#amzad

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Believe in yourself - ℠AM

℠ Aᴍᴢᴀᴅ Mᴀʀᴛᴜᴢᴀ

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ओ शेरोवाली O Sheronwali Song Lyrics- Suhaag

Hello friends if you are Looking O Sheronwali song lyrics then you landed right place so don’t worry relaxed and enjoyed the Suhaag movie all songs lyrics peacefully at one place. You can find and read this lyrics easily in any smartphone and Tablet such as Samsung, Motorola, Saregama, Xiaomi, Vivo, Oppo, LG, Huawei, Asus, Lava, Micromax, iTel, Nokia, Oneplus, iphone, HTC and other devices. The…

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AMZAD KHAN IN MOVIE SHOLEY

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Class 5 math EV chapter 5 creative questions with ans

Class 5 math EV chapter 5 creative questions with ans

Question  01  Four bells rang at once in the beginning and then rang after every 5, 7, 12, 15 seconds.  (a) What is the LCM of the time of ringing of first two bells  (b) What is general price factor of time of ringing of 3rd and 4th bell?  (c) Which smallest number can be divided by the ringing times of the bells without remainder?  (d) After what minimum time the bells will ring together again?  Solution: (a) 5 = 1x5 and 7 =1 x 7 LCM of 5 and 7 is = 1 x 5 x 7 = 35 (b) 12=2x2x3 and 15=3 x 5 The common prime factor of 12 and 15 is 3 (c) The LCM of the ringing times is required smallest number     3) 5, 7, 12, 15        5)   5, 7, 4, 5                 1, 7, 4, 1 LCM of the numbers = 3 x 5 x 7 x 4 = 420 Required smallest number is 420 (d) The LCM of 5, 7, 12, 15 is the required minimum time The minimum time is 420 sec and = minute = 7 minute After 7 minutes the bell will ring together again Question  02  In a class the teacher told the students to write the smallest number of 4 digits and biggest number of 3 digits, whose digit of ones place will be 8. (a) Write the 2 numbers (b) What is the sum and differences of the two numbers? (c) Write the prime factors of the biggest number. (d) What is the LCM of the numbers? (e) What is the GCF of the numbers? Solution: (a) Smallest number of four digits whose digit in the ones place is 8 is = 1008 And, biggest number of three digits whose digit in the ones place is 8 is = 998 (b) Sum of the numbers = (1008 + 998) = 2006 Difference of the numbers = (1008 – 998) = 10 (c) Biggest number is 1008 1008 = 2 x 2 x 2 x 2 x 3 x 3 x 7 The prime factors of 1008 are 2,2,2,2,3,3,7 (d) 998 = 2x499 Prime factors of 998 are 2, 499 The common prime factors of 998 and 1008 is 2 GCF of 1008 and 998 is 2 (e)  LCM of 1008 and 998 is               =2 x 2 x 2 x 2 x 3 x 3 x 7 x 499               =16 x 9 x 7 x 499 = 502992               LCM of 1008 and 998 is 502992   Creative math questions and solutions for Class 5 EV Chapter 5 to make learning easier and more fun. Question  03 Three values are given, 24, 48, 72. (a)     Write down 2 multiples of 24, 48, 72 (b)     Write down the common multiples of 24 and 72 (c)      Find the L.C.M of 24, 72 (d)     Find the L.C.M of 24, 48, 72. Ans. (a) 2 multiples of 24 are = 48, 72 2 multiples of 48 are = 96, 144 2 multiples of 72 are = 144, 216 (b) Multiples of 24 are = 48, 72, 96, 120, 144, 168, 192, 216, 240, 264, 288 Multiples of 72 are = 144, 216, 288, 360, 432 Common multiples of 24 and 72 are = 144, 216, 288, ….. (c) 2)24, 72 2)12, 36 2)6, 18 3)3, 9                 1, 3 L.C.M of 24, 72 is = 2 x 2 x 2 x3 x 1 x 3 = 72 (d) 2)24, 48, 72 2)12, 24, 36  2)6, 12, 18    3)  3, 6, 9      1, 2, 3 L.C.M of 24, 48, 72 is = 2 x 2 x 2 x 3 x 2 x 3 x 1                                               = 144 Question  04 Mr. Amzad brought about 40 mangoes, 85 apples from the market. He distributed the fruits equally. The price of 4 mangoes is 40 taka. (a)     What is the price of mangoes? (b)     If per piece cost 5 taka how much price will the apples be? (c)      He distributed the fruits how many members? (d)     Each person gave how many fruit? Answer: (a) The price of 4 piece of mango is 40 taka The price of 1 piece of mango is (40÷4) = 10 taka The price of 40 pieces of mango is (40x10) = 400 taka (b) 1 piece apples cost 5 taka 85 pieces of apples cost (5x85) = 425 taka (c)  40 = 2 x 20       = 2 x 2 x 10       = 2 x 2 x 2 x 5 85 = 5 x17 GCF = 5 He distributed the fruits among 5 person. (d) Each person gave (40 ÷ 5) = 8 piece mango Each person gave (85 ÷ 5) 17 piece apple   Easy and fun questions with answers for Class 5 EV Chapter 5 to help students improve their math skills. Question  05 A number of saplings is such that when 3, 5, 6, 8, 10 or 15 are planted in each row, every time two saplings are left out. (a) What is the GCF of last 3 numbers? (b) What is the LCM of the given numbers? (c) what is the minimum number of saplings? (d) If we plant 18 saplings in 16 rows then how many more saplings do we need? Solution: (a) 8 = 1 x 2 x 2 x 2 10 = 1 x 2 x 5 15 = 1 x 3 x 5 GCD of 8, 10 and 15 is =1 (b) 2)  3, 5, 6, 8, 10, 15    3) 3, 5, 2, 4, 5, 15          1, 5, 1, 4, 1, 5 LCM = 2 x 3 x 5 x 4 = 120 (c) The minimum number of sampling is  = (120 + 2) =122 (d) Number of extra saplings ={(16 x 8) – 122}                            =(128 – 122)                            = 6 Question  06 Tushi set a few no. of bell in their