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Hair Goals
Hair Problems
 Thin Hair Problems
Individual hair strands
losing their density and
diameter, causing your
hair to appear thin
and weak.
Excessive Hair Fall
Excessive amount of hair
strands found on your
pillow, comb and bathroom
floor, which could be the
first indication of hair loss.

 Thin Hair Problems
Hair falls out and stops
growing completely
in patches or over an
entire area of scalp.
Excessive Hair Fall
Poor production of
melanin pigment
in your hair bulb,
causing it to turn grey.

 Thin Hair Problems
Scalp irritation that
results in skin flaking
and dandruff.
Excessive Hair Fall
Hair strands fall out
easily, even at the
slightest touch or pull.

Hair Problems
Hair Problems
Your hair growth rate starts
to slow down as your age
increases. Hence, you end up
dropping hair at a much faster
rate compared to growing it.
Hair Problems
Your hair needs nutrients
to grow and stay healthy.
A poor diet filled with fatty
and processed food can lead
to the shedding of your hair.
Hair Problems
Heavy workloads from work, school
or home can disrupt your hair’s
natural growth cycle, eventually
causing grey hair and hair fall.
Hair Problems
Certain medicines or treatments
can destroy the healthy cells
in your hair follicles, resulting
in hair loss.
Hair Problems
A change in hormonal balance
due to thyroid dysfunction,
birth control pills or pregnancy
can result in hair thinning.
Hair Problems
Excessive physical stress (e.g.
over-drying, styling and dyeing)
or using the wrong shampoo
on your hair can cause hair loss
over a period of time.
Hair Problems
Hair Problems
 Thin Hair Problems
Have a consistent
sleeping and waking time
to regulate your hair’s
natural growth cycle.

Hair Problems
 Thin Hair Problems
De-stress from your
heavy workload with
a hobby or sport.

Hair Problems
 Thin Hair Problems
Allow your hair to dry
naturally and limit your
usage of high temperature
hair-styling tools or dryers.
If you have no other options,
use a heat-protecting spray
that will reduce the damage
inflicted on your hair.

Hair Problems
 Thin Hair Problems
Avoid going for chemical
hair treatments (e.g.
straightening, bleaching
and dyeing) on a regular
basis as this will damage
your hair shaft.

Hair Problems
 Thin Hair Problems
Use the right shampoo
(e.g. anti-dandruff) and
conditioner (e.g. moisturising)
for your hair type

Hair Problems
 Thin Hair Problems
Massage your scalp to
improve blood circulation
around the area and
stimulate hair growth.
Perform it while you
are in the shower, after
applying your shampoo
and conditioner.

Hair Problems
 Thin Hair Problems
Foods high in iron, zinc
and vitamin B12 (e.g.
almonds, spinach and
salmon) help to promote
hair follicle growth and
revitalise your thinning
hair strands.

Hair Problems
 Thin Hair Problems
Specialty herbs such as
Fleeceflower root and
Rehmannia protect
existing hair strands and
promote healthy hair
growth. However, the
effectiveness of such
herbs can only be
maximised when
extracted and combined
together at precise
concentration levels.
Hair Problems
A proprietary hair growth supplement combining
9 different herbs at precise concentration levels to
treat your hair problems.
Hair Problems
Hair Problems
Hair Problems
Reduce
premature
grey hair
Treat dry hair,
dandruff and
hair loss
Promote
healthy blood
circulation

Hair Problems
Hair Problems
Strengthen
hair strands
Boost blood
circulation
Reduce
premature
grey hair

Hair Problems
Hair Problems
Nourish liver
and kidney
Promote
hormonal balance
Remove toxins
in the body

Hair Problems
Hair Problems
Boost blood
circulation
Ease muscle
tension around
scalp
Alleviate head
seizures and
migraines

Hair Problems
Hair Problems
Regulate
hormone
production
Stimulate
blood
circulation
Relieve
pain and
itchiness

Hair Problems
Hair Problems
Nourish growth
of new hair
follicles
Strengthen hair
strands to reduce
hair thinning
Treat dry hair,
flaky scalp
and dandruff

Hair Problems
Hair Problems
Boost blood
circulation
Regulate hormone
production
Manage high
blood pressure

Hair Problems
Hair Problems
Nourish kidney
and bladder
Promote better
absorption of
nutrients
Relieve
scalp
inflammation

Hair Problems
Hair Problems
Promote healthy
kidney and liver
function
Improve hair
density
Nourish liver
for healthy
hair growth


Brush Up Your Hair With
LAC Activated HGF Hair Formula Today!



Hair Problems
Hair is the fastest
growing tissue in the
body, second only to
bone marrow
Each strand of hair
can contain up to
14 different elements,
including traces of gold.

Our scalp produces
35 metres of hair fibre
every day.
The world’s longest hair
is 6.8 metres long, and
weighs 10kg

We lose between 50 to 100
hairs on a daily basis.
90% of scalp hairs are
growing, and 10% are resting

Hair absorbs oil from
water, working as a
natural sponge.
Healthy hair, when wet,
can stretch up to 30%
its’ original length

