Essay on William Blake as a Critic of His Time - 838 Words

William Blake as a Critic of His Time Blake took an active role in exposing the corruption taking place in his society. Prime targets of his criticisms were the institutions that remained silent in the faces of injustice. Blake stands agains the institutions that allow human oppression. Three of his poems from Songs of Experience present his views on the matter: The Chimney Sweeper, The Garden of Love, and London. In The Chimney Sweeper, Blake takes his stand against the the calamities brought upon children by those supposed to protect him. Innocence comes to an end for the child when he is exposed to the horrors of sweeping chimneys . His sadness can be felt when he says : They clothed me in the clothes of†¦show more content†¦Man wants to be close to God : I went to the Garden of Love (Blake, 1) as he used to be when little: Where I used to play in the green (Blake, 4) but, finds the church standing in his way: A Chapel was built in the midst (Blake, 3). Blake sees the church as an obstacle between men and God: And the gates of this Chapel were shut/ And Thou shalt not writ over the door (Blake, 5-6). Blake gives emphasis to the word Thou shalt not to indicate once more how oppressive the church is. He attacks the Priests because, instead of offering Gods comfort as they were meant to do, they become like judges or police officers telling men what they can or cannot do:: And Priests in black gowns were walking their rounds/ And binding with briars my joys and desires (Blake, 11- 12). Blake asks society to take a second look at the way the church treats them and to realize that God cannot found among oppressionists. London is yet another one of Blakes poems used to expose the suffering of men. He speaks of the streets and the river as being bound to give a sense of mens predicament: I wander thro each charterd street/Near where the charterd Thames does flow (Blake, 1-2) . More sense of human slavery is given when he reveals that the minds of men are trapped as they wander suffering through the streets by society-imposed chains:...mind-forgd manacles I hear (Blake, 8). The pain isShow MoreRelatedWilliam Blake Had A Strict Standard On How His Poems Should1431 Words   |  6 Pages William Blake had a strict standard on how his poems should appear. In his poems, he was not very concerned with grammar or spelling, even though he was writing in a time much after the official English language had been created. Much of his spellings are very old-fashioned to us and at times can sound very awkward. Even his readers in his time found that the wording and spelling of phrases and words was quaint. William Blake also used forms of punctuation that were not considered to be standardRead More William Blakes London Essay example995 Words   |  4 PagesWilliam Blakes London Works Cited Not Included William Blakes London is a representative of English society as a whole, and the human condition in general that outlines the socio-economic problems of the time and the major communal evils. It condemns authoritative institutions including the military, royalty, new industries, and the Church. Blakes tone creates a feeling of informative bitterness, and is both angry and despondent at the suffering and increasing corruption of LondonsRead MoreWilliam Blakes London1458 Words   |  6 Pagesï » ¿Blake and London Victorian London was a far from happy place. It was full of crime, the air full of filth, and the people rancorous. 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Blake believed all prominent entities, those being church, state, and government had become sick withRead MoreThe Chimney Sweeper By William Blake1306 Words   |  6 PagesWilliam Blake published â€Å"The Chimney Sweeper† in 1789 in the first phase of his collection of poems entitled â€Å"Songs of Innocence†. A later poem under the same name was published five years later in his follow up collection, â€Å"Songs of Experience†. The chimney sweeper’s tale begins in Songs of Innocence with the introduction of a young boy who was sold by his father after the death of his mother; the poem then shifts in the next stanza to describe the speaker’s friend Tom Dacre, ano ther chimney sweeperRead More The Complexity of William Blakes Poetry Essay1049 Words   |  5 PagesThe Complexity of William Blakes Poetry Northrop Frye, in his critical essay, Poetry and Design, states; In a world as specialized as ours, concentration on one gift and a rigorous subordination of all others is practically a moral principle (Frye 137). William Blakes refusal to follow this moral principle by putting his poetry before his art, or vice versa, makes his work extraordinary as well as complex and ambiguous. Although critics attempt to juggle Blakes equally impressive talentsRead MoreWilliam Blake Man of the Industrial Revolution1680 Words   |  5 PagesChildren were among the most abused work force in that country s history. 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Dynamic Range