drawing room. After ringing together they rand after every 6, 9, 12, 15 seconds respectively. (a) Find the GCF (b) Find the LCM (c) What is the summation of 4 multiples of 9? (d) When the bells will ring together again? Ans. (a) 6 = 2 x 3 9 = 3 x 3 12 = 2 x 2 x 3 15 = 3 x 5 GCF of 6, 9, 12, 15 is = 3 (b) 3) 6, 9, 12, 15 2)  2, 3, 4, 5    1, 3, 2, 5 LCM of 6, 9, 12, 15 = 3 x 2 x 3 x 2 x 5 x 1 = 180 (c) 4 multiples of 9 are = 9, 18, 27, 36. Sum of 4 multiples of 9 is = 9 + 18 + 27 + 36=90 (d) 3)6, 9, 12, 15    2)1, 3, 2, 5          1, 3, 2, 5 LCM = 3 x 2 x 3 x 2 x 5 x 1=180 The bells of the drawing room will ring again together after 10 seconds. Question  07 16, 24, 2 and 40 are four even numbers. (a) Write the factors of first 2 numbers (b) Write 2 multiples of last wo numbers. (c) Which smallest number when divided by the four number gives 6 as remainder? (d) Find the next number after 4 & 6 which can be divided by 32 without any remainder. Solution: (a) Factors of 16 are = 1, 2, 4, 8, 16 Factors of 24 are = 1, 2, 3, 4, 8, 12, 24 (b) 32 x 1 = 32   32 x 2= 64 The multiples of 32 are 32, 64 and 40 x 2 = 80 (c) The multiples of 40 are 40, 80.          2)   16, 24, 32, 40              2)   8, 12, 16, 20                  2)   4, 6, 8, 10                      2)   2, 3, 4, 5                             1, 3, 2, 5 LCM of 16, 24, 32, 40 is = 2x2x2x3x2x5 = 480 Required smallest number = (480 + 6) = 486 (d) Required number = (486 + 32) -6                  = 518 – 6 = 512 Question  08 210 mangoes and lychees are divided among some boys and girls. If the number of mangoes is 60 then. (a) What is the number of lychees? (b) Write the number of mangoes and lychees in prime factors. (c) Among how many maximum number of boys and girls the fruits can be divided equally so that no fruit is left? (d) How many fruits will each one get? (e) How many mangoes and how many lychees will each get? Solution: (a) Number of lychees = (210-60) = 150 (b) Number of mangoes and lychees are 60 and 150 60 = 2 x 2 x 3 x 5 150 = 2 x 3 x 5 x 5 (c) If we divide 60 mangoes and 150 lychees among boys and girls with no fruit being left, then GDS of 60 and 150 is the required maximum number of boys and girls. The common prime factors of 60 and 150 are = 2,3 and 5 Required maximum number of boys and girls is 30 (d) Number of fruits each one will get is = (210 ÷ 30) =7 (e) Number of mangoes each one will get is  = (60 ÷ 30)= 2 Number of lychees each one will get is = (150 ÷ 30) = 5   Master Class 5 Math EV Chapter 5 with creative questions and simple answers for better learning. Question  09 The length and breath of a rectangular house is 7.20 meters and 44 decimeters. The floor of the house has to be fitted with marbles so that no marble has to be broken.  (a) Express the length of the house in decimeter  (b) What is the area of the house in square decimeter?  (c) Express the length and breath of the house in prime factors.  (d) What is the maximum size of the marble stone needed?  (e) How many marble stones are needed for the floor? Solution: (a) Length of the house = (7.20 x 10) decimeter                       = 72 decimeters (b) Area of the rectangular house =(length x breath)                                      =(72 x 44) square decimeters                                      = 3168 square decimeters (c) Length of the house is 72 decimeters and breath is 44 decimeters. 72 = 8 x 9 = 2 x 2 x 2 x 3 x 3 44 = 2 x 22 = 2 x 2 x 11 (d) The length of the required marble will be equal to the GCF of 72 and 44. GCF of 72 and 44 = 2 x 2 = 4 The maximum length of the required marble stone is 4 decimeters. (e) Are of the square marble stones is =(4 x 4) square decimeters = 16 square decimeters Numbers of marble stones needed for the floor is (3168 ÷ 16) = 198 Question  10 The capacity of holding water for 2 drums are 228 liters and 348 liters. (a) Express the capacity of first drum in prime factors. (b) What are the common prime factors of the capacity of 1st and 2nnd drum? (c) What will be the maximum capacity of a pitcher with which we can fill the drums by pouring water integer numbers of times? (d) How many pitcher of water each drum can hold? (e)How many pitcher of water is totally needed to fill 2 drums? Solution: (a) Water holding capacity of the 1st  drum is 228 liter. 228= 2 x 2 x 3 x 19 (b) Water holding capacity of the 2nd drum is 348 liters.      348 = 2 x 2 x 3 x29 The common factors of 228 and 348 are 2, 2,3 (c) The GCF of the capacities of the two drums is the required maximum capacity of the pitcher. GCF of 228 and 348 is = 2 x 2 x 3 = 12 The maximum water holding capacity of the pitcher is 12 liters. (d) Amount of water needed to fill the first drum = (228 ÷ 12) pitchers = 19 pitchers Amount of water needed to fill the 2nd drum = (348 ÷ 12) pitchers = 29 pitchers (e) To fill the two drums total amount of water needed is = (29 + 19) pitchers = 48 pitchers More Questions: Q-11 Three bells having tolled together began to toll after every 9, 12 and 15 minutes. (a) What is done to find out after what minimum time will the bells toll together again? (b) After what time will the bells toll together again? (c) If the bells began tolling after every 6, 9 and 12 minutes, after what minimum times will the bells toll together     again? Q-12

