எமது உடலுக்கு மட்டுமல்ல மூளைக்கும் பயிற்சி தேவைப்படுகிறது. எனவேதான் அதற்கென ஒரு பகுதியினை உருவாக்கியுள்ளோம். அத்துடன் விடை சம்பந்தமாக பிள்ளைகளுடன் பேசும்போது அவர்களுடன் உரையாடும் சந்தர்ப்பமும் அதிகரிக்கிறது.முயற்சி செய்யுங்கள்.
இதற்கு பதிலளித்த அனைவருக்கும் நன்றி. இக்கணிப்பீடு மிக இலகுவாகவும், சிறிய இலக்கங்களுடன் தரப்பட்டமைக்கு காரணம் உண்டு.
ஒரு தரவில் , -கூட்டல் ,கழித்தல்,பெருக்கல்,பிரித்தல்,வர்க்கம்,அடைப்புக் குறி என்பன வந்தால் எப்படி அக்கணிதத்தினை தீர்ப்பது என்பது ஆரம்ப பாடசாலையில் எல்லோரும் படித்தவர்களே. ஆனால் பலரும் இப்போட்டியில் தவறினை விட்டது, நாம் கடந்து வந்த பாதையில் யுத்தம்,இழப்பு, துயரம்,ஏமாற்றம், நெருக்கடி புதிய சூழலில் சந்தித்த சுமைகள் எனப்பல வேதனைகள் விளைவினால் வந்த மறதி என்றே கருத வேண்டும். இத் தவறினை முகநூலில் பலமுறை கவனித்தமையினாலே இவற்றினை மீண்டும் உங்கள் ஞாபகத்தில் கொண்டுவர முயற்சிக்கிறேன்.
விளக்கம்:கணிதத்தில் நாம் படித்த வகைகள் -கூட்டல் ,கழித்தல்,பெருக்கல்,பிரித்தல்,வர்க்கம் அனைத்தும் நீங்கள் அறிந்ததே.அவை ஒரு தரவில் வரும்போது அதற்கென்று விதிமுறைகள் இருக்கிறது.இதை ஆங்கிலத்தில் BEDMAS என சுருக்கமாக கூறுவர்.
1.Brackets -[(2+3)] -அடைப்புக்குறி- முதலில்First Priority
2.Exponents-[㎡]- வர்க்கம்-இரண்டாவதுSecond Priority
3.Division-[3➗2]-பிரித்தல்-மூன்றாவதுThird Priority
4.Multiplication-[3X2]-பெருக்கல்-மூன்றாவதுThird Priority
5.Addition-[3➕2]-கூட்டல்-நாலாவதுFourth Priority
6.Subtraction-[3➖2]-கழித்தல் நாலாவது Fourth Priority
உதாரணமாக:-
[A]
8 + 4 ×
3 ÷ 2 = 8 + 12 ÷ 2
= 8 + 6
= 14
[B]அடைப்புக் குறியுடன்
15 − (6
+ 1) + 30 ÷ (3 × 2) = 15 − 7 + 30 ÷ (3 × 2)
= 15 −
7 + 30 ÷ 6
= 15 −
7 + 5
= 8 + 5
= 13
[C]அடைப்புக் குறி இல்லையெனில்
[C]அடைப்புக் குறி இல்லையெனில்
15 − 6
+ 1 + 30 ÷ 3 × 2 = 15 − 6 + 1 + 10 × 2
= 15 −
6 + 1 + 20
= 9 + 1
+ 20
= 10 +
20
= 30
மேலுள்ள உதாரணங்களின் படி மேற்படி 'கண்டுபிடியுங்கள்' பகுதிக்கு சரியான விடை '6' என்பதேயாகும். எப்படி எனில் -
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U44IADeOWVVwwIUhCwToh4ZTDlrKKhJzAQ5qVDy67PwwGrbQgUHFzfxdYAj8CCQdDRueRAxBI042RyiMe+om35sxRXXElZ5ZXU1N/E6o6nSKU+xveXQNASivU0cIT+DVBQA2b1kCYfGIrJJPISZWyAggELonH6EFhYi3rXDomo4//QNuxgromKooqTIRWiVCVGOZ4oz6OKiwbU2l/5aXsachpm6sYhSAjrSU7e99I4bhLXE52d1QZkB6WOWIuMQlrciBYNWLDx/ZQBCYHdit01h0TTC3SVXEuqYAxB3pm4+UfhFByKWzgUv/AEgqLTcYtOxyoeTrriGtKNT2F3zMJJNuB6FunAzgIFOU2BhKxflwEWaDCgSkZFlK6K+k8oJhKADIGCrKbuL9tWEaZQV1LjGUNjGfL2+9rtp9Xoz/+W6VMCCwYohKZZJkq9Jx4EpOQk1e90j7ZFb1UVzW+9TelJp1K28+7UD9yL6t32pvKA/ak7/QTarryInofupevNl2ifOYn4opn0TvqAgnEXsuz84VTfcSvLb/gDnRdcRcPeu1MzaHOaT9ifzgfvJlNQQrqsjERpAb1zJ9P18at0PPMI7TffQPNZw6ne/xCqtt+Zhq22pmGbzagduCkNAzenYeDWlA/YgdJjh1H1yEO0L55LJpB+5duGXvcgBy3nL0cshy4DIRbh+eefN85cUYQETcpNzpw50zj66JjvAgW913k0liLwEI0fgQQZo7ffftsY0u22245DDz2USy+9lPfff9/8TZGO7XpYYg8FxsyIXXsundPYGPWZfuBYn8n5yCmHRYDBWCnjuiLrpLY1dkF9LVtMf01l8Dp6cJuW41TU41XW4dfUETTU49fX4tZU4ZWV4hUUEuTkwdJlkJODO20GmXc/Iv7Cq8RfGI/1/ge4X0/HK83Faa7G7lqO19dNEItDT5KgN4nfl8BLJLFF+6ZTZFJJ3EScIB6HeAw/3ouX6MFNdOHHOwliHXixDpOucns7cXu7jeDSSybxLDtMLRoQHlpfgSbjsKP6WePIw7EQ2Tm9077aR0VtKrsmQZty0E1NTcZpKKJUn9DfI7umdlCJzhVus79ral42WiVsBQNqTDpPKb1sWk/Bj9hhA4ZCoaBx0gaoy4ZkGeQ1QCGlRBy+n8S1e7Fjbdg9TTi9TfjxJoJkI26sAru3EKsvDztRhJuuxHdXhKJGEzA5OEZwGlrZCFAZwCVw6n4XKMiwRSLxEDDEE71UV1eaCHuTTTZl4403ZZNNfsemm27GZpttzhZbbMFmm22GaHrl9DfaaKOfVTbeeCOiYo797Sb89je/Y4MNNmK77QdxxpkjeP2Nd0lnXBwBBd/HcmwsI2T0sCyHFStW8uijT3LySaez6+A9uPGGW6isrKarqzvbzr20tTVTWlbEV19N4qWXXuKFF17g1VdfNazD0qVLDZMQ+TSNa4F5gYOzzjqL3/3ud9x7773GTihdsc4aA21GmEbZ2hJGXuFQNl0w2jURi4fnuziegyskJ6Rm0FrYOY1n8dN4Ti3J+CyWt71Edc29FJX+nrLyq6mpuZXWtgfo7nkJ15lB4EurEIKVtYAlFHLpktTBDOKT8lw0rbEGWVygDu0qmpbT0UV++/Xtzr422oo+jwZRR0eHMZKiY0tLSykuLjbUafReaK2mpsagryin++1f+tfvhLw9E7PrWjPfKkFgGQrNM9FFqBIw/I2MRNbZRnjN+GLjn8OOb6yjvQo/no/V+ibJyrvpyx9NJvdsgtzT8HKPxcs7Aj/vCIL8YyH/FPyC03CLzsYqG0um9m4yK97G7snBS3fjSYAawhnTJSLbZPCKUiCmhIM9nNkSpkZsTyl2tYHAQmip1Z6GyldzSrCq6zYAb02H+tcV9x/8hrCOYxxdNioz+oLABISOl80Hmr4sJsUmvXI5q6ZOomzkWVTtsyer99yX1j13p26vQdTuP5j6g/ei6ZBDqT3+ZMrOHUPb1dey8qorKD70AEpOPp6WB+6h/YbbaD/7Iup234XKgRtTc8Qgmq4azYqXXqDl70/ScP/d1Fx6AXWnnEDrIYewfM89aNtpII07DqBmxy2pGrgpFYM2oXTIppTvugVlg7Ylb9sdqTjjXHo//5RYfRUxP4OtsZGNziOjL8cuJ6CtBr0i/kceeYTddtuN448/ntNPP92ImaSaVoTz8ccf09PTY8BFNEai7XcdiH5Dn+n8Ula/+eabHHXUUey///6cfPLJHH744YbKHDVqFP/zP/9jKNtUOmMMoIKU/i/zG4IJcjhKl3jSbSj6VnAiABCCuxDghUJUsV1qy7VuS2mktUVRZOB6eLEEmdYVWHXNOJX1+DUNBPUN+A31uPU1OLVVRgcSlJRBfhHk5UH+UvyZ03DffY/E0/9D30OPkXjsSTKvvIz7xSfYc6dj5S/ELi/Eq66EWoGOetzGOtzmBrzWRvy2RvymOvzaKoLaSqipwK+twKspw6kuxq0qwq8sJCgtJJC4Mj8fJ7+IdGEZblMbQU+MwJbDDd2y3JqptbVR0hpn3r8uo/3+7aa2l02bNGkSL774IuPHj+eDDz5ATkPUd8Qk6Vi163cBoe+ZQZsNGnUlCmZkjzVDR+JbB0dptCxjpPy6HLPaywQRxk/Ib6iENs20rTFmYh8VWGQI7BhechVObwNOTw1eTy1BrB4SdQR95Xg9BdjdOdi9eTjxUnyrCbwOfLcvtFuBZTRcIVspxjILViQydmW4dB8R6NE9iMG18AMBBodEQmxbBffffx+//vWvWX/9X60pG2zwKzbYYAPWX3991ltvvV9U1l9/PTbYYH022CA8XuffYP3fst56v2W77Xbh9NNH8Prr72HZPrbj47jyrypiF3zi8SQVFVVcfdV1HHzQ4Zx+2tk8/9xLJl2RSCRJpVQSFBUV8Oyzf+f880eZlMIuu+zC3nvvzbBhw/jb3/5mgLtAo/qFxq/2lW64/PLLDfC5+uqrTV8R+9APKGR7YD/bbZyzBpq6pgEQ0XfkbNXQYhXSJk9uDEhET6sh/DSB14VtFdHT8zk1tQ9SUnYDRSWXUlF2DbWVt9JY/0dWtj9KKvUhrltsolBDy2URZ8hlhf0yxC/6TYGEiO3IdlwBBSPmU+f9369osPzQVtculiAvL8+IOP7yl7/wxz/+kdtvv91QsnfddZcRiYievfvuu82UE0VGGkw//xVChdC0qQOHHTQEQdl0Tj/jZwJ4gYssDRkNLIkODVAzUbycso2frMRd/SWZ2r+RKrmCVMHZ2Lln4Oechr/sOPxlQ/FzDyVYdiTknEiw7Ez8vPOwi8aQqbyWVONDZNo/wu0pwE+vAC8FUtKbyEDXJsPt4vgOtm/jaAqf1MnGOYWDPwQK2cjHGLMQVQgs+CayEUKOgEI2+vu2v/j5VfozjtBPyXRYJvqRUxWYCSMnA34c8O0wJ6j2FRXpJHrpzV1I+Q3jKD/mcJbvvR8te+9O4z6DqN93Jxr22pmmwYOp3H1fcg84nOpTTqPh9FMp2H0XyoYdxaoH76X1mmupOfE0ynbfgbJdNqbuiJ1oGnE8rTdcTdnoEeSdeCylB+9H5e67UDtwO2oHbEnNNptSvePmVO2yJZVDtqR89y0pGbIlxYO3pXDwIPIPOIzaG28lU5CD1bOKZCBDnU2nZGcyqM+rf8sJiF6cP3++AQkXXnihceAyCn/605+46qqrOPfcc42Tv/HGG3nnnXeMfkEMm+rhu2NHVR6dW1GqKE05H1GyYhEUlWisXHvttYwePZoTTzzRMAuKaDTOdF7btkyfMOfOCkwFCWTCHaVMBHjU73UP+j15SzMtKgTHGhO6X1v6kuzE4dAthE7VxLuyDRkLt6ubZEMzmZoG3GqBhCaCxkY8AYWGWpz6GryaaoKKSoKScigqguJlBHO/xv/kY9JPP0v8ngeI3X4XqXvvw37iMeyXnsN673Uyn32IPWki7rSp2DOnYs2eijVrKvasKThfT8WZMRlnypd4kyfifzkBb+JneBM+NVv784/JfPoh1scfYn/8MdZnE0h8OZmuKTNJ5hfjLl9JkMqYug5tQRYoGBsb2r/vtk303tjkLGjUlDillqSIv+GGG8y0OE2F0/Q42Top3zXNTk5BrwgomDGQZSRCyl7trv6g2lWKSmmDtGFBHaXPNM3XsXFN2srGsS08tbOTwXNSJqXg+QlcL4HrqiRN2k12RiCBIIVvdeMmlmN312B3VuB2VuL3VENfDfRW4GvGQ0cOdmcuTm8xXqoO316Oa63GdbrxArHLffhetrh9+E4fgRMDNwFeAvyk2QZeHNfpM9diUr6BTTLZR01NlQEKAgXrrrse66wjpy5wsD7rrrvuv13WWy88xzrrrMt66wmI/Ib11v0NAwYM4tRTh/Pa6+9iO4EBCramRTpiF8K0Q2dnN0uWLGPkyPPZd98DueH6W/jyi6+wbbHilmHAm5sb+eCD9xk+/BwOOGB/dtppJ/baay8jetS+xqf0DWIWxQRqPKrtxSrIz22++eZGJCkmQnqMdQz9bUZ9BALCrTqboWvUKSKaXAPVAIkIKFh4mrFgEnPZPLbgvERZXi++pkSm57O683VKym8iv/ASSoovpqr0WurKbqW28jpamu6kt/d5LGsBEDNUlQF8GhVRMVbC9F9zcSHhmI0hDAvh49sBvvji73lFA+fHtqooRVKaf7rtttuajiDE2B85qoOss846CDiIqhPi/uUv1aEckWNYGWMYs5GQbsPO5jh1l4IjyssKsYdCRs3gl+hQE/RsnEBCsT6zJoLVJDX9tWSKRuAUnYqbexr+ktPxl56AnzMUP+cAgqWHweITYPG5BEvG4uaNJlN8IcmqK0g1PIS1/EO8vmKwOsHpwffiOKSwSJt/KRKk6CMd9JIJ4ljZJIUbKBWluf7hNZuA0fQXMQqirK1wVkE2JtHfhbVMxuuXV+TPOlKXIy4nZcSLNq6X1VHIAaniNQsyE+BaQvMulgFCFsnGSiof/zPF555OzV77Ub/PnjQdsBtNBw2meb9daB2yK+VD9mDR3vtRdPRRlB57JEt33ZHyYUPpeehu6seNZdkRh5KzxzYU7bEpTUcPou2EA2gbdgw5u+3ErC02pmiHbajcaVtKB25J4Q6bkrv9bykavDnle25L9X47Urn3jpQO3p6CgQPJG7IPxSPG0Pz88zhdbdl1FyK9Uai5Uf+MnLyAbWFhoYkk1L/lzP/whz/wz3/+kw8//NBElvfcc49hFvbbbz8TdSjalJFQtKGxI8ejbf+X3tfX1/Ppp5+aY2SERo4caWjbCRMmmPM+/fTThrU4+OCDOe6443jhhefp7FhFIt5nHEkYdGTpapNiDIe+cfT9zID5adkCExCG4FkRrMSgmgekIsCgrPgawKApv/EETvsq4tV1ZKrr8WobCJqaCJqb8BqzDEBTPV6DIv9agsoagvJyqCiAxfMJJk3C/Z9/krnjHmLjriFx6RVkrrgK6+abyPzpTtJ/vZ/UYw+TfvoJUv98mtSLfyf5j8dJ/P1Rkk8/QuqpR8g8+Qj2ow/jPvQgzv33497/AMGDf8N64K/E7v0zsfvuJ/bQw/Q98ywdL71Cy1tv0zl7LqmaerxY3NS77MAaUygjmY3wo7aJgEH0XnSy2k5t/8Ybb5h22X777Y3TOO2004zKXfPut9xySw488ECTihLjEB2v/qPjo/STGcqmH0jroig8BUHSOF3PjmOnY9ipGE46jmcncKw4ltWHndYsrB48uwvf7QjX1HHasa0VWJlVOFY3gReeR+siuHYHdqIFq7MCa1Up9soyvI4K6KqC7kr8zlLs9mVYq3KxOwtxYlU4qUbsVKs5p+e347orcOwVuFY7bqYdJ7UcL7MCnFXgZou9Ci+zEiup6+jCcVL4voBCjLq6Gv7ylwcMexABA4EGlYhJ6O8bos9+6jY6pwDI+uv92qQd1l33N2y77U6cdNJZvPrqO2amg+MEhllIZ5R6CDVGy5evYObMWZx44snsu8/+PPnEM+QszTP6BbVZT7XhTLYAACAASURBVE838+fP48477zApkkGDBhmgLhB//vnns80226C04NChQ834lC8T2BeLqO0TTzxhZlCIbfzzn/9sxvc6a5gCjX6TUghpGePEJO