TopshamMaine(ME) Toker, Janmarie personal infomation and areas of practice

Maine TopshamMcTeague, Higbee, Case, Cohen, Whitney & Toker, P.A. attorney Toker, Janmarie is a Very good lawyer practice area in Longshore & Harbor Workers' Compensation Act,Longshore & Harbor Workers' Compensation Act,McTeague, Higbee, Case, Cohen, Whitney & Toker, P.A.

if you have any problem in Act,please email to McTeague, Higbee, Case, Cohen, Whitney & Toker, P.A. or call 800-210-8740 or Go to our company directly(addr:PO Box 5000 4 Union ParkTopsham,ME) ,we will provide free legal advice for you.

• A Portland, Maine native who went from?Catherine McAuley High School to?Bates College to the University of Maine School of Law, Janmarie is a fighter who knows when and how to speak up on behalf of her clients.? The granddaughter of a Portland longshoreman, she proudly devotes her?passion and?experience to federal longshore cases.? She has been?helping BIW workers through the longshore system for over twenty years.??Janmarie?has been - and continues to be -??a strong legal voice for members of Local 6.? In addition to the state and federal courts in Maine, she is admitted to practice in Massachusetts, the District of Columbia and the?First Circuit U.S. Court of Appeals.? Janmarie joined the firm in 1986 and became a partner in 1990?and?has spoken on workers' compensation law, including most recently presenting the employee's perspective in the Advanced Workers' Compensation Law seminar. ?Janmarie has also authored "Maine's Workers' Compensation Law as It Affects Maine's Working Women".? Prior to?joining McTeague Higbee, Janmarie served as an Assistant District Attorney in York County.?

  CLIENT TESTIMONIALS:??

  "In?my small vocabulary, I have been trying to find the right words to thank you. Over these four years, I witnessed your great love and compassion as a woman and a mother and a great lawyer in this time."?

• Maine, 1979 U.S. District Court District of Maine, 1980

• Maine State Bar, 1979 - Present (Member) Maine Bar Foundation, 2004 - Present (Fellow) Workers Injury Law and Advocacy Group, 2005 - Present (Member)

• University of Maine School of Law, Portland, Maine, 1979J.D. Bates College, Lewiston, Maine, 1976B.S.

• Founded in 1976, McTEAGUE, HIGBEE, CASE, COHEN, WHITNEY & TOKER, P.A. is among the most progressive law firms in the State of Maine. Its?thirteen lawyers concentrate their practice in personal injury, workers' compensation, labor law, workplace discrimination and other areas of law which affect the daily lives of Maine citizens. The Firm's expertise extends to protecting the needs of its clients in personal and family matters. It has an active and experienced family law and divorce practice as well and the expertise to draft wills and trusts, settlements and ultimately to conduct the probate matters of its clients. The Firm works with its clients throughout the major transitions in their lives, protecting their interests and securing solutions to their long-term legal needs. Historically, McTEAGUE, HIGBEE, CASE, COHEN, WHITNEY & TOKER, P.A. has served and continues to serve as counsel for most major, private sector labor unions throughout the State. The Firm has the largest employee workers' compensation, longshore and plaintiff's asbestos practices in Maine and also represents people injured from defective products, automobile accidents, construction site injuries, maritime injuries and other areas of negligence.

  The Firm has actively and aggressively advocated for the rights of the injured worker both in the courthouse and in the Maine administrative law system including the Workers' Compensation Board and the Maine Human Rights Commission. The Firm members also closely monitor legislative proposals to safeguard the rights and protections of Maine workers, for better workplace safety, increased benefits and an enhanced employee outlook for the future.

  With many trial lawyers, McTEAGUE, HIGBEE, CASE, COHEN, WHITNEY & TOKER, P.A. has been successful in litigating complex negligence and discrimination claims resulting in large verdicts for their clients. The?Firm has extensive experience in all state and federal courts and its lawyers are members of the federal District Court, the U.S. Supreme Court and the U.S. Court of Appeals where they have successfully argued many cases resulting in favorable law changes in the areas of negligence and workers' compensation.?

  The attorneys of McTEAGUE, HIGBEE, CASE, COHEN, WHITNEY & TOKER, P.A. have a long history of serving their clients, the legal community, the State of Maine and their?own communities?and non-profit organizations with integrity and diligence. Since its founding, the Firm has grown from three to?thirteen lawyers, reflecting not only the number of clients it serves, but also the legal expertise it offers statewide to all of Maine's citizens. The Firm incorporates the latest technologies available, whether for in-office file management or state-of-the-art courtroom presentations. The initial client consultation is conducted at no charge to assure the client?is fully satisfied with the representation to be undertaken on his or her behalf. The Firm's practice is statewide and the Firm has several offices throughout the State.