100 mangoes and 180 leychees are divided among some children. (a) What is the largest number of children among whom mangoes and lychees are divided without any reminder? (b) How many mangoes will each of them get? (c) How many lychees will each of them get? Q-13 There are 126 mangoes, 231 lychees and 357 jackfruit sapling are distributed for planting a village. (a) What is the largest number of villagers among whom sapling can be divided equally? (b) How many mangoes, how many lychees and how many jackfruit will each of them get? Q-14 There are two bells. One bell rings after each 12 minutes and the other bell rings after 5 minutes. (a) What is the L.C.M of the numbers representing ringing time of the two bells? (b) If a bell ringing after every 7 minutes is included with the given two bells, then the 3 bells will ring altogether. after how long time they once ring together? (c) If the two bells ring together at 3 p.m, then when will they ring again altogether? Q-15 There are two drums of capacity to contain water of 228 litres and 348 litres. (a) What is the G.C.F. of 228 and 348? (b) How many pitchers of water of the highest capacity will be required to fill both the drums separately? (c) What is the least number exactly divisible by 228 and 348? Q-16 The length and the breadth of a hall room of rectangular size are 12 metre and 7 metre respectively. (a) What is the biggest square size tile that can be used to cover the hall room without breaking any of them. (b) If the length of the hallroom is increased by 3 metre and the breadth is decreased by 2 metre, what will be the change of area of the hallroom? Q-17 12, 18, 24 and 30 are four even numbers with 2 digits. (a) Find out the first 4 multiple of 12. (b) Find out the LCM of the given numbers. (c) What is the greatest common number among the given numbers?   Explore creative and easy math questions with answers for Class 5 EV Chapter 5 to help students learn effortlessly. Q-18 Four bells rang at the same time and then rang again at an interval of 5, 7, 12 and 15 seconds respectively. (a) What is a prime number? (b) Write the 1st 4 multiples of 15. (c) After what interval of time will the bell ring again together? (d) What is the G.C.F. of 5, 7, 12 and 15? Q-19 147 lichees were distributed among some boys and it was found that each boy got 11 lichees and 4 lichees were in excess. (a) Express the above information mathematically in the form of an open sentence? (b) Find out the number of boys among whom the lichees were distributed. (c) If of the liches are distributed among some boys and each boy gets 11 lichees leaving 5 as excess, express the above information in an open sentence. Q-20 A particular numbers is multiplied by and then the product is divided by 6 to get 21 as quotient. (a) Write the open sentence with the help of the information given above. (b) What is the value of the particular number according to the open sentence in (a)? (c) If 3 times x equals 3 more than 45, what is the value of x? Read the full article