Question: Discuss about the Dynamic Range. Answer: Dynamic range is a way of describing a range of light intensities from darkest shadows to brightest highlighted parts. (Diaz 2014). Dynamic range gives the ratio between maximum and minimum light that can be measured; white and black respectively. It is determined by EV-Exposure Value. In photography, some scenes may have a wide dynamic range (ratio between maximum and maximum light) while other have narrow have narrower exposure value. (McCollough 2008, p.152). Changes in the size of dynamic range can cause an image taken to be either very gray or very black and white. This is because dynamic range operates more on weaker noise and acts less on the strong echoes. (McCollough 2008, p.160). This is attributed to the fact that weak echoes give reflectors that are small and reveal texture and noise that has no diagnostic value. The wider the dynamic range of the imaging machine, the more information it will capture. On the other hand, the narrower the dynamic range the lesser information captured by the imaging machine used. However, the contrast of the two images taken will differ. (Marcus 2015).The more the information captured by a camera, the lesser the contrast between the features of the image. (Marcus 2015).That means that the wider the dynamic range the lesser the contrast of the image while the narrower the image the sharper the contrast of the image features captured. (Upstate Medical University 2014). Wider dynamic Range (Upstate Medical University 2014). Narrower dynamic Range (Upstate Medical University 2014). Reference Diaz, R 2014, An introduction to High Dynamic Range HDR and its Support within H.265/HEVC Standard Extension, viewed 6th April 2017, https://www.google.com/url?sa=trct=jq=esrc=ssource=webcd=1cad=rjauact=8ved=0ahUKEwiA4sSVzZTTAhUcR48KHc1PCdoQFggbMAAurl=https%3A%2F%2Fwww.slideshare.net%2Fxinhxinhqua_678%2Fhigh-dynamic-range-an-introductionusg=AFQjCNG2SrjXci6brlWCAYqAFHifSvpMcAsig2=BMg6EF_gZYgokslg-l-djwbvm=bv.152174688,d.c2I Marcus. H 2015, Dynamic Range in Photography: How to capture all the tones in a Scene, Techradar, viewed 6th April 2017, https://www.techradar.com/how-to/photography-video-capture/cameras/dynamic-range-in-photography-how-to-capture-all-the-tones-in-a-scene-1320985 McCollough, F 2008. Complete Guide to High Dynamic Range Digital Photography, Pixiq, New York. Upstate Medical University 2014, Effects of Changing X-ray Tube Voltage, viewed 7th April 2017, https://www.upstate.edu/radiology/education/rsna/radiography/kvp.php

Special Military Force Shayetet Essay Sample free essay sample

SHAYETET 13 is the elect naval ranger unit of the Israeli Navy. The unit is considered one of the primary Particular Forces units of the Israel Defense Forces. S’13 specializes in sea-to-land incursions. counter-terrorism. sabotage. nautical intelligence assemblage. nautical surety deliverance. and get oning. The unit has taken portion in about all of Israel’s major wars. every bit good as other actions. The unit is one of the most close in the Israeli military. Shayetet 13 is a seasoned Israeli particular forces unit. It was formed in 1948 by Yohai Ben-Nun with work forces drawn from the ranks of the Palyam. the naval subdivision of the Haganah. The being of S’13 was merely made populace in 1960. Shayetet 13 is divided into three specialised company-sized units: * Foraies: Particular Reconnaissance and Direct Action missions on land. Maritime Counter-Terrorism and Hostage Rescues. * Underwater: Underwater Attacks and Sabotage. Hydrographic ( Beach ) Reconnaissan ce. and Beachhead Reconnaissance and Security. * Above H2O: Surface Attacks. We will write a custom essay sample on Special Military Force Shayetet Essay Sample or any similar topic specifically for you Do Not WasteYour Time HIRE WRITER Only 13.90 / page Sea Transportation of units to and from mark countries. TrainingThe preparation of Shayetet 13 recruits lasts 20 months. and is considered one of the toughest classs in the IDF. The preparation phases consist of: * Selection procedure: A choice cantonment to enroll for the unit is held twice a twelvemonth. Cadets are put through physically and mentally ambitious trials. This stage stresses psychological stamina. and tests recruits in their ability to take and run under emphasis and fright. * Six months of basic and advanced foot preparation with the Nahal Brigade. * Preparation stage: this stage lasts for three months and consists of advanced foot and arms developing. parachute preparation. basic elements of maritime warfare. operation of little vass. long swims. forced Marches. and destructions. * Four hebdomads of advanced preparation in combat diving. During this class. plebes learn the rudimentss of combat diving. and how to get by with state of affairss such as cold. darkness. clouded H2O. and how to last bad submerged state of affairss. * Dedicated stage: This stage of preparation stopping points about a twelvemonth and includes preparation in advanced diving techniques with close-circuit systems. submerged destruction. sea-to-land incursions via plunging. ships. pigboats. and jumping into the sea. During their preparation. plebes train extensively in Krav Maga. a hand-to-hand combat system which is Israel’s national soldierly art. Weapons USED * AK-47* M4 carbine* M203 grenade launcher* Negev machine gun* Tavor assault rifle* Glock handguns* Limpet mines* Zodiac RHIB boats* Morena RHIB boats* Snunit fast onslaught trade OPERATIONS PERFORMEDThe major operations performed by SHAYETET 13 are:* 1982 Lebanon War* Operation Moses* Second Intifada* 2006 Lebanon War* Syria 2008* Operation Cast Lead* Francop Affair* Victoria Affair