McTeague, Higbee, Case, Cohen, Whitney & Toker, P.A. & Joy Attorneys

Topsham lawyer Bilodeau, Karen M. Topsham Maine lawyer Case, James W. Topsham Maine lawyer Garvan, Carol J. Topsham Maine lawyer Gatti, Katherine M. Topsham Maine lawyer Johnson, Suzanne L. Topsham Maine lawyer Noonan, Kevin M. Topsham Maine lawyer Toker, Janmarie Topsham Maine lawyer Young, Jeffrey Neil Topsham Maine lawyer Whitney, Wayne W.

Longshore & Harbor Workers' Compensation Act,Longshore & Harbor Workers' Compensation Act legal template form download

lawyer Toker, Janmarie Reviews

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I was raised by a single mother. My mom and I lived in my Grandmother's home. My grandma has MS syndrome in her legs, so she can walk just not very fast. She uses a walker and can not go up stairs. My mom has always been my grandmothers caretaker because the illness started up when I born.

This is my response to your earlier question but you removed that question already.. However, I noticed that you have this other question so I'm sending these answers. to some of your earlier questions.. Answers to some of the former questions:. (1) The wave function ? of a particle gives the probability P of finding that. particle within a given volume of space dV, namely P = [ (?cj)* ? ]*dV , where. ?cj is the complex conjugate of ?. ? is not a function of real variables but a. function of complex variables. That means the variables of ? take the values. of complex numbers, not those of real numbers. Given a complex number. z = x +i*y , where x and y are both real numbers and i = sqrt(-1), then the . complex conjugate of z is zcj = x ? i*y, also a complex number. But . (zcj)*z = | z |^2 = (x^2) + (y^2) is always a real number.. ? is not a conservation of energy equation. . In addition, ? also gives the average value (or the expectation value) of any. physical quantity Q characterizing the particle, namely . Qave = volume integral [(?cj)*Q*?*dV] .. (2) Bound states refer to states of particles that are confined to move. within a small, finite volume of space only. Moving back and forth within. that volume, the wave associated with the particle form standing waves. (waves with nodes and antinodes) in order not to cancel out (not to form. destructive wave interference). Nodes refer to maximum or minimum wave. amplitudes. Antinodes refer to points with zero vertical displacement, points. that do not move at all. There can be any integral number of nodes, from 1 to. infinity. The wave amplitude varies sinusoidally with position.. With non-vanishing wave amplitude in the classically allowed regions, the . curvature of the wave functions there is large. With vanishing wave . amplitude in the classically forbidden regions, the curvature of the wave . functions there is small.. (3) The de Broglie wavelength ? of a particle is given by ? = h/p = h/(m*v). Since Planck?s constant h is small, a particle with large due to its large size. will make ? still smaller. The de Broglie wavelength of a particle can therefore. be smaller than its linear dimension.. A particle with large size has a large mass so that even if its veocity(speed) is. small, it can have a large momentum p that will make ? = h/p still smaller than. with h only.. In general, a particle with large size has a small ?. On the other . hand, a particle with a very small size (small mass) can move very slowly so . that even if its momentum becomes smaller still, the smallness of Planck?s . constant in ? = h/p will still give a small ? So, small particle size gives small. ? too. I think there?s no definite physical relationship between the size of. the particle and its de Broglie wavelength.. (4) Since the wave behavior of matter did not become evident in the study. of the behavior of ordinary objects (objects with rather large linear dimensions. but with small de Broglie wavelength), we can say that the wave behavior of. matter will not reveal itself if the de Broglie wavelength of any particular object. is much smaller than the size of that body. . Since the wave behavior of matter revealed itself only in the study of how matter . behaves in the atomic and subatomic domain, wherein the dimensions of the . particles are very small, somewhat comparable to their de Broglie wavelengths, . that must be the neccessary condition for their appearance.. (5) As already implied in (4), the wave nature of matter is not exhibited in man?s. daily experiences because of the very small de Broglie wavelength of matter with. large size.. (6) In the case of an electron with a de Broglie wavelength of 1 nm that is confined. to a region of space 200 nm in diameter, the electron cannot be treated as a classical. particle behaving purely as a particle because the wave nature of the electron will. already play a significant role in its behavior due to the small difference between . the de Broglie wavelength of the electron and its size of about 10 nm. The. appearance of the wave behavior of matter has nothing to do with the size of the. region of space within a particle is moving. The important thing is that the size of. the particle must be about the same as that of its de Broglie wavelength.. (8) Knowing the x-component of the position x of a moving particle and the . corresponding x-component of its linear momentum px, then according to the. Heisenberg uncertainty principle, their uncertainties ?x and ?px are related by. the product (?x)* (?px) ? h/(4*?). Solving for ?x, we get (?x) ? h/(4*?*?px). That means the larger the ?px, the smaller the ?x

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