[keylyrics4u]

Roder Fota Lyrics | রোদের ফোঁটা | শূন্যতায় ভেসে গেছে (Meghdol)

Roder Fota Lyrics রোদের ফোঁটা শূন্যতায় ভেসে গেছে (Meghdol) Meghdol | Roder Fota | Shohorbondi (2009) | Remastered Band Lineup: Vocal, Songwriter: Shibu kumer Shill Vocal, Songwriter: Mejbaur Rahman Sumon Bass: M G Kibria Keyboards: Tanbeer Dawood Rony Flute, Clarinet, Saxophone: Shourov Sarker Drums: Amzad Hossain Guitars: Rasheed Sharif Shoaib Artist: Meghdol Album: Shohorbondi Released:…

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Amzad Abdoel: Santokhi misleidend bezig; Staatsbesluit grondconversie zal bron van chaos en corruptie worden

Het staatsbesluit vormt een vruchtbare voedingsbodem voor witwaspraktijken. Het zijn voornamelijk de leden van de diaspora die via stichtingen grondhuur zullen omzetten in eigendom en dit als een instrument voor witwassen zullen gebruiken. Zelfs de mennonieten zullen dit mogen doen. Dit werd geïmpliceerd door staatsraadslid en voormalig parlementslid Amzad Abdoel in een gesprek met Key News Suriname. "Het ontwerpbesluit dat naar de Staatsraad was gestuurd, is van lage kwaliteit. Het is zeer amateuristisch opgesteld, bevat talloze fouten en onvolkomenheden. Zelfs ontbreken er enkele artikelen in het document. Bij de afkondiging zijn er enkele fouten weggewerkt", aldus Abdoel. De Staatsraad, als belangrijk adviserend orgaan, had onder leiding van een aantal bezwaren tegen het voorgesteld staatsbesluit van president Chandrikapersad Santokhi, geadviseerd en aanbevolen om de behandeling van dit onderwerp door de Nationale Assemblee af te wachten. Abdoel merkte op dat er principiële bezwaren, fundamentele argumenten en overtuigende redenen waren aangevoerd waarom de meerderheid van het adviserend orgaan tegen het staatsbesluit is. Het is vermeldenswaardig dat alleen leden van de VHP, voorstander waren van het concept van Santokhi. "In het staatsbesluit ontbreekt een kader om misbruik te voorkomen, en er is geen mechanisme om speculatie tegen te gaan. Zowel natuurlijke personen als rechtspersonen mogen grondhuur omzetten in eigendom. Dit biedt vooral mogelijkheden voor corruptie," nuanceerde het staatsraadslid. Hij merkte ook op dat het besluit niet regelt wat er met het andere deel van het perceel gebeurt als iemand een deel ervan in eigendom omzet. Volgens Abdoel is het staatshoofd bezig met pure misleiding. "Het is misleidend van de president om te stellen dat eigendom meer rechtszekerheid biedt dan grondhuur en erfpacht. Ook met grondhuur en erfpacht kunnen dezelfde zaken worden gedaan als met eigendom." Santokhi heeft via de media de indruk proberen te wekken dat grondconversie speciaal ten gunste van de gewone man in Flora of Geyersvlijt is doorgedrukt. Abdoel vraagt zich af waarom het staatsbesluit dan niet beperkter is. "De reikwijdte van het besluit is niet vastgelegd, en er zijn geen beperkingen. Mensen mogen via rechtspersonen zoveel mogelijk gronden omzetten in eigendom," benadrukte het gewezen parlementslid. De argumenten dat vorige regeringen ook grondconversie hebben toegepast, zijn volgens Abdoel loze opmerkingen die de fouten van Santokhi niet kunnen rechtvaardigen. "De president en anderen moeten ook niet beweren dat vorige regeringen al grondconversie hadden toegepast. Er zijn fundamentele verschillen. Bij de vorige conversies was deelname van rechtspersonen niet toegestaan en waren de prijzen bijna marktconform," verduidelijkte het staatsraadslid. Hij gaf aan dat de regering ervoor zou kunnen kiezen om het recht van grondhuur te versterken. Abdoel stelde dat er een blijvende ongelijkheid in de samenleving zou ontstaan die niet meer gecorrigeerd kan worden. "De beste percelen zullen naar de rijksten gaan. Vrienden en familieleden van de regering zullen enorm verrijkt worden. Het staatsbesluit zal ertoe leiden dat alle corruptiezaken van GBB in de doofpot zullen verdwijnen," benadrukte het gewezen parlementslid. Read the full article