Queen Elizabeth Grammar School Essays

Queen Elizabeth Grammar School Essays Queen Elizabeth Grammar School Essay Queen Elizabeth Grammar School Essay The Towers of Hanoi is an ancient mathematical game. The aim of this coursework is to try to identify patterns and rules associated with the game and explain them in mathematical terms. The definitions and rules are: Rules: * There are only three positions a disc can be placed. Poles A, B or C. * A disc can only go on top of a larger one. (I.e. Disc A can only go on top of Discs B and C, but Disc B cannot go on top of disc A) * The object of the game is to get all the discs to move from pole A to pole B of C in the least number of moves. * Only one disc may be moved at a time. Finding Formula A Number Of Discs Least Number Of Moves Previous term (Doubled) 1 1 2 3 2 3 7 6 4 15 14 5 31 30 6 63 62 7 127 126 8 255 254 From looking at the table it is quite clear that there is a pattern linking the number of discs and the least number of moves. It is clear that there is an element of doubling involved, as the least number of moves nearly doubles each time. When I add the extra column see above, it is clear that there is a doubling element involved. When I look again, I can see that the pattern is the previous term doubled plus 1. This can be expressed mathematically as: Un = 2(Un-1) +1 This can be shown in: 1. For 1 disc, it takes 1 move to move disc A from pole 1 to pole 3; 2. For 2 discs, it takes 3 moves: 2(Un-1) +1 = 2(1) + 1 = 3 3. For 3 discs, it takes 7 moves: 2(Un-1) +1= 2(3) + 1 = 7 4. For 4 discs, it takes 15 moves: 2(Un-1) +1= 2(7) + 1 = 15 5. For 5 discs, it takes 31 moves: 2(Un-1) +1= 2(15) + 1 = 31 To understand how this works, coding is needed to see how a disc moves individually. Coding should show me the patterns involved and then I should be able to justify my formula based on this. Coding is on the next page. Coding Number of Discs: 2 3 4 5 Disc Moving: A A A A B B B B A A A A C C C A A A B B B A A A D D A A B B A A C C A A B B A A E A B A C A B A D A B A C A B A From my coding it is now clearer why that formula is that particular formula. It can be seen that there is symmetry involved in each pattern. The symmetry is always about the name of the bottom disc. I.e. with 3 discs the symmetry is about disc C and this is the bottom disc From the coding, I can also see that the pattern of moves for 2 discs is present in the beginning of 3 discs, 4 discs etc. The pattern for 3 discs is also in the pattern for 4 discs and so on. This is can therefore be explained as: In n number of discs where n is greater than 2, the first three moves will always be ABA. This is because the n-1 discs pattern is included in the n pattern. We have (Un-1), because we take into account the previous terms pattern when making the next tower. We have the 2 term because this pattern is repeated twice, firstly to deconstruct the tower and then to rebuild the tower on top of the bottom disc. We have the +1 term because this is where the bottom disc moves from Pole A to Poles B or C. This can be demonstrated when we move three tiles. ABA This is the move pattern for 2 tiles (Un-1). This allows C to be able to move. C This is when the bottom tile moves and we therefore get the +1 from. ABA This is where the doubling element comes in as well as the n-1 discs moves pattern. This is where the tower is rebuilt on top of disc C. So overall, we get the formula: 2(Un-1) +1 There are limitations to this however. Un-1 has to be an integer because we cannot have 3.5 moves. Un-1 has to also be equal to or greater than 0 and has to be an integer because the formula wouldnt work as the result would be negative and we cannot have a negative number of moves. Formula B Finding the formula that shows how many times a certain disc moves From formula A I now have a basis on which to work. Given a certain number of discs I need to be able to say how many times a desired disc moves. Firstly, I need to analyze my results from the coding. Disc: Disc A Disc B Disc C Disc D Disc E Disc F Total Number of times each disc moves: 3 Discs 4 2 1 7 4 Discs 8 4 2 1 15 5 Discs 16 8 4 2 1 31 6 Discs 32 16 8 4 2 1 63 We can also once again see a pattern here. There is a doubling, well halving element involved depending on which way you look at it. The table above shows how many times a certain disc moves. Whenever a new disc is added to the sequence, such as in Disc 4, the number of moves for Disc A doubles. I.e. As you go down the table the number of moves for each disc doubles. When I look at the results, I notice that they are all from the 2n pattern. Therefore I can come up with the relationship for the number of times each disc moving being: Number of times a certain disc moves = 2n-d with d being the disc number. So in Disc A, the number for d would be 1, as this is the first disc. Disc B would be 2 etc. In the series for 6 discs, the terms would be Disc A: 2n-d = 26-1 = 32 Disc B: 2n-d = 26-2 = 16 Disc C: 2n-d = 26-3 = 8 Disc D: 2n-d = 26-4 = 