+BXVxcdANrmqY8fPhQbt68KdeuXZNPP/1UNjc3fR97U+QiK0JogVngR2Dr9bosLi5Ko9EQkRd7sFtbWx17qdlsVnK5nD8DbxPJyIoQWmCa+RFYEZG//OUvbmBFRK5fv97zg/fV1dXxBjtApOZk2zFHC0wfvwJbr9fl9u3bnucuX77cc/1kMimO44w22CGEEtlYLObbtggtMD38CqyIyMHBgWcvNpVK+Xq007BCiaxlWT1fe/Dggezt7Y20PUILRJ+fgRUR+eyzzzzLrcfcBymUyF67dq3v66NGVoTQAlHmd2BFRB49euRZPnXq1Njjm0RkP/jqhg/DgOhREdhuTp486du2RjFVkRUhtECUqAzsOL8RqzB1kRUhtEAUqN6DTSQSE2/DD1MZWRFCC+gsiCmC+fl5z/IXX3zhy3ZHNbWRFSG0gI6CmoNt9/z5c2Xb7meqIytCaAGdBBnY9kO2Hj9+7Ov2h6U8svV6XfW3GIjQAuELeg+2/d978wIxgVN9VfBud0bY2dnpum6tVnNM0/Ssm0gknFqt5stYjo+PnYWFBe6wAASs2x0NFhYWnOPjY6Xf1zAMz/cslUo9161UKu56lmX5Ngalkc1kMh3/YZuPXC7nWbdSqXT8B2l9VCoVX8ZEaIFghRVYx3Ecy7I839c0zZ7rtvYqMpHVFaEFghFmYJvafztu38FzHMfZ3Nz0rENkfUBoAbV0CKzjvJiGbP+tOpFIOJZlOfl8viPCfkc25jgKru0VEc+ePeu41oGIyMrKCtc6ACYQ1mFa/RweHsq9e/dkf39fbNvueD2VSslLL70kP/zhD+XChQt9b/g6ipmOrAihBfymY2DDNPXHyQ7C4V2Afwhsp5mPrAihBfxAYLsjsl8jtMD4CGxvRLYFoQVGR2D7I7JtCC0wPAI7GJHtgtACgxHY4RDZHggt0BuBHR6R7YPQAp0I7GiI7ACEFvgGgR0dkR0CoQUI7LiI7JAILWYZgR0fkR0BocUsIrCTIbIjIrSYJQR2ckR2DIQWs4DA+oPIjonQYpoRWP8Q2QkQWkwjAusvIjshQotpQmD9R2R9QGgxDQisGkTWJ4QWUUZg1SGyPiK0iCICqxaR9RmhRZQQWPWIrAKEFlFAYINBZBUhtNAZgQ0OkVWI0EJHBDZYRFYxQgudENjgEdkAEFrogMCGg8gGhNAiTAQ2PEQ2QIQWYSCw4SKyASO0CBKBDR+RDQGhRRAIrB6IbEgILVQisPogsiEitFCBwOqFyIaM0MJPBFY/RFYDhBZ+ILB6IrKaILSYBIHVF5HVCKHFOAis3oisZggtRkFg9UdkNURoMQwCGw1EVlOEFv0Q2OggshojtOiGwEYLkdUcoUUrAhs9RDYCCC1ECGxUxRzHccIeBIbz7NkzWV5elidPnoQ9FGiAwEYDe7IR0muPFrOHwEYHkY0YQgsCGy1ENoII7ewisNHDnCwAKMSeLAAoRGQBQCEiCwAKEVkAUIjIAoBCRBYAFCKyAKAQkQUAhYgsoImNjQ2JxWJDP9LptKytrcnh4WHYQ0cfnPEFaKRarcrLL7/seS6Xy8mZM2dEROSrr76S/f19KZfLHevcunUrsHFiBA60ls/nHRFxHzs7O2EPCYqZpun5Oy+VSh3rlEolxzAMz3qWZYUwWgzCdIHmbt++7Vn+17/+FdJIEJR4PD5wnddee02uX7/uee7BgweqhoQJEFmNFYtFaTQanue2trZCGg108+qrr3qW9/b2QhoJ+iGyGvv4449FRCSVSrnP2bYt1Wo1rCFBY6Zphj0EdEFkNXV0dOTutVqW5XntH//4RxhDgmY++eQTz/Ivf/nLkEaCfoispj766CMRETEMQ5LJpGdvlikDVKtVz3y9aZpy+fLlEEeEXoispt5//30REclmsyIi8sYbb7iv2bYtR0dHoYwL4To6OpL19XVZXFx05+szmYzcv39/qA/MELxvhT0AdNrd3RXbtkVEZHl5WUREfvKTn3jWOTg4kNXV1cDHhuC9/vrrXZ83DENu3brl/o8YeiKyGtre3na/fuWVV0REJJlMimEY7t7L3//+dyI7I1pPRjg+Ppb9/X2xbVsajYZcvHhR/vnPf8rvf/979mR1FfaBuvCq1WruweWZTMbzWiaT8Rx8btt2SKOESqlUauDJCIVCwbOOaZpOrVYLYbQYhDlZzTQ/8BIRWVxc9LzWvnxwcBDImKCf1dVVz1En5XJZbty4EeKI0AuR1cy7777rfr20tOR5rX1e9uHDh4GMCXq6cOGCZ7n97EDogchqpFqtuh94maYpc3Nznteb87JNW1tbUq/XAx0j9NH+8yEinKiiISKrkY2NDffrcrnc9fJ27afZMmUA6I2jCzRRr9elWCy6y/l8Xk6cONGx3uPHjz0nI3z88cccwjOjuh0rnUwmQxgJ+iGymjg4OHD3Uk3TlJs3b3Zdr/V0WxGR/f39QMYH/bR+SCry4qQE6IfpAk38+c9/dr9+8803e643NzfnOcW20WjI7u6u0rEhWMPMs29sbMhbb73lLhuGIW+//bbKYWFM7Mlq4OjoyHOl+/ajCNqdO3fOc1m77e1tOX/+vLLxITjVarXjrgf37t2Tf//73yLiPRmhyTAMefjwIVMFmiKyGsjn857lkydPjvT+YrHIGT9TYGNjQ65evdrxfLdDs0zTlEQiIb/4xS9kaWmJv3uNcY+vkBWLRbl48aLnuUKh0PeU2Ww223ElLu7xBOiJyIZobW2t5wHkiURCnj596nmuWq16rr40zHsAhIvIAoBCHF0AAAoRWQBQiMgCgEJEFgAUIrIAoBCRBQCFiCwAKERkAUAhIgsAChFZAFCIyAKAQkQWABQisgCgEJEFAIWILAAoRGQBQCEiCwAKEVkAUIjIAoBCRBYAFCKyAKAQkQUAhYgsAChEZAFAof8HcYCUDcuCM0AAAAAASUVORK5CYII=)
The length of the side CD of a regular octagon ABCDEFGH is ______.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
The measure of each angle of regular decagon is ________.
The measure of each angle of regular decagon is ________.
MathematicsGrade9