[kazifatagar]

NEW: Court Nullifies PAS Win in Kuala Terengganu

The election court in Kuala Terengganu has nullified PAS member Ahmad Amzad Hashim’s win in Kuala Terengganu in GE15. Good news for democracy after Court nullifies PAS win in KT. Election Petition High Court judge Mohd Firuz Jaffril allowed an election petition by BN’s candidate Mohd Zubir Embong that was filed on Jan 3. The judge says there was an element of bribery in the distribution of…

[suryamouli-blog1]

My Second Cinema Experience

As I perambulate around in the memoirs of my childhood, the memory of my second cultural outing fills me with delirious joy, in a time when the world was simpler, the pace relaxed and the neon was brighter. It was an epiphanic moment that transpired six months following my maiden fiasco, where my technical know-how in the world of visual storytelling was put to the test. But this time around, I was accompanied by a wealthy entourage of distinguished erudite persons, including maternal and avuncular figures, at the Swapan puri-the edifice of dreams of Bansberia-a picturesque township in the district of Hooghly.

Picture of Bansberia Municipality. Pic Courtesy: Facebook

Our destination was none other than the silver screen to partake in one of the then cinematic masterpieces, 'Lawaris' (The Orphan Guy), a blockbuster that had hit the silver screens in the year 1981. The cinematic masterpiece was crafted under the deft aegis of maven director, Mr. Prakash Mehra, and boasted arresting performances by thespian stalwarts, including Amitabh Bachchan, Zeenat Aman, Amzad Khan and Rakhee Gulzar.

Film Poster. Pic Courtesy: Google

As we ventured down the marbled passages, I could feel a tingle of excitement course through my veins. The posters plastered on the walls beckoned, promising scenes of action and adventure, romance, and comedy. The sound of the crowd hummed in the air, vibrant and alive with anticipation.

We found our seats, and I settled in, eager to experience what the legendary Lawaris had to offer. As the lights went down, the excitement in the theatre was palpable. The audience sat still, their breaths held, as the story of Lawaris unfolded in all its glory.

As the credits rolled, I was bewitched by the peppy, foot-tapping melodies comprising the earsplitting auditory hooks, such as 'Mere Aangne Mein Tumhara Kya Kaam Hai' and 'Apni To Jaisi Taisi', phrasing an aesthetic and boisterous marquee, arpeggiated by the musical prowess of the lyrical duo of India, Kalyanji Anandji . The musical score simulated spectral rhymes and induced jerky spasms in my fledgling self, prompting me to flounce and gyrate euphorically along with the beats of the hypnotic soundtrack, despite it having a seat reserved in my name.

