<span style="text-decoration:underline;"><strong>Protect</strong></span> <strong>Def: </strong>To guard a certain type of species that might be endangered, threatened, or need special concern. <span style="text-decoration:underline;"><strong>Biodiversity</strong></span> <answer> <strong>Def:</strong> The number and variety of organisms and species found in a certain and specific area or region, this includes the number and variety of many different ecosystems within and beyond that region. .<img data-image_id="ce69a3c3-bc29-44cb-95f4-fe27c168d5f3" 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qph7L0ZfUW7Qapdxtc6JdBRx/BHCir//AE/fKDtspvhsNU294X1JyzcMeKclzwc1NwiuDvRTR6NMvXgsla0lG2PxDYeCTVJ0a8ub7DWsqRRDglCAxq4MT5muJNL2xB+On5Lp4Lm0j2w2NzK3osZpXJa6zcyhpbG4VR0XYeKM5zXVyUUH8ZfJ7f2d89vZhbWYssJDDaeDvagDpeoHn2Ob8Q0N2nJD2BPyfZzz/wDY9J1YnzrQscZeRJS7NGgOlagR/Ep/xDVTaRqP4FP+IaVxws54OKLNiO4L7zx6jFN6K+RfU+gkaXqY/mNx+Ia8Olakf5jcfiGlLqQTt6etSktJoYopZFwsqllP7ftzSOCCp34GR0jU/wABuPxDVl7pOpvocEaWU5kWeRsBDkDan2Gs5PcKk0UPUueeelOW8PZ+3z+EyfVSupQ2MpUDNousPGwFhdKT0+5H89U2/ZzWVIL2VyDn+gcY+yvFkHNDs24kCgst+CimHnRNaidhDYXBXHUxkZNUSaX2gdtz6Zd4PBxEc0KoIamNsxWMmg5JeDnMrg0PVWbDaVdrjoWjNWP2b1M526fOm0E+CI+I46VEuX3c1KJyMDyNL6mweozc/ub2V1YaDcQ3sLwubtmCuMEjYnP5jWurN9hBjRp8fhLfVWtLWpO4phPKxuo9lpbvVLq7a6WPvJNyKFzx762dAXDFXbjjNYuvyShBOPyPBJvYrsbGztIAkjiSQdWNJ9Rl00ahH3dwhUnxr5A/HyorVTK0crQ5TIIyPT9VZeNbeWFU3LBc/fbs923+prz+kxercpM7M3GqRtrW3hht1COoUjcMHOaqttVdWBZcws2weRHvrI20t7p0/wBz8AY8qeUP01s9F1GG/slcBVkHDoPI1PN00sKcnu/IYZFPSPX1Id7uHjjzgsvQ0Pe30t5cJBalGXqQD4vnFW3ttHKzMAR57QcAn5qG0e0WykeWTmSTouPkioY3FJyvgo0+DFdqXI7R3SkYYbM/iCruymlx6nqw9pTfDEpZ1Pn5Aft6VPtREG7S3jepX6opx2HjCNdtjnwD9NfRR9pmZqSEggGxVVUG1R6DpxSxwLiEqT4wOD+qmFyc2pPv/WKVWsoM5XpyR9lQzapoQx2uMTI0e0hgcEHypKYGHUVqO0EQGsPx1UH81LZohsJxV4ytDIUAFGBr6Azg6NaZ6m1j+qKxixh81tJ4VbSbFSSD7PH0OPvaM3SKQ5M4tkyyb1znOaeQxmSAZPOKoitNrDbKSOvKj9WKLRZ4sBdjD44/b6azuVlVGK4ZBdw4I6VIiqJLt4hm5t2j5+VnI+ORmoDV7MMFLMSy54HShTG9OSVhHnxXoFRtpluYxJGPBnGfQ0RswK4Bn+1d0IH09MZzAf8AMapaamnNbCSVvEfXyrztdZtO1gykDFuR0/8Akaruz1raz6e8EtuomiPiIJ8YPn+qtUYqlXJka7pNBdm1lNexWyLnecbgMeVXahpTSqTAzF0HyCeG+HvqqDTkt7+Ge3lI2OCVf9Rp6WAk3nk5wRRk2lspjw3aaM9aaJ7RbRSNlZC25lPmvp8aI120J00sEJKEMiqOfTH5xTKa7SOfcrYGKklyksJCHL5BH6KjHNHu7bL/AItRMRqPZ4WujPfXm43bSrhEbhVIPGfXp9FTZzJ2ateGB9pkB3dfkpWp7RwCfSo4IkZmaZQAPXB60m1Cwew0mzil6vPI2P8ApT7KpN/qzLONMQrCSCBVlvaEtgimkUCcHHWrxCFO4Csrn8CoBSwGORzUzboiEvwF4AHVjRssogKFlOW+QNudxpfeG41GzMrTJ3YLNkLycA8fOAePdTQUpbY8I3tg8sse5juVcDp09PtFQLYxRP72rBcCCSFjL3YcDqMHy+PTihZQwfABJ6AUZJd1IWXOj6P2DO7RZW9bg/VWtNWY7BpJHoUiyxsjCdshhg/JWtPWuKqKHR1JLh5pLicNgxK20LjrTulbyRGSUAjwOQ3uNYP5PWJP7KY+RaIoZSYrhTz6txSPWtD9nZWgYoA24d3x8elN9fmi/e2XA5bCgj40ls7y5gQKnesmMbCpI/PXl9PGSXfFlJS3QkW81CzLRKouYCcLvGSo9BTTslOINUuWumWFJU8Kk9COf109fs/BeQBu/LyZ3HngH04o6z0e0tbkTlFacJtDE+VXydUpQcZLkVQV2i14m2MU5z0zQ8eqR92YpojEw4OR1pq8YZNo4+FKZbYyNuIYqehYdaxQTV0PdmO7REHtBdY/q/VFMeyUojupoyOXUEfN/wCaX66v/wCSXYPRdg/7BUtPnFtdxS5wFPOPTzr6SL/WjJI2U3jtJE9zfbWetpNt/KrHLK37frp6JQyBuqnr76zmSmozyOcJgNn0GP8ASpZo3EQF1pxLrDkHhVA/b6aGkKhMUM9wZLl5W+/YmpsysM5qsY0khwclUk4HBrYTDda2YHT2eP8ARWLmILcVtYQWs7I/8tH9Wkye0ZFKoRzUwavKjHNVOAq8VAZlU+JCFb5PmPWlt3aWtyPuMJSRBgMoAUfH0/TR+QX56UA+qRiFYjEqKi5cA8MM+X6fpqkbZZN0UJZ3lpEUTdIGIJRc/Tjj9jT2JXWBFlOXA5NU+0G7hM1soLOQEJ6jpny9M0QiymESSIdvA3eRoysErB9YtRLFZSscBYyD+O1KbcC2l7y3kJdT5nqKdagiTNZRPcd0DESoPAbxt5+VDzaUsB3KpJPnuzWiEW0qIxjctBcElvd2zEptkUZI8xVrSiW1klU8qy7vd5H9vfSQyTW8odOGFGWF7AVminBjWYfMD7qOXG3Fo24/12we7hneSM2wLs4GB7j50Xp1ncrORJwyAY5yGpyJoVgRH42oAGC8fGq5ZY7eIyGUFsdfSvPh00k9lp9Q+2qOuJAkvHHJY+6kfaSXvLK0ZiP4aTj04Wq57+5unZbcBSeN8nHHwoDWreWy0m072USM9xKxYE8+FOtbpR/Sjz8t1R5BOoGDTbTbaS6G5VJAYZB81PUj4frrP2n3d41APJ5x6edb3R7ZoLJFLBlBJjYjnafI1LBhU5bIRjZXJpMc8O1yT4TjAwF5yP291cdHhaGJBlhGF8THqB/5NNgBjcOCeoquSVY4ickfqr0440tJF1GgKfS7ae4E8oxIjblYE+QqqPSLC3uTfFdzn5K9fF5ke+pz6vbpG8krDgfJ9aUXnaOBbZjC5Z+g2+R+NM8cYrukc4pbZr9IEvczGUg7pSVAHyRgcUxrMdhLmS60e4llbc3tLAk/2VrT1mbUnaJnV847Q3s1vrl2lvKyMz5cg+WK+j18v7QQTP2hvisUhBk4IU88VDqEnHYGURzyTyp3srvjpuYmtHaoDEM+lZ2ysrgzBjDIAP6prTQJIkIyjZ+FeR1GqUUUgvk8jmkgc92234VKW4nkBdpGyfSo933p2sjjPuNENa91GCAx+bNZ8mCTj3IrFhlhI8tt/CMGHBB5xRUzrHAzSNwBWYmuLkTr7OkqAeYU81HUTqM0ILiUgeQFTjino5yQj7QTgdpLv37T/wBgoeKVS3JrztJb3Da1K6wSkFU5CH+gtLljvFP8Xm/ENfRRWjM0arSdVXvPZ7g4UcI2fL0qntFLDFbN3cnLOFwo6gDpSNVuDjNvMM9TsNV3q3crNH3M7KrZB7sgH34xxStPuQ0YqmQ79cdagZ+eDVJtrr8Gm/ENRNvdjpbTfiGqC0XiTPnW9gONPsf8NH9WvnYhux/NpvxDX0S1jlOmWOY3z7LHkbTx4RUc+oBitkWkOeaizbhiptDIf/bf8U1WY5FPET/imsyssqIKh3VmpbiETN3GVO4qcgENzwc+R+atYsUjqQYm59xrGX+l3kE0iNbseMjYCR1+FXxr5GuuBjpmo+y3EUzMyxlcNjn6B8a0TaipjzDHvcAlQBjP7CsTaQ3McqbrWY7sDBQn5x6dKfWYuSGeOGXegPVTyCcZoyTTKRprYB241KW3vtOeAAI9ru2+Xy2pTF2muEjxEJA39Hd4afdp9Nm1NdOlaFw4ttpwpwPG3FZuXRrq2yfZ5Gx/UNWjOOl5Mko/s2h1oOrS31w6ajcW8QC+EMMFzRN3C5clZY9p8w4pJZ2Nw33SS2lGOB4DREkcqDiCX5kNU7maMU3FWNbTVrmDbbArMqjwknoPTNe+0Ty3Ja5IKseAOgrPCS9WdXitJsKc8xnmtLbvBNF3jLJGyjJR0II+2jGhlljbGcduqIGWKHJ5ByTS3tTvfTbEMAD30mMfBKXOdQErPGlwoYk4XcBRcsN3caPbGZJndbiT5QJIG1KSUrRkll7tA+j5jukODhOSQhbA94HlX0Cy7xrWMSbeRwUPBHl156ViNJsr2TUESITRNjO4Bh+r9NblTKgG5Sox4vCf0VTpo6bOxlksgRCdwBx8azOs6nMNOmkQjwEEgkDzo6+vHVlEMchU53eAjPFZvtBHO95LBFDKEBBOFJBOP0c1qyTUINlZSSQA+qzXSIkqqIQNpCDBb4++roNWurdFjgZO6UY2mMeL3n30rt7a7SV4nt5uTkHYaKS2uA+Dby/iGvNlmyt1ZByk2b79z5caJcE9WumP/ataqsz2EVl0WYOjIfaG4YY+9WtNVo+1BR1fPNdurhNYu1W6mRRJwFkIAr6HXzTtMf8AfV1gY8fWlyr9TpFXt9yFz7XcflDVTX94RkXlx+UNChjwOua51ZSQR0rJtkz19UvkPN3cflWqyPU71/53cY/vG+2vEiV4QxUDOD+c1GRBHnYvA8/Wn7ZVZ1MLXULvHN1P+UNWC7vWXPtc+P7w0pScb8Gj0IdMKeaCuXAUNdRurlbshbmYDYnRz/RFBte3Y/nU/wCUNEakP9sb+wn1RS+SubdieSw393n+Nz/lDVbaheZ/jc/5Q1SwqCqWOACTXWw7ekE+33n4XP8AlDXe33n4XP8AlDQ4GfkkH4EGok0H3LkDTXIQ2oXgH8bn/KGm91c3Wy2K3Ewzbxk4c8nbWadq0zLmG0OP5vH9Wud0dEqWa8Iz7TN+UNTFxdDrczfjmrQBivNkeQZDgHOADyaWw02RSa8fO2ec49HNWxrffKkmnVQfNyKpfWlhWSKzRI1AwZG4z+upPdXk5xJNAysNwUrzil718j0lyGT30kEe0Sybv7RpY97dOT/tMw+DmhLmeWHxtGVXzUkEH4Gi4oVniWWM5VhkGutsVqi2a7uRJpKi4l8QO7xnn7oetZ9NRvRLg3tx1P8A7rfbTm+Hc3mkg+Sf/wBGrL3BKXDe40+7/oazT2l9dEYNzMfjIaPS7uNv8PL+OazFndkAZpnHe5XGOahKM7LqcaLbu9ugw23Mw58nNQGoXQABuZsn+uaGkYySZPmag5BuI18s1WLaQsXbHupT3PtZCXEoAUdHIpdq15eQaXbOt1OHaaTJEhyRtWitRlxLOfPilmsyb9Fsj/8ANJ+hKXBKTZ00u0Fh1S+bg3lx+UP21b++F7+GXH5VvtpXGcNRikYrW7Ipknv74H+O3P5Vvtqt9QvyOL25/Kt9tc4DCoJEzuqKMsxwKClXIUQbUdQH8+ufyrfbRVpJqlxyL66A/vW+2nV/2Yt4dNaSN3M8a7iSeD68V7osSGNah+bCcHLH4L+m06ZpOyEc8elyC5lklfviQzsScbV9afYoHSlCW7Af0/1Cjq14ZuWNSfkWSp0e18y7ROBrl4D/AMSvptfMe0K/7+vCene0MytInIGtbYzDefARzu+9P+tMn02VI1d0BIJwM9cc/oquwubeyHeyqwAHUdG/tDP6qAvO0Jud5Q4YcDI9w59OvlV8cYKGxopVsfWNoqW7yGAFGwCHXnGemPTNUahbBWYLEMsuTk4AoGy7RZuI7e5UK7EASr0HxHn8aZJqNtetMkZEkfA3BSCOPeeaqnGUaQ1WjGXiSJIzAHAOCQMCrbS5ZV5amurW0axHazBRnAC7Sffk0ggYb2Hl5VhnHseiLVM2V/4rnPrGn1BQMi0ben7uP7uP6goWTpUHyxfIG/vq+2hlkglkjaGSAdChO7HqfdXPZySbUeNj3o4UdStQSObT9H9mEkyzmRioYKBIuOnmR5edUWLui0aelyenkU6FTQw20siwgxnhjycfNVqyhgqlxvboPM1c9liAm7kknuCuRFGo2qT0+NLUs7hHG9NrNkszNjA9PzVbFiuNSZbrckMrXYqQa2zHDZOcGthGo9jtCfweP6tYOUiNlbwbeoAfk/TzW2ilJsLIngm2jP8A2iu6jHGEbiYe2i5lUDJIA99LpJ2S/wBmVICkjGD8P10SZcnFKUtbeSZ1up+6kyQN44Iznj6awy2MkNpbdrqHdEiBS3iUAA5z7/1V40SpE1xd4VYxjBHSqhf22mROs0i3GPkKh4FLLm9mvt0shCxp8hc5x9NJ9goX319LcXSswKxocKn9Fa0vZRe+sJkJ3COUgH3EA1kLp3kuFCP4VHhHmAT0PurZdjIWjs5pmVgJm4Plxx9tWpHSWivtGm3U9OUceAfXNZO8GbqQ++trr8Bn1fTwvytox+Oax15E6zuSOCx5FP8A5neCEJI6Cj4XKgHbnkDrQcSkg7QTgeQ6UfBBO8bypGCsQBfLYwD/AOK6mxkmy0NlgB1quY7JUI8jUyNpDDJU9D61CVS0sYYYJOMUgy0F6nL93lAbOW/VQmpHOg2vuuJPqpXl8269k97H9NQ1TI0O2H/My/VSnwRphltCtZK23Z/s2stslzqQbxjKxZxx6mqNC7L24t7O/uZGeQ4l2cbcdQK14uE3ncdoAJ5rB1fXq/TxseGF8sWjQ9PiumdbZNpxwwyB8AaJ/e6x3LIltCrqcqyoAQaH0vWINUa5RDh4ZCAPMr5GiNzLOFHO6vLzZMsZVJstCKa0BatOLe0m7zpsPz1k9MvjDgHpWt7Q2PtemSbWw6DcPfjyrAxuFNep/FwhLFL/AJJZpO0fUOzlwLnT3cHpIR+YU3rNdhW3aNKf+Yb6q1pa9mEVGKSJXezq+TdrJpU1+9UKcd5x9FfWa+Z9oZYW168jYDcJMUMvAsuBJBJNJAYmLANx14NeLokxRC5fLkEKFPTPJPwqyX7nOhjjLAEE+lEPq0kN2FgnlDH71eQx8gQTxTYO1p2GH2A31k1m8alwxfJ8PXFFdn5o7fUvu5CLnIyenHpRzuJrEO8ybnXaAEI8XBIA+OKz12jQ3DMuMk8kGukljkmhuGbLXLFrgAp4kbozA8fqrLzWLW7MFXwjz9acWmvbtNEMkDjacDbIT+nOKomniKlguFPketJ1Eot0uRJ1YwvmxcAf/FH9QV1hCt3fRQucITlj7gMn9FV6o3+2n+wn1BV+gHGoguh2bCCx6L8azpXISKuVDlzDFJc6jI+FO1IzjAVR5fP1+GKx2pTC6kW6uCyxAnu1JO9x5cdAP9a0+rTR6g6qsix20B8TOcBiazWszWNwg7q473uzwqcBiPiela4WuTQ1SDdRvBbaTFJDIsT7AFwuTz5Z/brWblW7miMk0spxwNwwMe+i7TWoY7pmvFDHoCR3hX4c4FU6mbu+ZWLSezt4lGNo+gZ/PTRdcitpoDleIIpDSFwPlfZitzbDvbCxUHH+yRH/ALRWGhtJPvgqj3jJ/TX0Wxth7HZngYtoxx/ZFR6nInCkScvgpit8t4ugoPWNMa5UyQDnGCMfQadEhFyF8I86qMoPWsKbFt3ZhnidAviLOj+JTwMVNYrq+lMNpEzFj4gOg95PlWsuBC7DvI0b03KDXGZbaBiAiHHB6UbQ3cZi5shbyrbRnvZQdpYffOfT3DgfNW6sLcWllDAv3iAH3nzrM6KgudVNyBmKDgE+bHzrTd8CaKfyBgGrSlNd0xR5pn/uas9uSbKDBOefdT7VAp1vSWz4mRh8wZvtrGGVklZlODk03Mv6GekhoLWSAl7ZiMjBFGafJKLa6t1G0SYLHpznmgbTUNy7G4Y+dO7NI2VtvBKnFNbTKY3sVXLMso8Pp05qIKvdxAhs7xg4x6ete3LD2l1zwrY+iox5OoQfEGlbqwt7Kbghrhmz5ng/Gu1c/wC5rTHncS/VSqpDmYfCrdW50W0P/My/VSrYtMV8Dvsxr8fskdheNtZPDG56Eehpnqt5FHbuzN4R1I8q+eq2BkGrJ7y5uEEc0zsi9ATWHP8Ax8J5O+OvkeOdpUGXGoj2ozaesqXCnwyKcZ+PrWh0btPb7Y11KZhORgsVG0H5qyCsYxlBz61SU5q8+khOPbJCRytbPoHaTV0isDHC25phhSDxj1rFxrlqrgQmjEjxVel6aPTw7UCeTvZvOwnGizf4hvqrWmrNdhv5Gm/xDfVWtLWxcHI6vmGsWxbtLfvg8yny91fTqT3juLiTbJIMHoCaTIrQXGzA3EQVOBSdQwvV8JA3dQK+pCWXpvbp60q1l7ySxf2W5ljlXkbHIJ93FQWOnyD0/syjxk4ZFYvgAtjoKplsg6eME4r1dZ1QN/KF2fd3rfbW50+7lvraCcTyDK5ZQx5P7ZouDb2wuD+TCRoijbtP0UVH3cgClSQPdWpubm6txL3s8hU+e7GKR21zq1zqJtlvLkKpJYiVun00rhu7O9J/IzbS5LrUHk7pnVVQKMcHwDqap1MewKGkd3CfKRF8JPkD60w1aHUozJeRXs6IgUpEsh8XAzxVV1fXLwiSK5lBZOm88Gnlk9NW0cpqPgzF1cXd/ZObuPuoMf8ADx9ApDFAZZtkGUToeN36qcPqusmbYt/dZ3Yx3rYp9Be33s6l7uYt5neaXJ1ahG6FlKzFjSpopNysWHp0olFugwDvKVA4BOa2UV/dnINzKfTxmoS396CFW5lz5+M1n/NT1RO38mWCt/RP0VtLJn7q3TnHs0f1RSWXU9QWZh7ZcY/vDTC51S57y3hgu5u97iNnXcfMdadJZFSDCHdqx067gFC8Ac8UFPE7NwpHpWH1XX9YfV3ih1G7RB4RtmYDP00fa3GrSRJ/ve83+Zadsfprvx65kUWJmolt1hgdpv4QDwjGQD5fGs9qk0zgBtxOMAbcfmFE28mpE/dNWumC9R3pyfz1Maxdd2c3c+4sQBvPFH8e/IVi+yzTo/ZbVIgpBxlvj50ekgHkc1mtb1/VmaFdOvZUIXxjeec+dLpO0Op2kIjXU7