The average scalp has
100,000 hairs on it
Black is the most
common hair colour.
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EDLUOXBxoSO4dd+9tzfjrQilA4BCAAAQhET6DoCsAeIlLr4G8tMKpL/0V7jwb/8Y277nai9kMANOFJdD5AX/dVrKvf2e0btjxzt+I99qlVmXX6JEBgqAhs+7Ert1KFDlIs8zRXGV/s2FileJeiHR933XHynqN5XVaVJ+ik2tDNdXmDTsbPUN4v5M3vlW9q1e0SAWlcGl/5sleMNebMuUjsnq+D63ovhqNmR31tuer8BsW/VZyvOMhgAsDEwG2Klyj+3KKEwbX6JECgVgIa+LdXga9XfL6iiYBBBj2StUkQrNDnL1pR5y47VggVElA/eK/M2yXjOwoWYzekfU9tdGVRAWCd7t8KFtZ39sl7b9EyQH6h0neBAzLQWLBgbOXJL2mVfrm+HKBGsksuSQUN/ovk8C8V9xxyx/+k+pkY+Kri5yUI1g95faneiBPQSd9WbS9UPGTIXblB9TNBcL7iN3Uemxzy+o5U9dQPbKA4u89Kv77o0lH97wCYUr9JYPC3hty4fNf29txbPz7enpDQd/N72Ad/aw67PHG84nmKN0m4vFVxmb4TIFAVgXfI8LAP/ua7ncyerXiB4vUasF6naCsXBB8CHhPx5xRdAbBZ2X4+9c9npTGxfsweAUwhrH7CE8c2PmSGxnq21PPnU/DffNQA+iB9/H6E/Z1Q3b+i+M9aERhlP0a4CeKsugbQ2fLMltznjqiHdh33y4qn6px244j6MPBqqx/YxON2h4r8aQRWAOx8mkDQ+wAmdtkl5Oi71eCDvs4XqldVaaMw8+/luy3RnqD4G4mZ5/XKyDYIFCTwYOUf1cHfXLW3oD1L8bc6p51sCYRSBB5Waq+ZO12ZWwDoZLaD9t96po1qU1K5+W9ihx3GGvPmh2DuqMTTQxsiTRt1AdBqlsX68kkdN19RNMVOgEC/BGI5NmxCc45EwHcVuWRWvFfULwBUxxlr08XrXWKPTa/WLbHfiO0ysXy3XjU+RQeK3ROQQvDq3MPC6mmqyK8lArYZlgpRj5ElENuxcbRawlYDdh7ZFhlMxb3G4qtyrwDIT69CCyFrJCIAOm4A7GRky8of7EyM9Hcss5z25rFVnLe0J/AdAiUIxHhsLBGHM0uwSHkXLyGY/xKAaNcvAOzuf3sKIPIwtXDh2OS222Z5+Tgp5eBNAlk7jtj2GE9y1gQv0SrAX41YW1Dd4SIQ67FxvM5tTx4u1ENdmzQEQCqz/4ldey7/t/fEx7f/iO27Bsil8mm72Pxq+mOrbR+K1DfcqoeA14m/ntoWK+WDEgGjfINjMW9L5hajedp1ecnd23dbrR83DfclgFSW/3ezm3tzhaNy5RrdTDGf4KxVDpTIiXUWN7q9bgRqrhO/XUaq/SbsGtHY6uaRNZY3qkXZ6/jtcdB+w9V6FLORSwDopGXKbHm/JRbdP4UnAKaWLGlkXP9vx3akTgTj7QmRfU9hcLSbAgkQKEqAY6MosTjze02SrjQ8uQSA8u2u6KE6rMz8IYEVgHUHHFRkQLcbBR6VH+DI5eQkN3JNRoVrIpDCsWH3AuQdk2rCPnTFeN2LV0gAeBVajGbkAmBqq60bG2a++S+L0eOyMozwdi91O8wIHq0VNXvbIQECRQikcGzY/T8HF4GSYF6vfnCVscurtgYiAGK/CXDdAQeOj+kNgAVDzO/TTmGWY839lwXbnOwQSOXYiHmF06MXewmAQisAXoXmBxD5PwFqLFzY2PCwUse0/ae86IJmxfPl1PKKHNsgu/af+vRc6VCEmEXcUACOsBKlThYZHOwZazsuhulZa46N3o3mMRm39+tfY8XYC2byBI9C85SzOU/0s//9Dxgfm5V3AWYzFvsSpQCQX9bHSgExKF3COUr/sP4pz2W2XSLD7NtrSO01vRbtrurW9/31/a8V61ie5yQn0IR8BHRd3PqovYrdK1wiQ69TvEh3gpsAGFMZC/XRfjy0jgu7/8uOi7reYcGxIdihoDbaSeke/xfmOrW7/WOm4RUAYxFf/28sWNBYv9fDC6/9NzuFRwdomhqqD+9Vplvl3Ss0+Nvsf1PQ9yl9WdmM9yf++e/nJRBepZ8HKn5E8RF/3uT+jZOcO9KoDXofG6/WAHBROzH9tufCLdpx0xnersFnVyW+SfG5nRudf3NsdAfq1Q82Xf+3YjJnXDop2j8y2aZ7narZEvMjgGsPfsz42OzSD1XEugLgvcR5Sfvgn6eXKn9D8RfKe4jiBXn2KZkn1pcdlcTBbhkEPI8Nm/nZCkChIIFwg6L9d8t/UTQhXVXg2OhO1lZJPcKVLSOZAkAZvQptlZnvM9IVgI27Pnhiw94Pz8cgnAsBEObSmfq/nQl5f0sErFLepyv+PO8+BfPdWzA/2dMm4CkA7AUwm5Z/yyDVvu/Ufs9ULG0jo1xboSOECXitAAy/AIjxHoDGwkVTa455Qt77LsJdIN5Ur87dIvTb1pcynxIBNsup6tW9vy9TJ/ZJloCnAOjruLAWkAj4kj7eX1FrrKjIbgxmvc6RQy4AYvwnQLrhb9XxT5vVmNv3665D1+hGunM3b857iLMTpVcA2urxZX2vYkaCAGiDzNdMAl4nfivI47gwO/9hfyoIN1ZgMxaTXv0g/z0AIlf7JYAYZ/9rDnvcZI7/+Jeno0YnAOS03WA0P4/zOfPYjX+/y5m3azatApiddV0zlN+AACjPLqk9dfOdzRh2c3S67xWAZl1ucaxTu6kV7T/4fj+B5lMayxx43KwVnPtadma1vvT4rF0AxPYEwMbddt+4YZ9HlL7rr6NtqjrwOoqp9afnEqdV/CoN3vasq0fY0sNIhw1mOR1A+NmVgK2MeZ07rBCvFYA1XWvc34YV/e0e7d7WD8YdvNu8/G+2el6P1tKsbfdUn7nqH9MTAHrd76Su+2+Ry/F8mWIUAF5LWy2CXrMcs7egZdTpc63s3ORka5MZHacP1JcjFXdW3FHRnhlvRXv50d1t8XZ9/y/FiySSrtMnYbgJeB4bq+TqCid3qxIAVzvVz95tYMfu4Yo2wWgdD63jw4T9PYrtx4aJI3s88lLNkr0mEDLnErz6weblf6tVTwGg7Tb4ew5eVmZ2iOQJgKklSzfc98xnzm1s4YowRgHgvQLgIgA0sFrDZR0j2f15eo5L+12dUL1sJrCf4nHNuK8+C88OZMcuJ/1U8SOq03/qs2tQXjuZHqQ4t2um8IabZdulPcLmB5sqLvaYtL3aucws/ZocIszz2LhcA5vX2zBNyHoHe9Twzn6MatDfRfu3jovH6bv1227BBHMorJGdi7Xhi4ofV53sUmAwKJ8dd3+luG0wQ/dEe/vib2T7j92zTNviJQDyrwCo+PqX/83nCATA5E7L1t731Kcv6ON5/2mt3/YDAdAGo8tXr2XOKt5/YbPvUkGDzULt+FJFe2GRzWj6DWbjBIuybTOfN2tA+n6nUW17vtLOUrTyi4aG9j9fO71ctoMn96ZfxytPtxNytzJtMFuh+AvZ/n23TFWkq84Plt3PKZoQKyy+WnWSndNV9ze3fgc+9wyklU3yFGKzVAkbxMoIn271/+9uG7LSNRA/SXlOU9w/K2+O7bY6cEQzvl62z9D3j2mwnnY/kNKtD/xQ0URHmTAhG/8su3meqBiIAPAqtBCcUb8JcMOee61ec9TRC0v8o58sTvZo2o1ZmUZwu3c/8zrRHVoBy18WtdkcIP9e+71a0WacVYTHyOj3VNZ39HmCBqX7rBD93k4fH1WcZ79LBBscn6W4j2w9XnZt1aEzfFsJfbGW7V+ZDdlf3Wnc+7fKMqFysWLRWV+oKm+QvXeo3t1mmcMqAA6QM56Dv7EpLAA0gD5F+52uaKtgVYSdZPRMxdeorCdrsP51WyEf0/eyg7+ZsdXF98nuPbL7CUvoEbzOkdNWAEzF9Qr1rwCM+D8BWnfgwWvWPP6YKgZ/a6fL1FHu7dVgo7ZNJ7/tVWfPmfa9Opn+3onD0U522s3kXgEQm3HFV2jnFYo2C6lq8JfpzeEJ+nZhs10s0Wa4ZQd/278V9taXf279aH2qnN31va/Bv2nrUfo0oVJHsHI8Bn+ra9dzsAYGE08PsUxOwWtlzKoz0GNDbA5RvFT1uECxqsHf/GwFuwP/xyrTVgbs/gIbvA+07w7hDb1sqCzrI3v0ypNzmwmN29rzdu18zUy1C4CRnf3Pmt1Yfcyx69ftf4AtH1UVLqzK8ADtes5wzA2Xk5wNvrLlfZK7S+Lk2jysVf5S5bOTm80+vAabPEVbHjuh/kx1sNmNXd/0Cr8LGDoqkFY26f+pznuV3TnPfrL/XOUzkeQVzukx+zf+nucTr5Ux8/0YLwBNOw192oDeM2gwHFf8V2W6UNFEX51haxX2bZX/1/q0frbAqfDQcdFu2lacPMq6qt2ofTcV0yvULgBG8fr/xIN2uXv1E47dWv/kx2Om1Ks9Luy1cUS3DaUAEMtnKy53ZvrTPPY0yNjy6hcU7cAfVLDrm+9R9LyDddryY9Oxq50dfKrsXeFsc5M5tYtdDslzvTZv8bco46k9MnseG7dr9venHmXl3qQB8HBltj7qGeyGuJW9DKpcWwH7tKK3+OhVbOe2uUo4R/HNnRv6+B06LtrNVbL8bwV0FQDq7NtouwGvNYzSI4BTi7dZu/qJTxybfMB2xqrqMKUCcg0gVVfE2b5X525Vq+9Zjvr+fBl7W8ug4+ensmyp7FOU512KngNvVrHdtj9dG1Z121giPXSi+7Hs3Kb4wBL2QruYAKii7aysDyrayoxXOEmz/3t6GPMUAH0fF1ZPDcK2Mmb90zv0PDZU7iEq0ETxjt4Fl7BnfSAKATCrh/P1z/6tMiPwBEBj7jw923/synuf/4IFGvw9lmZ6NMPmTaaQ7ZnV2ILnSc7Y9HUJQAOwneA+rOg9+75DNr+h2DWobJsN2gxzGAZ/q6ex2Mq+OAS7/HF7px2lmbD9Umd6H78fLY5245ZrkE17SuEER6NnyffvZtjzFMd9HRdt9Xyjvj+67bfHV3vm/jPdDGnwP1jbjNUwDP6tatrlAK8QEsbttr36wYxLAEMnAIb5HoDGgi3XrTvgoDtXnvzi2Rse+rDF7S1Uw/cLayhjEEV4C4DSMx2d5O14OFvxxApAfFYn/A3d7KrsV2rb27ttjyC910nufEf/TLTYYO0W1DZ2rJso9Ap2Ip5xQ2TAuOexUfq4aNVLA/Eb9f0Nrd+On9/U5GaGODT7KtOu839LcaH9jjT0OjbMZS8BMKOcrpcAVGj9KwDD+E+A5s6b2Lh8t9vX7r//wqmlS+