Despite my tender years, the nonpareil performance of the formidable lead, Amitabh Bachchan, left an indelible impression on my young mind. Every move he made, every expression that graced his face, was etched in my memory, imprinting an image of a confident, self-assured being, untouchable in his prowess.

As the plot thickened, the exhilarating climax of the frenzy-thickened tale where the protagonist, Heera, administered a beating of biblical proportions to a horde of fearsome protagonists, evoked a debonair composure in the protagonist, a countenance bereft of any vulnerability, in stark contrast to the protagonist of my prior cinematic encounter.

All in all, my second cinematic indulgence had become a real eye-opener, striking a chord with my nascent self and fanning the flames of my imagination. The balletic amalgam of colourful choreography, resplendent melodies and thespian theatrics had effaced the ennui from my existence and left me yearning for more cinematic marvels- a feeling that persisted throughout my life into adulthood. It is a testament to the power of cinema to transport us to other worlds, other times, and make us feel alive; a legacy that lives on, year after year, drawing in audiences young and old, and leaving them with unforgettable memories.

[amzadmartuza13]

Believe in yourself..

℠AM ℠ Aᴍᴢᴀᴅ Mᴀʀᴛᴜᴢᴀ

[chaitanyabharatnews]

प्रयागराज : एनकाउंटर में मारे गए मुख्तार अंसारी गैंग के 2 शार्प शूटर, दोनों ने डिप्टी जेलर की हत्या की थी

चैतन्य भारत न्यूज प्रयागराज. उत्तर प्रदेश के प्रयागराज में बुधवार देर रात STF (स्पेशल टास्क फोर्स) ने एनकाउंटर में दो शार्प शूटर को मार गिराया। जानकारी के अनुसार बुधवार देर रात अरैल इलाके में हुई मुठभेड़ में दोनों बदमाश मारे गए हैं।  मुठभेड़ के बाद पुलिस ने मौके से 30 और 9 MM की पिस्टल व कारतूस बरामद किए हैं। बता दें 2013 में दोनों ने अपने साथियों की मदद से बनारस के तत्कालीन डिप्टी जेलर अनिल कुमार त्यागी की हत्या कर दी थी। दोनों की पहचान गैंगस्टर मुन्ना बजरंगी और मुख्तार अंसारी के गैंग के सदस्य वकील पांडेय और अमजद के रूप में की गई है। एसटीएफ के मुताबिक, दोनों ही भदोही के रहने वाले हैं। इन दोनों ने रांची के होटवार जेल के जेल अधिकारी की हत्या की सुपारी ली थी। साथ ही मुख्तार अंसारी और मुन्ना बजरंगी के कहने पर साल 2013 में वाराणसी के तत्कालीन डिप्टी जेलर अनिल कुमार त्यागी की दिनदहाड़े हत्या कर दी थी। Prayagraj: Two criminals shot dead in an encounter with UP STF late last night in Arail. They were identified as Vakil Pandey and Amzad, who were involved in 2013 murder case of the then deputy jailer Anil Kumar Tyagi, at the behest of gangster Munna Bajrangi & Mukhtar Ansari. — ANI UP (@ANINewsUP) March 4, 2021 पुलिस का दावा है कि दोनों गुरुवार को भी प्रयागराज कि किसी बड़ी घटना को अंजाम देने वाले थे। दोनों बदमाशों पर 50 हजार का इनाम था। पुलिस ने सूचना के आधार पर दोनों को पकड़ने के लिए नाकेबंदी की थी। इन्होंने भागने की कोशिश की तो पुलिस ने पीछा किया। फिर बदमाशों ने बचने के लिए पुलिस पर फायरिंग कर दी। जवाबी कार्रवाई में दोनों जख्मी हो गए। उन्हें अस्पताल ले जाया गया, जहां उन्हें ��ृत घोषित कर दिया गया। योगी सरकार में 7,500 मुठभेड़ हुईं, 135 बदमाश मारे गए उत्तर प्रदेश में मार्च 2017 में योगी सरकार बनने के बाद से अभी तक पुलिस और बदमाशों के बीच 7,500 मुठभेड़ हो चुकी हैं। इनमें 135 बदमाश मारे गए हैं। 2,900 से ज्यादा बदमाश घायल हुए हैं।   Read the full article

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Best web design and development

[abgailmendes]

Gosto de me unir com quem me faz sorrir !