uecjLEysQPz0/432K4Grviz69pXB4gY9P6z/ZWMcMXYBW6+laJNW1FtH02Vr2fvJIXZj3h5PeOP0AVS2q6j+HXH5Q0GlCQrdCqJGGMK30U4huZYogQDke6oDVNS/Drn8oakNT1Hj/brn8oaVtPZynWyhUZ33kNy3ORREKsb5W2nhSenuNTTUtQP8+uPyhqf743/X224/KGhKmH1EKtrGQeE/RVuoKzaJbeE8XMvl/VSjzqOoE8Xtx+UNTvNRv00q3kF5OJDPICwkOSNqfbVMbTZ3fZmVRj96forjG4PyT9FNRq+pfh9z+VNTXVtSP8/ufypqtIWwez0u5uk3KhA94rptLuIJxG6HJXcOKMXVdS/D7n8qaIh1W/BBN7cE/1pDj9NI1JO7O7kkKo4Sh5U5+FXH5PQ5+FOBqF4y7jqTj3BjXiandk+K+mHxY03f8AQnf9Gg7B/wAizf4lvqrWmpL2Zlkm093kmMp70+InPkOKdVePBeLtHVnbi/Wa/ubaB1MsLYYHyrRV8r7RJe6f2lvNSttwHe4J6gjjg0sx4mwjSXGXYM2TkDpUvAeDjPNAabqkV/ah4iQ4+Wh6g0asgY8gHHWkGM7rOhxz3DTWRCyt4nToGPqPfTbs/byWunRRyAhwSdvpzRZCO4YIDt6HHnV0YPeZzjHpXAsruIxJlWjVlz580La2scLSkDDM4y3rTEjL8dCKp2KW2Ywc9c0shkeyXcVpdSiYMd+0KT0Hh6CkV6JIXDSDmQkhQMGi9WNwuoiR/Fbo64wOQ23igry979dpjBjk43OvI94NPljGUKkJJLycdJsPZJL1Z5Y5SpbunTp+ul9k24HyXPJJplp+jM8RkkmjG4Ex5JO77KV21o0twkUAZxI+/K8jA6j6SKyZMfevbRPtT+h7eQWViiKkplmfg9Aq0CBHIpYHK+o86vtWs2ErXBZmRivn1HWqr2SMx5jUIpGQAc1mzYrjcVX/ALzo5x1wKrpWS44HBrzUZ5YNWj7tOTaxckf1RVTs7PgZJq/VPHewpKWZY7WPw54BKitXTR1QMTqRnJLSUXBm2iRt2RtOfz101vqN2TNckRQRdTnge4epp0mNyxqgY+XpVjGObdBLEzAceEVrSVlm9A2kvL3yyIWSFOo/pGp3kipGzqQuCTj41etwip3NvGBs8Cj3+poHUUZo2G4E9eOpo0cnSFTmaSMygnPp7qplXu4ssrKXxncMcH/SjliNpaNf3sZWEHbbxN1mb1I/o+Z9elKO+nu5D3jFndyzE1RaJ8mtBB0LS8f8F/8ANehwTmi9iroulqOggf8AzXqFpF3l0i4B5zg1hybm0TlyFWVoWI75DsdeHHka9ls5Ldysg9dreR4rWWNqXQYCkdOUxTE2EDxbZEUrjp5VZYVR3afMkkIaru+I68inU/Z0XerTJZzxRoDls9B8Ko1fQhptuJfbYpTnGzGD81Zu18glBoAjkBORVmpfyPbf4iT6qUArlGoy+bdolqf+Yk+qlHF7hULVq1RVS1ap45rQEtUVcik9ATVojiitFuFkVpEcb42HG0/oNGx6xbRYzCFB4HIqqx/JKWVIAwR1BFSAphNrWnzw904Quxx4R0+f1qpZIkTeVYleDkdKSbURlPVtGq7GjGlSjGPu5+qtaCkfZV0fTHaM5XvT+gU8qkXaNEXaOrJ6hCWv7gEnczkjI4xWsrP3qg3cvi53dDxilnwUiKILOOJmkWNQfVRzRgwi94zABetSVWLENx8OaGuFMxe2OETb42PpSDAcnaSyt5yJtyq3Axzn3+6tBCwbA+n1rIjsuL7V1nLkWQAxkeJ8dce4+ta6RACrJww468H3VzOLZdqlWB56VW42vux0rt49nPG0x9R8KD1O5ZLZ+7xvYADHlSSYUgDVtRQ6lLA0Z8O0fK45XOce6p28kc0AlYp90O0Y6geWa8muJrC7mcxoxeBFDOMjoOv56URXE3exmIIGIxsIG1h6nPFXcnGr2Daa8jLVb+ScLEJmLA8uvGPTig9KuHtrwv3jqQH3BVB3EgDcoPnkDNG3V21zYhO6hSQffIvGR+qlhMz6fOjWkgnXpInKhfMjz93uzSdzchVJuX0EThIoAIowpXgLnJPx99VEYty80bxttyQRg499Ex30FzeRwQsVMO0iQ4OD5VXrjwyzmE3JkKrksq8E+/8AbzqGXpk25p8/0dKG7T5OsNPFyWIIjYDI38ZFJ+03eRaxtWQoPZYww9Tt4pl7VqUtvHbQRd8g4yrD9NKO1d28eqKGiAZraLIbkjwirYsUYCqKiWdltNm1S4bvS4toeXCnBY+Qr6AbWGGx2RRhDtwAOnpWM/c+v42lms3IVmYOBnqADxWzuQrNtUmIhckA8EVRnWKrvTw0UamMEnxE459T+aktjYKdfENw2+ODJRSMZPv9adyaukYlZirO3CgN0HrWcTUdskzWw3zvkb/JfU/ZU4y7nodxpbDu0mqW0VjJtZ+8kUiMr19M8dKwEcoLs5BG7JZ2OSffTC4vg2oqud8CKI85688/pqrUrAKhkg5U8kedVTEoeJJnQ9KbOfuL8/8A2vXWdx3V2j7tuPdmoopGg6SCMHuH/wA16FLFHDKSCDwRWOb/AHZCT2fS9MlkkhV5SAuM5JouW8iEZxyvr61k9O1JXtF79zgDHJ6+6r5r3vGA3c56e7rWlTTQykZ7tPJdJcTXVjNKhchcIfL0pdYs/tMkd7JL7RgEGQ54NNJGkbMUkoWMvzwC3X7KWSxFrk3M0jyEN4pB1GCP1H89RdVQ1p8lhB3Yoy6GNCtf8RJ9VKViY5yTTKd9+g2x/wCZk+qlJBbJoBBqe4qpIz06gZxVYFWKQGAKlznhR5/bVo8nS4LkluJe+iVVPfAFiRgAe6rk9kBC3WycrwOgGaXTzXUlzAkwPh8JAxhQfhXsdpK5IuHCc7SoGKo8qiRcW+Rq5srpVjgjjjZDk7UwB84o21ieNcuSM48RB6eVQhS2sLdTuV2I4wKsgulfdJMwA8vFyKi5OWxoqlRr+zEYj0+XAxmYnpjyFOqR9lpxcafK6g4ExAz5+FaeVeKpGmPtR1Yu8urw65cwyW/ewCTAYZUgfHoa2lZm9jdr+ckgLv45pMrpFYK2epGi4JB2jkCp91G5lGATIm0/t89AS39pbnZJdpkcHnOPmq+O4jOJBcBVPOTjkVPuHoOMCsFOSjL0wSKpLSRkFlBI9fWh5b5FVgrFyOhxxQn75R3Ssyq2VOOegpZZEgqLYyeUgq20g+YPnQF26EkYJ4yPcM1Q2pWsSgTyIhI5560l1HUI++zaSSbWBB3jA+bNTcnIdRoK7Q3DPfFVfARUVh65XiiNJspLjT5GTgDgkryfcPSvNXMYwJFCYijYPjO7Cip2kqPBsgkPckZIJ5Yn0q8dz/oz+dFsKWIjHePKH9AeKruI7G6k7u3kkEkQJaORdpBxwcjqKttUtriJlluFidOiSHaMZ9ar1KazaCSGy7x3HXunwcD09fhVMVLdBglHaEsUUkd1IWO4dWyu0gnyP56YS6dN35hiPfMwBO0+f7edUaHYnVDNbJcxpbRkTF2HL+g+nk17HdSWl05MiOkcpjLKM7sdSPdUpJS92kCVNuw6OyntD3J2ocHndwTisd2vaT9+o1kP3QWsWT6naK0Et69/d5LssWMAn73FI+2M0UGrxMAJJRbxENjg+Ec+lXXGuDmins9puqz3a3NorRRr1lfhSPQetaySW+inbvFaTwFVIbgCsk3ajVpLdV3hB0BVRzQst/qM6hZrmbB8g2CR8BXNWKmav2eAKz3cqDPUFsKKQ6tqcADW1mcR9GdPP4UmKxqxZix+HJrwv5gAfNnNd4oJxDOSka59CeKIWZ1VQWY89AeKqMpUoxyQecdBUiu5i7EL7q441Ew26RpYxj7i/wDmvQLjNEyb/wB49J3DB7h+P/tehhk1iyv9mZp+5kVdlYYJFGe1ylt2ec54oMr51fbeInIoJMBKWQyy78EZ5+er4os2Fy2eoxj4c/ZUXjwOKttGcI6MCEcjP5x+umb0FMR4IbpTVv8A9ft/8TJ9VKFkt3TqtGSDGg2+fwmT6qUYPYUCL06c+te92zMCi5b8wrlqakqu0E4qhzOiPdllYAk+7p89XNKzoEOMDnp1qmvQaCikckkWDipA1XmvQaYJvuw38jy/4hvqrWkrNdhT/uab/EN9Va0lXjwVjwdWa1v+MH+1XV1Q6j2lsPJh5v5Uk/t/ZTK/+QtdXVH4K+Q23/iCfChYesvxrq6pSHiZ5P5QejNV/i611dVfKE8Mb67/ABMf3Uf1RQ9n8iw+b9NdXV0f9QzeS4/x9f7RoFP5bh/6v0murq2R9n9lX7D3Rv4e/wDn/wAyqF/kyL/q/TXV1Zs/s/snPgFk/g2+BqPaL+MW/wDh4v8ALFdXVTH7EDwhPYfJf+/Wpt/CXPxFdXVQC5KF/gk+JqiX+EPxrq6igllz/Bwf3bfpNe2nX5q6uoI5Gpuv5I0v+4b/ADHoUfJrq6seT3Mzz9zOPSrLXoa6upkKGj5Qq9f4u/w/XXV1c+Diub5RqF//ACNbf4iT6qV1dRjyMhatSrq6nOOr0V1dXHEhXtdXUQm97CfyLN/iG+qtaWurqvHgrHg//9k=" > </answer> <span style="text-decoration:underline;"><strong>Community</strong></span> <answer> <strong>Def: </strong>All of the populations a variety and many different species that interact within an area or ecosystem. E.g. A