1EMN9aZADhwgGUWWmROrHa7NLurvUKt2mQvbOMMdXlcO33XkU74VQRzutmVGW/SNs8ry13K2qQ6TNOPm2V+Zm+36zoNXO3ywCeA/a7Zc9r9mmz3eeqn67VZ1bwFAClVwA0CNuM344Nj6c1Qj4Hjw2Vu5cyf0+x7slWqI5Vpd0h8WOrg72ChwBYrwJu6CxkqATA0Mz+58yZmli2851r99tv7uQOO1rn8zr4O/nn/T2pjD/Jm3mE8nmLzFyzHA24s8VoH8UDFA9sRo+DTKaCwd7+d1loi+piy8ofVbSZa8zhim7OiY29LMiu7/5jtzwF0w+XvcWyu7LgfjOyy84RSjSB5hXepHr9d5YxDX7bKs9fZOXLud3usL88T16Va/3QjgU7Lg5qfj5cn1X1zz/K9jcVpwXVwy7B/UDROMQcuh4X5rQ4LNHH9g4ArpHQsHFkWhgqATCQ6/9bzJ2YWrTVKv2nvvsmli2b2LjzzkumFi/ZRpRqvwFyWstM//Flrv9PB9Ll1146YX+nY5vdtTtP0VZu7NPiDop1LimeqvJmBNXVVj/OUex1KW7GfiOa0GsFwFyyywBeAsDuoThO8XOKpYPaZ0vtbC978QoXy9DbcxrznP3bif9LGkw6izZOncfGdkqrc8b9ep3bbFVkc2iKkI8rwY7T2MOMRulw+KEdv8v+DJYTFADq+DZD2r1sSWX3Cz4BMD6roTfqmYLNH2Zpn1mzJxqzZ0+MzdliorHFnI0NDfSNuXMnxubPm5xcsmSOBvt5E9s/8C+UZgxMZVkc1mDLbzEGz5Oc8bElZK9lZC/eX9CM7/tdjNngUufJtks1akkOnoBaJYvRJTrv3Kjfu7TS+vy0ywB9CQDt/2+Ku/VZj9buq/XFlv5nzMJaGTo+PY8NO8cd02F/GH6aIDo3UJEXK+3IQHqMST2PCzlsqzEeIVhOUACoNDsITRnWG9qeANiw195r1u/76HmTS5eaGCmz/GT71e+DP7GfSSFf4m92KCx6nuSGwqGOStyn38FZrQa7k7TtCR35PX/a3fV2Y9Vtincr2nKyXcqyzzLHk3YrHWzw+32Ovc9XntfkyJcny7FiPE8D7vo8mTvzaN/9lXZKZ3ofv/9Rdbm2wP6xHxsmhF6qc9u0yZ1m/zb2vLMApzJZ7Xiw4+KPirYSaMfF9ordxkNtqiwEB+a20gYiALwKbfMjx1cTAHPmjK06/uljEzvtZMtvhPtfxhIrh8H0s/po2j96uaWzOA0utvRfxaqOnVS/qPh1xe+o7Lv0OS2obLu09TTFZyseNm1jdT+uVl2mnei7FPUFpXsJgEWyZbPIb3Upq2uyGNnSuM1MbRLhEb4h/221p0iI/dg4S4P/r9uBNJf+jbvXo6ft5n+uH9a/7ImDGUJMZdtk8WjFv1F8pmJdk8e6BMBV8mlG6KZ4HjojZw0JDa30rz7uyTb411DaSBRxnWp5wUjUtGAlmyfZ3QvuNkrZf6bKfrBLhW2G4730f7FsvlQDzbSTamf52v4npdl9B+eoDY7VpwmRqgebrJOcqjA2prr9j+pkJ2evfmGXAQoLAO3zWkW78c0jGO8XljAU8wrA78TjtACTZyjNRJtnuFXG/kmD/ud7GdV2Wyky4fx1iYE36fPdiiaUqwyrVO5NGQV4jMW2Gnh1qJxuNx95FBoqr2vaxLbbrFm/595jG3dZ3jVPghvepw5ijRdjsJN8NwE66v7aIPwkDWha0poeNMDtrBQ70XkFm+W/WPHgrMG/s0Dl/7bS7GkIW+q2ZdGqQi4B0CzcZmle4Sni3e0cFyxD+ffWBhMAXuFkcb69iDENQFsqv/WTGIPd53GUzmv3Bpx7dSCtbNKkdjQB/jCV1XPw7yxA+a9XtLdgHqF4Wed2x9/BWXnLvvqBnR89xPCN8mdty277Z7cTcO0CYM2+j9g4udXC9rql/v0OAfhExBCqnnUOCp0p7WN00r+nSwVssO123HXZpWvyD7XlWSrL+kqpoH1NpJypge8iff5CcW4pQ713uqL35mlbz9cvrwF4e9k6UNGWfzNDUyycq4xeDM4V3zIreHZs1H2fRiYfhwy3ysaRGoxmzHo12B2qbfs5lGEmblN8osr5VT/2tP9/ql77y4atDNjlAe+QdVzspgLtclS/oasA76aO6xUA4+NjGx+43aKpRYv6dTSm/U9WB1wdk0MdvsS4xLlpdqOTfnDGpwFmazF4UQeHsj+v047P6Gfwby9Ydi7V7+Djiu35Sn7vegLqtKd6/EZpPWdGnftk/LbLAHnDK5XxgLyZM/Jdr+3/kJGn2+YYxbGJVJv5W78NhX8KJZZIM0H7jH4H/1a5srNB3+1SgF3S8w5Zx4VXP+h6PM0QADpJ2Q0YO3h72sve5NYa+MfHZ/fKk9i2s9Xxvhq5z7EJgJ+ovQ7TAPaHHu1mg7+JgH6DCcOnqSzvZfv3y65dn/UMG2XMrusXCbYK4BVyCQCd93ZVgW91KnRSduyRv1Ul7cV2bNhM/DCd04IzXs2y99D2J5dk1bmbXe+31Sy3IHtrZOwERRMDnqEuAdC1nBkCQN7VO/tXgZNLFntCHXVbl8sBLzU8zCxiOcnZyeEUxcN1wrcVgF7hxb02Ftj2QpX12wL5c2WVTbtT/6O5MufPdK3szrgXImN3TwGwhwb3vTLKs812l75de/cIZ8jnXJcduhQWy7Fh4u90xf27Df