4 Disc E: 2n-d = 26-5 = 2 Disc F: 2n-d = 26-6 = 1 This therefore works. Now I have to prove that this works. We can see that Disc B always moves half as many times as Disc A. If we do 2n we get how many times Disc A Moves always. If we do 2n-2 we get how many times disc B moves always. This is because as we take more away from 2n we get smaller and smaller until it ultimately converges to 0. Taking 1 away from this halves the number of moves; whereas taking 2 away quarters the number of moves. Disc B always moves less times than Disc A because of the recurring pattern. A has to move more times, because it has to keep going on top of the larger tiles as the rules state. A has more options to move than B because it is smaller. There are limitations to this however, because we cannot have d being greater than n because the formula would not work. It wouldnt work because we cannot have half of a move or a quarter of a move. We cannot also have n being less than 1 because of the same principal. The number of moves and the disc number have to also be an integer because we cannot have Disc A moving 3.5 times. The Link The series above is a geometric series. I know this because the difference is different each time. The general way to write a geometric series is: General: a + ar + ar2 + ar3 + arn-1 The terms: a is the starting number in the sequence. I will use a 6 tiled sequence so my starting number from the table will be 32 as this is the number of times disc A moves. Ratio r This is the amount that a is multiplied to get the next term. So 32 is multiplied by 0.5 to get 16. Our sequence is: S= 32 + 16 + 8 4 +2 +1 To get the sum of a geometric sequence, we need to multiply by the common ratio (0.5) S = a + ar + ar2 + ar3 + + arn-1 rS = a + ar + ar2 + ar3 + +arn-1+ arn S-rS = a arn This can be expressed as S(1-r) = a(1-rn) Divide this by 1-r gives: a(1-rn) S= 1-r Before I can use this information however, I need to determine a formula to get a. I can use the formula I discovered above but just modify it slightly. To get a the formula is: 2n-1 as this is the formula for Disc A always. So the formula above instead of being 2n-d could have also been 2n-1 for the same principals. With n being the disc number you are trying to find. Disc 50 would be 249 and disc 3 would always be 22 and so on. Therefore I can now substitute in my values in a pile of 6 discs to get the formula that links formula A and B. To determine the ratio we have to just see how much the sequence is decreasing each time. 32 + 16+ 8 + 4 + 2 + 1 To get the next term suing the general geometric sequence rule, it says that we have to multiply 32 by a constant. a ar. So: a ar is the same as ar divided by a. 16 = 0.5. This is the ratio. 32 Therefore for the sum of my geometric series, the formula should be: a(1-rn) S= 1-r S = 25(1-0.56) 0.5 S= 31.5 = 63 0.5 Therefore the sum of a 6 termed series is 63. This can be proved by getting the formula for the previous term. S = 24(1-0.55) = 31 0.5 According to my earlier formula (Un = 2(Un-1) +1) when I substitute in I should get the answer 63. 2 x 31 + 1 = 63. This works because of the algebra of the general geometric sequences: S = a + ar +ar2 This is the rule for each term in the sequence: arn-1 or 2n-d I then multiplied by the common ratio (r) rS = ar + ar2 + ar3 This is the rule: arn Then I subtracted the sequence multiplied by the common ratio from the first sequence. This gave: S-rS = a arn = a(1-rn) Therefore S=a(1-rn) (1-r)) Limitations are: S has to be greater than 0 and has to be an integer a has to be positive and an integer r has to be an integer and greater than 0 Extension Work: Finding which pole the pile will be built upon. I have noticed from my work that when I had 3 discs on my pile, disc C landed on where I put disc A to start off with which was on Pole C. When I had 4 discs however, I noticed that the pile finished on where I did not place tile A which was Pole B. This can therefore be expressed as: If the number of discs in the pile to start with is even then the bottom disc will land where you place Disc A to start off with. If the number of discs in the pile is odd however, then the bottom disc in the pile will finish up on the pole where you did not place Disk A. Therefore where you put Disc A can be considered crucial to where you want your pile to land Overview: If I have 25 discs in my pile, I can expect there to be: 33554431 moves involved in the series. Disc A will move 16777216 times; whereas disc y will move only once. The Pile will end up on the pole where you place disc A, so if I leave it on pole B to start with, the pile will end up on Pole B. According to the monks in Hanoi, the world will end in over 500 Million Years. The problems with my investigation: I have realized that there are only 26 letters in the alphabet. With my system of labeling, it is impractical for me to label each disc A, B C etc because I will run out of letters. I will either have to name the poles ABC or call each disc past 26, A1 etc.