forest of trees and undergrowth plants, inhabited by animals and rooted in soil containing bacteria and fungi, constitutes a community. </answer> <span style="text-decoration:underline;"><strong>Biodiversity Hotspot</strong></span> <strong>Def: </strong>An area or ecosystem where there is an enormously large number of species in a relatively small area. <span style="text-decoration:underline;"><strong>Dominant Species:</strong></span> <strong>Def:</strong><strong> </strong>Species that are high in number and contain the highest biomass of any community member. <span style="text-decoration:underline;"><strong>Keystone Species</strong></span> <strong>Def: </strong>Species that play a huge role in an ecosystem, because they can greatly affect population numbers and the overall health of the ecosystem. <span style="text-decoration:underline;"><strong>Captive Breeding</strong></span> <strong>Def: </strong>The breeding of endangered or rare species in a controlled setting to help increase population. <span style="text-decoration:underline;"><strong>Ecosystem Engineer</strong></span> <answer> <strong>Def: </strong>A species that can cause dramatic changes to the landscapes so much so that it ends up creating a brand new ecosystem entirely. E.g. A beaver makes dams which makes changes to the landscape and makes an ecosystem and a habitat for animals like frogs and toads. </answer> <span style="text-decoration:underline;"><strong>Succession</strong></span><strong> </strong> <strong>Def: </strong>A series of changes that occurs over a period of time, followed by a disturbance. <span style="text-decoration:underline;"><strong>Habitat Loss</strong></span> <answer> <strong>Def: </strong>The loss of a habitat caused by destruction, often caused by humans. E.g. Trees and forests being cut down by humans (logging) forcing many different wildlife to lose their habitat, panda`s losing habitat (bamboo). <img data-image_id="c9adc072-28bd-424a-b31e-6ce824c71b5f" 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" > </answer> <span style="text-decoration:underline;"><strong>Deforestation</strong></span> <answer> <strong>Def: </strong>The act of cutting and cleaning out forests for human use and never restoring or replanting them. <img data-image_id="3d03359d-8314-491c-a97e-3f9ca9511c08" 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" > </answer> <span style="text-decoration:underline;"><strong>Alien