#include <bits/stdc++.h>
#define REP(i, n) for (int i = 0; (i) < (int)(n); ++ (i))
#define REP3(i, m, n) for (int i = (m); (i) < (int)(n); ++ (i))
#define REP_R(i, n) for (int i = (int)(n) - 1; (i) >= 0; -- (i))
#define REP3R(i, m, n) for (int i = (int)(n) - 1; (i) >= (int)(m); -- (i))
#define ALL(x) begin(x), end(x)
using ll = long long;
using namespace std;

template <int32_t MOD>
struct mint {
    int32_t value;
    mint() = default;
    mint(int32_t value_) : value(value_) {}
    inline mint<MOD> operator + (mint<MOD> other) const { int32_t c = this->value + other.value; return mint<MOD>(c >= MOD ? c - MOD : c); }
    inline mint<MOD> operator - (mint<MOD> other) const { int32_t c = this->value - other.value; return mint<MOD>(c <    0 ? c + MOD : c); }
    inline mint<MOD> operator * (mint<MOD> other) const { int32_t c = (int64_t)this->value * other.value % MOD; return mint<MOD>(c < 0 ? c + MOD : c); }
    inline mint<MOD> & operator += (mint<MOD> other) { this->value += other.value; if (this->value >= MOD) this->value -= MOD; return *this; }
    inline mint<MOD> & operator -= (mint<MOD> other) { this->value -= other.value; if (this->value <    0) this->value += MOD; return *this; }
    inline mint<MOD> & operator *= (mint<MOD> other) { this->value = (int64_t)this->value * other.value % MOD; if (this->value < 0) this->value += MOD; return *this; }
    inline mint<MOD> operator - () const { return mint<MOD>(this->value ? MOD - this->value : 0); }
    mint<MOD> pow(uint64_t k) const {
        mint<MOD> x = *this, y = 1;
        for (; k; k >>= 1) {
            if (k & 1) y *= x;
            x *= x;
        }
        return y;
    }
    mint<MOD> inv() const { return pow(MOD - 2); }  // MOD must be a prime
    inline mint<MOD> operator /  (mint<MOD> other) const { return *this *  other.inv(); }
    inline mint<MOD> operator /= (mint<MOD> other)       { return *this *= other.inv(); }
    inline bool operator == (mint<MOD> other) const { return value == other.value; }
    inline bool operator != (mint<MOD> other) const { return value != other.value; }
};
template <int32_t MOD> mint<MOD> operator * (int64_t value, mint<MOD> n) { return mint<MOD>(value) * n; }
template <int32_t MOD> mint<MOD> operator * (int32_t value, mint<MOD> n) { return mint<MOD>(value % MOD) * n; }
template <int32_t MOD> ostream & operator << (ostream & out, mint<MOD> n) { return out << n.value; }

int fact_unpack(const char *s) {
    int n = 0;
    REP_R (i, 5) {
        n *= 64;
        n +=
            'a' <= s[i] ? s[i] - 'a' + 26 :
            'A' <= s[i] ? s[i] - 'A' :
            '0' <= s[i] ? s[i] - '0' + 52 :
            s[i] == '+' ? 62 : 63;
    }
    return n;
}
/**
 * @return n! mod MOD
 * @note O(w), for the embedding width w = 100000
 */
int fact(int64_t n) {
    constexpr int MOD = 1e9 + 7;
    constexpr int width = 100000;
    static const char *table = // {{{
        "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"
    ;  // }}}
    assert (0 <= n);
    if (n >= MOD) return 0;
    int64_t acc = fact_unpack(&table[n / width * 5]);
    int init = n / width * width;
    for (int i = max(1, init); i <= n; ++ i) {
        acc = acc * i % MOD;
    }
    return acc;
}

mint<1000000007> choose(int64_t n, int64_t r) {
    constexpr int MOD = 1e9 + 7;
    assert (0 <= r and r <= n);
    if (n / MOD > (n - r) / MOD + r / MOD) {
        return 0;
    } else {
        return mint<MOD>(fact(n % MOD)) * mint<MOD>(fact((n - r) % MOD)).inv() * mint<MOD>(fact(r % MOD)).inv();
    }
}


constexpr int MOD = 1e9 + 7;

mint<MOD> solve(ll h, ll w, ll k) {
    mint<MOD> acc = 0;
    REP (y, h) {
        acc += mint<MOD>(y) * (y + 1) / 2 * w * w;
    }
    REP (x, w) {
        acc += mint<MOD>(x) * (x + 1) / 2 * h * h;
    }
    return acc * choose(h * w - 2, k - 2);
}

int main() {
    ll n, m, k; cin >> n >> m >> k;
    cout << solve(n, m, k).value << endl;
    return 0;
}


Measured memory_bytes: 256