Business law case Study Example | Topics and Well Written Essays - 500 words

Business law - Case Study Example Imperial could find itself with a sudden, severe decrease in its cash flow. It might also have to layoff employees and have equipment sit idle. Simply put, litigation, regardless of the outcome could do irreparable damage to both parties. In this case negotiation would be the appropriate form of alternative dispute resolution to pursue. The two parties need to sit down face-to-face. They need to lay out there understanding of the ambiguous clause in the contract, seek common ground, and perhaps by consent share any costs or losses involved in their differing interpretations of the clause. If negotiation proves fruitless they should move to mediation. Then an objective and disinterested third party could assist them in understanding one anothers position and finding a middle ground. (Marsh, 2008) Due to the complexity of the case collaborative law would be the best approach. The case, too complex for a jury, might also be too complex for a mediator or arbitrator, regardless of their qualifications and experience. Therefore, the parties would be wise to sit down together, with their lawyers accompanying them, and work towards an agreement in camera with trained lawyers, able to understand the complexity of the case. If they were to negotiate in good faith, in this private environment with expert legal advice they stand the best chance of resolving the dispute in a fair manner that also takes account of the legal complexities of the situation. Collaborative law would also ensure that the case never ended up in court. Collaborative law is â€Å"cost effective and discrete†, and with trade secrets involved that is precisely what each party needs. (Newitt, â€Å"Shot before dawn†) It is an unusual proposal for a business dispute, but most appropriate in this instance. In this case it is plain that Empire Corporation wishes to avoid a court case There is the danger of disadvantageous precedent being set if the case does go to trial. Also, the company may find

BORDER SECURITY USING WIRELESS SENSOR NETWORK Research Paper

BORDER SECURITY USING WIRELESS SENSOR NETWORK - Research Paper Example Borders are critical features of any state since they define territory. Individualterritories on the other hand have specific rules and acceptable ways of conduct which must be protected. As such, it is important that borders should be protected so as to keep away intruders such as illegal immigrants, smugglers, and terrorists. WSNs are being embraced in surveillance because they are cheaper and more effective as compared to traditional surveillance methods such as radar or satellite (Wang &Guo 358). Wireless border control sensor network architecture is made up of three main components: sensor nodes, gateways, and task managers. Sensor nodes are the components at the end of the architecture which capture the data at the border (through sensing). They are also referred to as the sink, source, or actuators. As such, movement for example at unauthorized areas can be sensed from the sensor nodes. Several sensors are situated differently and are usually interconnected. The sensor nodes may do some calculations before transmitting the data at the border though a gateway (Kalita, &Kar 2). Gateways on the other hand are proxies for the wireless border control systems. They allow the system administrators to interface Motes to some relay points such as personal digital assistants and personal computers for monitoring. In short, all the interconnected sensor nodes relay their information to the administrator through the same proxy (gateway) (Maharrey, Lim, &Gao 7). Gateways may be active (allow nodes to actively relay data to the system (gateway server), passive (allows gateway to send requests to sensor nodes), or hybrid (performs tasks of both active and passive gateways) (Villegas, Tang, &Qian 4). The task managers are the receiving ends of the wireless border control sensor network architecture. After the sensor notes acquire information from the