Species</strong></span> <answer> <strong>Def: </strong>A species that is either accidentally or intentionally introduced to a foreign ecosystem or a new location. E.g Asian ladybugs, zebra mussels </answer> <span style="text-decoration:underline;"><strong>Invasive Species</strong></span> <answer> <strong>Def: </strong>A species that takes over the habitat of the native species. E.g. Asian beetle </answer> <span style="text-decoration:underline;"><strong>Overexploitation</strong></span> <strong>Def: </strong>The heavy use or extraction of a resource until it is completely depleted. <span style="text-decoration:underline;"><strong>Extinction</strong></span> <answer> <strong>Def: </strong>The death of every single individual of a species, often caused by humans. E.g. The Dodo bird, Passenger Pigeon, Dinosaurs, Tasmanian Tiger. </answer> <span style="text-decoration:underline;"><strong>Biodiversity Crisis</strong></span> <strong>Def: </strong>The current accelerated rate of extinction of species. <span style="text-decoration:underline;"><strong>Restoration Ecology</strong></span> <strong>Def: </strong>The renewal of degraded or destroyed ecosystems through active human intervention and action. <span style="text-decoration:underline;"><strong>Biocontrol</strong></span> <strong>Def: </strong>Control of pests by disrupting their ecological status, through the use of other organisms that are their natural predators, parasites, or pathogens. <span style="text-decoration:underline;"><strong>Reforestation</strong></span> <answer> <strong>Def: </strong>The process of planting new trees in areas where they have been removed by cutting or destroyed by fire, disease, etc. <img data-image_id="54eabbae-bc82-4489-a866-2adb80764bc4" src="data:image/jpeg;base64,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" > </answer> <span style="text-decoration:underline;"><strong>Bioremediation</strong></span> <answer> <strong>Def: </strong>The process of using living organisms to clean up contaminated area in a natural way. <img data-image_id="946dd1ce-bd75-4a11-aef5-d466995fe0bb" 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" > </answer> <span style="text-decoration:underline;"><strong>Bioaugmentation</strong></span> <strong>Def: </strong>The use of organisms to add essential nutrients to depleted soils to respond to process fluctuations or to degrade certain compounds, resulting in improved treatment.