5N/00Yh8ai5ubcH59VOWfmzl0go+zeouyfKrBLnqxdB+bmzl4rAF3LCUGvXwAs9pgU5eE99HnWqYZ/q862duhr2kcFdUK265u197M+qtxt159qwyN1sj+zOXh2yzcmn3fUxod0zZB/w4dUlucA2VnyJ5WQ55G9zv26/e568um2g/yzfTwFTs9VALXNSSrvyG71KZhul1LeWHCfzuxeJ/5Ou3X+/rUK20/nsjcrZglAD/Z2783fVezgBxzt22pCt8shrWK8zpH5LwGoZK9CW05kfk4sXRL1gJcJ4M8ZXq2DxfPE92fLw/Vtmaozqjd82OD4A0W7S9hm/dfqM084LE+mjDx2In1HRp6+NsufO2Xg1r6MTN+5sABo7u4pcroKAA3+drnzPdOrXPqXCfjniKHNfEsFLYfbpVBbEh/V8AtV/LmKNuvPvINe/try76McnH23yrPVuCrDFTJubewRgu/m7zDsIQT/JC52TAfDnEBq7QJgcpvFds0s9XCuGuqsRCCM4hLnPWobmx2frRO8zTaKBg8BcIHKvrlowSXy28zEViw8Qj8C4C0eFZCNR2ug36kLOzvmljiV8y8qo6y/rSo8WF/mtn6MyKdN4D6naC/3sev9RcJjlTm0El3Ehg1wny2yQ5m88m1KguUa7btPmf079unZT1TOA5R/acc+ZX72LGfwAkBPAEwuWrigjGcR7fMWda7TIvIny5VREAB2A9f/KF7SjPZmvX5mGB4C4EtZYJ2226rGoU62bNZUOIj1tRq0bTl938I7z9zBLjkdr/jh9k2yb299szu8PcL3ZeSDDoZG4diwWbAN9L9UtOPjOzp/3a3PMuHwMjt17PMNlW8ipI5gEwGPkHVceMz+rZ75BYAOCDtQPK5T5gakwV/6b5Yte6UYbOXj5eq8H0nMea/OHcJmjxsZ117BltJXNqMd0PbdPi1ep2gntSs0CGXZUbbsoONqO+Xy8NlOuHUEY+AR7HJJmdWSVtnn64uHADB7T1XcLADUJja7+pBtcAg2+J2o/mL+9hs8+km3Olg9s+5ktz5/r2L7MdH6vkLp1gd/o3NW6csc2r89HN7+o+T3uo4Lq95OJevYuVvPgVmZvfrBVZ0Ft//uXAGwt08taM9Q9ffJJcneAGiK1W74u6BqxkNof0/nOv1e9v5F8ds6CdvJatiCh6i+W77Zs+V1BOPpEW5Undf0YegL2veMPvZv3/VwDfqL2/rHe7Vx+/YMfXy3VzB7XZrxPjZsefw0xS/qXGPieNiCxyVnW6mrPDTvz6hLAHhwMSY9hUanAPAqNHdjTKb5BMAfBejpOiB/nhtUXBk9T3L2rvVDdAL+wxAjshWAfsO8fg0U2N/jcoUV1/Pkk1UftekKDdqXKN8BWXlzbN9CeY5T/JxsHq3P5+fYJ0+Wz6qe5+fJmDOP57GxWmUeofPMb3KWXWs2DahbqkCP17/WdWwcq/p6lDUlO1krY14rAD2Pwc6bL+oXAEuXrK+11w22MPP1DMU9Uh38m0uvHgNiqyXPGfLB3+ppN/T0G7YUu236NZK1v8qwE/Izs/Ll3N7z5JPThufg+lT5Z0+fnJOz7KxsNynDy7MyFdzudeK3Ym3WP5SDf5OJx3Fhph7UtFf1xwudClihdsl6msCjH5gAtD7aNQx8BUCPANq1JA9V1dXJIdnwJdXjNWr4G4akPoOqhkfHbq/7z9p/DOl3L8Fjy49lb7bKi+YEZbRB0iN4CIAvqiLvUbT7k/oNNoMzW7v0a0j7NxRfIPFp9424BM2I7ckLz2ui/+VSseqMeB0XlQsAtY3V9TgnFD2PC5Vl4+Fyh7Ku1nhj/bRrGPwKwFaL5netXRwb7PrUY9UQ9n7q1Ad/a9E9nZv1cmd7VZjzOtEtq6JyHTZP6vjdz8+eJ7o8hpurO14iz4TN3+UpN0ee96luP8qRr0gW72PjiiKFDyCv13FRuQAQm+cq2mUkj5B1XOyhQjxujM8qZ8bzl7VeAphapEtAs2Z1rkJ4AB60jdtUAXsk6GBFexvWTwddoSEq3/Mkd5/86rnENSR+b+tUj0oFgJbHbXXmMU51NTNeA9D5jnXyMPW/MvJaD0MdNjyPDTPd8w7wjrIH8dPruLCb1ysLmpHb6tMLHQvIOi68VkkzBcDmwVcHv92QUekJphPg5OLFnUmj/PsuVf4rip9XvFCDvt3oQZhJwKtzm+UrNQvrucQ1s/iBpHgtE++n2v97FR7o+Ldlx/Mcbf9RbeN1ucIun31AsXPF0rG6uU1tUE57218V9y55Hht36xx0W26vBpPRq388SoP0bPk7WZEbp8mupzjLGpi9JuKZArD9gLJHlTyus+Vug4nRfQTQbuCwpf2PK56ieJjiA9UB7V/4/kiRwV9AugTPA2kUlv8Nw7VdWBRNfo4G6qpuBDxLlTmwaIV65M86yfXYdfomDbY2kP1keurAfp2m+lxWUemex0bmyb8iH4qY/V2RzD3y2r0x9p4H9yBh8RQZfaOz4axjw0sIZpUztnkFQA56qY7crPQKYFPTc3Pv4J9xjUz+QbE1i7SBe5WiLS2H4vVKt4Pfbq6Y0CehAAENXvOVfXmBXbKyZi2lZe1f1/ZrnAqyVboXKb7Lyd4mM2qXl+mL5xKn2c08+WwqPP+f85X18PzZK8lpl/LeXYnl+416CgBv/lW4bedTm7XPdjD+Stn4soOdzSY0+NtA/GlFz4nxrRo7Vm4uJPzFQwDY+JR53hmoAJhYus0gBIAN8taodhK9ktm6KNQXTGS2rzr1W/KorABkHogFQPy9Buz3ahbqstwpW4eq7PcXKD9vVu8ByE7uH1L0GCzy+tCez96O9zxxt/OHe9BgY9dDd3A07M3fsWr3m9K5d4P8XqFfD3Yw/ljZeoRsujz22GyPr6peWzvUrd1EnnbxmIxfJxYb2wsOfW8/GXsUGiqja9rU1ovmdd1Y3YYXC8wLFC9XrORgrq7qI2/ZQ9m2QxgVAWAzHa++totsnaqBu69Zifafq/g62fquotfdzTK1OeQ50W3OnPVFA++flOdHWfkq3P5K1WFFhfa9jw1X/hX6fbWj7bc3B+6+TMqGPe53qWIVY2LPdlHZO6ncrfpy4P6dc10CGpgAmNpywVhj9uwqTjy92Nk/jajkJqpehbJtMwHPJc5ReQJgTAOH3TDmMjNpknyLPn+mAXzvzWQLfNF+Ryn7bxXNzoICuxbJ2vNEV8RQW167DDCI8BW14ScrLtjz2LCqVsG/CgS/dDT6RPNbg+hfl7Gp/ZYrXqB9v6G4WxkbOfbJahcvIZhVzqaqDkwADOh/AHwnRwORpToCnie5UXkCoEXzE60vTp8Hyc6vNJi/VXHHPDaVbx9FG0S/r2g3/VYV7tWAeXMFxr8im5nLms7l3iZ7Xu8O6FU1z2NjrQpa0auwIdpmwqp1D5ZHtXaQkS9pIP+a4iPzGFS+HRTfoLx2T9FT8uzTR56s+5a8Vh1yCYBN9wDopGDLDl5v/8rFZkD/A6CKk1Iuf8m0iYCXujVjo7L832r6z+jLGYqel71sBe21FnUM282pFyrepHirot3M+gDF7RRtsD9aMZdQUL5+Q66TT9FCJCrulp8mXmymV1c4SeXeWUNhngLgd6NyeVP1XKHB1y7tHOnM+Mmy92TZtnP+9xTtSRw7Lu5QXKJox8aDFI9QfIRiXSHr2PA6R2aVs8nfTQJA37xUR26IE9sssbsUW+Xn3q/PjHXPHvqsbjy768Rtq002EHmFLCXtVY6LHRtExMCWF09wMTjTiM12cs14Zu7qnpLr5FOyVFvBqEsAnK12+3bJehbdzevEb+VWyb+oX3nyn6tM3gKgVa5Nbk9s/Rjw5z0SPLai1Ct49YNC9wDULgAmly5Z14tCRdtMBRIGQ2BXFTvfsehRWwEw11O5/6TKAcjuzLZ7KqoOv1MBr666ELOvWepcfXhec66SfxVI7NLO3VUYHjKbedrFQwDcLKFh90hlhtY9APULgMVb2fJlncFm/9fVWSBlTSPgucRphkdRAPxA9f75NCpx/shzoivluWbk9jhe1ffy2Orkc1XWmlKVLL6TrYzNLr5b1z0q49+1xD42aLAyQffOPkyMyq4920VCcKEcWebgTM9y2u0PRABMLZg/1pgzZ157RWr4fo06mh3YhMEQ8FC2rZqPzBMArQrbpwYUu9npJMVBrH5ZFeoKuU9AJStklwGqDG9RW/2yygI6bHseG2a6av4d1Xf5aS9Y+h8XS8NrJKtdTAiOO1Q/1/K/lTMQATCgGwCz4Dtwx0QPAp4rAKP2BMBmLBpYrtaP0zYnxPfFZnPXV+zW12V/bUVlXCK7b63IdjeznsfGpAq5pltBw5renJyZOI75Pq2sMchLCGaVs7kbzNKNSfP1y14uUlsY0COAI3XTWG2NUV9Bnie5UVz+byf9Xv24uD1hwN9tZcxr0L5aImeqSn9k355w+GYFZdiSvy39171S6HlsXN9cUq8AT7UmVW97V8bbqi2lsHW7F8QrZI1B9QsAeba7YmslwMvRnnYmlyw2lVp3yK2K6q5YIuV5dW7DlXUgDTXS5gD5bFXyhiGoqF1Ttxen2Jv2PEJdx9n5HpXtsPFPaptBzJ49BUBd/DvQuf201Rd7WmYYwvtUiU84VWSt7NyYYcvrHJm7D9jAX/sNgBN/scRg1B1yQ6m7YrGXp1Wm7eXjNo5+jvoKgN0PYIP/IYr/68ilqKmfagd7Bvpbzc+i+4fy13Wc2QqA570U31KbfCTkUJVpuvHLrvnatV+vUBd/r/pOs6NVALsEYIL0vGkb6v1xm4o7TnV5lT73dSra/oFc1sqYhwDI86jhZpcGIgAmt9667uf/DbxdeyUMhoDnDMeWZ+2lNyMfNODcKiceq3hxzc7YSfZfFQ9XHWxWspfiAkWPcKmHkRw2nqI883Pky5PFXg7zwjwZK8hjl1+3dLQ70gLAOGignFS0+wHe5cglrylbfdhH5ZsotvBX93/0/bfncSEhaGPxHn2XMjaW+wZAK6t2AdCYN3esMXcLrwM3L68VatC1eTOTz53A9o4WT9WgdYujvYGaki/2/PNRiu9RXFNxZWy5/wOKe6rcdyi2ZiTLncr9omzaDXqVBq0oPUgFeM7W/071vq3SSnc37nlsWClRiGNzROfs1+jj+YpZS+eWvZ9gx8HXFI9SmU9VNEFo72ewieoy+95nuEn7n5phY2dt9xDhP84oZ9pmEwAPm5ZS8Y+JJYsrLiFofuRVcdCr0Un8garqcWPVl3WitoEyqiCfVivaS2d2U7Trjt5i9VrZfKXiMpXzD4rX6Xt7uFA/7O79foLNPCqfRWvwt3PWpxTtda4e4Tzx+A8PQyVt2KNvJgI9gt0A+GsPQ8NiQ/5YW9vM+KWKf3Cu10rZs+NtD5VzvOIP2+