The Evolution Of International Environmental Law (IEL) Essay Example for Free

The Evolution Of International Environmental Law (IEL) Essay Trace the evolution of International Environmental Law (IEL). What does the rise of IEL signify in terms of community interests versus the egoistic interests of nation states? The term ‘International Environmental Law’ can be used as a term to encompass the entire corpus of international law, public and private relevant to environmental issues or problems.[1] The modern rules of international environmental law can be traced back to a ‘spat’ between the United States and Britain. The first ever reported environmental dispute dates back to 1742. [2] In the early 1970s environmental issues started to appear on the agenda of various United Nations and non United Nations agencies and this was, in part, due to the amount of publicity that was being devoted to the problems of environmental degradation. In 1972, due to pressure from NGOs especially in the United States, the United Nations Conference on the Human Environment was convened. Preparations for this conference necessitated a thorough examination of activities that had any impact on the environment.[3] Under United Nations General Assembly Resolutions in 1968 and 1969 which gave rise to the Conference, the assembly agreed that there was an urgent need for intensified action at national and international levels to limit and if possible, eliminate the impairment of the human environment and that this was necessary for sound economic and social development.[4] The 1987 World Commission on Environment and Development (WCED) Report and the resultant 1992 Rio Declaration on Environment and Development expressed the already existing concern for sustainable development. Meanwhile, the dynamics of negotiations within these conferences changed with time. With decolonisation and the attainment of independence of more developing countries, more of these countries were joining the United Nations and other international Organisations. During negotiations, developing countries were insisting on radical changes to international economics relations that would bring about a situation that would be more conducive to the realization of their developmental goals.[5] Financial Institutions such as the World Bank now structured and conditioned loans in such a way that development should always be ecologically sound.[6] By the 1990s, environmentalists were opposing strongly, the trade regime under the General Agreement on Trade and Tariffs (GATT). This was inflamed by two decisions of the Dispute Resolution Mechanism. In the Tuna Dolphin case, GATT ruled against the U.S ban on tuna that was caught using mechanisms that killed dolphins as well. In the Shrimp Turtle case, the GATT ruled against an American law that was put in place to protect turtles that were sometimes killed in the process of catching shrimps.[7] Now, the WTO rules are to be applied in such a way as to ensure the promotion of sustainable development so do the rules of many other international organisations. Under the various international environmental laws, companies are bound to respect environmental laws, they are bound for instance to conduct impact assessments on any project they wish to undertake.[8] States are also bound to respect the environmental integrity not only of their state but also that of all other states. In the world of today, it is doubtful that the GATT Dispute Resolution Mechanism would give similar rulings as those that they gave in the Tuna Dolphin and Shrimp Turtle cases. The rise of International Environmental Law has meant that states can no longer pursue their own personal interests without having consideration for the environmental integrity of other states. [1] Birnie and Boyle (2002) International Law and the Environment (2nd Edition) Pg. 2-3 [2] Sands (2005) Lawless World: America and the Making and Breaking of Global Rules Pg 71 [3] Ibid Pg. 38 [4] United Nations General Assembly Resolutions XXIII of 1968 and XXIV of 1969 [5] Dadzie, in Roberts and Kingsbury (1993) United Nations, Divided World: The Un’s Role In International Relations (2ND Edition) Oxford: Oxford University Press Pg. 300 [6] Birnie and Boyle (2002) International Law and the Environment (2nd Edition) Oxford: Oxford University Press Pg. 60 [7] Giplin (2001) Global Political Economy: Understanding The International Economic Order. Princeton: Princeton University Press. Pg. 226 [8] Article 4 Convention on Environmental Impact Assessment in Transboundary Context