Amizade...Tão gostosa essa palavra. É tão bom colecionar amigos, começamos a fazer isso bem cedo, lá no jardim de infância onde iniciamos a conivência com o próximo sem o olhar cuidadoso dos pais. Com o tempo aprendemos quem são os verdadeiros, quem veio pra somar, os que passam somente pra ensinar e aqueles que mesmo com toda distância do mundo ficam para sempre na memória e no coração. Tive todo tipo de amizade até mesmo as traiçoeiras e invejosas, não preciso dizer nomes das más nem das boas porque Deus sabe o endereço de todas elas e está cuidando de cada uma como tem que ser. Nós nos identificamos com pessoas que possuem algo que nos faz querer ser o igual ou melhor, pensando assim a amizade nasce portanto da admiração ao próximo e somente quando esse valor acaba a amizade cai no poço da distância e se interrompe inevitavelmente. Mas sempre vem outra pessoa tão encantadora e cheia de mistérios que Deus coloca no seu caminho que rapidinho se renova o interesse em conhecer .

Assim é a vida, feita pra ser vivida e compartilhada!

Feliz daquele que transfere o que sabe e aprende o que ensina “Cora Coralina”

Um Beijo da Big “Brothers “

[jambjars]

ACADEMIC BLOG POST 5- Signs and Semiotics: Fleabag

The study of semiotics is jam-packed with jargon that makes it difficult for a beginner to grasp, so this post will be using semiotic analysis with common language. To study the semiotic is to study the meanings of symbols within media; the signifier and the signified.

Fleabag is a comedy-drama TV series following a young woman struggling with grief and her coping mechanisms for it, all while navigating complex with her family and lovers. The meat of the show, that keeps one coming back to it, is in its symbols and in its portrayal of human relationships.

The Guinea Pig:

Throughout the show, the titular character Fleabag takes care of a guinea pig named Hillary, one she adopted with her best friend prior to her suicide, inadvertently caused by Fleabag herself. In almost every character save for Fleabag there is a sense of disgust or contempt for Hillary, despite her belonging to a guinea pig themed cafe. The only person who treats the creature gingerly is Fleabag's Season 2 love interest, The Priest. He cradles her and sees her in a very novel way before Fleabag physically snatches her back in a moment of feeling vulnerable. Some believe Hillary to be a symbol of Fleabag's love for her best friend, but I take it to have the latent meaning of her heart.

The camera:

One of Fleabag's unhealthy coping mechanisms is sex, as it's a way for her to feel physically loved without inviting much in the way of intimate entanglement. Her method of processing trauma is simply to displace it, and we see how it seeps through the cracks over the course of the show. Another of her coping mechanisms relies in the camera itself, a symbol that she craves because she wants an audience, a justification for acting the way she does. Inviting in the voyeur by looking into the camera allows Fleabag to dissociate from her reality and feel a sense of camaraderie with someone. She's a desperately lonely character despite her multiple sexual relationships over the show, and her relationship to the audience alienates her from the world while manufacturing a connection in her mind.

Fleabag's use of signs is masterful, and while I prefer to be more straightforward in my work, it's such an inspiration to consider its themes and latent meanings in my own practice.

Bibliography

Amzad Hossain, M. and Fu, W.-H. (2014). Young Girls and Flying Images: A Semiotic Analysis of Hayao Miyazaki’s Animations. Journal of Visual Literacy, 33(2), pp.97–119. doi:https://doi.org/10.1080/23796529.2014.11674719.

Budach, G. and Sharoyan, G. (2020). Exploring ‘vibrant matter’ in animation making. Language and Intercultural Communication, 20(5), pp.464–481. doi:https://doi.org/10.1080/14708477.2020.1784912.

Danesi, M. (2018), An outline of semiotic theory, in Understanding Media Semiotics, 2nd ed. London, Bloomsbury Publishing Plc.

Darling, O. (2020). ‘The moment you realise someone wants your body:’ neoliberalism, mindfulness and female embodiment in Fleabag. Feminist Media Studies, 22(1), pp.1–16. doi:https://doi.org/10.1080/14680777.2020.1797848.

Fleabag. (2016). [Film series] BBC.