4wMxBEzyhqXcssqDOZRTGQgFBoUMI60UyK0FI4ThPJ1GJWdrxHXcPDFBReTX7+xZQWjaWq+ApqS66jpuwqGmpvor39r8QSn+IFVbh+t6FZNAMiMLRVVqSwxj5pR8MldJ8hxZ0FKfr4e17htep6f7gIKEgxqshKlKyMmkQrEndccsklhqKVunTDDTc0kdIvZxR0gdE9KFoKI3Sj2I3uTJMXPNGv0n+EkXwogBLNm8T3uvC85ThOI5ZVj5OphFQR/qoP8eofxCkfh110Llb+GTjLzsZdPBxvycl4S47CW3IA/uJDCRYeDwvPJVg0FjdnFFbBSFJl55Guug6r/hHstok4Hbk4PSU4iWpcuwXXXYnrd4Zt5Pfien24Eh1pzr+n+xBbEFJkovBlx0JgKepR1+4iMCHZlrZGcGREtD/QcN/Tlv+JjwTvbNHVngR4EpPpuiWCCgGnZ4MZoI5L2s2YdFBmZQutH75F5TXXUrD7wZQM2YvKfYbQcPg+VB44hPkDtmLazjswcf89mTP0EHKPOJTCXXah7qgj6frDTdSMOIecvfaicOA2VOy0BU0HDKLtyP1YfsKR5B++N1/vPZCvtt+MWdttQdHggZTuvB2lO2xB5aCtqRoygOq9dqRij4GUDB5I/vY7k7/nIVT98U7ap07GSnSH/SRLsEX9XI4jAgrS2Wgq1c0332wWV1Ga4aGHHjKLrnz++eem70uzoOlVEjfq7zIsAhJKKSjqiM4VtYEMi9JxzzzzjJlSpRTGBRdcYECC2AUBDY0pCRs1lmSYBCT+dNedVJaV0NPdgad8smFuxBaajPKa+EDtpFG+pmRNQUgshOGCALSR/wl0G+AdMm2aQaLiZTI4nZ1YLa3G6dpKD9Q1EDQ24Dc14AkgKE3Q0ojX2IBXp7REPUFVDUFlOeQsJZg6Deel8WTue5DE1TeSuuRyrAsvwbrkMqxxl5O65moSN1xP7JabSdx2M+k/3ET6puvI3HAd9k03YN16I5k/3ETqlhtI3ng96WuvI3PNDWSuvZn0jbeRvO0Ouu+5l67HHyXxxmvEv5xA74I5pKorcbu6CCQuNbOesqk+Y4ZDLZi0ZRGA01aOItKRqF7FIilqFIsgm3b22WcjRbtYUxUFPSNGjDBpIrWdFuEJ2Z4wVdUfKChk1IJihuURy+ikcDM92Il23EQbfrIFP92Cn2khsFrwrVY8zVSwV+M7mkq8Ct9tB28FvorbjmevNM7aMYBhFa6tIufegttbg9tZgbO6FK+jFDpLobsUv7MQu30p9upluD2FeIkqPKsRx2rFtVsJnCZ8uwnPasJNh8XPNOFbjfh2HYFdT2DV46bqsWL1pHsasFMdRlQpUaMYhdq6Kh74y30mPbDuuuuYwFHAIAIL/UFC5PR/6nYtmBBDoTTGhib1IKCwzTYCCmcboOBotoOxo6EvCMefb2YoffnlJI4/fhgHHXQIr736JhXlVUaoqbbX7IlXXnmJiy66gEGDdubii8fy1ltvmfEvgabaX+nBAQMGGBsgXVGkU1EaQjoFjdWjjz7aME76+7eBgpIMyheZOfRyUGH+yQhSjGglorpCzGBSAFosyVBQYhHkEBSvdZO2i+js+5zaxicpLL6F3NzLyc+9mNKCi6gsvIyawsupLh5HTcVVNDTeQkf3c9j+NzheUyjmM6yEwId46iyTEVkos5Wz1bVGgpusU/rWd8I3keH8sa1QlaIi0XHKryqnKlGWjJ3oUtGxqjgJWBR5/VtAwQAuOUcBhXBqnAye/oWAy8V3bHzN0RfK1YwGIW43SWC342eqcFM52PFvsHqm4XZNhM4PCFoew6++Ebf0ApzCc7DyzsJeOgJn8WicRWfgLjoWd9FB+AsPJVhwLMGCswkWjsZbMhwn9wysotOwSsdgl9+IVfN3Mo0fkGmbgL16Ok7vfLxELn6qlCBVBal6SDbjp9pxU53YMhhWXzilyUlhmzm//TQMJs8so+6alQ0dRep+qPoO2/F7Gu6/9JFqXnS21p8QeFG9m8jU5GXXzlu2NIXQzZj0ikRmvQvmUXv/QyzY43DmD9qdJbsNouzwfSg8ZE+m7LAVnw8ZyCdH7sf0ow5m8aEHUjpoVxoOOYJVl42jYtiJLB40mOJtt6N6++1o3GcIy4cewOoTj6L85MOYc8w+vDdwcz7ZdjOWDh5MyS47Ub3zAKoHD6BqtwFUDNmO0t12oGiXgeRuvwt5Bx5D0/P/pLu8kIydwpEwM0uORNWm/h45kQgoyDGIMdACLdqXwElMmvq+jMi7775rUhFyKNIXaByIcZBOJ+rzMlgyKGIoZFQELBS1SN/w6KOPmnNo3Mg46Xz6DQEFgY8999yTe+/+E6VF+QYoCEBqeq8xghFQjka2AQbSJoUzJEybrdkPNQoC0GaBKzFDjkVgpc28+yCZxBe46e3FWt5GprERq64Btz6rTWisD4FCVkvgtTbhNjXiNggsNIZgobqGIK+A4OtvcN58h/TDj5O44VZSl4zDGjkGe+T5pqRHjSYx5gJ6L7yQ+IUXkB4zGuu8UTgjR+GNHoMz9kLSv7+Y+LiLiY27hOS4caTGXUXy8mtJXn8Lydv/RNdDD9H58vOkp0zEyV+E01yD19tBoHsyaQbNplAgFgY7Jg2oQM704dAGqg7lKPo7d2mq1BaagbL77rubNhdwU5uqzfU3TYsTSBA1LaC4evVqAxai8wl8qC9pCqhmQ5mwUToDK42d6CTd04jdU2FSlk4sFze+DD+RR5AogmQ52M0EXjue04bvtIG3HPyVEKwCZyV+RjOFWrBTLdgZOfs2AzKCeAN+TxVOZwleRxFBZwF0F+B35WGvXIzTmYMfKyRIVxI49XhOM57TBFYtZGoJ0rV4yWqzSFOQqcRLl+KkCnCSBWYxunRvCemeCjLddTipjlCjEDhZoFDJAw/8eQ1QEJMsBy9twa9+FeoUIof/UwFC9D0dJ6Cx/voCCUo7bMj66/2Gddfd0ACFE088m/Hj38FWClSMaxQrZ7WBNTXVJq1w9NHHhEDhtTfIzy9k9epOozMQMLzttlsZNux4DjroAB5//DHDDAoASosiYbHaW9cjf6fFmQQo1W/kB9UnlIYUWNCYLikpEVCIHOzaKDeK2EO9gOjxELWG+XEZn5AyVo7cl0pVQhAjGBGbECeghURmLss7X6W47C4WLR5HztJxFCy7lJK8iyjPu4iKvLFUFFxCRcllVFb9nuWrHiDpvIfjFRIE3QSitIy4Jcwh6zrXOvpsblso25QwetV1fd9r7XE/zCiogpTDU85ONNyYMWOMXkERkQzerbfeagzdRhtt9O8xCmr0LN1uOoBJ7ETTnawwf2b3QHo1QWoVQUo5ypWQaIG+KoLuBXgdE7Dbx2O1PIFVdz9u7R+h7ka88ouxC88lk3cmVu4ZOHln4Sw9H2fRJdgLR2AvOAlnwVC8BUfgLzgKf8EJeAtPxl0yDDf3JNyC0/AKR+EVXo5bejNOxV041fdh1z2M3fAUTuM/cZtexm96g6D5XYKWj/HavsRpn4G1eg521yL83gIzjclfI3LNChmzWE9sQjoyN9I2GKL430nhfF+L//hnpstr0BlBVSjZVKQk3YIRM0rQqMUYPZ+MWAeptpMxI3hr/OfzTNl/KJ/suCMfbrsx0/YawJIjdqf8hMMoOes4lo0+hZzTjyb3iP0p3GUnqvbZn9YzR1F0xDHM3WU3cgfuSvlue1J/xKGsOvEYkmeeSNsZx1E07DAm7TOIz3balqnbbsuSnbajYvftKd1rW4r23IqCwb+jYOfNKRi4LUsG78qyk09j5aSPyXS1hsyIHRAkg9CZ9EsPRH1fDkQOQEZBi6sICGjJVjFm//jHP4xxUF+XkZDzf/jhh80Y0EpvJ510klkiVmkIGRuBBBmjxx9/3IAJiRaVshNI0FiRAxL4ENB+8MEHjTZB4ETfU1508aIFxGPdOI5y72uBglotbJsseSmtktEeuYaRCkWx6k8KIBSY2KEjzaQJEnH83l78jk7c9pXYLW1YTS1kGprINNRjS4tgNAmhgNEXUGhuwG9tMqJDp6UBp6kBp0FgohGvriEUPBaVEixYhPPxJ6SeeZbeP9xO7PeXkx51Ps6o0fijRuOOHo01RmBhFInRo0mNGoMzcgzeiNE4544iM3oMicsuIXHdVSTENtx9J9ZfHsB6VKmJp+h97p/0fvw+8bkzcatL8Fe34qd7cZx0KE41DiJETwqcZHdt38I2+qZQPxKxR3LuEThUfSqVIP2B7Nkpp5yC0kAChCpqJ7W5gJy0JAMHDjRCNk2bVYTZ/1wGKARaN0LapHDKnlZydTN9WPFm4h1L6WmdRGfTB/Q2v0+67TPc9qnQMQ+SheBUETha1K0FvFXgd4HfA44Yk9X4GQVAK0wJ0q0EyWaIN+L31uB0leJ05uN0LsXvUVmC07kQtzeHIFkEVgWBU4snsGDXQ6YOUjWQqCRIluEnCvFiS7B65pLsmEFP+3Q6l8+ir2MZqb5qvPRKPFvsqPpjxChU8sBfvgsU1iUUIoYpCLEL/ZmFCDj8lG0IFEJGYb11f8V6627IuusIKAxk2LAzefnlt0infZN20MwHwy4brYhjRIpK32mp5iFDdueOO+7ixRdf5qOPPuGjjz427X3mmWdwyCEHc+KJJzB+/CsmpSCdkmzAN998Y/ycrlMMuqZFah0VjW0FA1rCWSz6EUccYdJV0q6sAQrqCKESNNyKjjV0V5byEsWlCDCiuoxqVesekMRTXkniET+G77fj+WV0x76grvVxcvNvYP78i1i6+FLyl15K8bKxlOZcSNmyMZTlXURZ0VjKyi6kqfVWeuJ/J2PPxPdrCYJ2AvMciAQEaSN0NOsEKDdmBHbKmwrpioITNZOlur/HR0TG8se2qiQNHCEszSGVAEurU+kzCbuUz1V+VUBB4q8ouvqen/vxjxTlZefvh2pu3UOGwO1C9JgXL8bvXUzQ/Q1B1yz8rll4XbPxVk3Db/0Ut/lFLIkO624jU3UFTsmFeCUj8UvOwi44g1TumSRzR5DJOx+vYDRuzljshZdhzR+BNe8k7HlH4c4bijfvSFztLzgaZ/ExuDkn4EvPkHsu/rIL8PMvwCsci1d0GW7xFTjF1+IW34hXfCt+8e0EJX8iKL0Pt+IhrOonSNc9Q6bhJdymD/A7FhM4vUaBrLSEKGAzRU0aDJRPFlMlA6eZHQILYob+D19Z0Kn+LjAs8CKgoHSEUWo7UmtjovSMIl71MztNsHolyz/4iK9PPpOPdh/Ma1v9mg933IQZe21P2VEHUnXaMVScdxLV55xA7SlHUnvYvtQefgi1w06j4IihLNh3L4r22Z+qAw+h5pihNB83lFXHHEbt0IPIOWgvPt99R97dYSve32ILpmy/FQt2G8CCvQeweK+tyR+4KYXbbUbhgK1ZdsRhFF5/NV25c7DtHtK6B+kr0tl0XRYoRP1dBj+KCmUo5syZY3KPMgTKVV9xxRUmfaB+LgcvJ6LZC5oepXGg8aDIQip5HbtgwQIDCuR8xL5pPrnWlVceXI5HqQxFrZpZochFUy8FNiRuFAvR1d25ZmKj6l/Xp2IYSQED2zECRC2XTHZKIfE+glgMPxbDi/WZ6YNObzdOVxd2Rwd2ezt2WxtOcwt2QyNKMdjVddjVtdh1dTgN9XgCCtIkSIvQ3EDQolkJIVCwm+oNUBCYEFhw6htwlYYoryBYtgzny4mkXnyO3jvvIHbF5aTPPx931PkEo87HG3Ue1qiRJEadS9/IUfSOuJD0mEuxL7mczOVXkL7xelJ/+gOpv95D6rEHSTz1GLH/eYbel16k7913iH05kWTuYqzmWvze1WAljG0L9Rfh9GRJaExgYdJ7SvNp+XAJobNBXDbN9F3nLqCglJKYIYE+tZPaWEGR2kn2TX8XHb3DDjsY5kcshNJKAhwR6FBfMmlSzXDIzlow/cpJ4lirSPUV07fqa7qaP6K77g1iNeNJ1byOVfcObvuneF1T8Hq+wY/lEqSqwW4BdzXYKivBXhEWawWk2yDZColW/L563O5y7M4C7M4cvO6leD1LcbSN5UO6DGyBkBp8uxY/U5MFCRUQK8bvWYbbOQ+rfQrJ5V/Q1/o5vcu/onflHBK9pWRSbbgSNHoSZAoohIxCXV0IFNbfYD2UehCjoK1EiHLyYQpCbMAvEzdGYGLddXX8Bqy7zq9ZZ51fZ4HC6bz88ptYlsSMgZkhFIIFaY4c8vKWmdkMAgLSG2ihpdGjL+DSS3/PZZf93jB8CgL22GN3Tj31ZN56603DFChYEHOgKdBqb12D/J2Ag5gGBcsS9QsoXHzxxYZREFuYn5+fBQpi96MZCzKi2amOZgaJ4Wn1d9FcUq3qwTPhIiGQBHpw3FVk7DYctxXH0YOfFrJi1RsUV9zFkpwrWTD/QpYuvIi8xWMpXHIJxUsvpCRHQOECygovoLRkNLX1V7Fi1b3EE2/jOvNwvRL8oAFoh6ADgi4CCWHcDvA7Iegzz4gwU3RMjvmXAwUNBkVJGkCqwH333XdN6iGKjAQUJO74txkFM4dEJJ7WhBDQkgJ3NX6qBLdrOlbrqzjNT+I334/b/Gfs5j+TaX6ATN29OGV/JFVyJTE9t6H0bKySU/CKhuEVHo9TcBypvDOJ5Y4hkX8lmaLr8IqvxVl2BZkFF5OedxbpOcdjfTMU+5uhuLOPwplzJNbcodgLjsFZNCwUPS45k2DxWQRLzyTIUTmbIGc4wdKRprDkPFSCpaPwl47GWXYh6byLSeRdRiLvWqy8e3HrPoBUE57bjSsVs2uZOYcCnqKPDdlvZrZkRez/hxhBPyU/KjpbkanYAj3mKdRN+Hi2j5/x8TJacCggI/W9AIW0DIkEnTO/puCqa/nqyEN5a8AmvPm7X/HRphsya+stWDZkEBVDD2TVOSeSHHsOsQvOYMXwEykZdhT5xx9K/nEHU3/cMTQfeyyVRx9G0YF7kjdoO+YN2JpJW27G+K034p9bbsSLm23G61ttzvvbb8mEPbZn1p47UDxgK8q32IrSzQdQOvo8qsc/S09jKckgRbee/qH7Ed5SSG7uMUw7CCAokojW/tB7geJFixYZ0dIxxxxjVnaTwZAeQQ4kYhbECIglkLEQDSlqWt9T6k0AQcybGAmJn0Rla6zoWBUdJ5AhgzVkyBDDSCgy0W8bulyTb42mINQmmOhUawYkU3h9cfyuboLVHbCyHZa3GqfuNjVhNzaTbmwiWd9AvLaWWHUNfVXVxKqqSFRVkaquxqqpwautC7UI9Y34DZrd0GDSCk5DHU5jHX5rI7Q1EbQ24jbXY9XX4Eqj0BimH+z6Oqz6WrzqcijOw5s+mcyrL9J3953Er7oCa7QAwiiCESNxh59DevhZxM49i45zRrLi7IvoHncd8dvvIPG3v5B+7knsd17Afvdl0u+8Qvf4l1jx8ks0jn+VjkmTsQoLcVe347uaKWYbytE4ZgmaxWz54VpOoWZD0vJonZtwGWDZL720jUBXBBiUX1b6R2yCNFZqO73/8ssvTVFbCdBpFozSR9KwyJnIafQ/Xwg6s7MdzPNNnBCsaNZbkMT3O/HsBqyexSRaPqe77Hm6Ch6he9mfSZbcR6bqITK1/8BueQ+/42uCeAFY9WA3gdNC4LSA3Qb2cjBgoR2SK/BjoVbB7irF6sjH6crD6cnH6S3Ci5ebFANWnUk3BOkagmQlxMugr4igJwe3/WsyTROI17xLX8079Na9T6ZjNn66lMBdgRskzNNzzMqoWT1eKtVHfUMVf/nrfay3/nqsI6CwBixoloJSB2IVfm32BSJ+SRH1r3OFQOFXrLPOr9hmmx054YTTGT/+zXB2mATfJhBWoB6uWVFQkMs//vEshx56iLkOreWg9R422ihc1+G3v/2tmda5ww7bc8IJx/H666+ZcaexL0CgcS1Ro35fa6doFpJWbRSQkJ1QoCDdigC+AgTDKJj0l6jw7HxXWRut8ufoaV1+n1leWU7a91biuW1GhBL4ywmCFjyvFtspIZFaRm/fAnp7v6Gz80tWrHiTiooHWbT4SubPu4j5c0axaO55LJ0/mryFF1Gw+AKKl46meNkYSvLGUFIwhvLSS6mpuZbWlr+xeuUrrO78gO7eL4nHZ5FKLCSTysVO5+NY+XhePp5fZJgLPYFS4j5fNKQg9/e8osjqx7YSa2nQiIITUJBxFI0aAQWlHsQo9NcoRFHaj533f/3NxFKuWbLXdE4/QeC0Y3XMI173Kt0FtxPLu5SMUgjFI8iUjiJZdiGpkrE4BWPJ5I8mmT+CdNF5WMWjsYvHki6+nHjRdaTK7iVT+Th21TO4FU/gFd2HveQa0t+MID37BDKzDsP6+iDsmYdhTz+azMxjSX99HJlvjsOeewLuvBPx5p6IP+dEvPnDcBcMM5+5c0/GnXMa3pzT8Oeejj/3DPy5Z+LNPRt7znBz/uSskSRmjiE59XJSS58h016EnWw36ztKSWymN4hNiZ6saMSq4Xz3/2M+IRuZhUDBFVAIzNyRcIU9yydIqwQ4dkDa9cNFxTRLwnHoys+n5tFHmXXO6by709a8v+Xv+GSTjZm08SZ8ve3WLNp9Z0oP24eGYYfResqRNJ94BDVHH0TlUftTdtR+VB1+MGUHH8CS/YYwe/B2TN5mUz773ca8u/FveW7zX/GPrTZi/Nbb8Pb2O/DhTjvx7i478Pmg7Vm2/UDythvEwu12pfy2W1kx+yuSK1uMkFSrSmqlw0DPiDArt307ylTuMQIKciAyCFrjPScnx8yC0CwFRfyiG/UUOrEBMhYq0udE6QOBBUWlSiFoq+8rQpUATuNERfvKeYttkB5BBkfHC5iIzRBoccRwCCpnp0Aa0OZ6+GmL9OouYk0tJGrrSFdVYVeU4VWUElSU4FdV4VXX4tTUYtfUYFWHJaP9mhrsWq2HUItXV0dQX28KDY0EjU3moU5OvVIQdTgSMLY2ErQ14bdI0CjGodaIGX0DFOoNA2GJfaipMmsc+N/MwPngLRKP/o3YbbcQv+xSEhddRPKCC0hedCGpcZeSueEakrffQfzPD5F64imsF5/Hfms8mXfGk3rrJTJvjSf15mt0vf46qz/8iI4ZM4gVF2GvbMdOJ41ORkyt7JgJ1sw6BOZhsGZCjpnn5XtmQSHD0vUTMn4fUJDt0dowiggFAPTgH2lTNCVWbXT//fcbplRpKE1flVMQkySQoD4ioNC/CFiHq62G07rFaDiBntqoKetax6YPL92C3Z1HqvULYjWv0FPyCImiP5EuvJ108Z9JVzyOVfcSmeb3yKyYSHrlVNKds7F7FuLGxTaUQqoiZAWSDQSJevxYFW5vCXZ3AVZXPlZXIU5vKX6sEpI1kKyAZAnE8/G7F+KtnIHVOplU4wQStR8Rr/mQRO3HpJq/IrNyHl5MLMRyw4Dr+jV+zPojZnVGpR56aWis5u/PPMHgXQexy+CdGLTLTuy8805GHLjrroPZddfd2HXXIWvWJ9AaBT+9DGLnQTrXTgwevAuDB+/KLrsMYaedd+WAAw9jzJhLefe9j7HsUBiu8SEWx9Uqlp5FY2MtM2dO4+GHH+K66641+rnrr7+Bq6++1vgv+TAFvJr2+uSTT7Bw4QLDgGup6cmTJxuRsvRHWmhN41eLb8n/yU4oYNaUSP1dY/yWW24x+qR1zCMtzeJ6MpzCrBaWtZpUsgHHqcP1Ks0aB7ZVQCaVh5VZhpVZTCYzj3hiGl09n7Fy9Xu0tb1Kc9Nz1FY/RknR3SxeeBVfTz+P2TNHMPfrc1gw+2wWzxlBzvwx5C0aTcHSUaYU5oymaNlFFOZeQEHeGMqKrqGq/I9U195DfeODtLU+zar2l+la/S59XR+T6PvErLuQznxI2voYy5qDa1cSuLEw+f9vAIUo9SCgIOMpoCDwIEpWFSYxllasEiqPBtP/AgImn/jDWghF1FJ0aI14yyygkcJPLyfeNIXVuX+jZfoIVk0fSnz23iTn709y0SHEFx9Ncskw7KWnYy09h4yZpfB7rJKbSZffR6z8aborXiPdMBG/dSZB81f41e/i5j+FNf9aUjNOJj3zMKyZ+2JP2xt7ysFYk48lPWUYyWknkppxPJmvj8WeeQzujGPwph+NPetorNlHm8/s6cdhTzvBFGf6MJwZJ+HMOAV72qlkJp9GauLpJD89nfgHZ9D7xpn0TL6XvqqFpHpazBROiV5NWkuRvBGv2fiK3KU/0wyP72mz/+ZHIYWbBQq+Y1Y0tAkNXmD5hsLX2ruOFZCyPSwvnG6XALrq61jx4XssuvwSPh4yiAnbb8eEzbbg0w034fNNNuXLbTdnxsCtWDBke4r3242ag/ak+ZC9qD9kTyoP2p2CvYewYNedmTZwKz7ZZmNe/92vGL/Rhrzw21/z983W4/ltNub9gTvz+a578MUe+/D2oJ34YOAOLBw0hAW77cuUPQ6i8umniNWV4/T2oIdWGYGbo/UCXJyMbQZ8fwMvoy8jIGCroveGNnZdEy1INyAnIoZATkRsgNJuAgrq/wIA0iMIGCgNIYZAuc2///3v5u/6jhgFjZPHHnvMgGydS9MwxTZogScxCfptAZaMWI4gZGvMGJCGV6FzyibespzVJWV0LMule9Ei4gvmYS2aj5+ziKCokKCsIlzrQMsvV1cR1NSEyzDX10FD/feUBmhswW9oxq6rx26sR3oEr60RrzUECV5jnZkaqZkQKpomqVSF3dyCW1uLX1pCsGge3pefk37peWIP/oXum2+i67pr6b7manpvuZHkvXfhP/0owauvEHzyKcEXEwimTIRpE7E/fY/YKy+QeOVlEq++Rte779MzYyZWTTVOd6fRmFh6ZoR5Hli4zLBZspNEYgAAIABJREFUNUrixexKglkOAds8j8QyD4HTyqyGHssOFtmiqF21jd6r7mXLlAYSeJNeRGyPBGsCCBI5ii2VNkULzekV9Z/Ivum9AQpGMSsmVFO0NWYkxs6ui2LWuLDBWk0QKyKzeiqxptdIlv6FdO4tpHJvJZF/O/HCu4gV/5ne0gfpqXiC3trnSTS/jbVyAl7PTPy+efixpQTxYoJ4KUG8BC9WiNOXR6ZLpQC3twy/T+mFCoK+fIKeRSZN6674HKv+VeIVL9Jd9BxdJS/TW/EuqcYpOKuXGaZT074Drd+gB6/5PmlPoFVgRwJrywCFltZ63n3vDUaedzYjRp7FuSPO4pxzzmT48LNN/x458jxGjFAZacCwAPFPL+cyfPiZDD/3LEaMGG58zciRozjr7HO58KJLufue+5n81QySKdusYiqxtdg3rVljO0l6+zpoW95ERUWp0SuUlpZQVFRMbm4+BQWFJr0ncFhUVEhlZblhiAQA9LAopc2lRRGo0cOfNLajxdWUTtdaCmKY9IApzWLSvoDEOlq0JBQpKleulcl76ektoW35TNpXfcmKVR/Q0j6ehoZXqK54iYqyZykpeZT8gvvJWfZHFi6+nvkLrmLevN8zf94lLJh3EQvmjGHerPOYM2M438w4k7lfn8GiOeewZN5IwyrkLBxBzqJzWDL/XHLmn0/ewrHkLR5D/tIRFOdeQlnhFZSUXUxp+SWUlY+jvOwGKstup7r8T9RU3UlN7c3U1t9IXdNNrFjxLL3dU3EybeFKORH32s/TRJ39h7YaBFKFy+CJWo0YBRm+CCiIotFg+k8ABc1AzggwmLXHbfzUamI1U1k57680fnI6Kz45iNgXQ0hM2Zfk9EPpm3EcsZnDSH19PJnZZ2HPvRg35za8sifwmt7HbptFakUx7opSgtZ8vKovsPOfJzXvHpIzLyIx9Wgy0w/Anr4n9pQ9sSYdSOaLo0lNPo7klONITD+c5PRDSE89FHvyMbhfnoz91fFYU47BmnQc9hfHYU84HmvC8WQmHk/6i+NJTTiOxKfHEnvvGHpfP4qeF4+k45kjaf3bUFa+fTvJyjwyPSvDiEPPo8g+wlqzDMzCJoogRasaNfX3M0H9mvA/uhvKcUItjvKu4QOdxfJ44Voc2Un4ru2TtlwsV4v/BIYCzixvJfnNNKru+QOzjzqUKYMGMWHzrfh40y14d7ONeWPLX/PxgN8wbcdNyR00gOJdBlI0aGfyBu/M4l13YsZOOzBxwNZ8ssVGvLX5hjy3xYY8u8VveXrL3/DUNuvzxs6bM2f/fVl6+CHkHXM4S445iMVD9yfnoP2Yf/RQppxzJvWfvY8d7zRrEDhuYGaYmKVes7l+OQkVY9yN7mItOOjvSLQv0ZqoRzEJEQsgJyIxo6JLgWcBBjEFAhRSxev5DQIJcj76u4yNvisArWMFOnQupTKiBV0EEnQ9+s2MZk14HklPRjqcZWLWQLF9nK5ekvWNrFq4iPbp0+j4ahK9X00kMWUimflzsXNzsfPzcArycYoKcEqLccpLcSvLzeqIXm01fl0NQX0tCDzUN0BDC74eBFUvwWIjTmuTAQtOc51ZbMlvrCNoboAmgQqJHesMA+E1rsStbcYtryLIy8ef+w32xM9Iv/MGiRf/SXr8C1hvvIz13mtYn76NNekj7MkTcCZ/hfvVJLxJEwkmfIr7wbukXhtP12vjaX/3LTpnzyBeWYpm0vgZLdwW6mM0X8zoZIw+TOkujZFwGrGx0xI+Z8HA980Gi+xbBAj1XnUuYKi1LmbMmGHEjFpQR7O4xDIo6hS4E9BTmkJL+uoVnav/vvnt7OylUMMWTks3a5aJFhRQcB0CJ46vxY/STVjxMjItE0mWP09f4aP05t1Db87NxHNvIJl3HamCm0kV3UGy5AGSFU+QqH2eeP144k3vklo+EWv1NNzur3H7vsGJzSPTswBLgsZ4AX5fLn7PIuxVU0m3fUi88RUS1U9jlT5AqvhBYsVPEK98lWTjFzgdefjxZnA0eyybCs2udChKXwurCSQILOh5O8lUL9U1ZUz+agJTpn7BtOmTmDL1S6ZMncz06dOYNm06U6dON1MONe3455WpTJkane9Lpk2fyvTpM5g8eSrTps9iydI8Gpva0EJLEjHKP+uf69lkrATpTJxkKkZfXzc9PV309vYYZ6/lmzWe5fi1Dfe7DXsobZB8mHyb0udiEDV+pWERkFQR+6Q+oD6hBZc0hsUuin1cJ8x36ckDoTBRmoOu7jwamj6lsuY5isrvZ2nhdSxcdD3zZt3M7JlXMWP6JXw15Ty+nHQmE744kQkTjmfihOOY/OUJTP1qGDOnnMisaacxZ/rZfDP9DObMPIOF3wxn0dyRLJ47ikXzhrNo/lksnHMOi+acR868C1m2cBS5i8+hYOn5FC4bQ37+OeTln0Xu/2PuPaCsKrP0b7pbbRWQnHNWECUqIiiKiW7t6Z4O08GZnk7T2mqbUJIKBoLkTAEFFaicI1BV5JxzDlVFqCIUFW9O9fvW8557tPQ/PV87a/2/9eF6Peeee+65t855372f/ey0/8cc2PNTDuz8JYd2/YZDe37Jwb0/5uCBFzl4+AVOnXqLK6WrrZajJjXz/1Q69qS3Bae9gOzX2gooSOgp60GIW8E/8uXpmACDYhRExajGt4K8hL60IO1r/6Otrm1/j84Ro2AKN5uiSuEUPU81ruKd3N61iMtJv+JKzBNUxPalJrE/jtRBVKc9QXX6SOoyRuDMHot7/c/wbP0L3gOf4DsbifdyLp7SPXgvb8V3NgvfwcW4t02kdv0fqcsZhzNrCJ6ch/HmPIQvawDejKF40kZZCj97FM7cobhyBuHOGowvfSSBlGfxpI/GnT4ST/KTeBJG4Yl7ErcZI3HGPUFdzOPUrB5O5cKhVEwfTPnUQZR+NIyzU8dwNf5jvMWn8dVW4qsPGlQcEDAwGSpqYiXXltqceql2uql2fN0fXRTYPzvsCf6dtvquOoc1HHXUOWupcdVQ46yh1lmH2+U2tdSleL2BIC7TjMVn6vZ779zBdfwINWlxFH/4Ngefe4rCPn3IbNOe5NZtWduiCYsfaMTqlt8jqc3dFLZpyrY2LdnSujUFbVqT06YV8S2as7ZpE9Y0voflD9zDvJb38WXr+5nZ9n6+bH8P63q15ehjwzkz6jHOjhnKhWeHcv7pwZwcMZD9P36GLX/7Pdc25VLvU3U7H95gEFcghDMUVFjxV5UZpZA1NPfMvrn/1lwMmgpvX7+vuS8/pMCCTTnKZy1rQsJEmRACAwLNAgyyPG3GQQpGVKXcCwIJKg87btw4o5AUSS1LpuE/rQFZcQ7d26BYNSvTxJT1Dtbjqqik6uIlbh04yM3Nm7mVm8Ot9BRuJcVTl5ODt6AI35Yt+HZux7d/N54De3Af2ofn8AF8xw4TPHmc4KkThOSyOHOK0Jkz1J+9QOjsRQLnLpgARcUi+C4pyPE8gYvnCV26aJgELl0CuS3UKEopkpfKCZ4TULhA6OgJQvv249+8Gd+GfLw5mQQ35iGXRGB7Ad6dhTh3FeLaUoB7/Ua8ebn4M9MJJcYTiF6La2UEt6LXcC0jheqTR/BU3jDN3KQEjA9agDkMmsMtoQz7ZlrIq0aJ33If3bhxgzOnz3w1lLYq4a5MBW01VIVR9S20tYfOEyBUAKNKaQssSI7ZIEHZMEqDs69hb3Vd+9qnzpzh5JkznNY4fYZTJ05x7vQ5Si6WUFtVY8oj1wd81KuDrZRuSCXpnfiqT+O6tpGa89FUHZ9JlZiFfX/Cs/dVfHv/A9++P+PZ/xbOA+OpPTSFqiPTqDw+g+rT86m7uALXlSjcNxLxVGTirsjHqwDv6h0EKgrxXM/AeTmK2rOLqTo5i5pjn+A58h7u41NxnV6EpzQZ3+0dhByXqfdVh1NNlbYntkZV5sWUyHgRQFDNFLlVpAtV4MhhrPfaukockg911dTV1eB0SkYp++efl1XflGlq96zrVZnhcErxu6ipraOm1oHT5cHrUxVcuRzsNGDNEzGDLtOLR5FednmAcK7QV8vM1kVa+9JRYom0blU7QfEMihtSarSqMAocSH5qnQpM5uXlGeZQ50kXCgApfqGRiF+TIWv8M1b/AYfzAtfLNnDw6HQKtrxKWu5I0tOfITP5FbLSXiY7/UdkZ7xIVuYzZGU9SVbmaLIyx5CX8zzr854jP+8pNuQ9T0HuKxTmv8KmDWIWfsKWwn9ha9G/sG3TT9i++RV2bnmF3VtfMczC3h0/Yf/OVziw6ycc2P0v7N/zM/bv/rkBCAe2/oKDm37O0a2/4ti2n3N42zgO7BjLnl1j2LP73zl+fA51NRes5kRf3a5vomL7ptnCUzdQ+7qp+qebpUpyQtoNsx4U3CXAIDQmoKCGIPLticq1P69razT8Z0BB2B+s8/TPHAv3sJfloLRTVSw0rbhrr1J3YTMl+Z9zKebXFC8dyu3VA6mN7k/1uoepjhtETdxwqpKGcSdtGLczR1KR+zyVG39J1aY/UrP9Laq2/JnqTa/iKPwVjvx/oTpjHHVpI3GnPow79VE8qUPxpIzAmzIar8BAyrN4U8fgTR2FL3UEvtTh+JMfw580AlfKcBzJw3DFPoZrzePUrRqBc+XjuCKG44gYRu2SodTMHkLl5EHcfP0RLr02iJMfPMPxVW9yZfc6grWlBFStLVSPJ1hvFIJAkuIVgn4HtTVVlJff4tzlMk6fL+H8+Qumj4Yirv/ZoYn+vxnnzp3n7NlznL1wlvOXznLx8hkuXzpLyeULlN24zq3aKiqDXmrrvThDAg41eG5eoWbvTq6vjuDU3/6L07/6KSfHjmbrgP7kdOlGWofOxLRsxtLGjVjWvBERrb5vGIOE5o1Ja9GUdU3uZdW9d7H8nh+w5Id3sajJD1nQ7F7mtbifua2bMLdtU+a0b0p87y6ceGwkp4YP5viQ3lx4tBulg7pzfdhDFP98HCc/eo87m/Kov3OToLsWb8CDo95HRb2fsno/tUFV+hSNalmTQb8KD1l+b5NiLMGjcrByRwSsc31+Hw6n01gXEihyu4meFFUtZkHzX6yCAINysDW0r+M6X6XORVMqi6Jh3QW5GWww3XBtCDDKitZ8MEaoKYqpXhtBSi5f4sSBA1SVXsFTXErN3gPcWF9AaWIKjugkQhop6YTW51O/awueXZuo21lE3Y7NuHfuMB0fQ3v34t+zG4+AxMG9hA4ehsPHqJeyP36S4InT+E+eNkxB8Mx5QmfPE1I1xtPnQePMBerPXiSoKo5nLhA8eY6gei/sO4xv+z78W/cQ2LqLwLZd+LfvxL19K45tm6jZWkhNQSF1uQU4FaSYlkIoPhrf6ghqFi3kTkIcd7ZtwVtWRkjywzS5skpQfxWbYFyXVlCqSd8NAz7JJ1l26tMgBT9p8iQmTprEhIkTzGvJJJVnViU9bXWOlIGGsk3MZ3T+hAnGYpQrVcaPAIOGzrPP0VbskLa6rn1tvZ4QPq73xS59Ou1TVixfwbFjRwmY0s3q/ChlK5CqPkBeAv4qvO7LOCq3U3slmprTH+M88haefX/At+vPBHa9QWjfB/j3TcC99wOc+z6kbv8HVO95h8p947lz6GOqTs+m9vJyHFdjcJcl4yvPxFm8jsqTi6k6Oofqg7OoPbgQx5E5uE5+gvv8CjxXcglU7yfkvURIvSBCaketWDbVabfYQ5XfUD8KK47Hhc9vZz+om6QqyWoOq6qsmmopvscC2JLpNoiz9hse/5/3rWtpDVrBqHb5gYAAoVmTVsNFMz9UdM+wClZ8l5XpJ30ifWMN3WsxPLaOsfWRfpf+LoFDAX+5G+Q21HOUG0LrU0aCGAgBGbkrBPgViyfmXAXZBDT1XiPri63CMyZGIaSL36am5hiXS+LZf2gK+QX/Snr6CyTHjSE18WnSkp8hI+V5MlLHkpk+hsy0MWSmP0Nu1vPk5YwlN3c0eTnPsT77ZTbmvUxh/ssUrX+Fog2vsGnjy2wpfIWtRa+wY9PLFquwVW6Jl9m7wx6vsHfHT9m341/Zv+3nHNj8Uw5u+gnHtv4rx7b9jENbfszuTc+ztegZ9u35K2fPROCsKTWIVnSdUJJqzwshi3I5evSosZgOHDiAhpC1boqsKHu7Z88eQ6fqhqpxhqwjWU0NgYLtelCzjIbX0TU09F26pj3s49rqN6jphlt97BXMpYj7gFIHfVY+uK8W350L3DmZS2n+VE5H/Iji5Y9Ttvwhbq3qy501D1G59hHuxA7gdnw/bmokDKAiaTh3UkdRmfEsdzJHcSdzBLXZT1Cb+ThVKcOoSxqCO3EQ7sShuBMfw530BJ6kkXiSRoW3T+BNGoE38XG8CY/jixuBb90TOOKGUhs7CG/kcNwRj1Gz7DGqFg2mcv5AKucMoOKLh7gx6UGu/X0gJX8ZxoUPXuLCwr9yZfsaKq/sIeS9QSDowlsPnhCWm0WLUx3e/HVcPH+a/Px8Zs1eyIRJU5k0afI3BJUm8//bkFD834xJE6cwcdIUJn00mckfSxhO5JMpk5g1fTpZeXmcuHCeKo+Lujs3qTl9jNv5WVxfvpjLkz7g9O9+zeGnRnLkyeEcGjGErYMfJf+hh0jr3p117VqxqtndLGlxF/Nb3sWc5vcR0b4lmX27UzD0YbY8OZSs/n2I6diW+U3uZd79P2Rx08Ysbt6EJa2bsbRrG+If6smO4cPYM6g/e/p34Vjfdpzr25bS/l249NQwTv7mpxR/NpmbCdE4Nm/Ec+oonooy6lx1VAYDuNRISULMDkQTGFZQhvCw8bYoPdcSZKbRjEl1s5gHUZWyROXH1BpQ8KLSpFRl0QYHYhA0BByUDikXhNaKfN+qH69mMxIuslAkqCS0bAvnq224l4udfaIa9ibAsT7Evn17yc5I40ZJCUE1piq9Qs2JE9zeuYvq3PU4EtJwxibgjk/Al5aMKzcdR0EWriL1VyggVLSZYOEm/IVFuLcU4dq+Gb8AxO491O8/QHD/Qfz7D+I7cBj/waMEjh4nePQEgSPHCRw+ZoZeB4+fIKBxLHz84BEDFAK7DxLcuZ/gjr34t+3Gt2UHns1bcG0qwlm0EWd+Ac7MAlwZWXiTEwlGR5q4hoo5c6hOS8V5+JD5u0yTJDEIaqgl/7iMCbu4nAmiUQyNPdRW2OqnoToII554wgQlvvKTV4xfXIHXegaKZBdQ01bH5INWHIKAn17rPdHJknEaSmtV3IkAof1ZnaNz7aHjDa9tX+fll182MVt65gqeKyoqJBCQ8aT4FwVChouZmQA8j+nB4HNfxFu9A09ZAq7zC6g7PJm6Pe/i2PU27j3jrbF7PK49H+Da+yHOfZNxHJxG3ZFZOE/Px3VhMXXnFuM4vxxfcRSeS5E4zi3HcWoRjmMLqTu8AufxlXjPReArzSdwU8Xhrpl2AsrMCKg3jfltVi/weuPasbIJ/AHF9ggUqDOwzYZYQMECBFo3VhiccV0aQGcp6K/m9f9LfNpX5xmgrPhuC8xbx636GFaVW5+ptGqzTWKcrCmh88Vifw0ULEBmH7NiS2zgIhCg+AKBfWUpqWy7nrdYA3UOVWCxYu0EFFR9VfpOz1PnCfTLEFAAsgBFI+uLLGFimniJ0TDpj9X4fWe4cSOHA4dmsH79v5OwbiSJ8Y+TnDCSlITnSU14ibTEcaQlPU96yrNkpj1LdsYYcrKfIjdrLHmZ49iQM46NeeMoyP+RGYXrf8SmjT9mS8GP2Vb4YxPkuHPzj9kl5b+twRDTsPUV9m99mX2bx7F/84sc2/4Tjm3/Gfs3/wvbNoxjfc4LHD08mbJrWXgdt0yAnBCUFLX+SBUa0cKSb1Vb0WwaCsySgNPQviI/dVxFYxSwqGhQLRAJx4ZAQe8p9UT+HQVp6bMa2tc1RN1q3x56bX+3vmv37t3moWhCCnX7RSOZxWWh7/pAHXiucet4CofX/RfHlj3HmXkDuLqoNzeX9aJiVT/urOnNnaju3I7swq3IrtxZ04vKqH7cielPRdyD3EnsR03Kg9Sk9OFOQg9q4gbgWvc47rgRuOMex53wGO4EgQaBh0dxJz6CO/5R3HFDcMc8hjv6Sdxrn6Zm9RBqVg4ksGI4XgMShlE+52GuTO9N2dTuXPugCxdf68zpvw7gxBtPc3HB69woiMBXcRSCN6j3VxEIeUxfBbn8lWJoBEhQzWHq2LppA5M+HE/PHr1o1Oh/l4tsVzr77lvVa7+bH9x9Nz+46wd8X2lKjb5P+7Ydefv9yWws2o6jpg63FFRkJGd/8yr7+z/M7k4d2Nu+NYc7tWNPz85sHdCbzSOGsv7xoaT27UVCl3asa9uEpa3vY0ar+5jSoikL+3Sn4PlRFL/5BzzTJ3P+9//GhseHsLBJY+bfdTer7mvCqvubsrpFC6L6dCVuUF9Sh/Qn5+FeFPTuyI7urTjYpRknOzfjeNfWHOzZiT1D+3PgR89Q9t4buNauJHR0P9y8YTohSblIwAgEfMVyhUGCDRYaWvemRZnOD9f1l/DQvJdCULllCRgFNyqlymYVxCbIDaG6CgJqojTFtMlClaUiAaXvtlm7hmDB7BupZwEXsR1ejxd/uJ9ETk4WC+bN4eLpk9R7XcafXO+swV9Rzu2TR7hauJEbUeuoWLyCmjkLTMljd0YivrwMgvk51GdmE8zIxp+Rgzs3F+eGfNxFBfi2biG0cweBHTvwbd+Bd9tOvCqktFvswz58e/fh2bMH9549ePbuxbd/H/4D+/Du3Ytn9x78+/YT3H/AtKAO7d5n2ATfpq34CovwFxQS2FhAYMN6/Nkb8KVuwJuSgTcujsDKCBwLFlA+Yya1OdlWFoWj1liAVpl2gSQfIfn27WIwJuvhmxVpJcwl18R4KqVO1qHcREpvlQGjoES5fbSvIVml56KtmFD7mF5r2J/TZ+yh8xoO+1oNj2lf56vYj3L4JSt1XmpqilnflnWruh0+o9RMrRI1hfKqumwdBG6A5zzuskITgH1z/2fc2PU+Fbv+TvWud3DsGo9z1wQ8+6YSOL6E0Nk1cGEdXFpL6OJy6o5Op+bQ5/jOLCJUHAnliYSuxOK9GEXtybU4TicRLN5AfflpqK4Fr0CL1dFWBdTECIjpME1d7O6XqLGhmBCl/Uvpiglx4/O78Pqcxu0TNC4KBalbgZuax5bS/m+A8D8BGPSbBBS0RqzaRAG8fg8en9tsBWhMjyWrJaNZuvpONd2yfqdAiv4WsRL6Gy3WWiBBbKGuq1RIFVMS2BdDIECoWCIxU3KdKx5FIEDbwsJCs35btWplSn0rfkX6StfR9RpZyE9fKvRqKghbhU+CHkPXOB2nKSvbxOFDX7Ih799ITX2GxMQnSEl6jpTEl0iOG0dKwgukJT1HZurzZKU9ZxiG7LRnycl4gbysF1if86IZG3JfZGPeSxTkv0TR+pesQMeCcWwrHMf2oh+xY1N4bB7Hzi0vsGvzi+ze9GP2FL3E3qIXDFjYt2kc2ze8zO7Nv+fwvolcK03EqahYnxqRBM0NUMEI+VeEjjSJVVRG1KhSg5TapaHXKmuq9zT0nlCUorWFqJQfLrBhBzOKZtN5aqYha0vna9iftV/b19W1lbtsL1B9pwSscpS9HpdVl+KrOveiYIUoxTA4cN4+xe1T6VzI+ZATEeM4N38wxQv6cm1ZL26t7EllZHdur+zIzYgOVKzqQkVkTyrWWmChKu5hahLkqniIOzG9qYnujzN6MM7oITijh+KKGYYzZijOmME4Yx7FGT0QR9RAHGsexbl6CM6Vw3GseIzqZY9Ss3gg3nmDcM4ezO1Zj3L10we5NLk7F9/tyNk3OnHstV6cmDSWc4ve4GZRFK7igwRdZdQbis9qeax4DAEF1Ye32BMxCk52bi3kk8kT6NWrJ127djOWj8DZ//3xC37+i3/jF7/8Nb/89b/xrz//Ga/86CX69uhFp7adeef9KWzctNP4H2/u2smRT6awffRoClu3Ykubpuxo35RdnVuwqUdb8h/sysbhj1AwfDDrH+xHfreu5LVvQ3zrFixv9gAzmjzAvA7tiR/0IEUvPs3hf/sXdo59mpyH+7OieTOW3Hc/EY2bsPK+xsS0aEn+4IHkDX+E2D6dienSlnXtmpPS6n6yWtzD+tY/ZGPb+9jQoTEbO7ekqFcndg8ZyKFf/5yTi2Zzc+8e8IqxsXyaNp0Z5iO/wSrYFKXWvKkJqvTKgBXwprUjxkxBT5rbUkyKSRCLoLWgmB07gFGxOytWrDB9BKSoNN/VU0B+TcUnSLDZ1o1tTVlAIewKMfImRED1E/xKvYL83DwWL1zIpQvnLDCtSO+AG6+7Fuedm9QWX6DywF5ur8/lRuxabq2NoCJyObWxa3AnrCOYkkwoTR0aM3FnZuDISseRk4F7fQ6Bwg0EigoIFBXiKyzEV1SEb/MWfFu34t2+Dc+O7bh3bceze6eJgfAreHHLJjxbivDIZbBjm2EnAju3E9y+jeDmzQQLCgjlryeUm0coO4dQag7BhGx8CSn4YmMJRUTgWriYW7Pm4tywkWDJZUIuhwFzFuujNtoBQlIYDev1hsGCghZ1z8T2KPBMLoMf/vCHxliRMBfrpkqbcg8ItOm1tnI/2MftffV20DH7uLZ2zwdtbReDzte+fa691XFdW6/13QINyrUXcEhLSzVKy7Z4bQVmWFPFLfg9hFSCXsZQoJpA3WU8t/bgKEmg9swCao5+huvoF/iPfUlA48R8/OdWE7y4Di4mwrlIQqfm4zwwmdp943Ec/gjfuXlwPQr/lVjcxfHUXUzBXbKe0I29UHXVZNEoM0S4VJkZCkiWcjbMubpfChSE2+0JPFgKWC29ffgDckO4UEdMuQSs7ECrbbbZN0BcoOKbLueGIPwf7Zt1Z36LVQjNMBZhN40v4MHrd+MX8xru1mu1Wrcy6ez729Dt0FCH20BBgF+st56rDNuuXbua5yblr7mk9wUSpI9/E/3MAAAgAElEQVTEpst9KL2nQEfJYNXZ0Bq2r9fIivi0ip4YSsXQKxY9qRbIwWANPu8Nrl3N5eD+j8hf/wuSU58mOflZkhKeJ2HdiyTFv0Bq4gtkpLxEZsqLpCc9Q0bys2SljiUn4znysqyRn/08GmICNua9QGH+i2wSYFDAo7IjCn5kxrbCl9ix6Vl2FD3Hjo3j2LnxJXYWvMCOjWPZvvEltm38JUf3TeFacRLOmiMQVDlQtTYN4HI6jaWjyasCIkrRktBTlzSBAAUq6rX27WPaV1yCmqYIaYuqE/0qoCArSgJRecevvvqqQen6nF1wxv6sXuvaeq2ob43+/fubamdCcxpiFyw0p2ImlsVn/LWme66mrIYYSCch73XKjyRyJvVdTi4dx+m5Q7g4vw9lS3tTGdGL28s7cXNZB26t6Mytld2Ne6JizQCqoh+hKmogVWv7UxnZj5rIB6mL7E9d5EAckYNwrB5C3eqh1GqsGkTtyoHURgygdvkAapcOpHbJQGoWPULVgoepnjMA5/QBVH86gBuf9KdkYh/OvduNk3/tyNHXe3Bo/HBOL/0zVwtX4ShVmdZa6kNuI/j0tyjiRXk0Cg3SZDfFZIJSCm52bd/EtI8n0rt3T4Y/NsywMSol+//NWMHSZREsjVjOwsXz+HLGZzw7ahRd2nXmvfEfsXHzTqodDq7u3snuqZMpeHYMeZ3aU9CxOQUdmrK+Y1NyurYks3cHch/ty8YhD7P14QFs79OH7V26sr5dBxJbtGZx42YsaN6CFV3aE9OvJymPPETmQw+S2r07q1u2ZHnTJixpcj+rGjcmqXUb9o54jG2PD2FNxxYsb9mEZQ80ZkXje1jV+C7WNL+L6JY/IK7V90lt8n0y7/keSXd/j6S+Pcj486uczkqn3mNll5gI+YaUf5jCtpq6WeLLElZWRLXcYSrPnJmZaWhk9TRRcSXVDhFrIJCgYEZtRU9qXQj06pgYN2U3KIZHFq4sTfmvRW9KIMlykbBpCBSk+CzAIDkTIuBTuqyqd8Kmwk2sWR1JSWmJqeLprvej4VHnVDUS87lwVJZx59wRyrfmU5a6jvLIZVSsXE7t6lV4YmPwJyQQSEnGk5qMIzUJR1oC7sxk/LliHbIJrs/Dn5+LLz8P3/oN+AoK8G0qwrd1M97tW/Bs34x3cwEBc04OnvU5uDfm4irMx6N6Cmo9vW0T9ZuKYONGyMmFjCxIzYTEdOpjU/HFxuONiiK0YiWeRcu4M2cxrsJNBK+WEnSrmm34HiiLQJahFE84M8gyH1VLIWSOKfhU91KuVD0TsZpyG6iiop6JnoG2eia2i0jPRjFXAnUNn5UN9AT6vj0k63QdDX3+2+fa7+tzWqeShzKIpIjS09O+Agq2MpPilQVs1bhRsKBVsM/SMx7q5Z6s3on3eiLOs0vwnl1C6NxKQueWEzy/An9xNIHieOovJlF/WszZTFx73qVm52tU7XkT54mpBEuX47sSjftqCq5reXhubCdUdYx6502rnLkUchgoqLGx0evGh2DFKZjsDeUU2Ja5+meo6qVqCYV/r0C3PEMBVUn0iymzALD1d1oxbv8IFPx3x621Z8cxhOMUwqXiTQqk2nUrtsPuLGzeE6TXd30dm2Dv214BrSmtNbHqcv2pZoLtShC7pLUr97diDgQSBBbkLtez1NpVpoMAhcCF9JTiYnRNwyhYaEZV0iyhoRunG6AfHAi5CYRcRnG5HOe4fWM9h49MZf3GX5GQOIa4uFEkJowhOf5ZyxWROI70pJfISB5rwEJa4hiyUp8hJ0PsgjVyM8ca4LA++3k25rxAYe6LFOW9xKb8cWxaP47N63/Elg0vsb3gWbZvHMuW3BfZkvcSm3NfoiD7BbZt/BUnD06hrCQRT90pgj5VbVTgiXLErcpSCrCSNSSBpxslJCzXgqK4FaChgA3ti1KV/0avdXPs43IjKJLbXjBaIEoTUbSwPic/7LeHriswoa2uqe8TKpd1JqSmQk0CCopadnsUDWxlQAjt6vGrb55V0Lg+3FnRjefOWSpPZXEpYwqnlv2C418M5/KXg7i1cCC3l/Tj1rLelK/ow/UV/bi2/CHKV/TnVkR/bq3ox53l/ahd/hC1K