3rt52zLmxPK/F9nfZ5hmxl3WPjMfj/SmW9sUgdTeF4Xn/KLJtHADMRRZdBJ1h7De6JcszU/MMVxws6+d/K/0FFe6d3tEGc/ijnXiVW9lKUExTt8sBjFMvMEm3WdLHipxXt+nZDn8GgbfeqTGsba6NHKhZpHyvnw4r/X3b6FREykxlMKB2emStfhhuU7ZR8WavJZYOMZpovkHUTT/spmsApGuym6p8rnl10x1HIL0Z2yeoj4nSePu3+gMMVD1UsM3m9R/tdomgz/k/J9ip99go2c79Z8UjFub0ydmxbrd927J2tMuy47hmUx/6LoQn13Xtm7L7RjsO/kR0THLnD+EMOeeMtyr1D7j36zLh6/0dNrdtzjzKdvJ+STxIY6zwECIwcAQ3OJtIPUjQhsFjRZr/2adFWC+5sxrv0abP7SzQYD2pJW8VXE8TBbsgyUbOFQwm27HuYOF3kYAsTAyCgAfMBKtZupN1VsXVMtD6tRnZc2DFhnzbO2cud7B8lNfQ5dEH+2A35z1I8QDHvGGlC4zOKX5NfJgQLBRMAds3uSYX26iPzymOPWD2x3bb2ysM6w0GCYycOAgQgMIIENPjbjXK2XF5m1hfy2O6B+NfQBtIgkAoBUxmnKxZWDmUB6RJAXmVTtojQfleGEkmDAARGhsC7VVOvwf/XsmXnPQIEkiYwSyrYHk84WvG/FG050a7jVRJ19/96PQXgcbODqpg73KLZv93sQYAABEaQgGb/tkL5Uqeq2zXS5+i8t8HJHmYgMLIExhuN+i6H6BrHgSL1i5pp/VAC4Kiay6Q4CEDAgYAG/+1l5reKdr3XI/yjBv/3exjCBgRGnUDdy/F7DQAYy/8DgE6REHAicJ7seA3+P5Qtew8CAQIQEAEEAN0AAhAYSgKa/b9cFTvWqXL3yM4LNPuvb8nTqeKYgUBVBFIQAFdUBQ+7EIBANQQ0+NtqoeerYF+mwf8P1dQWqxAYTQIpCAAuAYxm36TWiRLQ4D9Xrn9Ocb4TAntJ0eedbGEGAtEQqE0A6AbARaJm7zuuM9ytGwAz38JUZ4UoCwIQyCTwNuV4ZGaufBls1v+yfFnJBYG0CNQmAITVnuEt8opRj5Zg+d+DIjYgUBMBzf7tlauvcirOrvefqNn/3U72MAOBqAjUKQB4AiCqroMzEPAloMF/qSx+UtFronCmBv8f+NYSaxCIhwACIJ62xBMIjDqBc+TATk5O2OrfqU62MAOBKAnELgCuirLVcAoCkRHQ7P9EuWT/6c0j2H+Ps7f92Vv/CBCAQBcCsQsArv11aXiSITAsBDT4P1h1OdOxPqdr8P+Voz1MQSBKAnUKgMU1E7RZwGU1l0lxEIBAcQLv0y72lJBHuEhGzvAwhA0IxE6gTgHwrZph/rseAVxTc5kUBwEIFCdwaPFdgnvcp9TnafY/FdxKIgQgMI1AnQLA3uldx3/gsoP/XMVXTvOUHxCAwLASuMupYq/Q4H+Dky3MQCB6AnPq8lCz8Qv1MqD9VN5TFHdT9BYf9q+M7a1/31VZV+uTAAEIjAaBs1TN9/RRVbvZ7yUa/O0RQgIEIJCTQK3/DjhnncgGAQgkREA3Adpz/0co7lPQbXvRj4n9H2vwtwkAAQIQKEAAAVAAFlkhAAEIQAACsRDwXoaPhQt+QAACEIAABKImgACIunlxDgIQgAAEIBAmgAAIcyEVAhCAAAQgEDUBBEDUzYtzEIAABCAAgTABBECYC6kQgAAEIACBqAkgAKJuXpyDAAQgAAEIhAkgAMJcSIUABCAAAQhETQABEHXz4hwEIAABCEAgTAABEOZCKgQgAAEIQCBqAgiAqJsX5yAAAQhAAAJhAgiAMBdSIQABCEAAAlETQABE3bw4BwEIQAACEAgTQACEuZAKAQhAAAIQiJoAAiDq5sU5CEAAAhCAQJgAAiDMhVQIQAACEIBA1AQQAFE3L85BAAIQgAAEwgQQAGEupEIAAhCAAASiJoAAiLp5cQ4CEIAABCAQJoAACHMhFQIQgAAEIBA1AQRA1M2LcxCAAAQgAIEwAQRAmAupEIAABCAAgagJIACibl6cgwAEIAABCIQJIADCXEiFAAQgAAEIRE0AARB18+IcBCAAAQhAIEwAARDmQioEIAABCEAgagIIgKibF+cgAAEIQAACYQIIgDAXUiEAAQhAAAJRE0AARN28OAcBCEAAAhAIE0AAhLmQCgEIQAACEIiaAAIg6ubFOQhAAAIQgECYAAIgzIVUCEAAAhCAQNQEEABRNy/OQQACEIAABMIEEABhLqRCAAIQgAAEoiaAAIi6eXEOAhCAAAQgECaAAAhzIRUCEIAABCAQNQEEQNTNi3MQgAAEIACBMAEEQJgLqRCAAAQgAIGoCSAAom5enIMABCAAAQiECSAAwlxIhQAEIAABCERNAAEQdfPiHAQgAAEIQCBMAAEQ5kIqBCAAAQhAIGoCCIComxfnIAABCEAAAmECCIAwF1IhAAEIQAACURNAAETdvDgHAQhAAAIQCBNAAIS5kAoBCEAAAhCImgACIOrmxTkIQAACEIBAmAACIMyFVAhAAAIQgEDUBBAAUTcvzkEAAhCAAATCBBAAYS6kQgACEIAABKImgACIunlxDgIQgAAEIBAmgAAIcyEVAhCAAAQgEDUBBEDUzYtzEIAABCAAgTABBECYC6kQgAAEIACBqAkgAKJuXpyDAAQgAAEIhAkgAMJcSIUABCAAAQhETQABEHXz4hwEIAABCEAgTAABEOZCKgQgAAEIQCBqAgiAqJsX5yAAAQhAAAJhAgiAMBdSIQABCEAAAlETQABE3bw4BwEIQAACEAgTQACEuZAKAQhAAAIQiJoAAiDq5sU5CEAAAhCAQJgAAiDMhVQIQAACEIBA1AQQAFE3L85BAAIQgAAEwgQQAGEupEIAAhCAAASiJoAAiLp5cQ4CEIAABCAQJoAACHMhFQIQgAAEIBA1AQRA1M2LcxCAAAQgAIEwAQRAmAupEIAABCAAgagJIACibl6cgwAEIAABCIQJIADCXEiFAAQgAAEIRE0AARB18+IcBCAAAQhAIEwAARDmQioEIAABCEAgagIIgKibF+cgAAEIQAACYQIIgDAXUiEAAQhAAAJRE0AARN28OAcBCEAAAhAIE0AAhLmQCgEIQAACEIiaAAIg6ubFOQhAAAIQgECYAAIgzIVUCEAAAhCAQNQEEABRNy/OQQACEIAABMIEEABhLqRCAAIQgAAEoiaAAIi6eXEOAhCAAAQgECaAAAhzIRUCEIAABCAQNQEEQNTNi3MQgAAEIACBMAEEQJgLqRCAAAQgAIGoCSAAom5enIMABCAAAQiECSAAwlxIhQAEIAABCERNAAEQdfPiHAQgAAEIQCBMAAEQ5kIqBCAAAQhAIGoCCIComxfnIAABCEAAAmECCIAwF1IhAAEIQAACURNAAETdvDgHAQhAAAIQCBNAAIS5kAoBCEAAAhCImgACIOrmxTkIQAACEIBAmAACIMyFVAhAAAIQgEDUBBAAUTcvzkEAAhCAAATCBBAAYS6kQgACEIAABKImgACIunlxDgIQgAAEIBAmgAAIcyEVAhCAAAQgEDUBBEDUzYtzEIAABPm9B4EAAAUmSURBVCAAgTABBECYC6kQgAAEIACBqAkgAKJuXpyDAAQgAAEIhAkgAMJcSIUABCAAAQhETQABEHXz4hwEIAABCEAgTAABEOZCKgQgAAEIQCBqAgiAqJsX5yAAAQhAAAJhAgiAMBdSIQABCEAAAlETQABE3bw4BwEIQAACEAgTQACEuZAKAQhAAAIQiJoAAiDq5sU5CEAAAhCAQJgAAiDMhVQIQAACEIBA1AQQAFE3L85BAAIQgAAEwgQQAGEupEIAAhCAAASiJoAAiLp5cQ4CEIAABCAQJoAACHMhFQIQgAAEIBA1AQRA1M2LcxCAAAQgAIEwAQRAmAupEIAABCAAgagJIACibl6cgwAEIAABCIQJIADCXEiFAAQgAAEIRE0AARB18+IcBCAAAQhAIEwAARDmQioEIAABCEAgagIIgKibF+cgAAEIQAACYQIIgDAXUiEAAQhAAAJRE0AARN28OAcBCEAAAhAIE0AAhLmQCgEIQAACEIiaAAIg6ubFOQhAAAIQgECYAAIgzIVUCEAAAhCAQNQEEABRNy/OQQACEIAABMIEEABhLqRCAAIQgAAEoiaAAIi6eXEOAhCAAAQgECaAAAhzIRUCEIAABCAQNQEEQNTNi3MQgAAEIACBMAEEQJgLqRCAAAQgAIGoCSAAom5enIMABCAAAQiECSAAwlxIhQAEIAABCERNAAEQdfPiHAQgAAEIQCBMAAEQ5kIqBCAAAQhAIGoCCIComxfnIAABCEAAAmECCIAwF1IhAAEIQAACURNAAETdvDgHAQhAAAIQCBNAAIS5kAoBCEAAAhCImgACIOrmxTkIQAACEIBAmAACIMyFVAhAAAIQgEDUBBAAUTcvzkEAAhCAAATCBBAAYS6kQgACEIAABKImgACIunlxDgIQgAAEIBAmgAAIcyEVAhCAAAQgEDUBBEDUzYtzEIAABCAAgTABBECYC6kQgAAEIACBqAkgAKJuXpyDAAQgAAEIhAkgAMJcSIUABCAAAQhETQABEHXz4hwEIAABCEAgTAABEOZCKgQgAAEIQCBqAgiAqJsX5yAAAQhAAAJhAgiAMBdSIQABCEAAAlETQABE3bw4BwEIQAACEAgTQACEuZAKAQhAAAIQiJoAAiDq5sU5CEAAAhCAQJgAAiDMhVQIQAACEIBA1AQQAFE3L85BAAIQgAAEwgQQAGEupEIAAhCAAASiJoAAiLp5cQ4CEIAABCAQJoAACHMhFQIQgAAEIBA1AQRA1M2LcxCAAAQgAIEwAQRAmAupEIAABCAAgagJIACibl6cgwAEIAABCIQJIADCXEiFAAQgAAEIRE0AARB18+IcBCAAAQhAIEwAARDmQioEIAABCEAgagIIgKibF+cgAAEIQAACYQIIgDAXUiEAAQhAAAJRE0AARN28OAcBCEAAAhAIE0AAhLmQCgEIQAACEIiaAAIg6ubFOQhAAAIQgECYAAIgzIVUCEAAAhCAQNQEEABRNy/OQQACEIAABMIEEABhLqRCAAIQgAAEoiaAAIi6eXEOAhCAAAQgECaAAAhzIRUCEIAABCAQNQEEQNTNi3MQgAAEIACBMAEEQJgLqRCAAAQgAIGoCSAAom5enIMABCAAAQiECSAAwlxIhQAEIAABCERNAAEQdfPiHAQgAAEIQCBMAAEQ5kIqBCAAAQhAIGoCCIComxfnIAABCEAAAmECCIAwF1IhAAEIQAACURNAAETdvDgHAQhAAAIQCBNAAIS5kAoBCEAAAhCImsD/AePUHM4tp8bnAAAAAElFTkSuQmCC"/>