Holzberg, B. and Lehtonen, A. (2021). The Affective Life of heterosexuality: Heteropessimism and Postfeminism in Fleabag. Feminist Media Studies, 22(8), pp.1–16. doi:https://doi.org/10.1080/14680777.2021.1922485.

Fiske, J. (1982) Introduction to Communication Studies. London: Routledge

[keynewssuriname]

Amzad Abdoel: Santokhi misleidend bezig; Staatsbesluit grondconversie zal bron van chaos en corruptie worden

Het staatsbesluit vormt een vruchtbare voedingsbodem voor witwaspraktijken. Het zijn voornamelijk de leden van de diaspora die via stichtingen grondhuur zullen omzetten in eigendom en dit als een instrument voor witwassen zullen gebruiken. Zelfs de mennonieten zullen dit mogen doen. Dit werd geïmpliceerd door staatsraadslid en voormalig parlementslid Amzad Abdoel in een gesprek met Key News Suriname. "Het ontwerpbesluit dat naar de Staatsraad was gestuurd, is van lage kwaliteit. Het is zeer amateuristisch opgesteld, bevat talloze fouten en onvolkomenheden. Zelfs ontbreken er enkele artikelen in het document. Bij de afkondiging zijn er enkele fouten weggewerkt", aldus Abdoel. De Staatsraad, als belangrijk adviserend orgaan, had onder leiding van een aantal bezwaren tegen het voorgesteld staatsbesluit van president Chandrikapersad Santokhi, geadviseerd en aanbevolen om de behandeling van dit onderwerp door de Nationale Assemblee af te wachten. Abdoel merkte op dat er principiële bezwaren, fundamentele argumenten en overtuigende redenen waren aangevoerd waarom de meerderheid van het adviserend orgaan tegen het staatsbesluit is. Het is vermeldenswaardig dat alleen leden van de VHP, voorstander waren van het concept van Santokhi. "In het staatsbesluit ontbreekt een kader om misbruik te voorkomen, en er is geen mechanisme om speculatie tegen te gaan. Zowel natuurlijke personen als rechtspersonen mogen grondhuur omzetten in eigendom. Dit biedt vooral mogelijkheden voor corruptie," nuanceerde het staatsraadslid. Hij merkte ook op dat het besluit niet regelt wat er met het andere deel van het perceel gebeurt als iemand een deel ervan in eigendom omzet. Volgens Abdoel is het staatshoofd bezig met pure misleiding. "Het is misleidend van de president om te stellen dat eigendom meer rechtszekerheid biedt dan grondhuur en erfpacht. Ook met grondhuur en erfpacht kunnen dezelfde zaken worden gedaan als met eigendom." Santokhi heeft via de media de indruk proberen te wekken dat grondconversie speciaal ten gunste van de gewone man in Flora of Geyersvlijt is doorgedrukt. Abdoel vraagt zich af waarom het staatsbesluit dan niet beperkter is. "De reikwijdte van het besluit is niet vastgelegd, en er zijn geen beperkingen. Mensen mogen via rechtspersonen zoveel mogelijk gronden omzetten in eigendom," benadrukte het gewezen parlementslid. De argumenten dat vorige regeringen ook grondconversie hebben toegepast, zijn volgens Abdoel loze opmerkingen die de fouten van Santokhi niet kunnen rechtvaardigen. "De president en anderen moeten ook niet beweren dat vorige regeringen al grondconversie hadden toegepast. Er zijn fundamentele verschillen. Bij de vorige conversies was deelname van rechtspersonen niet toegestaan en waren de prijzen bijna marktconform," verduidelijkte het staatsraadslid. Hij gaf aan dat de regering ervoor zou kunnen kiezen om het recht van grondhuur te versterken. Abdoel stelde dat er een blijvende ongelijkheid in de samenleving zou ontstaan die niet meer gecorrigeerd kan worden. "De beste percelen zullen naar de rijksten gaan. Vrienden en familieleden van de regering zullen enorm verrijkt worden. Het staatsbesluit zal ertoe leiden dat alle corruptiezaken van GBB in de doofpot zullen verdwijnen," benadrukte het gewezen parlementslid. Read the full article

[marcospaulo75]

Pausa pra refrescar a garganta. #beerhour #cacildsbeer #breja #amzade https://www.instagram.com/p/CEuerOqh0IL/?igshid=17xmezv1m3j69