/pQG9GTmhX9qFk+gJplg6lZOpTqJcOpXjyUqkWDqFo4gKoFD1I1ry+Vc3tzZ04vbs/sw+3P+nJnah9uTe7N9Q96U/JOH86/2Y/jfxvAsUlPc2blnyjfsRL37eME3Gofq0ZiKnmswDRMfIJp+6v5JCrNRA75Cfo97NhaxMeTJ9C7Tw9GPfUkkWsiDSjTvf6/O1SiOIXEpBQSUxOJS4wmOmoFr7z0HN3at2f8hIls3Lqd204HtbfLqTiyjzMrl7Hrtb+Q9+RIkrp3JbLp/SS3a0Fu9w4k92xP+kPd2Pb4INMIas9DD7KrT2+KunZhXevmrGrRlNUtm7OqVQtWtW5BVOtWrG3VkhXNH2Bh0/v4svHdRLZ8gJxunTg6Yjh7hjxMbNsmrGrWmIimzVjSvDkLWzdjfrumLGjXhMXt7ie2yQ9Jvvtult39Axb268mK/3qVfTnpVjBZgyZBNhjQViDBVta28LLfVyGWiJUrDUWp6n1aMwp6sztASmkILItZ0ByXVSkK0y4BLEWk92RlKuNBgFvzPjc319RQMKCgwfcriNFE+IesIlbyk8r9INfn0cNHKdhQYHyjYqFcAT9u9TYwK8Ty0QZ8TryOClx3Sqk7f5jqXYVUpiZyZ1Ukd5ZEULViFTVRa3EnxOFLTcSXlog/PYlAZiqBrHQCOZn4s7Pw5+Tgz8sjULCR0JZNZgQU11C4Hk9eNsH0VAIZqfiyUnFnpeLMTsWZk45XYKNgA/UbN0D+esjMhtQMSE6D+FRCsUm4omNwrokksHwl3sUR1C6MwLmhEM/FCwSctfZfY0owG2NNz80OrjaPKxyMGnYhyfXQkFFQjIFcq1orAgRS3trXs9BWr/V8tLXBQ0N5pmN6bX/G/pyO2ft67t8e9nU1N0Rpi0EVk5SRkWYscoEDe0iPGLbEdCEWw+jAW68C7jKGVESlmvq6IwTKc3GdW4Pr9Co8ZyJxnV+G+9JSfKVrCBTHmJowwRNL8R/6nLqdf6dy25+p2PlfVB0ej+P8TLxXVxO4qeZ1BXjvbMdTvRe/ulgqk0EFqsSYWf2Pw8JW1rDfZEBYrjor+ywQkGEs2azhMVkbpkOyAQoCtdaw1pEF8AzQaDC37TX2P2+l0MNxgQ3dB6Zwla17w8BY4Dg8VK67ITiw97UVWBBI0FoTABAgEMhXJ2TpQQF5FT2T8pdrUMBT8QfScyq4pfLdMna1tlXS2QYSAh26XiNdXBSYoSptKka5pEJVIbcp06kfGgrW4Pdc5vr1VA4f/Zic/F+SlDKWuLgnSIh7mqS4sSTHvUhKvGIXniI14WlSExT0OIasNGtkpz9DdroAw1hyM59jfebzbMh6gY3ZL1KQ8yKFuS+ZUZQncPAcm3LGUpA5lo2ZL7Ax62W2bvh3Du+xQIKz+hAEq0C9H0Tbq31xwEohElCQwNIklgtB/lVRqjZlqskvFK5hH7MXjb1w7NdaGPY59qLRMfuz9vva2kPna/FKuAqMaCEp3cQCCjfxeBTxbFUlNEDBCHJNZZV2VtU6S5CGArX4Ky9w+1A6xalTOTH7p1yc+RTXZw/h5sL+3FrSj7Jl/bm2pD9XF/Xn+qK+3FjUkxsLulGxoCe1Cx+kZlFvqhZ3p0rbRQ9RueARKucPonLeEO7MHcSdOQOpmP0QFbP6cHt6L25P78GtL7pxY2pPyj/qRfmUHlz7sDslf+/GxTf6cfbNoZyaPI7zK94wIKHu2m7Tk8MqI2XVoxdyN1RfuFyzfLBahAYoCEwEfGzbupkpkyfSq09PHn/iMQPCNLG/61DlwO86VkesJnLlalZHrmTFyqUsXjqX58c+RecO7fhw0gSKtm+lwlmHL+Al4Krh9qnjnM9IZ++0z8j/9e+IG/YYKX37kdm1E8nd25H5UBd2jnyEfcMfYd+ABznUry+7e3YnuUMz1rZqzJoHmhLRtDFLm9zH8gfuZ3mzxixpfj8Lmt/LvGZ3s65DCwp7d+PEY4M4OKQ/qd2amwyKVfe1YHGL1sxt24pZbZszo+0DfNGmCSvbtia+U1ciH36Y6H/9KRlzZ3Bqzw7jF/6qE2NYeNnC49uCSwJFQkBBv5rrUjwKXpSSV50EpUVqvmsuS3EIPKvGiALkJFgkUOR20Dk2YFBzKX1W19Gcl/tP76ntrZgF/QZjoUiYqeBYKIg34MflceNVjEIIrl8r49zZ8yZ9VWBaHTzlW1ZtIXutWM2oRRG78dfdwnPtAo4De6nJzaciOoFbEZHcXLqMmtWrcMesxRsfiz8pnmBqEoH0VJO26MvKxJeTbYBCUAp/UxH1cktsXI87JxNPWgrBhHiCifHms57keNzJ8bhSEgxT4ctIJ5CZQSgzk/q0DOpT0qlPSiWYkIR/XRx10WupjVyFb3kEvqWrcC9ZQ21WHjVHVVXwjlXh0BTSCeA1Ck2Kw/J3C8jZz0vHNAQUxCjI9XDPPfeYOANV3xN7I1eAXA4Cd2JCtbWzFrRVRoM99L727UwHe1+vG76nfX1W17KHfU0ZXnIxya1q9/EQoyCAYMBB2DqX8pISk4IL1Pvw4MSDxxTbMkDBV0Wo+gj+63m4z0XjPrsWz/kYnBdX4Li8BM/lVfgurMZ/aiX+o3Px7f+Ium1/o3LzH7iz7U9U7n2L6mNT8BQvJngjkeDtDXgrtlBXuQ2P6xJBxRmEVHlVpaEkWWWNC4UpL1LzzVKsAhOWe0G/X0anlSKprcnSMsG/Agl2fIJA99dAwX5G3237TaDw1X0LgwKxCfaQbtO+AKXuqT0aAgUx1Fa8Q8gEKCqgWEatWAKtV61nBSyKHRBYkHGwd+9e8xxVcEtsuHq+CCSIXdTfoutJRgg0NLJy24Vw9ENMD71wN0ir6Yiv3qpeZaXvePD7zpkyzYeOfETu+l+yNnoo62JGkhA7hoSYZ0mIeYr4mOEkrRtFWsLzpJsMiafISHmKzNSnyUoLg4X0Z8lNH0t+xteAQaDBAIesFynIeJENaWPJTR1NdspY8jN/ztF9X1BWosDFc9QHKkxAioX4VDDDj9evqlpOY/3LKhItpsUkQSfrRsrbHqJZNQQgtLVrn2vfFny2oLRBhY7b5ypNqeHn9VpUj7a6lrZC7RKwYje+Bgo3DEIzxUu0jIzwVDCpF+rl0febamdeEwQdpN7vIFhVTM3BbC6vfp9Lc39CyReDKZ/Tj1sL+lC+6GGuL3iYa3P7UzanOzdmd6D8y7bc+rIT1bP6UDm7NxVzelExuw8Vs/tRMbs/t78cwO1ZA7g980FuTe/Lrc97c/PTntz4pAc3Pu7BjY96UDapF9cm9uLqpG6UvN+FC6934vRrAzj59lguLnmXm5tjTGvZYOAWAdMYTNaDMVy/YrjlATeNpU2KkWJerMUp5bV1+3YmffQRPfv04qH+DxoFo0If32UobsRO7/qnt++PZ+K745n87ngmjR/Pe+++zWtvvsajQx6hXcd2TJgyga27tlLrrDXPQVatx++jrqaWW5dLOZ9fyO5pM8l58SckdO5OVr8eFA7qxe7H+rHv0T7s79ODIz16sLdrZ5I6NmVNm/tZ21zBig+wotUDLG7VmAUt72N+i3tZ3Po+VrZvTEa3Nuzo142TQ/tzePiDbBjUheQObYm8qzlLH2jFvJYtmf1AEz5vdj9TWtzPgn59iXvuBTa+8x5H1kZz4+gxnDdvmtbkgXAgk61obKCghd/wmASAIunFBKiinChH0ZNi1XTMBsMCzspuUCVGBTe2bNnS9LGXf1pWiua4wISGAIcsFCkWgXSdq4h4rQX5QvVbjG9UNQGC6oAYtvbCaYIiV+3gKf1eI9PDcVP/Z9q4/HWWO6te7dgdtfhVt2H7bm6vS+balwsonz2XigULcKxaiTc2hkBiIv7UFKTkvVlZeHNz8K/PJySgoFgDsQuZmXhSUvDGxROMiiIQHYU/OoqAPr8uBl9sDO6YaJxR0bhj1+GLTyCUlEIoOY1gcirexASccdFUxURSFRmBe/kK/EtXEVwWRVViGrcUD3GzDNTTQQos5McZ8OAPB6PZz+jbrI8NFHTP1ZCoadOmJl5K6W7KONFWbJCCC7W1hyxK+z0FQOp9DR3/9vk6rnPkstV7Ose+nvbtoetpLug3aN4IMNgxCjY4aKjExCAp9VVdYz0qly4LXX0t3Dfx39iF93Ia3rNRBC7EECpOwFO6CkfJElxnl+M+sQT3kXl4D0zDt+d96jb/herC/6RGqeA7Xqdq7zu4T08neGU19eVZeG8WUHWrEGfdOQIBJ14DUFQJ1JKr1u8Sp2HJWtPrRfLJBDgK2Mj5q2G5IBSnYIFvCygoldJOkTQgyLANthvhn9tKqdtAQ3rXVvxiXWVU2cBAwY3GyBJIEIAQeAgHiX77PgtoaE1rjSk4UQpfwcVyeWvtKtNPa9AOdFRtBa1zxc4p7k4gQfpOTIN9jtagvWYb2RPT+MwN9SGkblFG5geHqWShe1HL9aEKPJ6T3LiZxZGjn5OT8zOSE55j3doniY8eRULME8THDCYxdiQpcc+RmjCG9KSnrJH8NBnJY8hMGUNm6hiy5ZZIfYbctGfJC4MGAYf89OdZn/Ii+SnPk5c2hq0Fv+HwvklcL0nDqdKd3koIesxCE1o1N1GAxu8xQEGMggSV/C6KVdDikgUkAdYQQWvfRsvaCjHrPNGrcjMIYEhgSljqpiqbQcjdRtZC3Rr2Z3XcRuU6Jn+i0lEUtyDXw7x58ygvL8OrCGAhw3ClNUuIK7hGilQVwoTALRCByp4pj//KUSq2ruVqzGtc/HIEV2b34/qcnpQtGEj5vEcp/3IgN2b15MasDpR92Z6ymV0o/6IvN77ow83pvbk5vQ83zet+3Phcoy/ln/aifFoPyj/pTvmU7pRN7E7ZhB6UfdCT6x/04er43lwe35kL73Ti3N+6cuaDpzj35V+4uT4K54WDhNwV1CuewpRz1XMIV2rW1vynv1HzSelGNoJXJcEg23ft5ZPPvqBXv360bd/e0GMSOP+3x9OKEB81mmdHjeaZUU8xetRTjBg5ig6du9CuY0cmTJnItp1bcTityH3pK18Q3L4QzjoPlcXXuL5zP4enzaTwhZfZ8syTbBvRny0DO7G5Tzs2d2vL7q6d2dGpCwntW7KqTVNWtGzCitZNWd7mARa3bszCVvexqMUPWdrih6xscQ8ZHVuwvXcnjj/cm5ND+nHwsb5kdu/M0sYtWdqmDas6tSeha0eSHuxB/GP9Kfr7HzgatZRLhRu4ffwUnhuVBBxqvuXHAAVTO8GOgbHYQpMFYbIhAiZFVym7YgR+/x//wdNPPW2sDlmrYmc076X4FYugrB5RzAK7yq/Wvlg6rSuBcQkjMWVaIxI08oMKLCg4SgG+YvZsIaTCPWIWlD8eMPnospatgEqBBGuEVYwB0FaAtWku+pU1Z4FRYxxqwukByeqW9VNXh/PqVWpVhyEr27giKuYtpHLJUuoiI/ElJOJPS8OflYk3Oxtfbg6B9fkE8/IIZufgT001il+MgD8qmsCqVV+N4OrVaOiYNyIC57LlOFdE4Fq1Gu/aaPyxcQTiE/HExVK3LpKa2NXUrl2JZ8UKAstWUr9sDTVRcdzKycOrUtOuOpBiCAVwSQGYiodhZtyyew1WMF7pcNM6pbqJ8pds09D9V3aKYqqUrmgPsT4286Nj9mulSgoU6jMKWFMqpD6roeM6V9anrqttw8/qGvbndb729RuUOqmA163KKvkqJfKblq+JwwpJEqj6qZShn6CvlqCjFG/5ZtyXE/Cei8R/LorghTj8l6LwXIzAeWIBjiMzcRyaivvA+3j3/BeOTb+jruC3uDf9CfeWv+Lc/jfchyab/jahq4n4b+RRe3MD7trTBP21hhG32u9Z/UWsOywgYBwgxlUqsCagoN+vrAdVZlSRpZOnjpKWnkR6RjqZmdlkZeaSnRUe2dlkZ6uxlmVwymj8Z4cMyZwc6/MZGenmGrpWaloa2Tk57Ny1i0vFl/H4BBQsJsGwC4aZtbJJbHBhAzKbURDQlntba1e6p3Xr1qbehcqoCwTIzacYBWVDaB1rTSsuT7JARbkENoQJGhoWumYjsd5f/TMWoU6y1p/ek5Wo9WjcE8aHphuszo1XuH0zh4P7PyQn42dERz5OXPTjJMQOI2HdIBJiR5AY8yzJcXJByBVhjTTVYRBwSH6KzOSnyTJjDNkpYwxoMMAhdSy5Sc+Tn/IiG7Nf4tjB97lZFovHeRyCNVg9pa3VZHJNBWxUiDfgMTdC/lMJKFEqQryix+wUHzttSNaTbpBulJSTtnpPAlCLQpatXAe28FPcgerg2zdW17NTjezP63q6rr5P+9rK7yP/j6wrgY/y8ut4vWqdrRQdy8ozxpOhioVIrVQXK24hrHBF5Tlu4Lu2n5sbv+D8orFcmt2f0lk9uD7vEW4oK2HGYAMIbszoxLUvO1I6syvFn/bjyrS+lE1TSmMfrk/ty/Wpfbj2SW+ufdyTax9159qULlyb2IVrH3bl2vvduPZuD66/04tr7/al9J3eXPh7B86+1Zkzb/bm/MxfUJo0G9f5g+CoBq9X1UoMAtcT+KrmuyaNkeQWMjd5ewalW4FFbn+IfYeOMnfhUoaNeJJ2HTsZS0bWzHcdsn6+y+jerRvdu3alR5eudO/Une5detG9Wz/ad+zOgwMG8unnn7F7z05cTgnykGEpfX7w+MCn3lZWsDTXcws48vaHHPy3n7Fz9KNs6NWM7M73kdmxCYUd21PYsQvr2rVjRZsWLGzdmMVtGrO0TRMWt1HNhPtZ1uJelje9ixX3NSK1TRMDMI706cq5R/pSMvIR1j/Ui3nt2rK0a3vi+3Zl56MPcvSZEZz4zThuZq3E77hAUI3blO7lloFab1IiFdBrswrGKjf+YFXHtIorqbCS/JdS5pq/QwcP4bmxY5n+xRdmvgsgiEGT4td8lZJX3XfNZQFrsWZFRUXGVaHARfk/BTAEzsUuCFiLeRMLIWCttaHnI6tG11SNE5/ba7VEtNCwkd0GNIfBgulrYLKAVCI4DD7VEyTs0tJ6MeBB00uMg6lyiimL7iKAt7aCwOWzOLOyqVy8gpsLFlMZsRJvglwP6QRzso3bwZeTQzAv17AI/qRkPNGxeFavIbR6LaGVq/EtW4Z/6VICS5YSWrKM0OKlBBctwbdgIa6583DMnU/d/IU4li7DvXI1/qgY3NFrqIuOwBm7Enf0SnwRywkuWwFLV1G3cg13ElPwqZ9C5W3wy5INoDge/Slfr/lv7us5CmDp3m3bts0Enyk+QUGkCmjUVunfSsGWMSIXkIadAq6twJyep7Y659vvffu4fT19RkOf0Vbfawcca18KRq7dM2dOG+PHMNMNrGSjfFUfImxFSBHL9Rj0VBCoPYu7LB/X5Rg85yPwnV1N4HQMobPrCJxeg+Pol9Qc+piaQx/gPPg67r3/gWPzr3AV/Ipg0R8JFv0Z/6a/4Nn5Np7D0wgWryVQno7rZh7+6uPUeyqN+0Gt7e0YBeseWxPIKEQTLyPXluKo5HbwmxLJ164Xk5AYw69/8wt+/WvVnPgdv/vtf/Dvr/4nv//9H0xjpd/97jf89re/MYGlCi79Z4fA9r//+6u8+urvTCMuvZZS//kvfsl//uFPfP7FDAo3bcKlgmWKO9BvFKgMyIVr1aqwgYK9NYZ+2F2gbAWtPQE+6T/FzamHg5gGDc0jxdzJgJUeE+unBnFi+3RPvv1Pxxp9Y3aGaT75Ck10aBiwq568qkMp4NH8MNHkgWpctQcpvxbJ9i1/Jj52JPExI4iPecyAhfjoJ4hb+xSJMaNJWmeN5LjRJMc9RUr8aFITRpOWMJr0hNFkJFojM+kp7JER/xQF2T/m4J4/cK10AR7XJoKBYlC3RUUDi5o3VoaUjwoYufEFXHi9Vj9tuRyUsqVAQgkr7Wvoxui1vZXiFzjQe8pmUOqj/LQSkAIKEpyykiQk5cpQxTplM+h8fU5D9I0if23AIAGs6+vaAg7KgNDv0IKqqLhtynDaytN60Jb9rf/bQaViSvSetsbPpnxex20q9iZQvOYPXF4wmsuzBnJlzjCuzxrKjc8GUfZpL6592p6S6e249EVHLkztSfHHPbj6UXeuftSTq1N6c3VKX65O7suVSX25MrEXVyb04Mr4blx5rytX3+nK1be7cvWtbhS/0ZNLb/Tg4puduPB2L869P4TrUe9Rsz8b7+1SQ3PLcWz8fApWMj7AMBLVwzESXlv54oSKbWSsJktBym7e4vCR4ySnpLF2bbS5x7rP33UIOX/XEb0uBo3YmDjWRScSH5NKTFQCCfEp7Nt/gLKy6wR8KkNrRaOrlKpJrQqXVBWNeiEjm21/fI1tY8ewZUBPCjo3Ia3tPaxtfTcp7VqR3r4Ta9q3Z0n71ixo9wALWtzPwqb3sqRVE5a3bkpEs/uJuP8elt/TiOgH7iG9bVN2dmnPmX69uDlsEDuGP8LKYf1ZPKg7ax/tyq7BfTn5xCAujB3JjRVfUHtxN3V1N3EE/NT563EG600XPL8qjob7KkjBiDqU/9Xr91FdW8PBw4eM0JdQk6D47W9+y7RPphrBIVAsJa95L0Uiy1Epw5rjYtlEX8q3qaGsBrFmWjNiDiRspEzkftA1BAoEFrRuZMEKUEggCkycOXUmHMQStGoHhIWNxSlYDiutaQ3JLb2tQDJR2AqUFSA1eiesWSX23fVQRz114rd8LkLVt3AeErOQxZ21a6ldG4U/OcUCCpmZ+DPS8StYMS0Ff0I83rVRuJctx7VwIf6Fi/AvXIhn4Xx8C+bjnz+fwNy5BGbPwf/ll/hnzsI3Yybu6TNwfjET58wvcc+Zh18gYtkSvCuX4l+9nMCq5ZtNkLYAACAASURBVPiXLsG/eDHBhYtxLxOAiCOwZzdcLQG3wwS1yfRSXJL5+8Qmat7JqgszjnqGooPlKzYlnMOlmsXQKMbELtssv7Sswv9u6D35pHX/pUTE+MhdpyBuKQ2ltCoC/r/7rH1M32N/p/292qr0r/oNWBa5JbcsI0isluaj3wyBBMOa1rsJeq7hqz6E43o6jsur8FxcSuDcCkKnIwkdX4v/6ErqDk+n+ug0ao9/jvPUNFwnJlO183Wqiv6Iu+gveIv+jG/TH/HseB3PgQ/wn5lDoCSSQHkKwTt7qXdcI+SvNTDB3N+w+SLFZxWzsgxizSkrC0VMut/0eVD3yDlz1T1SxksPuneXG0buHbVN70uvXlbnSNuV8123tttH11b3yB49etG1Ww8GDx7Gb377H8QnJOHx+oze1TS3aqOopoFVR6HhvZaeUHCk5ojmitangu3FEkkXiYVSFoTYBAEFsQtiCmW8yigWSFQ1XH3WZhIEFrRvv270lUM5jNK/Dqy0VqiQii/gMxSZkL4msGlIomPuiziqs9m3+y2S4p8kTuAgagQJMSOJi3qS2MhRxEfJHWGNxNhRaCh+QSMlbhSpcU+SGjeStPgnzUhPGGW2qeueoDD3ZU4ceZ2KW6uBA1BfRr3amRprQ8SCyiDrIWtxiabxmHxwNaKRxaSgG9H/oke1MDS0b7+WS0KR2nqt88RCSHjKB6fiFDZQkCKS1SSWQLEGCtZqeB0tODEQup6GrmXv26/lT9+yZQu1dbUmSE6+e6tlq9J0RHkJJoSrd5sMFMv9E1Cj5lAAt4RFsJ6aE5soT5pIyZIfc3nWMEpmP8bVGcMonzaIsk96ce2TDhR/2o6L0zpw/qNuXJrcldJJXSid1J3Sib0ondCX0g/7Ufrhg5R+0IfS93tS+m53St/uSunfu3DlzS6UvtGVS6/34OLrPbj8RjcuvdufCxNHcydzFv7SQ/hdVUZYa4FZ3ePkQwvTyMY9pb8tjDaNsrVSgAxqDwXMXFLwmsvppraqlpqqGjORNZm/61AE73cadbVUO2qpUo+HWgeOWheuGg+Oahd1NU7zm4SstRAtt5aVESQgJNEtwOPxuzmzLoGCf/0NGwYPYn3nNuS3uY+EVneztJXAQnNi27ZjeYe2LOzYinkdWrCoTTOWKU6hfUtWtm/F6hbNWN3kflbecxerGt9NdPN7yW/bgsM9ulE+6FF2jxjM2tGPMH9IV5Y93J6t/btx8uF+XB78CFcmvkXZxlSqykqpVutrf4jqQNCABl84H99Ec38FFII4XE6OHj/G8hXLeeFFKyNITMLHH31MXOw6w5wJKMjtoABcAWUxBprzcrepkJINPHR/5DNX3I+UvwIXBSbsZlG260LsglwZyv7RdQQ6fv/735MQn8it8tu4Ha4GQCFs5SEpE64t0MA9Z0o+y1hRupZcKGH2wWYi1CrYUR/CaRorBaj3u/BcK6F2/x6qU5JwrIvFl5xs3AuBtFT8yUn4EuJNzIEnchWupUtwzpuLa9ZMvBpfzsQ9ZxaeObPwzZ6Fb+YMfNM/x/f5Z/g/+xT/p5/imzoVz8dTcX88DffUz/B9Nt0AicDC+dQvXkT9ksUEFi00YMM7dy7eRYvxrlmDr2ADAbXOdlQb69q0jxaroOj8MFAw6yksb2VVSohLRtjPQPv2P/u4Ldgbbm2QIbeFmCCBOckqMTwypiTXpFQE0AUm9Fztfw2v2/CY9vVew/elJyw21ArSM+sn7IqQj1/DAAWTNF1HwHUBT8U26q7GU1e8FM+leQTOzyd0ahHBI0vwHVhE7aEZ1JyYj/NCFJ6SBDxXEqg5uYCqfZ9Qt+M9XFtfx735P3Hv+BOufW/gPjoJ37k5hK5GUX9rM/XVF6j33bFKMZtoKTuA3AIKVnyeFRorRWxnaNQ5qrhw8TQffzKZ7//g+zT63vdo1Oj74cJwKtZ2F9/7nl43MuO7F3zT9fRZ+7pfX7tt2048O/ZFIlauweMVy6E4LwO7jEtaPT++HadgAQWrQ6yevYCCXOhyHcllKNZJLIOCigUItm/fbnSUfreCmAXqVZzJfqba6l/DudZItynM/VlssflVAgk6LirGRSBUQ6DeY+gxE7AWPsfrvETlrTR27/gbiXEjiV3zRBgcPEvc2qeJjRzJurUWaBBwiI/WGGmGwERSzEiSY58wI2XdEwYwCDRoPyV2BPmZz7Nn128pK1sM7KM+VG5FoQoBGgRuWR0SHnrQVoBIvVE2old1w7RANISiVLZSWw37uP2e0LKQlygg1VmQD88GCtpK+YsxEAqT8rc/b1+34bXt77C39rlahLLs1GJanQpV+4Gg2Bkr3uIroGAggyaIKDM1+wnhklUbCOE5uwtH9gzKlv+c4lmPUTx7GNdmDOHWtCHc+rgfN6Z0pfSjTlye3InLH3ajeEJXSiZ0pmRCN0o+7EnJB30o/qAfxeMfpOT9PpS825OSt7tR8veulLzZlZI3ulLyt24U/603xW/0peTNXhS/N4iLk5+nKn8JoZvn8Kp7WX09DkI4BGTkfRS74BfzpKCbMJGqCafYFgk488z0F+k/uVeU8+8n6PES8GjyWy2Qv8tWQvB/MyR4Tclg/VajWJWyaQ35uo1wDQfayaUiMCQwap6I10OgsoILS1ZQ9PRL5PbsSVrLxiQ0v4vI1veyqEMzIpQO2aIZ8zs0ZU7nZszv3IpVPTsT168na/v1ILJXF9a2b0d0i5asa9yUVU3uJaLpPcQ1v5+Czu04PXAARY/0Y/WArszo/gBzOtxHbtsWHOjcmQu9H+T0T3/O2RmzqDlxBo/LT6UzQJXTTZ0yNQRylI9v+jtY60Jr4+btWyxeugSV/W3Xvh3PPSd3w3RWRawkKSHRMGea56KTxSTIBSTgLJebLE3NXVsx6BnJlynrVqBcQEKMmQC0SgSLmrazhgQ+xCwITOt6CoL705/+Qn5+AdeuCfhr1guECRyIINbcMXk/Zt+AMxkCsnb8Cu61rFSda+UHCZSqWJGsKaWSWYyE1lawrgrvpfM4crOoi1+HMyEOT2ICvsREfHHr8K5dg3P5MhwL51M7eybOWdPxzPgc3/RP8Uz/DOfML3DO+BzX9M/wfvEpvs+n4v/0Y/yfTME3ZSL+yRMJTJpIYOIkfB9OxDN+Ar4pnxD4fDr1M7+kfs5cgvPn4Z07G+esGXjnzcW7bBk1SQnU7tmJv+qWSRU2f7FNgYdlm+6KPWzFbwtv3X8BQXNCWGnb52ju2gJegM4u0SsXgWSaGE4xoAIJAoOKMdCzE0Mqd4MoaPufrmMHttnPXse0bz23r5WJgICsXXtY5ZAtf7oaG4mRM59RwHboDr6aozjKcqm7sgZH8Xw8lz/He24avpOf4D00Fff+L6g5NB/H2RSC5UcJVZcQcpURrDqC52oWtcfnmsJLdTt/T92e31O37w9U73+duuMf4b+0lOD1fOrvnALvTepxI4NLKbk+4wWx5ps1UzSLZOjYaZ1eBBTEKEydNuX/AAqNGgkkqJLs10DBBgzfZWuDCxuA6Lrf//4Pade+C8+OfYmVq9bi9anCqozhsOtfRlc4o8QOgrSVtua+1qSej/SOdJTYBK1JGchyJyqQX4yS2ELFmOg3COiLAVSmg/1M7eevrY7pmo10s76eceadsDUooCAU6MHUyVa1Klm8psSlVSvbVXeO8iuJbN30V2KjHid69RPErB7FujVPE7vmSRO3EBM5mtg1TxMX9RRxUQINjxEfNZz46MdIjB5BUvRIEqOfJCl6FEkxo0iKfZKkmCdIih5GZspoigpfobjkSwL1OwiFyiwa2wgDCW4F/kmwW5PX/gP1xzX8o7/92r4BDY8rW0IWkChUu3ukXAU6JgGqGy93goCC0pFsmqfhNezv//bWPkc33FhEEoVGicp/oq4kYhVkgVuP3eIWrGmshEl3fb0BCt5APd7ze3DmfUnZsp9R/MVQrk4fTNlnj3Lzk0co+0huhW5cmdSN0g+7Ufped4rf68al97px+b0eFL/Xk5J3e1H8bm8uv9OLS+/04NLb3bj0925cfqsbJW90p/T17lz5aw9KXu9L8RsPUvpWP668O4TSCWOpzZlP6PoJ3K4aHKF63KEQHqW41cudEMIXsEsHC8aFBZmkXXiGWTa5tUgNdyLWIVzj3r5H32X77fv8XV5bQlj/DzMfBrhZDnEBTgk3WXgWILXcbnJBBFWeuLiY81Ons6H/MLI7dCSleWNim9/LilaNmdu+OYubP8DSZk2Y3akJc3u0YHmfTsQ/+hBZjw8jcegg4gY+TFKffiR06kpsy5asbNHECmxsfg/J7Zuxo3d3NvTrQXy/bszv2Ix5Le4luWlTNrVsw4EOXdn3+EiO/vHPVGXn4Cu9grPOZTrOyY+tGAUVMRJYMEI9HFZaVV1NWnoaf33tNXr0tMruvv/eeyxeuIh1seuMMlfGg5g0260menLHjh1flWTW/TVzOKyMJJjE5qhnh1wMckGIOVAsj1KzBBY0BMBVHl1AW66KiZMms2//QW7drmgA8C0WwTJcJJN05zVXrJLUxhgwLkdlCIXdcuYci5lT18KQX7U6LHCqeeV31OAsPs+d9VlUxkdTFxuFJ0aZDGsJrF6Fd+kSHHPm4Jg+E9enX+D99DN8n07D8+nHeD77GM/nn5h999QpuD+ajGvSRFwffohr/Ae43huP+933cb/zHu637fE+7vHj8UyegP+jKQSnTSM0YzqBWTPwzJyOd/aXuBcu5E5kJFUb1+MrvUzQUWMBUM05k+YdZm3Da6bhejDrKCy4dbzhP73Ws7GHAbt+v4l0V+lnpbZKrukZKYjNrvsiplNBiQIQAohigKyAU4vG/kdAwf5ufZ91jsUayOL1+VT1z222UmBWB0Q7CFVtnq/jrdyJ40oC7uKVeC/Nx3vhC1ynPqHu6GScxz7DdXIhjktJeMp3U19XTr1XVR0D1PsqCdSdwV2Wh+PCCmqPTaH64NtU7n2NO7vfoGb/BLzHZxMoTqK+Yg94LlMfqlLkijHO/JpDBuxY1UG1b8Ic6y3jRZl/Dmc1xSXnmTrtowZA4Wvr/2ugYDMDFrPwXYBCo+81MopagMNcTwDk+z+kbfsuPPPcOCJWR+FRsyp1V/2qi6TmveXKNYaWYaLDwFkxFmGX46VLl3nrrb8zdOhw49IYPfopUxxLa1AuRwWqyn0uoKBjykpSgaVvzyn7Get4I/uFtQ0LTpvsCPvJRW1oEpuOh7gJodaxDuqqT1Bybh0bc/9EZMRwolaOJHrVk0StHsHa1cNZEzmUqFVjiFn9AvFRzxAvoLB2MPFRg4iPGkxC1OMkKFsi8ini14wx58RFC1A8QcKagaTEDSU761lOn5+KK1hEoP6asTrkbhBNpLp/xpLwf90d75t/zz9+pT/eHjpLQEEUjCg5Gygo91RAQa4HoTLRq/9Tm+l//G3ffMdSUuFj9gtjIXy9+O0nIUDhUTCT2AQ/uM7toSZ3JlcWvcLlTwZyY+pAbn4ygPKPHuTy5J6cn9iN0gk9uTa+F9ff6U7x33tw/s1eXHqzFyVv9qT0rR6UvNmNS2904fybnTn7ZhfOvdWVC292p/j1Xlz9ay+u/7kXxf/Vl0uvP8SVvz9M2btDufHeaJwpnxG6tAtn3R2cqrgr5Cg5HazHWR9E3kDNk4b39Zt/+f9/X9m/+R9tRVOaRXv7Dhw9yuk33iG7TVeyWrYhtUVzYls2Z2mrZkxv/QBzmzVhfrPGzOjyAPP7tSNmUB+yRj1O4XPPkz16DBmPjyZv2JOk9htAZPu2rGjfjCXt72VRqx+wutU9ZLZvQV7PruT178faju1Y1uwBou5rSsr9zclv1oqiXj3Z99zT3Jr9Gf6dm6ivrTJR/6o1IP2hv0FCQ8rC/qfXCmKS9SCL0o7dEUUpH7WsSbEB9957r4m3kR9bvmkJ0ob/jGANAwXtS0nIXSRKU6ybgncVQCXAIZAgNkHAWq1tNWTJymUhkGGDbV1HQ7/7f/pnxcGI17GgtGVRS3hKSXkJKmJblb5MAlE9zso7VJw7wdX16ZTHR1ITFYF39XLqVywhuGg+3tmzcEz7DM9Hn/H/VHceUFZVZ99XsQSjiRqlSFWssQEW1NckxjRfTdHYiSAovTdBpAgiimClMzDA0IsBRFFAxQLSexkYps/AMDNMu73f37f++9zNXCaCGL9vfcld66zT9tn3nN2e/9Njg18jOngE4ZeH4R8+mMArLxEdPojI0IEEBw/A068vlT36UNGlFxVd+lDVpR+VnXpT0bEn5R16UNW5J76effH27YGrfye8fboS7N+H2LAhxEeNJPr66wTGjMH91luUjp9I+eIlhHbtJFpSlPAMcoBdclvYsXi6Nkm+Z8ur37XpXDYEWr9kQyWjUvW3GB9rj6K9VE0SQcvoWvERNE4kiVAddhzZurVP/ul91ZeWSOkZnet52VTY6+Y5PRpV/oVMgiWr8WZPJ5I1mXjGe0QOjMG9cyQlW4ZRdeA9fAUKqLeZcDiPeNztMIg2b1bMRzxWQMi1AXf+HI7vGcOxjQM5/k1/qr4ZhG/9CCIHU6BsFfh2EY8cJSq7CAMGJI0Rg5LQ/EYERwVKRU/EGIfw+qrIyT3MKyOGmbwaJwOAkwGDoz74N4DCOWdx9jlnU6uWcs2cy9lnnctZZ53PFXUacf/vH2LyjDR8McdAN3hC2qT3TCy6Cj0tu6+oxr4kCc5c1zqVmZlN7959ueWW5vzkJxclVCXOf8m19jzluKlVy6g/BBrlASHpYM2+Te7nHwgUxFn5ieMCyqks28yhPRP5eFlrUia1IHXyXcyaejezUu5mZspdzJgm8NCKtOl3Mze1FfNS72RuagvmpbZkXurtLJh5FwtnChTcwwLtZ93DwtlSSbRiUeqtLE5rwdJF97J33yC8oY+IxLKISxCvDpfLXdzjWND+SKCgBkoGClI9yAArGShIoiCOSH6pErUa7k0ItwbgSG7cUx1rvpw03XTyPUAhGNGkjeLa9zlFi18ib/yD5I66haLhN3JsyHUcfakZOYOacmhgYzL6N+Vw/6vJGnANWX2uJrN7UzK7NeFw1yYc7NKI9M6NOdBFWxMOdG1CepcmHOrShMwujcnq2IisFxqQ2aExWV2uprDX9Rzr15zjA+/FPW8g/j0r8VQewafFPQESNPE88TBVhI3+2LbJqb7/P/W6fe/v2kt8b3zeC3KoWL2S9c88Q+qFFzPjkp+ScvlFTKl7Ce83uJxxTeoztUlD0ppdRVrLG5nV8gam//IqZlx3NTOaXc34xo3NltrsWmbdcB0zb76WGdc2YlrDy5n4swuYduF5zL34pyy7si4fXdOUqXUv4Z2fSzXxU2ZdfCFzf/YTFte7hFW3NGNn2ycomjmJSEm+SY/rNV4B1XpsSyz0PVqwNcZljCYbAo1nGdtKjymjJ4FgbeI2pMcWF6o89JaAqw79dJ5cr85F8KWakB2DiI5UDJK+yfjXGvqqXkkdVq9ebUSjDhdazQXZ+k83NhwJg2CCM3+MBjShygrGggSiYQPm5OseD0TwFRRSuXkjZYvmUTltMr4JEwm9N57oW+/iGzUa99DheF4eQvClocRfGkrkxZcI9h+Ad0BfXH17U9WjD8d79qGodz+OvTyUktfeoPy98VRMmkLF1BQqJk6m4t3xlL0xjpLhozg6cAhHe/ehqGtnSjp3obxLd9y9+uIfMJDQ0KEER47A//poPO+8Q9WsWVStXk0g6yBxQ/jE0VZLBJLH4OnaJPmenlc/a7N9pGiO0lHLaE0GpQKEYn7EFMlQW8dSN4lBkj+9bEgUmEdGb6pDm+o9Vf/Y/rfl7LmAglQfpg5JOwRgBWSDFUSrDhA8ugJ/1njCmWMJH3wd755RVO4ZR9neyfjyPyRSsY1o4AjRSBWxqNTffsJSf0tFYHLiuIn6jxCq3Iv/yGo8h2dTsfstyrYOp3zji7j3jyFQmEa06lvioQJiyl1kJDaOissEVZJkSt8mxtPYU4imOEAhOyeDV14Z+p1AwUoBHLXBvylVOOcszhJYOPvsaonCWedTp24jfvuHhw1Q8ETi+JQ0TXMsobq1qjmjnjPSBWsTYoFmnOzsXPr1G8Ctt7bgJz/5qalfYMeqO5RUzG4CCjJklURBfXWq3xkDBSMy10A2QYGqIH6MspIv2LP1NVYseZSpE25hxsTbmTn5LmZPa8XMqXczfUorZk1rQVrKraSl3Mac6S2YM6Mlc2bcztwZdxjgsCBVYOFOFs68g4Uzb2fx7DtZOvsOFqfexqKZzVk450527eiNx7uESEQuOJXECUhrTzTuckJuGuv7mtT3VJ/sXE+eiDpOBgoSywgoWNWDEPn/U6CgV9JCnITWDXZIqCgUwU7ubUqsUrFjBTmzu5Lz/u/Jf/1mjg6/zgRHOvpiU3IGNOZQv0Yc6N2Y/b2vIr3/tWT0akpmlwYc6tyA/Z0asuuFhux8oRE7X2jC7heasu+FpqR3aMqhDk3I6NiQQy/U52D7OmR0uJLsLo050usaSgbcSuXgu6mY2Z3Kb9PwlGWaACayRDceKLEI3ngIl1xU/0slCna01BwX9tx4nxCgMnMv+XOns+rhP/HeebV457ILeOfKi3m/yRWMv6EpE1vezMK772LVb+/ns78+xPL772XyVQ14+4pLGH1RbYbWPpdhF13AuCsuY1KzxqTefhNpLW9m7s03MKtBA2b8/FKmnV+buZdeypIGdXn3Fxfy2s9q8e7PlJL6PN6/+CxSfl6L+fUv5tM7bmHPwF540rficx9HgYG1qJjFOWmB1+KtayIg4vIUaEkEQlyk3B5lsS1uUoZPcquTTYK+2z6nvc7107E9t9dsWYFnPStLegEESd+kqpOETpysgITlVC1Q0HvZ+mwfnHpvZ4UzVYzbthEchwnEQ/hMTgjHQyvuD+E7dJiqtZ/hmZGK/933CY19j/Ab7xAeORb3oGFU9RuIr/8AwgMGEH9xAKE+vfH06EFFj66U9ujJ0R4vkt9vCLlDR1E4fjLFCxZSsXY1ld98ScXGb6j8+kuqPltLxfIVFM+eS+67E8gbOZrCAYMp6DWAI936cKxzT8q698bdrx/+wYMIjRhOaMwYvBMnUTJvLp6dm51Qxia18Y8DCmpLtas2Hatf1B9ya5S0SP2rYwEEAQWNAUkUZFMilavGgETRsteSz31yX5+qT1RG/2f7UHuNM40FSRbMuDNqFa0VcWLeUsLFOwjmLyKYOZZgxgh86a9QuWc0lekpuHJWEi7fDcESUDIpgRW5BcZkCSWLqKAT4l6SgHAUwn7w5hMt24w7dwnl6e9TuvNlju8bSUXm+wSPryHuzyQecfLrSCpl6kAMr0RPElMomJIMBxW2OYTXW0VW9iGGJ4CCJbDVxFY2CuLIZafwI4DC2QljyLPOMRKFs886zwCFB/74ZyanpuGJxE4ABUmWHVlakv2OMQNQP2sOVYO6nJxc+vd/kdtuE1C4kNq1LzQRGpUZUvPxwgsvNNE9JVWQnYpUhxYo2Dlds79/GFBQg5qsWy6I5VNcuIJNX/flgwX/S8qEm5kxoQUzJ93BrCl3kTr5XqZP/DWzp95F2rTmpE6+mZlTb2H29ObMnt6S2Sm3M2va7aSl3MH81DtZmHoHi1JbsCS1OUtnNGfxtBYsnn47i2bexc7NPagqn0MosIN4tIR43OdIFiTsVmzu/0tAQZPGZs5TMBIBBE0qierk5SCOSyExJVEQsNAEUcParWbjnurclK95swZQ0G0tizLOCsr1JeQl7i2hbONcMlPakP32r8gddROFQ6/n6KBrKerfjOxejTnUvQGHujTiYKdG7O/QkH3t67O3XR12ta/HjucbsO35xmx5rjGb/tGI7a0bs6d1UzLaNCO77dXktG1CdpuGZLWpT1bHxuT0aEZhn+spefE2KofcQ8mU9hSvfh9f0T7jnxyXY3soSty48YRNQBXHqPRkG5Gan/qffG77suZeqq4QbsoPbiNr6vt8/NCDjP/5z3in8eW8e2MjJje/kVm/+w2L/vEU67p3Y8egl9gzdAifPf44ky65jDd//lNevfxCXvnFBYy89Hze+Hlt3r7054y/vC4LfnUfq555ki+efopl//Nr3q19Ce+cV5t3al/AsNq1GPSTsxlx3jmMuuAcXvvpWUz46TnMuvh8Fl52GV88+Edy56dSmbEHvaExukwi5mYcJcaoFnCNWS3gMngSdy91gXTUIhDiPKVCkHTAcqXJhNy2iSUG9p4hBgkDR/lriziJcxUHK8AtN0r5/0u8aQmI6rf/YYnM948LjSv5SpqJYQiPY68gwihXMpmlyfgrRjwYoGr/Xko+WolragqBce8RfeNdosPHEBk4klDflwj26ke4V0+ivboT690dd9cuHOvUiZxOncgaMpS8GbM5vnIVvm834T+QTiAvD3/REXylx/CXHydQVkqwpJjg0UICOVl409PxbtqEZ9WnlMyZT/4775M1aAi5vfpytFt3Kvv0JjBoIJFXRhJ48y3KJk7Cs/5zYt4iYmEnAY/awraHbe/vaxeV0zO2H2y/6DlJBwQIZLwmBkhSHamadE0GbjJuk3eY+kmqIRmdCiQIUCa/y6neQf+tflRZ/XSu/5c0wQAWww07gZbiMjh1FRIo+JpgThrBw2/g2j+Uyv2jcB2ehv/opya2QixY6hh5qx8NEU8EDTMmibLlUJI5mTfJe0HZmjwmwVTYdQh/yTe48xZRmjGZowffwX1sCRH3JuKhYmLKXUTchHNWECYRXiPmUOwaRUSMKY6A3CMdoDBs+BDDeVugoL04caMuOOf/LlBw1A8CCg154E8PM3VmmrFNc9QOAgmOi6STh8IJYCfVg0CCJoQ15Ff7Z2fn0Ldvf269VaqHC7n++htM/8twUQatcv+X9EjfIXsiqQJl/H+6/j5zoKB469JLa0AolkE4h8LshXz+yQssSvs9tSwJ7QAAIABJREFU0yfcSupEAYUWzJzSghmT7iJlwn3MmtKKtJQ7SUu5mwWzH2D5kr+xfOkj/HPxX5if9lvSUu9h7ow7WTBDUoTbWTK9JUtTbmfptLtYMq0Vi1LuYtvXnSkrSiHo2QSRIhBQiMtWQpNLaFYLyI+TKChalYCCdKjW68ECBe3lUmRtFBSB8UcDhSTpgTPD/vX9pYmVm1RIwTZ85VCaQdkXE8kc/yi5b95D4YibODL4Ro72v56jva8ju0dTDnZpyMGOjTjQvgG729Rj5z/qsKO1tvrsaN2AHa0bsu2phmx57Eq2Pd6AXU80Yv8zTTn07FVkttHWmMw2Dcl8oSnZXa6hoOeNlPRvjuvlezj27tMc+WAkvrwtxMMuzGwVqjdx+p08FckD9lSLy3/6dU22mpuAgvw7XFn7KJg3h686d2be/9zL/Ef+xAftn2J1r658NWoEm6ZP4dDiRRSuXMnRFR+y7aWXSW10FW9dfgkjr6jNqLoXMPqK83njZ+cxtnZt3rngUj5+pjW7J71PxswUto0exfLHnmDJ/z7Eoj/+num/+w0T77ubybfdxvgbrmVcswaMr3+5SSo18bzazLu1BetfHU7Bt+tM7gNHhOpIAJK/QYu3AILl/kQIRNRFLETUpY5QtEbd18KvspYAaM4n16VzS5RURs/Y57QXGFA6Wxk0iiitWbPG6L1VVvdERHSsOrTZ+r9vXGhhN0BUa6ORZolAJrwlFB7ceD5IJRYi7nNTsWMrxUsX4Ro/Af/oNwkOH03oxWGEew0k2qMf0W49CHXuiK9zB1xdOlLatzdHh7xMwZtjODJ/PiVbt+HLzgG5DAYCxA3X6URTlChYBMv638uYUuAkXl5ONDcf186dlHz2GYXz51M4cSJHR4/i+CvDcA1+Ce+AwXgGvULFq2PwLP8n4bx046GhdrBbcnt/X7uorH3OtqdtU9kbKP6F3CBlAS8GSG6sNhmegIOMGCUBEhGRTYn60NZj96d6B/vf2utnz5PHTygeIhj1EQtVEak4RCDvU/yZqfgOjqUqfRyuzBT8RWsIuw6Y+DwKZ2/sUCSdNGoBx/JffInjE+MYgxsPF327EcErjbXcLo8QrNhD5ZFPKc6eQ2XhP/GXrScWlCG8gIITk1GZbXWs8SRjcmW2NeqIeBiPt4rDmQcZNmwItWrJ2FDqgerNAQqSJvwIiYKkCQmJwjlnn0MtY6dwHlfUacD9v3+QKamzTGyQYOKbq4GC7BGcwFCa6wIKzubMUbX7/v0H6NSpMy1atOS6627g2WfbmHABcoFVhGH1vySJAj3JXg8aM6fq7x8GFOTsYLyRvEQDWWQdTOPDpU8xd8YDTB9/OzMntWTm5FtJnXIj0yfdwrQJLZkx5Q7mpCrQ0qOs+agb2za+wfYtb7Dp2+F89GFbFsz9I7Nm3GlUEYtTW7E45V6WTPsVy2b8hg9S7mPB5LvYtLY9x7LHE3BtcICCwjcLTZmcckKFCSLrjNVTjemTrmtA202NI3GsgIJEcDLI0qSR6sGibiFtAQWJbRSmWQueFjtbh/Zn9nO4IsMZJT2gx2tWoTIaDCbed9VRyN5I+YevkfPmnyh6rRWlw27l2ICbKOp9I0e6X09W92akd23K/o6N2N3+Sra1qcO2Z+qx/YkG7H6sIfseacD+h+uy7+G67P1zXXY+Uo9tj9djy9P12f5sQ/a2v4oD7a7i4HNNONSmKZnPNaOw0y853qslvpfupfiNR8if3R/foXXEAwrf7HgJyFghoqRcxsWtmqgkfd5/3WFyvzrHWrqihIqPUfXtZtJTZ/LNqJHsmjud3C8+xrV3B54CBZ4pxueuIOSqIlxcSvbCJfzzgT8w6eomjLrkfMbUPZ+xdS9g7CXn89aFF/HeT+qyVfry7HTcZfm4SrKpVEbEnRupWP8leR+vYN+sVLa+OppPu3Ql7ZG/MKVVK95qfBXDLryE16+7ibndurHrk48IRzQmHXGvfX+NbY1TLSAas5ZT1DUdyw5BnL7Gvx3TKmv1yzXHtc4tEVLdtqz29rr2AtKKLa/6ZexogYH+U2X1rN3su55ukKiME/3T4TKNxNiYn0l/6xh2Gc+HYJi4z0u88jhVG76iNG0mrnFjcQ8ZRmXvAXi69ybQpTvRrt2IdOqIu+2zFLd9lpz27Sgc9SrHF8zDv30LkaOFRH1+YgrLGZErszNB9R4mMJIk1rpspoANX5uQsPmDRLxuwq4yImVF+A/upvLzjymdPZ2i116jqHMfStr1orLnUNyTZuD7+kvCSRydbcczaZfkNlN5PZu8qd3VF5KMSlqqvBByfZXrnALBKWZMnTp1jLeKQII1YFUd6h8LAJP/p+ZxzffUue1vEeJg1E8gXE7Ul0+kbCvB/GW4D82gct8EfNmLCBWvJ+YtIB52G87Y9LN1ozZJkhz3Srk2CizIpM8xbJWrtROXJWTWIAVICxMP+Qh7cvEd30p5/ldUFm4l6i9zwuObMYOJ5mACd6lfTUc6EERgwe2uICMj3QCFc8+VmuFfjRUtcDjZ0PFfy53yfgIoqJ5aZ9fi3HPO45yzz+PyK+pz3/2/Y8K0GSaIWkBG1OpXQ+JEY3RkkHJC5eDYKBjX4ESeB4F0AcJWre6mTZvnmDdvvpnjkhQqnoKMFzUWBBQkSVIkY7n32/movq/5O2OgIJcrRes1XmQhN0HPPtL3TGLR3IeYOeV/mPJec1Im3Mr0STeRMvlaZky9mVnTW7Fk4V9Y80kntm1+ncPpczh25AuOHf2SI4VrOJQ+m80bR/HJR8+zdP5fmZvya+an/IZF03/D0hn/w+KUu5g3uQVfr3qC3AMj8ZavhUgBGBFRwgbaEPwfBxTUMFrMNJmU8c4CBUkSBBSExKyNgvV6kK5Vk8FOEu3P7HemQMHIE4yqRxbdkdJs4js/omLhQHJH/4bCV5tzZOj1FAy4lvze15Df7WoyuzYlvXMj9rRrwPZ/1GPT03VY//cGfPXXq/j2kWZsfvQatj3ajC1/a8rGPzfg27/UZcPfrmDjE3XY3Loe256rz7b29dn+fD3S2zUhu901FHS4npLuN+Pu35JjI/5AwZSOeHYvJ+LOMxlGNanVEwGU9EXxBqoB2Jm1x39uqeS+1bGxjfb6CBYWcXz3Xgq+3UBxuriXHEIVxwkGPHiNnlzRNGNEgyGObdzIhkEDmXdPK8bWPp8xvzif0ZefxysX1WL8Ndew/H8fJWvJB0RcFYQUfVNJwHzlRFzHCR8vwVOQR/mBAxRv3ET2p5+wZ/F8Nk+ewLpRI1neqzcfDR7CptlzKNi5y1j9K3yzJrx9d7vgizhbIq1r9rrGcE0OUs+fWOiTROHqKVuvPa5Z1t639dv/0nUdW8KTvCjp3vf9VMbE4BAHJXF0zDg3IN4zKJG0PB9iIYKRECFvFZFjBVR++jFl49/HP3w4/r59qerShaoOHahq356Kdu0o69CB0l69KBk1ipIZKcb+wH1gL8HSIqIBr2Pollhf9Ip2iRaxCotoiRlNAHxxvtFwwi3ViLIlzg4SD/mJVJTiz8vAvWcrVV+spmrWHKrenkzVaxMomziLkn+uxJebdxKBt+14Jm1j205lk9vb1qG2lveDchHIVkRSU20SO0vlJA5TtgvKTiliYvvOjg3tde1U71Lzes33iER9hIIlRDzpBEq/xJWzAHfOYnx5KwmXbifqLiAW9Bg7AZFA5YQIyd4Jxe6RksDxpnL09E4/CLYbCZNZcxxGReUMA6a5F6gk6CrAW5qD7/gRYj6/Ce7lwH3BC5V23J6NCN9w5w7g9Pk9FBUV8uGHy+nZszvdu3ejW7euZtOxgvSpzeQhojwXOv4hm57p2q2Lqa9H9x707N6Tnt160q1rDwa8+BLj3h3PF+u/xSv3c3k8JOCB066OFMFRN1hpQrWNgmwNFDVVLs5yeR0xYiRff/2NAedaA9S/AoNyhZa9goyZZbys8XG6fj5joOBwt05Eq2ioAm/VJnZvH0Na6q+YNvF2Jr5zM5Pfv5mpk25i2tQbSZt1J0sXP8i6L/qwf/8UKsq/JBzKgLhSrFYRj1cRjRRSfnwje3ZNY/WqvsxJ/QvzZj3IglkPsDC1FQumN2fu1Jv47MMHObCjF67SZRDOSgCFBKo0kyPBjX//emPn1IkFT42vTahbrmPqfKkepNOT2FRgQeIaITCJa2QQIp3ev696OBOg4CBHw0PFQybTWqRwP9F1syif2YXcUa3IGXE9WUMbk/liI7J6NSKna0MOd7qSA8/XZ1fremx5oh4bHqvH548049O/3spnT97BV23vYUOHX/F1uzv57Mlf8vmjTVn313qs/3s9Nj5Vh2+fvYz17S7lmw6Xsr9DI/I6XEteh2so6nIt5b1uoGjwPRS+8xSujbMIlu4jEPGYdFAKQetNWI1oMts2PdHY/+UHZoImJqyIhLHeliDLpAqPEoxFCERC+KJRPHHwnchNB5V5ORxetoiP/v4Y755bmzd+dj6vXHIuL9auxfTf38+eSZMo272HeChKJOTkaVA6bqNyMsasjp2KlkVj8Syr74ALf1kRJYfTKTl4AG9eAeGyKghEiYaqLd5ts2uRt4u+CHXNRV/fZwm37Tt7Tc/pnp75vp9ppxrAwj6TfE912U3Xv++nMmYzhMDh7hWERuNOZs0CqUFDVkJ4CONzlxPIzaByyWIqXh1FqE9fQp064mnfhvLnWnPs2WfIe/ZZcrv14MiYcVSsXEkoN5Owu8IQqUBcqYllXS+1huOKKQImnlOLtv5Xomsd67oBEMZN0El1Lz2yJGzGXkTxLKQSiQUdF71gFbG8bEIbNuNasJKiWUvJnfdPXJm5J9rE9o/97tO1T3IZPWf7Stf1097WJ6Co4G+KzCfbBKmblKBImQSlhlJf2/KqJ3nM6Fj1nOnP/r/EvfGIQjYfI+Tagaf4U45nzcV7dC2xyn3EAxWGgCuUjAQ3jmogRBCf2QQWTJwDA9P1/8njJWmdNNYpCSIqIUEoREgunr6IyYUS9yt6tMoL7jtZkg0FkUrR9I2j7zcSXJOF2E1paTE5OVlmy87ORFtubjYFBfnGxkf2HzZgnw2udyb77JxsMrMOk5WdSX5uHvnZeeRm5pJ1OJvsnFwKjxVTppDLJkaN3jIBjmQUGtH8rQYLtj3U3uozhdNW30paJKAwbdo09u3bZ/pVUkLFPZEEUQasygYqDyUZH2sM2P7/rj7+AUBBDalUyH7CoXwqKj5k2/Z+zE67hWlTb2LShJtJmXIXc2b/keX//Acbvh5CRnoqRwrXUlm5h1BQiLkEjGulctOLAPrw+4opL9tPfu4n7Nszma+/GsTKFc8wf86vSJvRnNkpN7Fq+f3s3NSO8qI5xIL7iEfdRi9luFkTzlmDUaMjeRB91+dWX1PDJm8i/FI9yD1I0eNk2COwINGMkmsIPFxxxRVccMEFxjhLEggtusl1VNd+uqMzBwqaNmrzWMRHIGs7VR+Mo2hCa3JGNCfrlas4/HI9DvetS2aXK8hqexnprS9j95OXs+WR+mz4+9V888wtbOnzGHveHEzmzLEUrJhK0Rdp5H8ylYyFb7Dzzc5s6PUQX7VuwdePXsWGv9dj01N1jMpif7srOfx8I7Kfb8SRDo0o69yQ4/1uofT1h6j8eCzejK8I+8uMRXJMqVejinomfWF1u56uFf7b7klCKS7SJL4SWJDIOaKcWA4RVjx7Z2GNmsyIcmUNRSN4K0opP7CTtf36Mq5OA8ZcfBGvXXwhIxrU5YOuHSjZuQlf8TEikTieaAyPDWCl9NYJYiR9uMCIksLEQgFiQR9hnxtPVTmeynKCLhcRv59Y2Ik0qQXDjkst7jU3e099oOPk+7qmc0sokutS2eSffTb5uo5rnqs+e93+lz1PLptctz225Zw61OgOUDA2jUZqLEmnLNYjpo18RPEdL8a3aye+abPx9h2M9/n2VLV+irKnH6fw2WfI7tyRojFjKF+yBM+2nfjzCwh43IQUHtdJjG6yCSp0vUS6QoaGUZIqMBGwR+P8xFhPBIVSjoawpBrxAD5CeImYKKwKRhbQeLCJh9wuYseKCR/OxZ2RzfHsHPwK5JXUV/a7z7R91F56XmNQm/pNPz1v+1B7EQoZronIiagoeq2MF6V2sioh1aO1TYTFSqFsHbZfbN3J5/b45HdWJ4WJBEpxl23DVfIV3uPrCLv3EzeeDUo/r4yyCiyUAGNxpR+XTCEhUTDhlTVOtTlA3aB0DQIDLbROyoAu4nhhmUNF6ww5UUrlLiuD94iC2ymDWsCoIZw+lbTCSe1suXQRYqnwAgEfLlclbrdCzDubx+PC6/Wgvculay4jjRY9OPPNhcvU58Lr9pjN4/LgrnLjcntw+/34ZHRs4ic46hZ9qcabxqP6xwCwpLXWjhepEOTRojgpyp4saYFsVPSM+lB0TuGald9B8U5E22SvIk8XlbH1nNyHnHnAJQMS8JjMkYHgQY4UzWT9xheYnnYdM2bdxuzZ9/HB0idYu6Y/27ZMoSB3LUFvJtFIuXFnVHAkuzmcsj5abima/EEi4aN4PTvJzlnM5q2vseqTtixZ/CDz0u5lxQe/Zf0XT3IsP4WIfwexSJUJnuEEcU0YQ1k5oB2t37NPbhAdS5WwbNkyI1ZS9Dglh5IEQZti3gs42MyG8hWX8eOPAQqGLU16R63B1euwg5QNJZKaJeLFc2A9BdMGkvv6n8l5+ZccHtSAQ31/wcEuvyBdIOGxS9n9eB22P9mErW1bsr37n9g1rC2ZM9+m+MvPcB/YQag4i4jvKP7KbCryd5L/5VIOzBzDjlc6srXbQ2xteyfbnrmRbU82ZWfrBuxtU49Dba4kr209StrVoaz7tZQP/TWlcwZSsXUZYfcx4mEnE6B81xW58MTiWf0xSV/533uoz9EQs8NMumkFnIqEtThL3x4xkeOQTjskV1Ynt3wo6CHsOs7GiROYcPd9vHl5fcb8og7j77uHL997k5C3lEjQb7gpVyyOSwG25OZoNnGtSoIUw68sgyJcskYPOwRMETED8sYweezFtSa44KQJbye/Wr7mmLfnKmPL6ZoWFEtskq/rnv3pWPdUVvtT/Ww57U+1nepZXbfPOO/hEASJ+a1UJxaJGTc59YHCcivhmFfGhGvW4Rn9Pq52PSh+6mmOtn6Sox2eI//FfuS9PZaKTz8heDiTmC9oCJSkQCaLowEFjq5baesV0MZBhSYzlaPPNjrtBMVKvIh1URPRCRLAa3xkIvjUn1EIhBWwy1n09f4mM2k4YjyavLJ9MfZI1aDOfrf2p/sll1MbJQMFe8/2kT23/Wbr1l5lBBT0vO5boCCwoGOn/U9+F1tf8vv96zWD5ogEKnGV78FduZNw4CCxSIlZ99W2AgCKmBjW+5+IUCkCLsmapDoCQQ69cGiGI9l2BoHVhztGIwIEiu8iI1cxo6I1ZpMrYSwAERlhe41XhWIoyIZCZspSRDhAwQGFyaDBehYk+HpTzh7b7/3Be0la1Lfm47T4G9pvaIDexLGYEGOSSEiXAKa2H2r+n65rEwh0VA/3G6mCjFglNZKtkGiWNW6VVFyMrwxZ5RIt4Jhcp/0f27c/QKKgZEyKyFiJ27OXAwffY9WafzAx5ZfMX/RH1qztzL694yk6shZXVQ5BfzmxsN/onYylshHQGVzkoHO7OJmoPSHiMTfRaCn+QA7lFVvJzV/Mli2jWf5BWz5Y9Dc+Xv4YuRmTCXi3EYu6jO4qgDiAhIuIaXD7Wd+/T24UHWtCKLua1A2yBJbbmAwYday93CNlp6C9Gv7H2CicWOWSXlNjpnpN0KjRQqQRL6DgoXznWvaMbkfGoN+Q3/t6Dneqx4E2l7Ln8cvZ8dd6bH24Id8+fTObuv+Og2/34uiyibh3rMafe4CQLLE9HmJBLXwhQpEA/qAHX1UJ3iOHce36iuIPUzk8rh/buv+NdX9rwTePXsWmv9dn52MNyHjySopaCyw0pbjn7eS915Giz2cTdB0hFtH7kZAoaOJVE4Skz/vvP1T/JCywRReNnlq2a3GQC5PfcEHqLycXdVw57o34OmTA1KE1a1jepx9v3XAbY6+5kWUDerN/7UrCsgbX4qxU1hEIOgzzidkiFYSTeMvJKiju2cQ0Ebg16p6osYuQqFzibs01u2jUnOz2ujpDY97et3PB3rf7mtd1bn+2jN3bsvZ+8l73apZLriu5bM1jW6953hAOgSHFStCYk5THkWSJ+zIJdPwRPDsOcCxlIUe6vUzOn59l36NPcaBbV3Lee5Pjq1fgz9xPuKSYmNdPPKxAWqBgVUosFZK6QSJ49YkM45yoYiesy6vnbhJQMC56Ci8sv3/HakLOwgJyJvyuM42dHHCiAMbGwnlfM3YSYNC2kfb2u0/XTrqnsiLyyWDAnts6ksskX0uuW8cWHKoPdG7fx5bT3h6rjH3P5D6rWcaUl/ol6CXkP0I4dIRoTKG7fY4HSwKYGQlzVF45TpRBPSdJg6SVRogkGzlx00aio/dw5qMBjcZN0qAJQ3iF3RSUKRzzGHWPrFik6Vdgq5gY12gVxGSDIpDiqPYc7xWn3R1uXcfVNgAWGCTvHQBRPSeS2+H7jg0uMN8o41yBUAcs6LssUBCTIGmUgu05oaed9q/ZL/ovC/R8Pi+7d++iXbu2tGjRnJYtW/DSS4OMuklSA3k2SZWuHB+1a9c2oZ1lm6eEUbY/1faqz/Rd4kPOGCgYl4yoQmf68HiyOHRoHhu+HcFHqzqycdNrZByeR9nxDQT90rUpRa/j2mKyOybcF22TOguu7utlhAi1hRwxe9xHOFKO25NBYeE69uxMZePXw1n/RW/yMmfjrdpONOo2ACFgNJOOq4jpcTX2Gf7UCMmbJonEcFu3bjXuXApCoYhVshCVv7n29ljR7SSSs41p6zmzvzYjPCE/c57QW5txcuL1zRUnxmgsYIBC6dZP2DrsCXZ3u4ODzzVmz9N12P54PbY9cQM7n/8V+/s/TvpbPclaMJaSb5bhObydSOVRo8+OJPxt9Z4GmZ/gjCVKDRJzFRPI2kXZumXkpr3H3tH92N73r2xqfwfrn/glW/5+FQceq0/Gkw3JbH8zh8c+T+Ha2QTcRU6UNOmLZd2cEBH+sPY4s1b7/19K/eZwz0L5IkzSVUsVIWKgb1eiL7lqKR+KiLYIvMTR4nZLMg6zb8WHrOr3Ih/17s3elUsoyT7giD0lkQhBSIDLrhlmLGiMCnyp3qjRmRvOWcQxIZ8TWPApFbnKGH/q6sXE9oPT7ydLDew17fWz58mLha7Z6/bY9oO9/l3la5bVM3ZxSy5v6zrd3tal58StGzGxEuVEHJ223MfEtRuJgIiKN4pn5yGK0j4gf9Q4sgcNJfvNtyiYO5fSb9bhyckk6vcYMbSpMxohEIvgjov7d9QXJl+GEmuJiljRhd1b1i+xN++ntU6SlbBE35JAOK7ChpdNcMKO3spBNya4j0k65ojbBXgMp5xgnpLbSPWf7qf7Km/XIpXVsT1Pvp9cr47tZr4hUU/yNdVl733Xsa3Pvp/9L10/UV4Lm0kYFzIMXjTmNgkGHUmBxpckymqzoAFZ0bBiBDjMn9TJhjQYICBJR8It0ABizQmHxtiuMe+akDaJBkXEfMYVyVdJ9xw1bjzmhbjHuNgbVYWRgmr9dca66qgJFJLBgT3Wezu2AqfvH9s2NffmX9TmiQRuyUBBdl7OGiOPkagBCgYEGzpaDeBs+9t2l+RHNgwFBXmMG/cmDz30IPXq1eWBB35rGN6xY8eaTKEKviW1RIMGDYy9ncCDDbBl2jAxFpy2cN78zIGCfIglUpW+zVfBkfzN5GV/RmHeatyu/cTjx52oiTGf4Xhk/a6ly2Te06A0HWH6wHBmJqKfxLVC7IkFTuNL40rgIqxMhMorHyqmvOhzcg9Npyj/QyrLdhGOyGQpgiQKobiMhDTIjLypZn+c8tw2iN2r0ZPFdnay2b29Z8sli+NsHaf8s5NunAwUnGF5KqAQQpY48Yibki0fs3nw39jY9pds/ssvWP/QFXz9yLVsaPcH9o3uy7EP0/Cmryfmznf8lSU5iCpPRAgfPiOBMdBcsnNRt0RzybRHybUktYj7jhMuycZ7cAt5C95m29Bn+aTNr1n1yI188fCVrH+4HluevI79b3akcN0CfIqyZsR2Js+oMWw8ecKd9OH/5ScyapOQMmK8OxTXTUTKuMfZtky48MnATlE+DJiIxvEHI4QDymbopjJ9HxX7dxDxFBOLKg6I5lWMcLBaRyuOwkxSLYRmbkjMIJ1rhFBYum4HKEiaYTYRB7VujTVLdWi82jFs6kzUba/bazq3x7ajdE3b6X56xj6nvcprrtR87nT3zqR+1Sd//JB87K0y28TCd6yeqgCf+sEbx5uRT/HadRR8soyj61biEzioqCTmDxAJKHiZ3lOcZBR/NIAn5sMV9xrzuaBUOSZcukBCok2T94mXTb6kFtIqJg7QfHciSZ1z3VkHDcVTrIVwgHA0QEgSIJXXg4aOOc/qeW22XW3bfl8bJT+j9k9en+w9W4fq1JhIXtPsPZW1/Wf7zD5vz7W3x7qn36mumWe1qIvIaa1QArnEEqS1x7Et0Donl/egrBCdeCBKFWDSJtpJJtNRSQaqzVdNFlpjnOgYnFrAYOZkXFDaQ0xAQfXqPU/MD92zFkACKtXvn9wOzndrZukbT94EFJwMjs732+fOdG/Gz3cABa2fSjUuyZZJtqdxb+in847JfWHnta7Z61K5VFSU8dlna+jVq4dJOXDRRRdRv359brjhBqNC17lAggKiyfBRdgvqc9un2tf81QAKup08BaqPjT5H4giJ/cIBPK5juKvy8bjyCYfKTZZJ2TGY7FZqgKTNGURJf+20kuGWxDHZHtT72c2InYzoz0vAm4+rYi9eVxZBf3HCgjjhEmPyPlgR4b/ZaUlo8rsaybTKdyyIpyqb9KWnOLTtWn0k8D3vAAACGklEQVT7u69ocGv1C+HN2c2RD94ifUJvto16ll1jO3Fw6hAKVkynbNOn+LL3EKrIJxKuShhUKeukxOIyDFJuDElvhMATfugWnZrvUr+GiUcCxPwuwhXFVGVsoeibZWQvncLBya+w79VO7B/xAofGdufYqqm4M74hHCqRjbkBa/Jll/ju32+T6rb4zz1yHLISWk9DnM3wVTdp7DqQ1yxdKqMlxojJjd5UKZLDBCvKCJaXEgsraJg4J8dAThxldQCZau7GmTtOv2kxUKZUA8K12CdtFqDVbDvn+QQBS7ppr9tLNc91/buu2fLftbfl7aJVs4zun+pezbLJ57ZeERltWoPMup0Q02rZ1yb8IOY0XOHGl1+IOy8L75EcIu4qoxaQXYCzrjj9ZfxIFP8jHjbOeCdc5hIqpmrCkvw2Jx/beXuCjNi1xIF4CVv9BOAzom4rcTLOfEbCZzjnxHy033ryv3z/mZ6zP7WxbedT1afryeXss/a6fc7udT/5+HTnKmd/9hlnn7AJSIxbZ8xaEb/DNDpSZs0LrXuJSWXqUwtrRlXPPscTSCAh8X+Wfpi21HonKbXWPocIVr+LI8kWsTdrYtLaXvO9T0kPzVpXTbvsc2e6N+NG/6v1uEbfax11VI5OFlutIfbdk/tVxwILumePtVfmTsVLWLFiubG5k2fDbbfdZtz+ZX8ngKAcD1JBKBeII4mo9m5SfTV//wdHqAxpvCa9HgAAAABJRU5ErkJggg==)
வினாவின் அடிப்படையில்
5+3−1×4÷2=5+3−1×4÷2
=5+3−1×2
=5+3−2
=5+1
வினாவின் அடிப்படையில்
5+3−1×4÷2=5+3−1×4÷2
=5+3−1×2
=5+3−2
=5+1
=6 என விடை கிடைத்தது.
குறிப்பு:எல்லோரும் எல்லாமே தெரிந்திருக்கவேண்டும்,அதிலும் நாம் கற்றது கைம்மண்ணளவு அதையும் மறக்கலாமா?.
⇛⇛⇛⇛⇛⇚⇚⇚⇚⇚
➽03.06.2020-
தவறுப்படட இலக்கம் என்ன?
➽03.06.2020
➽30.05.2020
➽25.05.2020
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